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The San Francisco Bay Area last hosted in 1985", "probability": 0.03168011084198952 }, { "start_logit": 3.0125389099121094, "end_logit": 2.872918128967285, "text": "October 16, 2012, that the two finalists were Sun Life Stadium and Levi's Stadium", "probability": 0.031113335862755775 }, { "start_logit": 3.079131603240967, "end_logit": 2.767590045928955, "text": "Stanford Stadium in Stanford, California, won by the home team 49ers", "probability": 0.029931191354990005 } ], "56be54bdacb8001400a50324": [ { "start_logit": 3.0348148345947266, "end_logit": 3.970684766769409, "text": "2010", "probability": 0.09358630329370499 }, { "start_logit": 2.87520694732666, "end_logit": 3.970684766769409, "text": "10 times (tied for most with New Orleans), with the most recent one being Super Bowl XLIV in 2010", "probability": 0.07978025823831558 }, { "start_logit": 2.97115421295166, "end_logit": 3.684302568435669, "text": "Stanford, California, won by the home team 49ers. The Miami bid depended on whether the stadium underwent renovations. However, on May 3, 2013", "probability": 0.0659462958574295 }, { "start_logit": 3.0348148345947266, "end_logit": 3.57958984375, "text": "2010. The San Francisco Bay Area last hosted in 1985", "probability": 0.06329388916492462 }, { "start_logit": 2.926661491394043, "end_logit": 3.630556344985962, "text": "October 16, 2012", "probability": 0.05977585166692734 }, { "start_logit": 3.0348148345947266, "end_logit": 3.5143518447875977, "text": "2010. The San Francisco Bay Area last hosted in 1985 (Super Bowl XIX", "probability": 0.05929652974009514 }, { "start_logit": 2.901719570159912, "end_logit": 3.57958984375, "text": "1985", "probability": 0.05540631338953972 }, { "start_logit": 2.901719570159912, "end_logit": 3.5143518447875977, "text": "1985 (Super Bowl XIX", "probability": 0.05190709978342056 }, { "start_logit": 2.8163857460021973, "end_logit": 3.57958984375, "text": "San Francisco Bay Area last hosted in 1985", "probability": 0.05087439715862274 }, { "start_logit": 2.3784377574920654, "end_logit": 3.970684766769409, "text": "New Orleans), with the most recent one being Super Bowl XLIV in 2010", "probability": 0.048545751720666885 }, { "start_logit": 2.8163857460021973, "end_logit": 3.5143518447875977, "text": "San Francisco Bay Area last hosted in 1985 (Super Bowl XIX", "probability": 0.047661397606134415 }, { "start_logit": 2.5518176555633545, "end_logit": 3.684302568435669, "text": "May 3, 2013", "probability": 0.04335856810212135 }, { "start_logit": 2.2576348781585693, "end_logit": 3.970684766769409, "text": "Super Bowl XLIV in 2010", "probability": 0.04302166402339935 }, { "start_logit": 3.3213512897491455, "end_logit": 2.8680484294891357, "text": "Levi's Stadium", "probability": 0.041379429399967194 }, { "start_logit": 2.5084893703460693, "end_logit": 3.630556344985962, "text": "2012", "probability": 0.03934739902615547 }, { "start_logit": 2.87520694732666, "end_logit": 3.1889231204986572, "text": "10 times (tied for most with New Orleans), with the most recent one being Super Bowl XLIV", "probability": 0.036507364362478256 }, { "start_logit": 2.3784377574920654, "end_logit": 3.57958984375, "text": "New Orleans), with the most recent one being Super Bowl XLIV in 2010. The San Francisco Bay Area last hosted in 1985", "probability": 0.032832276076078415 }, { "start_logit": 2.1647138595581055, "end_logit": 3.684302568435669, "text": "49ers. The Miami bid depended on whether the stadium underwent renovations. However, on May 3, 2013", "probability": 0.029441356658935547 }, { "start_logit": 2.2576348781585693, "end_logit": 3.57958984375, "text": "Super Bowl XLIV in 2010. The San Francisco Bay Area last hosted in 1985", "probability": 0.029096245765686035 }, { "start_logit": 3.115230083465576, "end_logit": 2.7166659832000732, "text": "Stanford Stadium in Stanford, California, won by the home team 49ers", "probability": 0.028941599652171135 } ], "56be54bdacb8001400a50325": [ { "start_logit": 3.0314276218414307, "end_logit": 3.9627814292907715, "text": "2010", "probability": 0.0928654745221138 }, { "start_logit": 2.875570774078369, "end_logit": 3.9627814292907715, "text": "10 times (tied for most with New Orleans), with the most recent one being Super Bowl XLIV in 2010", "probability": 0.07946326583623886 }, { "start_logit": 2.9584953784942627, "end_logit": 3.691527843475342, "text": "Stanford, California, won by the home team 49ers. The Miami bid depended on whether the stadium underwent renovations. However, on May 3, 2013", "probability": 0.0658227801322937 }, { "start_logit": 3.0314276218414307, "end_logit": 3.582967519760132, "text": "2010. The San Francisco Bay Area last hosted in 1985", "probability": 0.06351891905069351 }, { "start_logit": 2.9261362552642822, "end_logit": 3.6348354816436768, "text": "October 16, 2012", "probability": 0.0602145716547966 }, { "start_logit": 3.0314276218414307, "end_logit": 3.5255320072174072, "text": "2010. The San Francisco Bay Area last hosted in 1985 (Super Bowl XIX", "probability": 0.059973474591970444 }, { "start_logit": 2.901960849761963, "end_logit": 3.582967519760132, "text": "1985", "probability": 0.05580540746450424 }, { "start_logit": 2.901960849761963, "end_logit": 3.5255320072174072, "text": "1985 (Super Bowl XIX", "probability": 0.0526905283331871 }, { "start_logit": 2.8098978996276855, "end_logit": 3.582967519760132, "text": "San Francisco Bay Area last hosted in 1985", "probability": 0.05089719593524933 }, { "start_logit": 2.374037742614746, "end_logit": 3.9627814292907715, "text": "New Orleans), with the most recent one being Super Bowl XLIV in 2010", "probability": 0.0481230802834034 }, { "start_logit": 2.8098978996276855, "end_logit": 3.5255320072174072, "text": "San Francisco Bay Area last hosted in 1985 (Super Bowl XIX", "probability": 0.04805627465248108 }, { "start_logit": 2.5539286136627197, "end_logit": 3.691527843475342, "text": "May 3, 2013", "probability": 0.043921295553445816 }, { "start_logit": 2.230703353881836, "end_logit": 3.9627814292907715, "text": "Super Bowl XLIV in 2010", "probability": 0.041696928441524506 }, { "start_logit": 3.316694736480713, "end_logit": 2.8491501808166504, "text": "Levi's Stadium", "probability": 0.04056020826101303 }, { "start_logit": 2.50662899017334, "end_logit": 3.6348354816436768, "text": "2012", "probability": 0.03958328440785408 }, { "start_logit": 2.875570774078369, "end_logit": 3.192265033721924, "text": "10 times (tied for most with New Orleans), with the most recent one being Super Bowl XLIV", "probability": 0.03677353262901306 }, { "start_logit": 2.374037742614746, "end_logit": 3.582967519760132, "text": "New Orleans), with the most recent one being Super Bowl XLIV in 2010. The San Francisco Bay Area last hosted in 1985", "probability": 0.032915644347667694 }, { "start_logit": 2.1719233989715576, "end_logit": 3.691527843475342, "text": "49ers. The Miami bid depended on whether the stadium underwent renovations. However, on May 3, 2013", "probability": 0.029975898563861847 }, { "start_logit": 3.1059470176696777, "end_logit": 2.7112860679626465, "text": "Stanford Stadium in Stanford, California, won by the home team 49ers", "probability": 0.02862200327217579 }, { "start_logit": 2.230703353881836, "end_logit": 3.582967519760132, "text": "Super Bowl XLIV in 2010. The San Francisco Bay Area last hosted in 1985", "probability": 0.028520232066512108 } ], "56be54bdacb8001400a50326": [ { "start_logit": 2.966702938079834, "end_logit": 3.9029476642608643, "text": "2010", "probability": 0.08566337078809738 }, { "start_logit": 2.87888765335083, "end_logit": 3.9029476642608643, "text": "10 times (tied for most with New Orleans), with the most recent one being Super Bowl XLIV in 2010", "probability": 0.078461654484272 }, { "start_logit": 3.0280377864837646, "end_logit": 3.628664016723633, "text": "October 16, 2012", "probability": 0.06923292577266693 }, { "start_logit": 2.9288699626922607, "end_logit": 3.7031660079956055, "text": "Stanford, California, won by the home team 49ers. The Miami bid depended on whether the stadium underwent renovations. However, on May 3, 2013", "probability": 0.06754612177610397 }, { "start_logit": 2.966702938079834, "end_logit": 3.583205223083496, "text": "2010. The San Francisco Bay Area last hosted in 1985", "probability": 0.06222038343548775 }, { "start_logit": 2.942465305328369, "end_logit": 3.583205223083496, "text": "1985", "probability": 0.060730431228876114 }, { "start_logit": 2.966702938079834, "end_logit": 3.534158229827881, "text": "2010. The San Francisco Bay Area last hosted in 1985 (Super Bowl XIX", "probability": 0.05924228951334953 }, { "start_logit": 2.942465305328369, "end_logit": 3.534158229827881, "text": "1985 (Super Bowl XIX", "probability": 0.05782365798950195 }, { "start_logit": 2.655611276626587, "end_logit": 3.7031660079956055, "text": "May 3, 2013", "probability": 0.05139554664492607 }, { "start_logit": 2.322941541671753, "end_logit": 3.9029476642608643, "text": "Super Bowl XLIV in 2010", "probability": 0.04500005394220352 }, { "start_logit": 3.2774903774261475, "end_logit": 2.9125444889068604, "text": "Levi's Stadium", "probability": 0.04341518506407738 }, { "start_logit": 2.249189853668213, "end_logit": 3.9029476642608643, "text": "New Orleans), with the most recent one being Super Bowl XLIV in 2010", "probability": 0.041800662875175476 }, { "start_logit": 2.4987943172454834, "end_logit": 3.628664016723633, "text": "2012", "probability": 0.04078168049454689 }, { "start_logit": 2.472630739212036, "end_logit": 3.583205223083496, "text": "San Francisco Bay Area last hosted in 1985", "probability": 0.037962932139635086 }, { "start_logit": 2.472630739212036, "end_logit": 3.534158229827881, "text": "San Francisco Bay Area last hosted in 1985 (Super Bowl XIX", "probability": 0.036145906895399094 }, { "start_logit": 2.87888765335083, "end_logit": 3.0836055278778076, "text": "10 times (tied for most with New Orleans), with the most recent one being Super Bowl XLIV", "probability": 0.034579720348119736 }, { "start_logit": 3.0280377864837646, "end_logit": 2.9125444889068604, "text": "October 16, 2012, that the two finalists were Sun Life Stadium and Levi's Stadium", "probability": 0.033830296248197556 }, { "start_logit": 2.322941541671753, "end_logit": 3.583205223083496, "text": "Super Bowl XLIV in 2010. The San Francisco Bay Area last hosted in 1985", "probability": 0.03268516808748245 }, { "start_logit": 2.322941541671753, "end_logit": 3.534158229827881, "text": "Super Bowl XLIV in 2010. The San Francisco Bay Area last hosted in 1985 (Super Bowl XIX", "probability": 0.031120723113417625 }, { "start_logit": 2.249189853668213, "end_logit": 3.583205223083496, "text": "New Orleans), with the most recent one being Super Bowl XLIV in 2010. The San Francisco Bay Area last hosted in 1985", "probability": 0.030361322686076164 } ], "56beb0f43aeaaa14008c921b": [ { "start_logit": 2.995272636413574, "end_logit": 3.9209694862365723, "text": "2010", "probability": 0.0868665874004364 }, { "start_logit": 2.8813650608062744, "end_logit": 3.9209694862365723, "text": "10 times (tied for most with New Orleans), with the most recent one being Super Bowl XLIV in 2010", "probability": 0.07751458883285522 }, { "start_logit": 2.976567029953003, "end_logit": 3.6145565509796143, "text": "October 16, 2012", "probability": 0.06275604665279388 }, { "start_logit": 2.858738660812378, "end_logit": 3.7250800132751465, "text": "Stanford, California, won by the home team 49ers. The Miami bid depended on whether the stadium underwent renovations. However, on May 3, 2013", "probability": 0.062299277633428574 }, { "start_logit": 2.647691488265991, "end_logit": 3.9209694862365723, "text": "Super Bowl XLIV in 2010", "probability": 0.06136208027601242 }, { "start_logit": 2.995272636413574, "end_logit": 3.5453245639801025, "text": "2010. The San Francisco Bay Area last hosted in 1985", "probability": 0.05966397374868393 }, { "start_logit": 2.9486136436462402, "end_logit": 3.5453245639801025, "text": "1985", "probability": 0.05694408342242241 }, { "start_logit": 2.681093454360962, "end_logit": 3.7250800132751465, "text": "May 3, 2013", "probability": 0.05215943604707718 }, { "start_logit": 2.995272636413574, "end_logit": 3.364320993423462, "text": "2010. The San Francisco Bay Area last hosted in 1985 (Super Bowl XIX", "probability": 0.0497855506837368 }, { "start_logit": 2.9486136436462402, "end_logit": 3.364320993423462, "text": "1985 (Super Bowl XIX", "probability": 0.04751598834991455 }, { "start_logit": 2.391202688217163, "end_logit": 3.9209694862365723, "text": "New Orleans), with the most recent one being Super Bowl XLIV in 2010", "probability": 0.04747974872589111 }, { "start_logit": 2.7541284561157227, "end_logit": 3.5453245639801025, "text": "San Francisco Bay Area last hosted in 1985", "probability": 0.04687967151403427 }, { "start_logit": 2.647691488265991, "end_logit": 3.5453245639801025, "text": "Super Bowl XLIV in 2010. The San Francisco Bay Area last hosted in 1985", "probability": 0.04214632138609886 }, { "start_logit": 2.7541284561157227, "end_logit": 3.364320993423462, "text": "San Francisco Bay Area last hosted in 1985 (Super Bowl XIX", "probability": 0.03911791741847992 }, { "start_logit": 2.4862449169158936, "end_logit": 3.6145565509796143, "text": "2012", "probability": 0.03843362629413605 }, { "start_logit": 2.647691488265991, "end_logit": 3.364320993423462, "text": "Super Bowl XLIV in 2010. The San Francisco Bay Area last hosted in 1985 (Super Bowl XIX", "probability": 0.03516825661063194 }, { "start_logit": 2.976567029953003, "end_logit": 3.032639265060425, "text": "October 16, 2012, that the two finalists were Sun Life Stadium and Levi's Stadium", "probability": 0.03506970405578613 }, { "start_logit": 2.0460727214813232, "end_logit": 3.9209694862365723, "text": "Miami area has previously hosted the event 10 times (tied for most with New Orleans), with the most recent one being Super Bowl XLIV in 2010", "probability": 0.03362175449728966 }, { "start_logit": 2.391202688217163, "end_logit": 3.5453245639801025, "text": "New Orleans), with the most recent one being Super Bowl XLIV in 2010. The San Francisco Bay Area last hosted in 1985", "probability": 0.032611291855573654 }, { "start_logit": 2.8813650608062744, "end_logit": 3.0549418926239014, "text": "10 times (tied for most with New Orleans), with the most recent one being Super Bowl XLIV", "probability": 0.03260410949587822 } ], "56beb0f43aeaaa14008c921c": [ { "start_logit": 2.9869959354400635, "end_logit": 3.8962082862854004, "text": "2010", "probability": 0.08107639849185944 }, { "start_logit": 2.8439035415649414, "end_logit": 3.8962082862854004, "text": "10 times (tied for most with New Orleans), with the most recent one being Super Bowl XLIV in 2010", "probability": 0.07026679068803787 }, { "start_logit": 3.0326931476593018, "end_logit": 3.631971597671509, "text": "1985", "probability": 0.06516041606664658 }, { "start_logit": 2.9869959354400635, "end_logit": 3.631971597671509, "text": "2010. The San Francisco Bay Area last hosted in 1985", "probability": 0.06224977597594261 }, { "start_logit": 2.816657066345215, "end_logit": 3.7832298278808594, "text": "Stanford, California, won by the home team 49ers. The Miami bid depended on whether the stadium underwent renovations. However, on May 3, 2013", "probability": 0.06107327714562416 }, { "start_logit": 2.6158759593963623, "end_logit": 3.8962082862854004, "text": "Super Bowl XLIV in 2010", "probability": 0.05593953654170036 }, { "start_logit": 2.9931485652923584, "end_logit": 3.4798505306243896, "text": "October 16, 2012", "probability": 0.05379532277584076 }, { "start_logit": 3.0326931476593018, "end_logit": 3.4349989891052246, "text": "1985 (Super Bowl XIX", "probability": 0.05351060628890991 }, { "start_logit": 2.9869959354400635, "end_logit": 3.4349989891052246, "text": "2010. The San Francisco Bay Area last hosted in 1985 (Super Bowl XIX", "probability": 0.051120344549417496 }, { "start_logit": 2.618947982788086, "end_logit": 3.7832298278808594, "text": "May 3, 2013", "probability": 0.05011725053191185 }, { "start_logit": 2.7127625942230225, "end_logit": 3.631971597671509, "text": "San Francisco Bay Area last hosted in 1985", "probability": 0.04731946066021919 }, { "start_logit": 2.4419848918914795, "end_logit": 3.8962082862854004, "text": "New Orleans), with the most recent one being Super Bowl XLIV in 2010", "probability": 0.04701094329357147 }, { "start_logit": 2.6158759593963623, "end_logit": 3.631971597671509, "text": "Super Bowl XLIV in 2010. The San Francisco Bay Area last hosted in 1985", "probability": 0.04294992610812187 }, { "start_logit": 3.208379030227661, "end_logit": 3.003880500793457, "text": "Levi's Stadium", "probability": 0.04144829511642456 }, { "start_logit": 2.402749538421631, "end_logit": 3.7832298278808594, "text": "49ers. The Miami bid depended on whether the stadium underwent renovations. However, on May 3, 2013", "probability": 0.04037322476506233 }, { "start_logit": 2.7127625942230225, "end_logit": 3.4349989891052246, "text": "San Francisco Bay Area last hosted in 1985 (Super Bowl XIX", "probability": 0.03885935619473457 }, { "start_logit": 2.4419848918914795, "end_logit": 3.631971597671509, "text": "New Orleans), with the most recent one being Super Bowl XLIV in 2010. The San Francisco Bay Area last hosted in 1985", "probability": 0.03609462454915047 }, { "start_logit": 2.6158759593963623, "end_logit": 3.4349989891052246, "text": "Super Bowl XLIV in 2010. The San Francisco Bay Area last hosted in 1985 (Super Bowl XIX", "probability": 0.035271041095256805 }, { "start_logit": 2.9931485652923584, "end_logit": 3.003880500793457, "text": "October 16, 2012, that the two finalists were Sun Life Stadium and Levi's Stadium", "probability": 0.0334220789372921 }, { "start_logit": 2.8439035415649414, "end_logit": 3.1386375427246094, "text": "10 times (tied for most with New Orleans), with the most recent one being Super Bowl XLIV", "probability": 0.03294134512543678 } ], "56beb0f43aeaaa14008c921d": [ { "start_logit": 2.9858033657073975, "end_logit": 3.934937000274658, "text": "2010", "probability": 0.08609777688980103 }, { "start_logit": 2.8814029693603516, "end_logit": 3.934937000274658, "text": "10 times (tied for most with New Orleans), with the most recent one being Super Bowl XLIV in 2010", "probability": 0.07756244391202927 }, { "start_logit": 2.914883852005005, "end_logit": 3.737412929534912, "text": "Stanford, California, won by the home team 49ers. The Miami bid depended on whether the stadium underwent renovations. However, on May 3, 2013", "probability": 0.06582767516374588 }, { "start_logit": 3.0354692935943604, "end_logit": 3.6124956607818604, "text": "October 16, 2012", "probability": 0.06554313004016876 }, { "start_logit": 2.9858033657073975, "end_logit": 3.5736050605773926, "text": "2010. The San Francisco Bay Area last hosted in 1985", "probability": 0.05998842790722847 }, { "start_logit": 2.9638779163360596, "end_logit": 3.5736050605773926, "text": "1985", "probability": 0.058687493205070496 }, { "start_logit": 2.9858033657073975, "end_logit": 3.455031394958496, "text": "2010. The San Francisco Bay Area last hosted in 1985 (Super Bowl XIX", "probability": 0.05328092724084854 }, { "start_logit": 2.9638779163360596, "end_logit": 3.455031394958496, "text": "1985 (Super Bowl XIX", "probability": 0.05212540552020073 }, { "start_logit": 2.6812212467193604, "end_logit": 3.737412929534912, "text": "May 3, 2013", "probability": 0.05211109295487404 }, { "start_logit": 2.760611057281494, "end_logit": 3.5736050605773926, "text": "San Francisco Bay Area last hosted in 1985", "probability": 0.04789252579212189 }, { "start_logit": 2.351888418197632, "end_logit": 3.934937000274658, "text": "New Orleans), with the most recent one being Super Bowl XLIV in 2010", "probability": 0.04567580297589302 }, { "start_logit": 2.33339786529541, "end_logit": 3.934937000274658, "text": "Super Bowl XLIV in 2010", "probability": 0.04483899474143982 }, { "start_logit": 2.760611057281494, "end_logit": 3.455031394958496, "text": "San Francisco Bay Area last hosted in 1985 (Super Bowl XIX", "probability": 0.042537495493888855 }, { "start_logit": 3.2376699447631836, "end_logit": 2.9778759479522705, "text": "Levi's Stadium", "probability": 0.042533375322818756 }, { "start_logit": 2.5020644664764404, "end_logit": 3.6124956607818604, "text": "2012", "probability": 0.03844788298010826 }, { "start_logit": 2.8814029693603516, "end_logit": 3.1386361122131348, "text": "10 times (tied for most with New Orleans), with the most recent one being Super Bowl XLIV", "probability": 0.03498021140694618 }, { "start_logit": 3.0354692935943604, "end_logit": 2.9778759479522705, "text": "October 16, 2012, that the two finalists were Sun Life Stadium and Levi's Stadium", "probability": 0.034746840596199036 }, { "start_logit": 2.058342695236206, "end_logit": 3.934937000274658, "text": "Miami area has previously hosted the event 10 times (tied for most with New Orleans), with the most recent one being Super Bowl XLIV in 2010", "probability": 0.034056566655635834 }, { "start_logit": 2.351888418197632, "end_logit": 3.5736050605773926, "text": "New Orleans), with the most recent one being Super Bowl XLIV in 2010. The San Francisco Bay Area last hosted in 1985", "probability": 0.0318245068192482 }, { "start_logit": 2.33339786529541, "end_logit": 3.5736050605773926, "text": "Super Bowl XLIV in 2010. The San Francisco Bay Area last hosted in 1985", "probability": 0.031241469085216522 } ], "56beb0f43aeaaa14008c921e": [ { "start_logit": 2.997302770614624, "end_logit": 3.891242742538452, "text": "2010", "probability": 0.08550285547971725 }, { "start_logit": 2.791491746902466, "end_logit": 3.891242742538452, "text": "10 times (tied for most with New Orleans), with the most recent one being Super Bowl XLIV in 2010", "probability": 0.06959820538759232 }, { "start_logit": 2.889500856399536, "end_logit": 3.752321243286133, "text": "Stanford, California, won by the home team 49ers. The Miami bid depended on whether the stadium underwent renovations. However, on May 3, 2013", "probability": 0.06680821627378464 }, { "start_logit": 2.9030256271362305, "end_logit": 3.6628851890563965, "text": "October 16, 2012", "probability": 0.06192444637417793 }, { "start_logit": 2.645840644836426, "end_logit": 3.891242742538452, "text": "Super Bowl XLIV in 2010", "probability": 0.06016482785344124 }, { "start_logit": 2.997302770614624, "end_logit": 3.501861572265625, "text": "2010. The San Francisco Bay Area last hosted in 1985", "probability": 0.05792614445090294 }, { "start_logit": 2.894078254699707, "end_logit": 3.501861572265625, "text": "1985", "probability": 0.05224499851465225 }, { "start_logit": 2.8804941177368164, "end_logit": 3.501861572265625, "text": "San Francisco Bay Area last hosted in 1985", "probability": 0.05154008790850639 }, { "start_logit": 2.602769136428833, "end_logit": 3.752321243286133, "text": "May 3, 2013", "probability": 0.05015380680561066 }, { "start_logit": 2.4413726329803467, "end_logit": 3.891242742538452, "text": "New Orleans), with the most recent one being Super Bowl XLIV in 2010", "probability": 0.04903918504714966 }, { "start_logit": 2.997302770614624, "end_logit": 3.3313820362091064, "text": "2010. The San Francisco Bay Area last hosted in 1985 (Super Bowl XIX", "probability": 0.048846811056137085 }, { "start_logit": 3.37455677986145, "end_logit": 2.8534743785858154, "text": "Levi's Stadium", "probability": 0.04416954517364502 }, { "start_logit": 2.894078254699707, "end_logit": 3.3313820362091064, "text": "1985 (Super Bowl XIX", "probability": 0.04405612498521805 }, { "start_logit": 2.8804941177368164, "end_logit": 3.3313820362091064, "text": "San Francisco Bay Area last hosted in 1985 (Super Bowl XIX", "probability": 0.04346170276403427 }, { "start_logit": 2.522301197052002, "end_logit": 3.6628851890563965, "text": "2012", "probability": 0.04231707379221916 }, { "start_logit": 2.645840644836426, "end_logit": 3.501861572265625, "text": "Super Bowl XLIV in 2010. The San Francisco Bay Area last hosted in 1985", "probability": 0.04076021537184715 }, { "start_logit": 2.645840644836426, "end_logit": 3.3313820362091064, "text": "Super Bowl XLIV in 2010. The San Francisco Bay Area last hosted in 1985 (Super Bowl XIX", "probability": 0.03437146544456482 }, { "start_logit": 3.37455677986145, "end_logit": 2.5717854499816895, "text": "Levi's Stadium. The South Florida/Miami area", "probability": 0.033326294273138046 }, { "start_logit": 2.4413726329803467, "end_logit": 3.501861572265625, "text": "New Orleans), with the most recent one being Super Bowl XLIV in 2010. The San Francisco Bay Area last hosted in 1985", "probability": 0.033222876489162445 }, { "start_logit": 2.791491746902466, "end_logit": 3.0683610439300537, "text": "10 times (tied for most with New Orleans), with the most recent one being Super Bowl XLIV", "probability": 0.030565043911337852 } ], "56beb0f43aeaaa14008c921f": [ { "start_logit": 2.9853482246398926, "end_logit": 3.930162191390991, "text": "2010", "probability": 0.08765898644924164 }, { "start_logit": 2.839357614517212, "end_logit": 3.930162191390991, "text": "10 times (tied for most with New Orleans), with the most recent one being Super Bowl XLIV in 2010", "probability": 0.0757519081234932 }, { "start_logit": 2.953748941421509, "end_logit": 3.7256932258605957, "text": "Stanford, California, won by the home team 49ers. The Miami bid depended on whether the stadium underwent renovations. However, on May 3, 2013", "probability": 0.0692266896367073 }, { "start_logit": 2.9853482246398926, "end_logit": 3.6023056507110596, "text": "2010. The San Francisco Bay Area last hosted in 1985", "probability": 0.06315538287162781 }, { "start_logit": 2.927388906478882, "end_logit": 3.6203880310058594, "text": "October 16, 2012", "probability": 0.060686495155096054 }, { "start_logit": 2.9853482246398926, "end_logit": 3.4818458557128906, "text": "2010. The San Francisco Bay Area last hosted in 1985 (Super Bowl XIX", "probability": 0.05598803982138634 }, { "start_logit": 2.864825963973999, "end_logit": 3.6023056507110596, "text": "1985", "probability": 0.05598453804850578 }, { "start_logit": 2.8467369079589844, "end_logit": 3.6023056507110596, "text": "San Francisco Bay Area last hosted in 1985", "probability": 0.05498092249035835 }, { "start_logit": 2.864825963973999, "end_logit": 3.4818458557128906, "text": "1985 (Super Bowl XIX", "probability": 0.049631014466285706 }, { "start_logit": 2.8467369079589844, "end_logit": 3.4818458557128906, "text": "San Francisco Bay Area last hosted in 1985 (Super Bowl XIX", "probability": 0.04874129965901375 }, { "start_logit": 2.3725814819335938, "end_logit": 3.930162191390991, "text": "New Orleans), with the most recent one being Super Bowl XLIV in 2010", "probability": 0.04749801382422447 }, { "start_logit": 2.5478668212890625, "end_logit": 3.7256932258605957, "text": "May 3, 2013", "probability": 0.04613186791539192 }, { "start_logit": 2.2719099521636963, "end_logit": 3.930162191390991, "text": "Super Bowl XLIV in 2010", "probability": 0.042949117720127106 }, { "start_logit": 3.3209989070892334, "end_logit": 2.851613998413086, "text": "Levi's Stadium", "probability": 0.041702330112457275 }, { "start_logit": 2.4771311283111572, "end_logit": 3.6203880310058594, "text": "2012", "probability": 0.03868542239069939 }, { "start_logit": 2.839357614517212, "end_logit": 3.2161426544189453, "text": "10 times (tied for most with New Orleans), with the most recent one being Super Bowl XLIV", "probability": 0.03709357976913452 }, { "start_logit": 2.3725814819335938, "end_logit": 3.6023056507110596, "text": "New Orleans), with the most recent one being Super Bowl XLIV in 2010. The San Francisco Bay Area last hosted in 1985", "probability": 0.034220702946186066 }, { "start_logit": 2.2719099521636963, "end_logit": 3.6023056507110596, "text": "Super Bowl XLIV in 2010. The San Francisco Bay Area last hosted in 1985", "probability": 0.03094339556992054 }, { "start_logit": 2.14508318901062, "end_logit": 3.7256932258605957, "text": "49ers. The Miami bid depended on whether the stadium underwent renovations. However, on May 3, 2013", "probability": 0.030837150290608406 }, { "start_logit": 2.927388906478882, "end_logit": 2.851613998413086, "text": "October 16, 2012, that the two finalists were Sun Life Stadium and Levi's Stadium", "probability": 0.028133107349276543 } ], "56bf21b43aeaaa14008c9525": [ { "start_logit": 2.976006031036377, "end_logit": 3.8748550415039062, "text": "2010", "probability": 0.08466921001672745 }, { "start_logit": 2.895512819290161, "end_logit": 3.8748550415039062, "text": "10 times (tied for most with New Orleans), with the most recent one being Super Bowl XLIV in 2010", "probability": 0.07812096923589706 }, { "start_logit": 2.923823356628418, "end_logit": 3.7067034244537354, "text": "Stanford, California, won by the home team 49ers. The Miami bid depended on whether the stadium underwent renovations. However, on May 3, 2013", "probability": 0.06792590767145157 }, { "start_logit": 2.9123282432556152, "end_logit": 3.6238338947296143, "text": "October 16, 2012", "probability": 0.06180926784873009 }, { "start_logit": 2.976006031036377, "end_logit": 3.5449109077453613, "text": "2010. The San Francisco Bay Area last hosted in 1985", "probability": 0.060874100774526596 }, { "start_logit": 2.8944203853607178, "end_logit": 3.5449109077453613, "text": "1985", "probability": 0.056104838848114014 }, { "start_logit": 2.976006031036377, "end_logit": 3.4481184482574463, "text": "2010. The San Francisco Bay Area last hosted in 1985 (Super Bowl XIX", "probability": 0.055258143693208694 }, { "start_logit": 2.850536584854126, "end_logit": 3.5449109077453613, "text": "San Francisco Bay Area last hosted in 1985", "probability": 0.05369601026177406 }, { "start_logit": 2.8944203853607178, "end_logit": 3.4481184482574463, "text": "1985 (Super Bowl XIX", "probability": 0.050928860902786255 }, { "start_logit": 2.850536584854126, "end_logit": 3.4481184482574463, "text": "San Francisco Bay Area last hosted in 1985 (Super Bowl XIX", "probability": 0.04874224215745926 }, { "start_logit": 2.399685859680176, "end_logit": 3.8748550415039062, "text": "New Orleans), with the most recent one being Super Bowl XLIV in 2010", "probability": 0.04758092388510704 }, { "start_logit": 2.5413312911987305, "end_logit": 3.7067034244537354, "text": "May 3, 2013", "probability": 0.04633628576993942 }, { "start_logit": 2.3134427070617676, "end_logit": 3.8748550415039062, "text": "Super Bowl XLIV in 2010", "probability": 0.04364936426281929 }, { "start_logit": 2.5097460746765137, "end_logit": 3.6238338947296143, "text": "2012", "probability": 0.04132514446973801 }, { "start_logit": 3.3375113010406494, "end_logit": 2.789865255355835, "text": "Levi's Stadium", "probability": 0.04106957092881203 }, { "start_logit": 2.895512819290161, "end_logit": 3.1619908809661865, "text": "10 times (tied for most with New Orleans), with the most recent one being Super Bowl XLIV", "probability": 0.03829788416624069 }, { "start_logit": 2.399685859680176, "end_logit": 3.5449109077453613, "text": "New Orleans), with the most recent one being Super Bowl XLIV in 2010. The San Francisco Bay Area last hosted in 1985", "probability": 0.03420896455645561 }, { "start_logit": 2.3134427070617676, "end_logit": 3.5449109077453613, "text": "Super Bowl XLIV in 2010. The San Francisco Bay Area last hosted in 1985", "probability": 0.03138231486082077 }, { "start_logit": 2.076474189758301, "end_logit": 3.7067034244537354, "text": "49ers. The Miami bid depended on whether the stadium underwent renovations. However, on May 3, 2013", "probability": 0.029109610244631767 }, { "start_logit": 3.3375113010406494, "end_logit": 2.438798427581787, "text": "Levi's Stadium. The South Florida/Miami area", "probability": 0.028910387307405472 } ], "56bf21b43aeaaa14008c9526": [ { "start_logit": 2.999636650085449, "end_logit": 3.9265758991241455, "text": "2010", "probability": 0.08855502307415009 }, { "start_logit": 2.847684383392334, "end_logit": 3.9265758991241455, "text": "10 times (tied for most with New Orleans), with the most recent one being Super Bowl XLIV in 2010", "probability": 0.07607138901948929 }, { "start_logit": 2.956655979156494, "end_logit": 3.678403615951538, "text": "Stanford, California, won by the home team 49ers. The Miami bid depended on whether the stadium underwent renovations. However, on May 3, 2013", "probability": 0.06618613749742508 }, { "start_logit": 2.999636650085449, "end_logit": 3.5740816593170166, "text": "2010. The San Francisco Bay Area last hosted in 1985", "probability": 0.062248215079307556 }, { "start_logit": 2.9299399852752686, "end_logit": 3.643103837966919, "text": "October 16, 2012", "probability": 0.06220625713467598 }, { "start_logit": 2.999636650085449, "end_logit": 3.514523983001709, "text": "2010. The San Francisco Bay Area last hosted in 1985 (Super Bowl XIX", "probability": 0.058649107813835144 }, { "start_logit": 2.884775161743164, "end_logit": 3.5740816593170166, "text": "San Francisco Bay Area last hosted in 1985", "probability": 0.055493634194135666 }, { "start_logit": 2.883756637573242, "end_logit": 3.5740816593170166, "text": "1985", "probability": 0.05543714016675949 }, { "start_logit": 2.884775161743164, "end_logit": 3.514523983001709, "text": "San Francisco Bay Area last hosted in 1985 (Super Bowl XIX", "probability": 0.05228506773710251 }, { "start_logit": 2.883756637573242, "end_logit": 3.514523983001709, "text": "1985 (Super Bowl XIX", "probability": 0.05223184451460838 }, { "start_logit": 2.3910281658172607, "end_logit": 3.9265758991241455, "text": "New Orleans), with the most recent one being Super Bowl XLIV in 2010", "probability": 0.04818345978856087 }, { "start_logit": 2.5611066818237305, "end_logit": 3.678403615951538, "text": "May 3, 2013", "probability": 0.044563814997673035 }, { "start_logit": 2.2294838428497314, "end_logit": 3.9265758991241455, "text": "Super Bowl XLIV in 2010", "probability": 0.04099587723612785 }, { "start_logit": 3.315479278564453, "end_logit": 2.839195489883423, "text": "Levi's Stadium", "probability": 0.04093912988901138 }, { "start_logit": 2.4964354038238525, "end_logit": 3.643103837966919, "text": "2012", "probability": 0.04032416641712189 }, { "start_logit": 2.847684383392334, "end_logit": 3.141427516937256, "text": "10 times (tied for most with New Orleans), with the most recent one being Super Bowl XLIV", "probability": 0.03469250351190567 }, { "start_logit": 2.3910281658172607, "end_logit": 3.5740816593170166, "text": "New Orleans), with the most recent one being Super Bowl XLIV in 2010. The San Francisco Bay Area last hosted in 1985", "probability": 0.033869724720716476 }, { "start_logit": 3.118616819381714, "end_logit": 2.699265718460083, "text": "Stanford Stadium in Stanford, California, won by the home team 49ers", "probability": 0.02923288568854332 }, { "start_logit": 2.2959556579589844, "end_logit": 3.514523983001709, "text": "Super Bowl XIX", "probability": 0.02901727706193924 }, { "start_logit": 2.2294838428497314, "end_logit": 3.5740816593170166, "text": "Super Bowl XLIV in 2010. The San Francisco Bay Area last hosted in 1985", "probability": 0.02881733886897564 } ], "56bf21b43aeaaa14008c9528": [ { "start_logit": 2.8879997730255127, "end_logit": 3.8226866722106934, "text": "2010", "probability": 0.07739377021789551 }, { "start_logit": 2.967848777770996, "end_logit": 3.7096893787384033, "text": "Stanford, California, won by the home team 49ers. The Miami bid depended on whether the stadium underwent renovations. However, on May 3, 2013", "probability": 0.07487031817436218 }, { "start_logit": 2.838655948638916, "end_logit": 3.8226866722106934, "text": "10 times (tied for most with New Orleans), with the most recent one being Super Bowl XLIV in 2010", "probability": 0.07366753369569778 }, { "start_logit": 2.8879997730255127, "end_logit": 3.5667121410369873, "text": "2010. The San Francisco Bay Area last hosted in 1985", "probability": 0.05991527438163757 }, { "start_logit": 2.887622356414795, "end_logit": 3.5667121410369873, "text": "1985", "probability": 0.059892646968364716 }, { "start_logit": 3.424551010131836, "end_logit": 2.950150489807129, "text": "Levi's Stadium", "probability": 0.05530818924307823 }, { "start_logit": 2.8879997730255127, "end_logit": 3.4787745475769043, "text": "2010. The San Francisco Bay Area last hosted in 1985 (Super Bowl XIX", "probability": 0.05487149953842163 }, { "start_logit": 2.887622356414795, "end_logit": 3.4787745475769043, "text": "1985 (Super Bowl XIX", "probability": 0.054850783199071884 }, { "start_logit": 3.053157329559326, "end_logit": 3.2851345539093018, "text": "October 16, 2012", "probability": 0.0533306784927845 }, { "start_logit": 2.708263874053955, "end_logit": 3.5667121410369873, "text": "San Francisco Bay Area last hosted in 1985", "probability": 0.05005865544080734 }, { "start_logit": 2.558333396911621, "end_logit": 3.7096893787384033, "text": "May 3, 2013", "probability": 0.04971179738640785 }, { "start_logit": 2.708263874053955, "end_logit": 3.4787745475769043, "text": "San Francisco Bay Area last hosted in 1985 (Super Bowl XIX", "probability": 0.04584462568163872 }, { "start_logit": 2.2724504470825195, "end_logit": 3.8226866722106934, "text": "New Orleans), with the most recent one being Super Bowl XLIV in 2010", "probability": 0.0418192520737648 }, { "start_logit": 2.838655948638916, "end_logit": 3.2360613346099854, "text": "10 times (tied for most with New Orleans), with the most recent one being Super Bowl XLIV", "probability": 0.0409739725291729 }, { "start_logit": 2.226984977722168, "end_logit": 3.8226866722106934, "text": "Super Bowl XLIV in 2010", "probability": 0.03996049612760544 }, { "start_logit": 3.053157329559326, "end_logit": 2.950150489807129, "text": "October 16, 2012, that the two finalists were Sun Life Stadium and Levi's Stadium", "probability": 0.038150060921907425 }, { "start_logit": 3.424551010131836, "end_logit": 2.485736608505249, "text": "Levi's Stadium. The South Florida/Miami area", "probability": 0.03476139158010483 }, { "start_logit": 2.2724504470825195, "end_logit": 3.5667121410369873, "text": "New Orleans), with the most recent one being Super Bowl XLIV in 2010. The San Francisco Bay Area last hosted in 1985", "probability": 0.03237487003207207 }, { "start_logit": 2.854996681213379, "end_logit": 2.950150489807129, "text": "Sun Life Stadium and Levi's Stadium", "probability": 0.0312921367585659 }, { "start_logit": 2.0845296382904053, "end_logit": 3.7096893787384033, "text": "49ers. The Miami bid depended on whether the stadium underwent renovations. However, on May 3, 2013", "probability": 0.030952032655477524 } ], "56bf21b43aeaaa14008c9529": [ { "start_logit": 2.8417980670928955, "end_logit": 3.834096670150757, "text": "2010", "probability": 0.08006749302148819 }, { "start_logit": 2.7330470085144043, "end_logit": 3.834096670150757, "text": "10 times (tied for most with New Orleans), with the most recent one being Super Bowl XLIV in 2010", "probability": 0.0718168169260025 }, { "start_logit": 3.017134428024292, "end_logit": 3.5382461547851562, "text": "October 16, 2012", "probability": 0.07097700983285904 }, { "start_logit": 2.757347583770752, "end_logit": 3.6558902263641357, "text": "Stanford, California, won by the home team 49ers. The Miami bid depended on whether the stadium underwent renovations. However, on May 3, 2013", "probability": 0.06157234311103821 }, { "start_logit": 2.8417980670928955, "end_logit": 3.5224368572235107, "text": "2010. The San Francisco Bay Area last hosted in 1985", "probability": 0.058627866208553314 }, { "start_logit": 2.8134734630584717, "end_logit": 3.5224368572235107, "text": "1985", "probability": 0.05699055269360542 }, { "start_logit": 2.8417980670928955, "end_logit": 3.4515063762664795, "text": "2010. The San Francisco Bay Area last hosted in 1985 (Super Bowl XIX", "probability": 0.054613422602415085 }, { "start_logit": 2.8134734630584717, "end_logit": 3.4515063762664795, "text": "1985 (Super Bowl XIX", "probability": 0.053088221698999405 }, { "start_logit": 2.722893476486206, "end_logit": 3.5224368572235107, "text": "San Francisco Bay Area last hosted in 1985", "probability": 0.052055247128009796 }, { "start_logit": 3.4727420806884766, "end_logit": 2.7578015327453613, "text": "Levi's Stadium", "probability": 0.05129117891192436 }, { "start_logit": 2.722893476486206, "end_logit": 3.4515063762664795, "text": "San Francisco Bay Area last hosted in 1985 (Super Bowl XIX", "probability": 0.048490844666957855 }, { "start_logit": 2.323284149169922, "end_logit": 3.834096670150757, "text": "New Orleans), with the most recent one being Super Bowl XLIV in 2010", "probability": 0.0476725772023201 }, { "start_logit": 2.472834587097168, "end_logit": 3.6558902263641357, "text": "May 3, 2013", "probability": 0.04632585868239403 }, { "start_logit": 2.508955240249634, "end_logit": 3.5382461547851562, "text": "2012", "probability": 0.04269903898239136 }, { "start_logit": 2.1171441078186035, "end_logit": 3.834096670150757, "text": "Super Bowl XLIV in 2010", "probability": 0.038792066276073456 }, { "start_logit": 2.323284149169922, "end_logit": 3.5224368572235107, "text": "New Orleans), with the most recent one being Super Bowl XLIV in 2010. 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The South Florida/Miami area", "probability": 0.032329220324754715 }, { "start_logit": 2.2609851360321045, "end_logit": 3.4515063762664795, "text": "Super Bowl XIX", "probability": 0.030553117394447327 } ], "56d6ef6a0d65d21400198260": [ { "start_logit": 3.007772445678711, "end_logit": 3.921511650085449, "text": "2010", "probability": 0.09088458865880966 }, { "start_logit": 2.873418092727661, "end_logit": 3.921511650085449, "text": "10 times (tied for most with New Orleans), with the most recent one being Super Bowl XLIV in 2010", "probability": 0.0794585794210434 }, { "start_logit": 2.9405107498168945, "end_logit": 3.7030832767486572, "text": "Stanford, California, won by the home team 49ers. The Miami bid depended on whether the stadium underwent renovations. 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The San Francisco Bay Area last hosted in 1985 (Super Bowl XIX", "probability": 0.058805882930755615 }, { "start_logit": 2.8720204830169678, "end_logit": 3.5791890621185303, "text": "1985", "probability": 0.056346260011196136 }, { "start_logit": 2.8720204830169678, "end_logit": 3.486163377761841, "text": "1985 (Super Bowl XIX", "probability": 0.05134103074669838 }, { "start_logit": 2.615499973297119, "end_logit": 3.7030832767486572, "text": "May 3, 2013", "probability": 0.049347635358572006 }, { "start_logit": 2.353145122528076, "end_logit": 3.921511650085449, "text": "Super Bowl XLIV in 2010", "probability": 0.04722687229514122 }, { "start_logit": 2.323838472366333, "end_logit": 3.921511650085449, "text": "New Orleans), with the most recent one being Super Bowl XLIV in 2010", "probability": 0.045862890779972076 }, { "start_logit": 3.263237237930298, "end_logit": 2.913665771484375, "text": "Levi's Stadium", "probability": 0.04282872751355171 }, { "start_logit": 2.4916458129882812, "end_logit": 3.6238813400268555, "text": "2012", "probability": 0.04027913138270378 }, { "start_logit": 2.4739413261413574, "end_logit": 3.5791890621185303, "text": "San Francisco Bay Area last hosted in 1985", "probability": 0.037842635065317154 }, { "start_logit": 2.4739413261413574, "end_logit": 3.486163377761841, "text": "San Francisco Bay Area last hosted in 1985 (Super Bowl XIX", "probability": 0.034481097012758255 }, { "start_logit": 2.873418092727661, "end_logit": 3.0752756595611572, "text": "10 times (tied for most with New Orleans), with the most recent one being Super Bowl XLIV", "probability": 0.03408985957503319 }, { "start_logit": 2.353145122528076, "end_logit": 3.5791890621185303, "text": "Super Bowl XLIV in 2010. The San Francisco Bay Area last hosted in 1985", "probability": 0.03353669494390488 }, { "start_logit": 2.9974989891052246, "end_logit": 2.913665771484375, "text": "October 16, 2012, that the two finalists were Sun Life Stadium and Levi's Stadium", "probability": 0.032834213227033615 }, { "start_logit": 1.9833742380142212, "end_logit": 3.921511650085449, "text": "Miami area has previously hosted the event 10 times (tied for most with New Orleans), with the most recent one being Super Bowl XLIV in 2010", "probability": 0.03262869268655777 }, { "start_logit": 2.323838472366333, "end_logit": 3.5791890621185303, "text": "New Orleans), with the most recent one being Super Bowl XLIV in 2010. The San Francisco Bay Area last hosted in 1985", "probability": 0.03256811946630478 } ], "56d6ef6a0d65d21400198262": [ { "start_logit": 2.999788761138916, "end_logit": 3.9244885444641113, "text": "2010", "probability": 0.08517995476722717 }, { "start_logit": 2.871150016784668, "end_logit": 3.9244885444641113, "text": "10 times (tied for most with New Orleans), with the most recent one being Super Bowl XLIV in 2010", "probability": 0.07489801198244095 }, { "start_logit": 3.0767929553985596, "end_logit": 3.6691677570343018, "text": "October 16, 2012", "probability": 0.07126815617084503 }, { "start_logit": 2.922515630722046, "end_logit": 3.729740858078003, "text": "Stanford, California, won by the home team 49ers. The Miami bid depended on whether the stadium underwent renovations. However, on May 3, 2013", "probability": 0.06489336490631104 }, { "start_logit": 2.999788761138916, "end_logit": 3.569016695022583, "text": "2010. The San Francisco Bay Area last hosted in 1985", "probability": 0.05969776585698128 }, { "start_logit": 2.9580259323120117, "end_logit": 3.569016695022583, "text": "1985", "probability": 0.057255931198596954 }, { "start_logit": 2.999788761138916, "end_logit": 3.464954137802124, "text": "2010. The San Francisco Bay Area last hosted in 1985 (Super Bowl XIX", "probability": 0.05379773676395416 }, { "start_logit": 2.9580259323120117, "end_logit": 3.464954137802124, "text": "1985 (Super Bowl XIX", "probability": 0.051597289741039276 }, { "start_logit": 2.6804897785186768, "end_logit": 3.729740858078003, "text": "May 3, 2013", "probability": 0.05094362050294876 }, { "start_logit": 2.7488980293273926, "end_logit": 3.569016695022583, "text": "San Francisco Bay Area last hosted in 1985", "probability": 0.04645127058029175 }, { "start_logit": 2.382312536239624, "end_logit": 3.9244885444641113, "text": "New Orleans), with the most recent one being Super Bowl XLIV in 2010", "probability": 0.04593786597251892 }, { "start_logit": 2.374908924102783, "end_logit": 3.9244885444641113, "text": "Super Bowl XLIV in 2010", "probability": 0.04559902101755142 }, { "start_logit": 2.5466299057006836, "end_logit": 3.6691677570343018, "text": "2012", "probability": 0.04194193705916405 }, { "start_logit": 2.7488980293273926, "end_logit": 3.464954137802124, "text": "San Francisco Bay Area last hosted in 1985 (Super Bowl XIX", "probability": 0.0418604239821434 }, { "start_logit": 3.2038280963897705, "end_logit": 2.9783363342285156, "text": "Levi's Stadium", "probability": 0.04055475443601608 }, { "start_logit": 3.0767929553985596, "end_logit": 2.9783363342285156, "text": "October 16, 2012, that the two finalists were Sun Life Stadium and Levi's Stadium", "probability": 0.03571668267250061 }, { "start_logit": 2.871150016784668, "end_logit": 3.146310567855835, "text": "10 times (tied for most with New Orleans), with the most recent one being Super Bowl XLIV", "probability": 0.034396324306726456 }, { "start_logit": 2.077165365219116, "end_logit": 3.9244885444641113, "text": "Miami area has previously hosted the event 10 times (tied for most with New Orleans), with the most recent one being Super Bowl XLIV in 2010", "probability": 0.03385688737034798 }, { "start_logit": 2.382312536239624, "end_logit": 3.569016695022583, "text": "New Orleans), with the most recent one being Super Bowl XLIV in 2010. The San Francisco Bay Area last hosted in 1985", "probability": 0.03219522163271904 }, { "start_logit": 2.374908924102783, "end_logit": 3.569016695022583, "text": "Super Bowl XLIV in 2010. The San Francisco Bay Area last hosted in 1985", "probability": 0.03195774927735329 } ], "56d98f0ddc89441400fdb558": [ { "start_logit": 3.009186267852783, "end_logit": 3.9350898265838623, "text": "2010", "probability": 0.0916302427649498 }, { "start_logit": 2.8177201747894287, "end_logit": 3.9350898265838623, "text": "10 times (tied for most with New Orleans), with the most recent one being Super Bowl XLIV in 2010", "probability": 0.0756634771823883 }, { "start_logit": 3.0701828002929688, "end_logit": 3.6362454891204834, "text": "October 16, 2012", "probability": 0.07223423570394516 }, { "start_logit": 2.884323835372925, "end_logit": 3.704852819442749, "text": "Stanford, California, won by the home team 49ers. The Miami bid depended on whether the stadium underwent renovations. However, on May 3, 2013", "probability": 0.06424232572317123 }, { "start_logit": 3.009186267852783, "end_logit": 3.541002035140991, "text": "2010. The San Francisco Bay Area last hosted in 1985", "probability": 0.061785805970430374 }, { "start_logit": 3.009186267852783, "end_logit": 3.4919540882110596, "text": "2010. The San Francisco Bay Area last hosted in 1985 (Super Bowl XIX", "probability": 0.058828484266996384 }, { "start_logit": 2.921919822692871, "end_logit": 3.541002035140991, "text": "1985", "probability": 0.05662256479263306 }, { "start_logit": 2.921919822692871, "end_logit": 3.4919540882110596, "text": "1985 (Super Bowl XIX", "probability": 0.05391233041882515 }, { "start_logit": 2.625950336456299, "end_logit": 3.704852819442749, "text": "May 3, 2013", "probability": 0.049614764750003815 }, { "start_logit": 2.7489864826202393, "end_logit": 3.541002035140991, "text": "San Francisco Bay Area last hosted in 1985", "probability": 0.04763052985072136 }, { "start_logit": 2.7489864826202393, "end_logit": 3.4919540882110596, "text": "San Francisco Bay Area last hosted in 1985 (Super Bowl XIX", "probability": 0.04535072296857834 }, { "start_logit": 2.2743968963623047, "end_logit": 3.9350898265838623, "text": "New Orleans), with the most recent one being Super Bowl XLIV in 2010", "probability": 0.04394647851586342 }, { "start_logit": 3.288550615310669, "end_logit": 2.8507347106933594, "text": "Levi's Stadium", "probability": 0.04096715524792671 }, { "start_logit": 2.4744231700897217, "end_logit": 3.6362454891204834, "text": "2012", "probability": 0.03981143981218338 }, { "start_logit": 2.170485734939575, "end_logit": 3.9350898265838623, "text": "Super Bowl XLIV in 2010", "probability": 0.039609186351299286 }, { "start_logit": 3.0701828002929688, "end_logit": 2.8507347106933594, "text": "October 16, 2012, that the two finalists were Sun Life Stadium and Levi's Stadium", "probability": 0.03293062373995781 }, { "start_logit": 2.8177201747894287, "end_logit": 3.0779128074645996, "text": "10 times (tied for most with New Orleans), with the most recent one being Super Bowl XLIV", "probability": 0.03210841864347458 }, { "start_logit": 1.9454925060272217, "end_logit": 3.9350898265838623, "text": "Miami area has previously hosted the event 10 times (tied for most with New Orleans), with the most recent one being Super Bowl XLIV in 2010", "probability": 0.031628794968128204 }, { "start_logit": 2.1501660346984863, "end_logit": 3.704852819442749, "text": "49ers. The Miami bid depended on whether the stadium underwent renovations. However, on May 3, 2013", "probability": 0.030830489471554756 }, { "start_logit": 3.288550615310669, "end_logit": 2.560657024383545, "text": "Levi's Stadium. The South Florida/Miami area", "probability": 0.030651863664388657 } ], "56d98f0ddc89441400fdb559": [ { "start_logit": 3.002614736557007, "end_logit": 3.9109110832214355, "text": "2010", "probability": 0.08658500760793686 }, { "start_logit": 2.9190073013305664, "end_logit": 3.9109110832214355, "text": "10 times (tied for most with New Orleans), with the most recent one being Super Bowl XLIV in 2010", "probability": 0.07964024692773819 }, { "start_logit": 3.0243945121765137, "end_logit": 3.6461379528045654, "text": "October 16, 2012", "probability": 0.06790661066770554 }, { "start_logit": 2.881525993347168, "end_logit": 3.702521800994873, "text": "Stanford, California, won by the home team 49ers. The Miami bid depended on whether the stadium underwent renovations. However, on May 3, 2013", "probability": 0.062280528247356415 }, { "start_logit": 3.002614736557007, "end_logit": 3.533651828765869, "text": "2010. The San Francisco Bay Area last hosted in 1985", "probability": 0.05937465652823448 }, { "start_logit": 3.002614736557007, "end_logit": 3.471108913421631, "text": "2010. The San Francisco Bay Area last hosted in 1985 (Super Bowl XIX", "probability": 0.055774934589862823 }, { "start_logit": 2.916106939315796, "end_logit": 3.533651828765869, "text": "1985", "probability": 0.05445418506860733 }, { "start_logit": 2.916106939315796, "end_logit": 3.471108913421631, "text": "1985 (Super Bowl XIX", "probability": 0.051152776926755905 }, { "start_logit": 2.4193789958953857, "end_logit": 3.9109110832214355, "text": "Super Bowl XLIV in 2010", "probability": 0.048322197049856186 }, { "start_logit": 2.6159861087799072, "end_logit": 3.702521800994873, "text": "May 3, 2013", "probability": 0.047756217420101166 }, { "start_logit": 2.7664976119995117, "end_logit": 3.533651828765869, "text": "San Francisco Bay Area last hosted in 1985", "probability": 0.04688747227191925 }, { "start_logit": 2.3761672973632812, "end_logit": 3.9109110832214355, "text": "New Orleans), with the most recent one being Super Bowl XLIV in 2010", "probability": 0.04627859592437744 }, { "start_logit": 2.7664976119995117, "end_logit": 3.471108913421631, "text": "San Francisco Bay Area last hosted in 1985 (Super Bowl XIX", "probability": 0.04404481500387192 }, { "start_logit": 3.3638834953308105, "end_logit": 2.86224102973938, "text": "Levi's Stadium", "probability": 0.04354199394583702 }, { "start_logit": 2.524787425994873, "end_logit": 3.6461379528045654, "text": "2012", "probability": 0.04120362922549248 }, { "start_logit": 3.3638834953308105, "end_logit": 2.619744062423706, "text": "Levi's Stadium. The South Florida/Miami area", "probability": 0.03416591137647629 }, { "start_logit": 2.9190073013305664, "end_logit": 3.0579745769500732, "text": "10 times (tied for most with New Orleans), with the most recent one being Super Bowl XLIV", "probability": 0.033939626067876816 }, { "start_logit": 2.4193789958953857, "end_logit": 3.533651828765869, "text": "Super Bowl XLIV in 2010. The San Francisco Bay Area last hosted in 1985", "probability": 0.03313637897372246 }, { "start_logit": 2.0015604496002197, "end_logit": 3.9109110832214355, "text": "Miami area has previously hosted the event 10 times (tied for most with New Orleans), with the most recent one being Super Bowl XLIV in 2010", "probability": 0.03181929141283035 }, { "start_logit": 2.3761672973632812, "end_logit": 3.533651828765869, "text": "New Orleans), with the most recent one being Super Bowl XLIV in 2010. The San Francisco Bay Area last hosted in 1985", "probability": 0.031734999269247055 } ], "56d98f0ddc89441400fdb55a": [ { "start_logit": 2.9807629585266113, "end_logit": 3.896064043045044, "text": "2010", "probability": 0.08272069692611694 }, { "start_logit": 2.9173545837402344, "end_logit": 3.896064043045044, "text": "10 times (tied for most with New Orleans), with the most recent one being Super Bowl XLIV in 2010", "probability": 0.07763831317424774 }, { "start_logit": 3.0346076488494873, "end_logit": 3.5877904891967773, "text": "October 16, 2012", "probability": 0.0641382485628128 }, { "start_logit": 2.8864564895629883, "end_logit": 3.735671281814575, "text": "Stanford, California, won by the home team 49ers. The Miami bid depended on whether the stadium underwent renovations. However, on May 3, 2013", "probability": 0.06412088125944138 }, { "start_logit": 2.9807629585266113, "end_logit": 3.55631947517395, "text": "2010. The San Francisco Bay Area last hosted in 1985", "probability": 0.058893173933029175 }, { "start_logit": 2.9629526138305664, "end_logit": 3.55631947517395, "text": "1985", "probability": 0.05785352364182472 }, { "start_logit": 2.9807629585266113, "end_logit": 3.4848992824554443, "text": "2010. The San Francisco Bay Area last hosted in 1985 (Super Bowl XIX", "probability": 0.054833680391311646 }, { "start_logit": 2.9629526138305664, "end_logit": 3.4848992824554443, "text": "1985 (Super Bowl XIX", "probability": 0.05386574566364288 }, { "start_logit": 2.6551196575164795, "end_logit": 3.735671281814575, "text": "May 3, 2013", "probability": 0.05087815225124359 }, { "start_logit": 2.4625985622406006, "end_logit": 3.896064043045044, "text": "New Orleans), with the most recent one being Super Bowl XLIV in 2010", "probability": 0.049269504845142365 }, { "start_logit": 2.755335807800293, "end_logit": 3.55631947517395, "text": "San Francisco Bay Area last hosted in 1985", "probability": 0.04700705036520958 }, { "start_logit": 3.265695333480835, "end_logit": 2.987517833709717, "text": "Levi's Stadium", "probability": 0.04433859512209892 }, { "start_logit": 2.755335807800293, "end_logit": 3.4848992824554443, "text": "San Francisco Bay Area last hosted in 1985 (Super Bowl XIX", "probability": 0.04376690462231636 }, { "start_logit": 2.340812921524048, "end_logit": 3.896064043045044, "text": "Super Bowl XLIV in 2010", "probability": 0.043620165437459946 }, { "start_logit": 2.4984538555145264, "end_logit": 3.5877904891967773, "text": "2012", "probability": 0.03752049058675766 }, { "start_logit": 2.9173545837402344, "end_logit": 3.1355254650115967, "text": "10 times (tied for most with New Orleans), with the most recent one being Super Bowl XLIV", "probability": 0.03628929704427719 }, { "start_logit": 3.0346076488494873, "end_logit": 2.987517833709717, "text": "October 16, 2012, that the two finalists were Sun Life Stadium and Levi's Stadium", "probability": 0.03519020602107048 }, { "start_logit": 2.4625985622406006, "end_logit": 3.55631947517395, "text": "New Orleans), with the most recent one being Super Bowl XLIV in 2010. 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Fellow lineman Mario Addison", "probability": 0.03935304656624794 }, { "start_logit": 2.9079012870788574, "end_logit": 4.045973777770996, "text": "seven interceptions, while also racking up 88 tackles and Pro Bowl cornerback Josh Norman", "probability": 0.03836163133382797 }, { "start_logit": 2.891401767730713, "end_logit": 4.045973777770996, "text": "88 tackles and Pro Bowl cornerback Josh Norman", "probability": 0.03773387521505356 }, { "start_logit": 3.506159782409668, "end_logit": 3.3431906700134277, "text": "Thomas Davis", "probability": 0.034554339945316315 }, { "start_logit": 3.364401340484619, "end_logit": 3.4386720657348633, "text": "Kawann Short", "probability": 0.03299170359969139 }, { "start_logit": 3.5824975967407227, "end_logit": 3.1636695861816406, "text": "Jared Allen, a 5-time pro bowler who was the NFL's active career sack leader with 136", "probability": 0.031166691333055496 }, { "start_logit": 2.8531532287597656, "end_logit": 3.8100929260253906, "text": "three fumbles and recovering two. Fellow lineman Mario Addison added 6\u00bd sacks. The Panthers line also featured veteran defensive end Jared Allen", "probability": 0.028686564415693283 }, { "start_logit": 3.5824975967407227, "end_logit": 3.0327630043029785, "text": "Jared Allen, a 5-time pro bowler who was the NFL's active career sack leader with 136, along with defensive end Kony Ealy", "probability": 0.027342528104782104 }, { "start_logit": 3.364401340484619, "end_logit": 3.197816848754883, "text": "Kawann Short led the team in sacks with 11", "probability": 0.0259300097823143 }, { "start_logit": 3.1988255977630615, "end_logit": 3.3141121864318848, "text": "308 points, ranking sixth in the league, while also leading the NFL in interceptions with 24", "probability": 0.024683134630322456 }, { "start_logit": 3.047210454940796, "end_logit": 3.4386720657348633, "text": "24 and boasting four Pro Bowl selections. Pro Bowl defensive tackle Kawann Short", "probability": 0.024024290964007378 } ], "56beb4343aeaaa14008c925d": [ { "start_logit": 3.9182119369506836, "end_logit": 4.153659820556641, "text": "Mario Addison", "probability": 0.09960202127695084 }, { "start_logit": 3.9182119369506836, "end_logit": 4.11688756942749, "text": "Mario Addison added 6\u00bd sacks. The Panthers line also featured veteran defensive end Jared Allen", "probability": 0.09600590914487839 }, { "start_logit": 3.9124908447265625, "end_logit": 4.11688756942749, "text": "Jared Allen", "probability": 0.09545830637216568 }, { "start_logit": 3.7539095878601074, "end_logit": 4.11688756942749, "text": "6\u00bd sacks. The Panthers line also featured veteran defensive end Jared Allen", "probability": 0.0814596489071846 }, { "start_logit": 3.743237018585205, "end_logit": 4.06903600692749, "text": "Kurt Coleman, who led the team with a career high seven interceptions, while also racking up 88 tackles and Pro Bowl cornerback Josh Norman", "probability": 0.07682912051677704 }, { "start_logit": 3.743237018585205, "end_logit": 3.860673666000366, "text": "Kurt Coleman", "probability": 0.06237852945923805 }, { "start_logit": 3.5317201614379883, "end_logit": 4.06903600692749, "text": "Josh Norman", "probability": 0.06218208000063896 }, { "start_logit": 3.341442584991455, "end_logit": 4.153659820556641, "text": "Kawann Short led the team in sacks with 11, while also forcing three fumbles and recovering two. Fellow lineman Mario Addison", "probability": 0.05594746395945549 }, { "start_logit": 3.079192638397217, "end_logit": 4.153659820556641, "text": "11, while also forcing three fumbles and recovering two. Fellow lineman Mario Addison", "probability": 0.04304143041372299 }, { "start_logit": 3.006204605102539, "end_logit": 4.06903600692749, "text": "88 tackles and Pro Bowl cornerback Josh Norman", "probability": 0.03676518052816391 }, { "start_logit": 3.0052218437194824, "end_logit": 4.06903600692749, "text": "seven interceptions, while also racking up 88 tackles and Pro Bowl cornerback Josh Norman", "probability": 0.03672906756401062 }, { "start_logit": 2.8724594116210938, "end_logit": 4.153659820556641, "text": "three fumbles and recovering two. Fellow lineman Mario Addison", "probability": 0.03500286862254143 }, { "start_logit": 2.8724594116210938, "end_logit": 4.11688756942749, "text": "three fumbles and recovering two. Fellow lineman Mario Addison added 6\u00bd sacks. The Panthers line also featured veteran defensive end Jared Allen", "probability": 0.033739108592271805 }, { "start_logit": 3.9124908447265625, "end_logit": 3.0638625621795654, "text": "Jared Allen, a 5-time pro bowler who was the NFL's active career sack leader with 136", "probability": 0.03330356255173683 }, { "start_logit": 3.5855696201324463, "end_logit": 3.3329265117645264, "text": "Thomas Davis", "probability": 0.03143138065934181 }, { "start_logit": 3.341442584991455, "end_logit": 3.474874973297119, "text": "Kawann Short", "probability": 0.028378397226333618 }, { "start_logit": 3.9124908447265625, "end_logit": 2.8990302085876465, "text": "Jared Allen, a 5-time pro bowler who was the NFL's active career sack leader with 136, along with defensive end Kony Ealy", "probability": 0.028242606669664383 }, { "start_logit": 3.2279558181762695, "end_logit": 3.3038575649261475, "text": "308 points, ranking sixth in the league, while also leading the NFL in interceptions with 24", "probability": 0.02135154977440834 }, { "start_logit": 3.050633668899536, "end_logit": 3.474874973297119, "text": "24 and boasting four Pro Bowl selections. Pro Bowl defensive tackle Kawann Short", "probability": 0.021217357367277145 }, { "start_logit": 3.341442584991455, "end_logit": 3.1706433296203613, "text": "Kawann Short led the team in sacks with 11", "probability": 0.020934458822011948 } ], "56beb4343aeaaa14008c925e": [ { "start_logit": 3.8587162494659424, "end_logit": 4.056886196136475, "text": "Mario Addison added 6\u00bd sacks. The Panthers line also featured veteran defensive end Jared Allen", "probability": 0.10268799960613251 }, { "start_logit": 3.8587162494659424, "end_logit": 4.0030717849731445, "text": "Mario Addison", "probability": 0.09730792045593262 }, { "start_logit": 3.772528886795044, "end_logit": 4.056886196136475, "text": "Jared Allen", "probability": 0.094208262860775 }, { "start_logit": 3.7259628772735596, "end_logit": 4.056886196136475, "text": "6\u00bd sacks. The Panthers line also featured veteran defensive end Jared Allen", "probability": 0.08992193639278412 }, { "start_logit": 3.663961172103882, "end_logit": 3.7903642654418945, "text": "Kurt Coleman, who led the team with a career high seven interceptions, while also racking up 88 tackles and Pro Bowl cornerback Josh Norman", "probability": 0.06474252790212631 }, { "start_logit": 3.3691775798797607, "end_logit": 4.0030717849731445, "text": "Kawann Short led the team in sacks with 11, while also forcing three fumbles and recovering two. Fellow lineman Mario Addison", "probability": 0.05964093655347824 }, { "start_logit": 3.663961172103882, "end_logit": 3.694483757019043, "text": "Kurt Coleman", "probability": 0.05882328376173973 }, { "start_logit": 3.0175437927246094, "end_logit": 4.0030717849731445, "text": "11, while also forcing three fumbles and recovering two. Fellow lineman Mario Addison", "probability": 0.04195963963866234 }, { "start_logit": 3.1976571083068848, "end_logit": 3.7903642654418945, "text": "Josh Norman", "probability": 0.040614042431116104 }, { "start_logit": 3.772528886795044, "end_logit": 3.185087203979492, "text": "Jared Allen, a 5-time pro bowler who was the NFL's active career sack leader with 136", "probability": 0.03939773887395859 }, { "start_logit": 2.8503758907318115, "end_logit": 4.056886196136475, "text": "three fumbles and recovering two. Fellow lineman Mario Addison added 6\u00bd sacks. The Panthers line also featured veteran defensive end Jared Allen", "probability": 0.037463024258613586 }, { "start_logit": 3.520873785018921, "end_logit": 3.339555025100708, "text": "Thomas Davis", "probability": 0.03574896603822708 }, { "start_logit": 2.8503758907318115, "end_logit": 4.0030717849731445, "text": "three fumbles and recovering two. Fellow lineman Mario Addison", "probability": 0.03550027683377266 }, { "start_logit": 3.3691775798797607, "end_logit": 3.4805963039398193, "text": "Kawann Short", "probability": 0.03537008538842201 }, { "start_logit": 3.772528886795044, "end_logit": 2.991793632507324, "text": "Jared Allen, a 5-time pro bowler who was the NFL's active career sack leader with 136, along with defensive end Kony Ealy", "probability": 0.03247319161891937 }, { "start_logit": 2.875305414199829, "end_logit": 3.7903642654418945, "text": "seven interceptions, while also racking up 88 tackles and Pro Bowl cornerback Josh Norman", "probability": 0.029422570019960403 }, { "start_logit": 2.834242343902588, "end_logit": 3.7903642654418945, "text": "88 tackles and Pro Bowl cornerback Josh Norman", "probability": 0.02823886275291443 }, { "start_logit": 3.3691775798797607, "end_logit": 3.2206552028656006, "text": "Kawann Short led the team in sacks with 11", "probability": 0.027273766696453094 }, { "start_logit": 3.011547803878784, "end_logit": 3.4805963039398193, "text": "24 and boasting four Pro Bowl selections. Pro Bowl defensive tackle Kawann Short", "probability": 0.024735430255532265 }, { "start_logit": 3.0007431507110596, "end_logit": 3.4805963039398193, "text": "four Pro Bowl selections. Pro Bowl defensive tackle Kawann Short", "probability": 0.024469612166285515 } ], "56beb4343aeaaa14008c925f": [ { "start_logit": 3.950685977935791, "end_logit": 4.141472339630127, "text": "Mario Addison", "probability": 0.10406997799873352 }, { "start_logit": 3.950685977935791, "end_logit": 4.085715293884277, "text": "Mario Addison added 6\u00bd sacks. The Panthers line also featured veteran defensive end Jared Allen", "probability": 0.09842619299888611 }, { "start_logit": 3.899402141571045, "end_logit": 4.085715293884277, "text": "Jared Allen", "probability": 0.09350573271512985 }, { "start_logit": 3.738978862762451, "end_logit": 4.085715293884277, "text": "6\u00bd sacks. The Panthers line also featured veteran defensive end Jared Allen", "probability": 0.07964659482240677 }, { "start_logit": 3.703068733215332, "end_logit": 4.039547443389893, "text": "Kurt Coleman, who led the team with a career high seven interceptions, while also racking up 88 tackles and Pro Bowl cornerback Josh Norman", "probability": 0.07337046414613724 }, { "start_logit": 3.703068733215332, "end_logit": 3.8299853801727295, "text": "Kurt Coleman", "probability": 0.05949900671839714 }, { "start_logit": 3.4874448776245117, "end_logit": 4.039547443389893, "text": "Josh Norman", "probability": 0.05913940817117691 }, { "start_logit": 3.277022361755371, "end_logit": 4.141472339630127, "text": "Kawann Short led the team in sacks with 11, while also forcing three fumbles and recovering two. Fellow lineman Mario Addison", "probability": 0.05305875465273857 }, { "start_logit": 3.093045711517334, "end_logit": 4.141472339630127, "text": "11, while also forcing three fumbles and recovering two. Fellow lineman Mario Addison", "probability": 0.04414251074194908 }, { "start_logit": 3.716386556625366, "end_logit": 3.4380674362182617, "text": "Thomas Davis", "probability": 0.04074607416987419 }, { "start_logit": 2.9598960876464844, "end_logit": 4.039547443389893, "text": "seven interceptions, while also racking up 88 tackles and Pro Bowl cornerback Josh Norman", "probability": 0.03489518165588379 }, { "start_logit": 3.899402141571045, "end_logit": 3.0781350135803223, "text": "Jared Allen, a 5-time pro bowler who was the NFL's active career sack leader with 136", "probability": 0.03413906693458557 }, { "start_logit": 2.8308780193328857, "end_logit": 4.141472339630127, "text": "three fumbles and recovering two. Fellow lineman Mario Addison", "probability": 0.033962443470954895 }, { "start_logit": 2.907860040664673, "end_logit": 4.039547443389893, "text": "88 tackles and Pro Bowl cornerback Josh Norman", "probability": 0.03312581777572632 }, { "start_logit": 3.899402141571045, "end_logit": 3.0324292182922363, "text": "Jared Allen, a 5-time pro bowler who was the NFL's active career sack leader with 136, along with defensive end Kony Ealy", "probability": 0.032613836228847504 }, { "start_logit": 2.8308780193328857, "end_logit": 4.085715293884277, "text": "three fumbles and recovering two. Fellow lineman Mario Addison added 6\u00bd sacks. The Panthers line also featured veteran defensive end Jared Allen", "probability": 0.032120637595653534 }, { "start_logit": 3.277022361755371, "end_logit": 3.530247688293457, "text": "Kawann Short", "probability": 0.028794238343834877 }, { "start_logit": 3.0116164684295654, "end_logit": 3.530247688293457, "text": "24 and boasting four Pro Bowl selections. Pro Bowl defensive tackle Kawann Short", "probability": 0.022082149982452393 }, { "start_logit": 3.242663621902466, "end_logit": 3.278566360473633, "text": "308 points, ranking sixth in the league, while also leading the NFL in interceptions with 24", "probability": 0.021631160750985146 }, { "start_logit": 3.716386556625366, "end_logit": 2.7766895294189453, "text": "Thomas Davis and Luke Kuechly", "probability": 0.021030662581324577 } ], "56d6f3500d65d21400198290": [ { "start_logit": 3.9190332889556885, "end_logit": 4.092408657073975, "text": "Mario Addison", "probability": 0.09838946908712387 }, { "start_logit": 3.9190332889556885, "end_logit": 4.080163955688477, "text": "Mario Addison added 6\u00bd sacks. The Panthers line also featured veteran defensive end Jared Allen", "probability": 0.09719201922416687 }, { "start_logit": 3.8812763690948486, "end_logit": 4.080163955688477, "text": "Jared Allen", "probability": 0.09359075874090195 }, { "start_logit": 3.6552751064300537, "end_logit": 4.080163955688477, "text": "6\u00bd sacks. The Panthers line also featured veteran defensive end Jared Allen", "probability": 0.07465898245573044 }, { "start_logit": 3.6284339427948, "end_logit": 4.084794998168945, "text": "Kurt Coleman, who led the team with a career high seven interceptions, while also racking up 88 tackles and Pro Bowl cornerback Josh Norman", "probability": 0.07301907241344452 }, { "start_logit": 3.5253891944885254, "end_logit": 4.084794998168945, "text": "Josh Norman", "probability": 0.06586951017379761 }, { "start_logit": 3.6284339427948, "end_logit": 3.8507702350616455, "text": "Kurt Coleman", "probability": 0.057783059775829315 }, { "start_logit": 3.2557764053344727, "end_logit": 4.092408657073975, "text": "Kawann Short led the team in sacks with 11, while also forcing three fumbles and recovering two. Fellow lineman Mario Addison", "probability": 0.05068736523389816 }, { "start_logit": 3.702223300933838, "end_logit": 3.5452094078063965, "text": "Thomas Davis", "probability": 0.04582932963967323 }, { "start_logit": 3.079555034637451, "end_logit": 4.092408657073975, "text": "11, while also forcing three fumbles and recovering two. Fellow lineman Mario Addison", "probability": 0.04249792546033859 }, { "start_logit": 2.9358818531036377, "end_logit": 4.084794998168945, "text": "88 tackles and Pro Bowl cornerback Josh Norman", "probability": 0.036531250923871994 }, { "start_logit": 2.915393590927124, "end_logit": 4.084794998168945, "text": "seven interceptions, while also racking up 88 tackles and Pro Bowl cornerback Josh Norman", "probability": 0.035790421068668365 }, { "start_logit": 2.853271484375, "end_logit": 4.092408657073975, "text": "three fumbles and recovering two. Fellow lineman Mario Addison", "probability": 0.03389175608754158 }, { "start_logit": 2.853271484375, "end_logit": 4.080163955688477, "text": "three fumbles and recovering two. Fellow lineman Mario Addison added 6\u00bd sacks. The Panthers line also featured veteran defensive end Jared Allen", "probability": 0.03347928822040558 }, { "start_logit": 3.8812763690948486, "end_logit": 3.016387939453125, "text": "Jared Allen, a 5-time pro bowler who was the NFL's active career sack leader with 136", "probability": 0.0323028564453125 }, { "start_logit": 3.8812763690948486, "end_logit": 3.0159695148468018, "text": "Jared Allen, a 5-time pro bowler who was the NFL's active career sack leader with 136, along with defensive end Kony Ealy", "probability": 0.032289352267980576 }, { "start_logit": 3.2557764053344727, "end_logit": 3.5266289710998535, "text": "Kawann Short", "probability": 0.028786221519112587 }, { "start_logit": 3.2673864364624023, "end_logit": 3.282771348953247, "text": "308 points, ranking sixth in the league, while also leading the NFL in interceptions with 24", "probability": 0.02282026782631874 }, { "start_logit": 3.0005943775177, "end_logit": 3.5266289710998535, "text": "24 and boasting four Pro Bowl selections. Pro Bowl defensive tackle Kawann Short", "probability": 0.022302864119410515 }, { "start_logit": 2.999939203262329, "end_logit": 3.5266289710998535, "text": "four Pro Bowl selections. Pro Bowl defensive tackle Kawann Short", "probability": 0.022288259118795395 } ], "56d6f3500d65d21400198291": [ { "start_logit": 3.8596925735473633, "end_logit": 4.105040073394775, "text": "Mario Addison added 6\u00bd sacks. The Panthers line also featured veteran defensive end Jared Allen", "probability": 0.0936257466673851 }, { "start_logit": 3.8306455612182617, "end_logit": 4.105040073394775, "text": "Jared Allen", "probability": 0.09094531834125519 }, { "start_logit": 3.8783583641052246, "end_logit": 4.029128074645996, "text": "Kurt Coleman, who led the team with a career high seven interceptions, while also racking up 88 tackles and Pro Bowl cornerback Josh Norman", "probability": 0.08841655403375626 }, { "start_logit": 3.8596925735473633, "end_logit": 4.03309440612793, "text": "Mario Addison", "probability": 0.08712638914585114 }, { "start_logit": 3.735870361328125, "end_logit": 4.105040073394775, "text": "6\u00bd sacks. The Panthers line also featured veteran defensive end Jared Allen", "probability": 0.08272179961204529 }, { "start_logit": 3.8783583641052246, "end_logit": 3.9107964038848877, "text": "Kurt Coleman", "probability": 0.07854940742254257 }, { "start_logit": 3.4611003398895264, "end_logit": 4.029128074645996, "text": "Josh Norman", "probability": 0.05825334042310715 }, { "start_logit": 3.3327174186706543, "end_logit": 4.03309440612793, "text": "Kawann Short led the team in sacks with 11, while also forcing three fumbles and recovering two. Fellow lineman Mario Addison", "probability": 0.051438380032777786 }, { "start_logit": 3.8306455612182617, "end_logit": 3.2468814849853516, "text": "Jared Allen, a 5-time pro bowler who was the NFL's active career sack leader with 136", "probability": 0.03855554386973381 }, { "start_logit": 2.9951677322387695, "end_logit": 4.03309440612793, "text": "11, while also forcing three fumbles and recovering two. Fellow lineman Mario Addison", "probability": 0.03670213371515274 }, { "start_logit": 3.6401026248931885, "end_logit": 3.342902183532715, "text": "Thomas Davis", "probability": 0.03507811203598976 }, { "start_logit": 2.8540523052215576, "end_logit": 4.105040073394775, "text": "three fumbles and recovering two. Fellow lineman Mario Addison added 6\u00bd sacks. The Panthers line also featured veteran defensive end Jared Allen", "probability": 0.034249261021614075 }, { "start_logit": 2.8540523052215576, "end_logit": 4.03309440612793, "text": "three fumbles and recovering two. Fellow lineman Mario Addison", "probability": 0.0318717435002327 }, { "start_logit": 3.8306455612182617, "end_logit": 3.037950277328491, "text": "Jared Allen, a 5-time pro bowler who was the NFL's active career sack leader with 136, along with defensive end Kony Ealy", "probability": 0.03128594532608986 }, { "start_logit": 2.8367044925689697, "end_logit": 4.029128074645996, "text": "seven interceptions, while also racking up 88 tackles and Pro Bowl cornerback Josh Norman", "probability": 0.031199593096971512 }, { "start_logit": 3.3327174186706543, "end_logit": 3.5305445194244385, "text": "Kawann Short", "probability": 0.031119510531425476 }, { "start_logit": 2.8328144550323486, "end_logit": 4.029128074645996, "text": "88 tackles and Pro Bowl cornerback Josh Norman", "probability": 0.031078465282917023 }, { "start_logit": 3.3327174186706543, "end_logit": 3.2665233612060547, "text": "Kawann Short led the team in sacks with 11", "probability": 0.023898450657725334 }, { "start_logit": 3.008591890335083, "end_logit": 3.5305445194244385, "text": "four Pro Bowl selections. Pro Bowl defensive tackle Kawann Short", "probability": 0.02250436320900917 }, { "start_logit": 2.957336902618408, "end_logit": 3.5305445194244385, "text": "24 and boasting four Pro Bowl selections. Pro Bowl defensive tackle Kawann Short", "probability": 0.021379970014095306 } ], "56d6f3500d65d21400198292": [ { "start_logit": 3.8874216079711914, "end_logit": 4.069027900695801, "text": "Mario Addison", "probability": 0.09656526148319244 }, { "start_logit": 3.8874216079711914, "end_logit": 4.061557292938232, "text": "Mario Addison added 6\u00bd sacks. The Panthers line also featured veteran defensive end Jared Allen", "probability": 0.09584654867649078 }, { "start_logit": 3.8609611988067627, "end_logit": 4.061557292938232, "text": "Jared Allen", "probability": 0.09334369748830795 }, { "start_logit": 3.6587975025177, "end_logit": 4.061557292938232, "text": "6\u00bd sacks. 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Fellow lineman Mario Addison", "probability": 0.034312181174755096 }, { "start_logit": 2.852703332901001, "end_logit": 4.061557292938232, "text": "three fumbles and recovering two. Fellow lineman Mario Addison added 6\u00bd sacks. 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Fellow lineman Mario Addison", "probability": 0.03379528969526291 }, { "start_logit": 3.6064319610595703, "end_logit": 3.415201425552368, "text": "Thomas Davis", "probability": 0.03330530971288681 }, { "start_logit": 3.9224910736083984, "end_logit": 3.086801052093506, "text": "Jared Allen, a 5-time pro bowler who was the NFL's active career sack leader with 136", "probability": 0.03289681673049927 }, { "start_logit": 3.9224910736083984, "end_logit": 3.0597264766693115, "text": "Jared Allen, a 5-time pro bowler who was the NFL's active career sack leader with 136, along with defensive end Kony Ealy", "probability": 0.03201810643076897 }, { "start_logit": 2.8607704639434814, "end_logit": 4.1214375495910645, "text": "three fumbles and recovering two. Fellow lineman Mario Addison added 6\u00bd sacks. 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Pro Bowl defensive tackle Kawann Short", "probability": 0.019955459982156754 } ], "56d9992fdc89441400fdb59c": [ { "start_logit": 3.901977300643921, "end_logit": 4.100382328033447, "text": "Mario Addison", "probability": 0.09894884377717972 }, { "start_logit": 3.901977300643921, "end_logit": 4.075019836425781, "text": "Mario Addison added 6\u00bd sacks. The Panthers line also featured veteran defensive end Jared Allen", "probability": 0.09647085517644882 }, { "start_logit": 3.8594260215759277, "end_logit": 4.075019836425781, "text": "Jared Allen", "probability": 0.09245198965072632 }, { "start_logit": 3.6487834453582764, "end_logit": 4.075019836425781, "text": "6\u00bd sacks. 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Pro Bowl defensive tackle Kawann Short", "probability": 0.022419610992074013 }, { "start_logit": 3.0002875328063965, "end_logit": 3.5168521404266357, "text": "four Pro Bowl selections. Pro Bowl defensive tackle Kawann Short", "probability": 0.02240721508860588 } ], "56d9992fdc89441400fdb59e": [ { "start_logit": 3.961832046508789, "end_logit": 4.04398250579834, "text": "Mario Addison added 6\u00bd sacks. The Panthers line also featured veteran defensive end Jared Allen", "probability": 0.09946474432945251 }, { "start_logit": 3.961832046508789, "end_logit": 4.013030052185059, "text": "Mario Addison", "probability": 0.09643322229385376 }, { "start_logit": 3.920018434524536, "end_logit": 4.04398250579834, "text": "Jared Allen", "probability": 0.09539148956537247 }, { "start_logit": 3.701653003692627, "end_logit": 4.04398250579834, "text": "6\u00bd sacks. 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Fellow lineman Mario Addison", "probability": 0.04921148717403412 }, { "start_logit": 3.766713857650757, "end_logit": 3.4356377124786377, "text": "Thomas Davis", "probability": 0.04453788697719574 }, { "start_logit": 3.0956780910491943, "end_logit": 4.013030052185059, "text": "11, while also forcing three fumbles and recovering two. Fellow lineman Mario Addison", "probability": 0.040556538850069046 }, { "start_logit": 3.920018434524536, "end_logit": 3.0157134532928467, "text": "Jared Allen, a 5-time pro bowler who was the NFL's active career sack leader with 136", "probability": 0.03411443531513214 }, { "start_logit": 3.920018434524536, "end_logit": 3.0117838382720947, "text": "Jared Allen, a 5-time pro bowler who was the NFL's active career sack leader with 136, along with defensive end Kony Ealy", "probability": 0.03398063778877258 }, { "start_logit": 2.969270706176758, "end_logit": 3.9615399837493896, "text": "88 tackles and Pro Bowl cornerback Josh Norman", "probability": 0.033946968615055084 }, { "start_logit": 2.8291876316070557, "end_logit": 4.04398250579834, "text": "three fumbles and recovering two. Fellow lineman Mario Addison added 6\u00bd sacks. 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Pro Bowl defensive tackle Kawann Short", "probability": 0.021874941885471344 } ], "56d9992fdc89441400fdb59f": [ { "start_logit": 3.9281959533691406, "end_logit": 4.1902546882629395, "text": "Mario Addison", "probability": 0.09939233958721161 }, { "start_logit": 3.9281959533691406, "end_logit": 4.126830101013184, "text": "Mario Addison added 6\u00bd sacks. The Panthers line also featured veteran defensive end Jared Allen", "probability": 0.09328421205282211 }, { "start_logit": 3.9155051708221436, "end_logit": 4.126830101013184, "text": "Jared Allen", "probability": 0.0921078696846962 }, { "start_logit": 3.783867120742798, "end_logit": 4.139736175537109, "text": "Kurt Coleman, who led the team with a career high seven interceptions, while also racking up 88 tackles and Pro Bowl cornerback Josh Norman", "probability": 0.08179596811532974 }, { "start_logit": 3.7231931686401367, "end_logit": 4.126830101013184, "text": "6\u00bd sacks. 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Tight end Owen Daniels", "probability": 0.03857233375310898 }, { "start_logit": 2.98309326171875, "end_logit": 3.4790656566619873, "text": "C. J. Anderson", "probability": 0.03834047541022301 }, { "start_logit": 3.1910295486450195, "end_logit": 3.1145517826080322, "text": "25 passes for 183 yards. Running back Ronnie Hillman", "probability": 0.032783590257167816 }, { "start_logit": 3.44346022605896, "end_logit": 2.8331475257873535, "text": "67.9", "probability": 0.03184736147522926 }, { "start_logit": 3.1138057708740234, "end_logit": 3.1145517826080322, "text": "183 yards. Running back Ronnie Hillman", "probability": 0.030347201973199844 }, { "start_logit": 3.1630334854125977, "end_logit": 2.7499794960021973, "text": "six interceptions for a rating of 86.4", "probability": 0.022139424458146095 }, { "start_logit": 3.44346022605896, "end_logit": 2.458240509033203, "text": "67.9 passer rating, throwing for 2,249", "probability": 0.021890392526984215 }, { "start_logit": 3.1352803707122803, "end_logit": 2.7499794960021973, "text": "86.4", "probability": 0.021533429622650146 }, { "start_logit": 3.459930658340454, "end_logit": 2.378000020980835, "text": "Owen Daniels was also a big element of the passing game with 46 receptions for 517", "probability": 0.02053801529109478 } ], "56beb57b3aeaaa14008c927a": [ { "start_logit": 3.3922457695007324, "end_logit": 4.10125732421875, "text": "Demaryius Thomas", "probability": 0.12210839241743088 }, { "start_logit": 3.069178342819214, "end_logit": 4.10125732421875, "text": "six interceptions for a rating of 86.4. Veteran receiver Demaryius Thomas", "probability": 0.08839734643697739 }, { "start_logit": 3.067474365234375, "end_logit": 4.10125732421875, "text": "86.4. Veteran receiver Demaryius Thomas", "probability": 0.08824681490659714 }, { "start_logit": 2.9976866245269775, "end_logit": 4.10125732421875, "text": "10 touchdowns and six interceptions for a rating of 86.4. Veteran receiver Demaryius Thomas", "probability": 0.08229824155569077 }, { "start_logit": 3.8533530235290527, "end_logit": 3.0198745727539062, "text": "Ronnie Hillman", "probability": 0.06566943228244781 }, { "start_logit": 3.377965211868286, "end_logit": 3.4290313720703125, "text": "76 passes for 1,135 yards and six scores, while adding another 106 yards returning punts. Tight end Owen Daniels", "probability": 0.06146097555756569 }, { "start_logit": 3.3746795654296875, "end_logit": 3.4290313720703125, "text": "Owen Daniels", "probability": 0.061259374022483826 }, { "start_logit": 3.3746795654296875, "end_logit": 3.293370246887207, "text": "Owen Daniels was also a big element of the passing game with 46 receptions for 517 yards. Running back C. J. Anderson", "probability": 0.05348791554570198 }, { "start_logit": 3.1494195461273193, "end_logit": 3.4290313720703125, "text": "Emmanuel Sanders caught 76 passes for 1,135 yards and six scores, while adding another 106 yards returning punts. Tight end Owen Daniels", "probability": 0.048903901129961014 }, { "start_logit": 2.9975078105926514, "end_logit": 3.4290313720703125, "text": "106 yards returning punts. Tight end Owen Daniels", "probability": 0.04201158508658409 }, { "start_logit": 3.024261474609375, "end_logit": 3.293370246887207, "text": "C. J. Anderson", "probability": 0.03767654672265053 }, { "start_logit": 3.4457883834838867, "end_logit": 2.828298330307007, "text": "67.9", "probability": 0.036071132868528366 }, { "start_logit": 2.893655300140381, "end_logit": 3.293370246887207, "text": "46 receptions for 517 yards. Running back C. J. Anderson", "probability": 0.033063553273677826 }, { "start_logit": 3.157797336578369, "end_logit": 3.0198745727539062, "text": "25 passes for 183 yards. Running back Ronnie Hillman", "probability": 0.03275572881102562 }, { "start_logit": 3.0414390563964844, "end_logit": 3.0198745727539062, "text": "183 yards. Running back Ronnie Hillman", "probability": 0.029157718643546104 }, { "start_logit": 3.4457883834838867, "end_logit": 2.4520599842071533, "text": "67.9 passer rating, throwing for 2,249", "probability": 0.024760611355304718 }, { "start_logit": 3.069178342819214, "end_logit": 2.782487392425537, "text": "six interceptions for a rating of 86.4", "probability": 0.02364310435950756 }, { "start_logit": 3.067474365234375, "end_logit": 2.782487392425537, "text": "86.4", "probability": 0.023602856323122978 }, { "start_logit": 3.04917311668396, "end_logit": 2.782487392425537, "text": "17 interceptions. In contrast, Osweiler threw for 1,967 yards, 10 touchdowns and six interceptions for a rating of 86.4", "probability": 0.023174820467829704 }, { "start_logit": 3.3922457695007324, "end_logit": 2.3986895084381104, "text": "Demaryius Thomas led the team with 105 receptions for 1,304 yards and six touchdowns, while Emmanuel Sanders", "probability": 0.022249989211559296 } ], "56beb57b3aeaaa14008c927b": [ { "start_logit": 3.437068223953247, "end_logit": 4.0710883140563965, "text": "Demaryius Thomas", "probability": 0.10855837911367416 }, { "start_logit": 4.028972625732422, "end_logit": 3.170660972595215, "text": "Ronnie Hillman", "probability": 0.07973948121070862 }, { "start_logit": 3.102679491043091, "end_logit": 4.0710883140563965, "text": "86.4. Veteran receiver Demaryius Thomas", "probability": 0.07770341634750366 }, { "start_logit": 3.0218899250030518, "end_logit": 4.0710883140563965, "text": "six interceptions for a rating of 86.4. Veteran receiver Demaryius Thomas", "probability": 0.07167268544435501 }, { "start_logit": 2.941781759262085, "end_logit": 4.0710883140563965, "text": "10 touchdowns and six interceptions for a rating of 86.4. Veteran receiver Demaryius Thomas", "probability": 0.06615504622459412 }, { "start_logit": 3.41127872467041, "end_logit": 3.4990971088409424, "text": "Owen Daniels", "probability": 0.059710439294576645 }, { "start_logit": 2.822700023651123, "end_logit": 4.0710883140563965, "text": "Osweiler threw for 1,967 yards, 10 touchdowns and six interceptions for a rating of 86.4. Veteran receiver Demaryius Thomas", "probability": 0.0587281808257103 }, { "start_logit": 3.3588716983795166, "end_logit": 3.4990971088409424, "text": "76 passes for 1,135 yards and six scores, while adding another 106 yards returning punts. Tight end Owen Daniels", "probability": 0.05666179209947586 }, { "start_logit": 3.41127872467041, "end_logit": 3.398252010345459, "text": "Owen Daniels was also a big element of the passing game with 46 receptions for 517 yards. Running back C. J. Anderson", "probability": 0.05398261547088623 }, { "start_logit": 3.205556869506836, "end_logit": 3.4990971088409424, "text": "Emmanuel Sanders caught 76 passes for 1,135 yards and six scores, while adding another 106 yards returning punts. Tight end Owen Daniels", "probability": 0.04860784858465195 }, { "start_logit": 3.082122564315796, "end_logit": 3.4990971088409424, "text": "106 yards returning punts. Tight end Owen Daniels", "probability": 0.04296350106596947 }, { "start_logit": 3.0302350521087646, "end_logit": 3.398252010345459, "text": "C. J. Anderson", "probability": 0.036878105252981186 }, { "start_logit": 3.004065990447998, "end_logit": 3.398252010345459, "text": "46 receptions for 517 yards. Running back C. J. Anderson", "probability": 0.035925570875406265 }, { "start_logit": 3.4912781715393066, "end_logit": 2.8723230361938477, "text": "67.9", "probability": 0.03456122800707817 }, { "start_logit": 3.1292545795440674, "end_logit": 3.170660972595215, "text": "25 passes for 183 yards. Running back Ronnie Hillman", "probability": 0.032428789883852005 }, { "start_logit": 3.437068223953247, "end_logit": 2.810232162475586, "text": "Demaryius Thomas led the team with 105 receptions for 1,304 yards and six touchdowns, while Emmanuel Sanders", "probability": 0.030766654759645462 }, { "start_logit": 3.3924903869628906, "end_logit": 2.810232162475586, "text": "105 receptions for 1,304 yards and six touchdowns, while Emmanuel Sanders", "probability": 0.029425272718071938 }, { "start_logit": 3.020972490310669, "end_logit": 3.170660972595215, "text": "183 yards. Running back Ronnie Hillman", "probability": 0.02910076640546322 }, { "start_logit": 3.205556869506836, "end_logit": 2.810232162475586, "text": "Emmanuel Sanders", "probability": 0.024408230558037758 }, { "start_logit": 3.102679491043091, "end_logit": 2.810232162475586, "text": "86.4. Veteran receiver Demaryius Thomas led the team with 105 receptions for 1,304 yards and six touchdowns, while Emmanuel Sanders", "probability": 0.02202201634645462 } ], "56beb57b3aeaaa14008c927c": [ { "start_logit": 3.43707013130188, "end_logit": 4.111403465270996, "text": "Demaryius Thomas", "probability": 0.11118163168430328 }, { "start_logit": 3.1010890007019043, "end_logit": 4.111403465270996, "text": "86.4. Veteran receiver Demaryius Thomas", "probability": 0.07945448160171509 }, { "start_logit": 4.052955627441406, "end_logit": 3.14119291305542, "text": "Ronnie Hillman", "probability": 0.07801026105880737 }, { "start_logit": 3.0368237495422363, "end_logit": 4.111403465270996, "text": "six interceptions for a rating of 86.4. Veteran receiver Demaryius Thomas", "probability": 0.07450894266366959 }, { "start_logit": 2.9318788051605225, "end_logit": 4.111403465270996, "text": "10 touchdowns and six interceptions for a rating of 86.4. Veteran receiver Demaryius Thomas", "probability": 0.06708592921495438 }, { "start_logit": 3.4444668292999268, "end_logit": 3.5478382110595703, "text": "Owen Daniels", "probability": 0.06375174969434738 }, { "start_logit": 2.858332872390747, "end_logit": 4.111403465270996, "text": "Osweiler threw for 1,967 yards, 10 touchdowns and six interceptions for a rating of 86.4. Veteran receiver Demaryius Thomas", "probability": 0.06232907250523567 }, { "start_logit": 3.3622994422912598, "end_logit": 3.5478382110595703, "text": "76 passes for 1,135 yards and six scores, while adding another 106 yards returning punts. Tight end Owen Daniels", "probability": 0.058722883462905884 }, { "start_logit": 3.4444668292999268, "end_logit": 3.396456718444824, "text": "Owen Daniels was also a big element of the passing game with 46 receptions for 517 yards. Running back C. J. Anderson", "probability": 0.05479589104652405 }, { "start_logit": 3.2732441425323486, "end_logit": 3.5478382110595703, "text": "Emmanuel Sanders caught 76 passes for 1,135 yards and six scores, while adding another 106 yards returning punts. Tight end Owen Daniels", "probability": 0.05371938645839691 }, { "start_logit": 3.0387182235717773, "end_logit": 3.5478382110595703, "text": "106 yards returning punts. Tight end Owen Daniels", "probability": 0.042489126324653625 }, { "start_logit": 3.0516579151153564, "end_logit": 3.396456718444824, "text": "C. J. Anderson", "probability": 0.036995865404605865 }, { "start_logit": 3.4871394634246826, "end_logit": 2.826467514038086, "text": "67.9", "probability": 0.03233981505036354 }, { "start_logit": 2.9098572731018066, "end_logit": 3.396456718444824, "text": "46 receptions for 517 yards. Running back C. J. Anderson", "probability": 0.03210480883717537 }, { "start_logit": 3.1349236965179443, "end_logit": 3.14119291305542, "text": "25 passes for 183 yards. Running back Ronnie Hillman", "probability": 0.031149813905358315 }, { "start_logit": 3.016805410385132, "end_logit": 3.14119291305542, "text": "183 yards. Running back Ronnie Hillman", "probability": 0.0276794396340847 }, { "start_logit": 3.43707013130188, "end_logit": 2.650343894958496, "text": "Demaryius Thomas led the team with 105 receptions for 1,304 yards and six touchdowns, while Emmanuel Sanders", "probability": 0.025793064385652542 }, { "start_logit": 3.35658597946167, "end_logit": 2.650343894958496, "text": "105 receptions for 1,304 yards and six touchdowns, while Emmanuel Sanders", "probability": 0.02379848062992096 }, { "start_logit": 3.4871394634246826, "end_logit": 2.449986219406128, "text": "67.9 passer rating, throwing for 2,249", "probability": 0.022193901240825653 }, { "start_logit": 3.2732441425323486, "end_logit": 2.650343894958496, "text": "Emmanuel Sanders", "probability": 0.02189546823501587 } ], "56beb57b3aeaaa14008c927d": [ { "start_logit": 3.4970338344573975, "end_logit": 4.093622207641602, "text": "Demaryius Thomas", "probability": 0.12226509302854538 }, { "start_logit": 3.1312875747680664, "end_logit": 4.093622207641602, "text": "six interceptions for a rating of 86.4. Veteran receiver Demaryius Thomas", "probability": 0.08481267839670181 }, { "start_logit": 3.0777697563171387, "end_logit": 4.093622207641602, "text": "86.4. Veteran receiver Demaryius Thomas", "probability": 0.08039300888776779 }, { "start_logit": 3.0554120540618896, "end_logit": 4.093622207641602, "text": "10 touchdowns and six interceptions for a rating of 86.4. Veteran receiver Demaryius Thomas", "probability": 0.07861557602882385 }, { "start_logit": 3.8743369579315186, "end_logit": 3.172945976257324, "text": "Ronnie Hillman", "probability": 0.07100984454154968 }, { "start_logit": 3.4972548484802246, "end_logit": 3.5062930583953857, "text": "Owen Daniels", "probability": 0.0679711252450943 }, { "start_logit": 3.4972548484802246, "end_logit": 3.417180299758911, "text": "Owen Daniels was also a big element of the passing game with 46 receptions for 517 yards. Running back C. J. Anderson", "probability": 0.06217610463500023 }, { "start_logit": 3.353140115737915, "end_logit": 3.5062930583953857, "text": "76 passes for 1,135 yards and six scores, while adding another 106 yards returning punts. Tight end Owen Daniels", "probability": 0.05884862318634987 }, { "start_logit": 3.1588351726531982, "end_logit": 3.5062930583953857, "text": "Emmanuel Sanders caught 76 passes for 1,135 yards and six scores, while adding another 106 yards returning punts. Tight end Owen Daniels", "probability": 0.048456355929374695 }, { "start_logit": 2.973179578781128, "end_logit": 3.5062930583953857, "text": "106 yards returning punts. Tight end Owen Daniels", "probability": 0.040245894342660904 }, { "start_logit": 3.0378639698028564, "end_logit": 3.417180299758911, "text": "C. J. Anderson", "probability": 0.039274662733078 }, { "start_logit": 2.915493965148926, "end_logit": 3.417180299758911, "text": "46 receptions for 517 yards. Running back C. J. Anderson", "probability": 0.034751035273075104 }, { "start_logit": 3.158050060272217, "end_logit": 3.172945976257324, "text": "25 passes for 183 yards. Running back Ronnie Hillman", "probability": 0.03469277545809746 }, { "start_logit": 3.1344916820526123, "end_logit": 3.172945976257324, "text": "183 yards. Running back Ronnie Hillman", "probability": 0.03388502448797226 }, { "start_logit": 3.408828020095825, "end_logit": 2.823167562484741, "text": "67.9", "probability": 0.03142270818352699 }, { "start_logit": 3.1312875747680664, "end_logit": 2.79992938041687, "text": "six interceptions for a rating of 86.4", "probability": 0.02326040342450142 }, { "start_logit": 3.4972548484802246, "end_logit": 2.4076087474823, "text": "Owen Daniels was also a big element of the passing game with 46 receptions for 517", "probability": 0.022655408829450607 }, { "start_logit": 3.0777697563171387, "end_logit": 2.79992938041687, "text": "86.4", "probability": 0.02204826846718788 }, { "start_logit": 3.4970338344573975, "end_logit": 2.3626489639282227, "text": "Demaryius Thomas led the team with 105 receptions for 1,304 yards and six touchdowns, while Emmanuel Sanders", "probability": 0.021654607728123665 }, { "start_logit": 3.0554120540618896, "end_logit": 2.79992938041687, "text": "10 touchdowns and six interceptions for a rating of 86.4", "probability": 0.021560797467827797 } ], "56bf38383aeaaa14008c956b": [ { "start_logit": 3.3444788455963135, "end_logit": 4.036667346954346, "text": "Demaryius Thomas", "probability": 0.10065022855997086 }, { "start_logit": 3.188561201095581, "end_logit": 4.036667346954346, "text": "six interceptions for a rating of 86.4. Veteran receiver Demaryius Thomas", "probability": 0.08611927926540375 }, { "start_logit": 3.1752970218658447, "end_logit": 4.036667346954346, "text": "86.4. Veteran receiver Demaryius Thomas", "probability": 0.08498455584049225 }, { "start_logit": 3.0981392860412598, "end_logit": 4.036667346954346, "text": "10 touchdowns and six interceptions for a rating of 86.4. Veteran receiver Demaryius Thomas", "probability": 0.07867391407489777 }, { "start_logit": 3.924591302871704, "end_logit": 3.1992383003234863, "text": "Ronnie Hillman", "probability": 0.07781504839658737 }, { "start_logit": 3.4927799701690674, "end_logit": 3.5238118171691895, "text": "Owen Daniels was also a big element of the passing game with 46 receptions for 517 yards. Running back C. J. Anderson", "probability": 0.0699021965265274 }, { "start_logit": 3.4927799701690674, "end_logit": 3.484941244125366, "text": "Owen Daniels", "probability": 0.06723716855049133 }, { "start_logit": 3.298915386199951, "end_logit": 3.484941244125366, "text": "76 passes for 1,135 yards and six scores, while adding another 106 yards returning punts. Tight end Owen Daniels", "probability": 0.055387917906045914 }, { "start_logit": 3.0523202419281006, "end_logit": 3.5238118171691895, "text": "46 receptions for 517 yards. Running back C. J. Anderson", "probability": 0.04499884322285652 }, { "start_logit": 3.0124831199645996, "end_logit": 3.5238118171691895, "text": "C. J. Anderson", "probability": 0.0432414710521698 }, { "start_logit": 2.9374353885650635, "end_logit": 3.484941244125366, "text": "106 yards returning punts. Tight end Owen Daniels", "probability": 0.03858569636940956 }, { "start_logit": 3.1959362030029297, "end_logit": 3.1992383003234863, "text": "25 passes for 183 yards. Running back Ronnie Hillman", "probability": 0.03755023330450058 }, { "start_logit": 3.4438693523406982, "end_logit": 2.8565030097961426, "text": "67.9", "probability": 0.03415391221642494 }, { "start_logit": 2.8104255199432373, "end_logit": 3.484941244125366, "text": "Emmanuel Sanders caught 76 passes for 1,135 yards and six scores, while adding another 106 yards returning punts. Tight end Owen Daniels", "probability": 0.03398338705301285 }, { "start_logit": 2.9274990558624268, "end_logit": 3.1992383003234863, "text": "183 yards. Running back Ronnie Hillman", "probability": 0.02870991826057434 }, { "start_logit": 3.188561201095581, "end_logit": 2.778008222579956, "text": "six interceptions for a rating of 86.4", "probability": 0.024460865184664726 }, { "start_logit": 3.1752970218658447, "end_logit": 2.778008222579956, "text": "86.4", "probability": 0.024138551205396652 }, { "start_logit": 3.1545393466949463, "end_logit": 2.778008222579956, "text": "17 interceptions. In contrast, Osweiler threw for 1,967 yards, 10 touchdowns and six interceptions for a rating of 86.4", "probability": 0.023642655462026596 }, { "start_logit": 3.4438693523406982, "end_logit": 2.47912859916687, "text": "67.9 passer rating, throwing for 2,249", "probability": 0.02341795340180397 }, { "start_logit": 3.0981392860412598, "end_logit": 2.778008222579956, "text": "10 touchdowns and six interceptions for a rating of 86.4", "probability": 0.02234610915184021 } ], "56bf38383aeaaa14008c956c": [ { "start_logit": 3.389968156814575, "end_logit": 4.0363359451293945, "text": "Demaryius Thomas", "probability": 0.11361458152532578 }, { "start_logit": 3.962214469909668, "end_logit": 3.158825635910034, "text": "Ronnie Hillman", "probability": 0.08372589200735092 }, { "start_logit": 3.071453094482422, "end_logit": 4.0363359451293945, "text": "86.4. Veteran receiver Demaryius Thomas", "probability": 0.08262373507022858 }, { "start_logit": 3.055009365081787, "end_logit": 4.0363359451293945, "text": "six interceptions for a rating of 86.4. Veteran receiver Demaryius Thomas", "probability": 0.08127620816230774 }, { "start_logit": 2.9870564937591553, "end_logit": 4.0363359451293945, "text": "10 touchdowns and six interceptions for a rating of 86.4. Veteran receiver Demaryius Thomas", "probability": 0.07593674212694168 }, { "start_logit": 3.402665615081787, "end_logit": 3.318143129348755, "text": "76 passes for 1,135 yards and six scores, while adding another 106 yards returning punts. Tight end Owen Daniels", "probability": 0.056110162287950516 }, { "start_logit": 3.2951650619506836, "end_logit": 3.3245139122009277, "text": "Owen Daniels was also a big element of the passing game with 46 receptions for 517 yards. Running back C. J. Anderson", "probability": 0.05071323737502098 }, { "start_logit": 3.2951650619506836, "end_logit": 3.318143129348755, "text": "Owen Daniels", "probability": 0.050391167402267456 }, { "start_logit": 3.1460883617401123, "end_logit": 3.318143129348755, "text": "Emmanuel Sanders caught 76 passes for 1,135 yards and six scores, while adding another 106 yards returning punts. Tight end Owen Daniels", "probability": 0.04341215267777443 }, { "start_logit": 3.125211000442505, "end_logit": 3.318143129348755, "text": "106 yards returning punts. Tight end Owen Daniels", "probability": 0.04251521825790405 }, { "start_logit": 3.040646553039551, "end_logit": 3.3245139122009277, "text": "C. J. Anderson", "probability": 0.039317451417446136 }, { "start_logit": 3.1928694248199463, "end_logit": 3.158825635910034, "text": "25 passes for 183 yards. Running back Ronnie Hillman", "probability": 0.03879157081246376 }, { "start_logit": 3.4855425357818604, "end_logit": 2.85502028465271, "text": "67.9", "probability": 0.038362134248018265 }, { "start_logit": 2.9619200229644775, "end_logit": 3.3245139122009277, "text": "46 receptions for 517 yards. Running back C. J. Anderson", "probability": 0.03634084016084671 }, { "start_logit": 3.0664734840393066, "end_logit": 3.158825635910034, "text": "183 yards. Running back Ronnie Hillman", "probability": 0.034185681492090225 }, { "start_logit": 2.7929511070251465, "end_logit": 3.3245139122009277, "text": "517 yards. Running back C. J. Anderson", "probability": 0.030691109597682953 }, { "start_logit": 3.4855425357818604, "end_logit": 2.4919216632843018, "text": "67.9 passer rating, throwing for 2,249", "probability": 0.02668154612183571 }, { "start_logit": 3.4367640018463135, "end_logit": 2.525634765625, "text": "105 receptions for 1,304 yards and six touchdowns, while Emmanuel Sanders", "probability": 0.02628258615732193 }, { "start_logit": 3.389968156814575, "end_logit": 2.525634765625, "text": "Demaryius Thomas led the team with 105 receptions for 1,304 yards and six touchdowns, while Emmanuel Sanders", "probability": 0.025081001222133636 }, { "start_logit": 3.071453094482422, "end_logit": 2.7978780269622803, "text": "86.4", "probability": 0.023946909233927727 } ], "56bf38383aeaaa14008c956d": [ { "start_logit": 3.411045789718628, "end_logit": 4.058662414550781, "text": "Demaryius Thomas", "probability": 0.10708798468112946 }, { "start_logit": 3.1227753162384033, "end_logit": 4.058662414550781, "text": "six interceptions for a rating of 86.4. Veteran receiver Demaryius Thomas", "probability": 0.08026870340108871 }, { "start_logit": 3.105583429336548, "end_logit": 4.058662414550781, "text": "86.4. Veteran receiver Demaryius Thomas", "probability": 0.0789005309343338 }, { "start_logit": 3.1010639667510986, "end_logit": 4.058662414550781, "text": "10 touchdowns and six interceptions for a rating of 86.4. Veteran receiver Demaryius Thomas", "probability": 0.0785447433590889 }, { "start_logit": 3.561537504196167, "end_logit": 3.556180238723755, "text": "Owen Daniels", "probability": 0.07531355321407318 }, { "start_logit": 3.561537504196167, "end_logit": 3.546499013900757, "text": "Owen Daniels was also a big element of the passing game with 46 receptions for 517 yards. Running back C. J. Anderson", "probability": 0.07458794116973877 }, { "start_logit": 3.769301414489746, "end_logit": 3.195432662963867, "text": "Ronnie Hillman", "probability": 0.06462985277175903 }, { "start_logit": 3.3013503551483154, "end_logit": 3.556180238723755, "text": "76 passes for 1,135 yards and six scores, while adding another 106 yards returning punts. Tight end Owen Daniels", "probability": 0.05805977061390877 }, { "start_logit": 3.0881497859954834, "end_logit": 3.546499013900757, "text": "46 receptions for 517 yards. Running back C. J. Anderson", "probability": 0.046459976583719254 }, { "start_logit": 3.058364152908325, "end_logit": 3.556180238723755, "text": "Emmanuel Sanders caught 76 passes for 1,135 yards and six scores, while adding another 106 yards returning punts. Tight end Owen Daniels", "probability": 0.04553524777293205 }, { "start_logit": 2.9999725818634033, "end_logit": 3.546499013900757, "text": "C. J. Anderson", "probability": 0.04253868758678436 }, { "start_logit": 2.901991605758667, "end_logit": 3.556180238723755, "text": "106 yards returning punts. Tight end Owen Daniels", "probability": 0.038943588733673096 }, { "start_logit": 3.2189836502075195, "end_logit": 3.195432662963867, "text": "25 passes for 183 yards. Running back Ronnie Hillman", "probability": 0.037276335060596466 }, { "start_logit": 3.4096181392669678, "end_logit": 2.8551526069641113, "text": "67.9", "probability": 0.03209540620446205 }, { "start_logit": 2.957699775695801, "end_logit": 3.195432662963867, "text": "183 yards. Running back Ronnie Hillman", "probability": 0.02870509959757328 }, { "start_logit": 3.411045789718628, "end_logit": 2.514801263809204, "text": "Demaryius Thomas led the team with 105 receptions for 1,304 yards and six touchdowns, while Emmanuel Sanders", "probability": 0.022869160398840904 }, { "start_logit": 3.1227753162384033, "end_logit": 2.781912088394165, "text": "six interceptions for a rating of 86.4", "probability": 0.022390343248844147 }, { "start_logit": 3.105583429336548, "end_logit": 2.781912088394165, "text": "86.4", "probability": 0.022008700296282768 }, { "start_logit": 3.1010639667510986, "end_logit": 2.781912088394165, "text": "10 touchdowns and six interceptions for a rating of 86.4", "probability": 0.021909456700086594 }, { "start_logit": 3.0994911193847656, "end_logit": 2.781912088394165, "text": "17 interceptions. In contrast, Osweiler threw for 1,967 yards, 10 touchdowns and six interceptions for a rating of 86.4", "probability": 0.021875018253922462 } ], "56bf38383aeaaa14008c956e": [ { "start_logit": 3.5142133235931396, "end_logit": 4.1055450439453125, "text": "Demaryius Thomas", "probability": 0.114564448595047 }, { "start_logit": 3.1657891273498535, "end_logit": 4.1055450439453125, "text": "six interceptions for a rating of 86.4. Veteran receiver Demaryius Thomas", "probability": 0.08085949718952179 }, { "start_logit": 3.0941059589385986, "end_logit": 4.1055450439453125, "text": "86.4. Veteran receiver Demaryius Thomas", "probability": 0.07526608556509018 }, { "start_logit": 3.597182512283325, "end_logit": 3.529283046722412, "text": "Owen Daniels", "probability": 0.06995447725057602 }, { "start_logit": 3.003248929977417, "end_logit": 4.1055450439453125, "text": "10 touchdowns and six interceptions for a rating of 86.4. Veteran receiver Demaryius Thomas", "probability": 0.06872912496328354 }, { "start_logit": 3.9250497817993164, "end_logit": 3.152539014816284, "text": "Ronnie Hillman", "probability": 0.06661754846572876 }, { "start_logit": 3.597182512283325, "end_logit": 3.4602620601654053, "text": "Owen Daniels was also a big element of the passing game with 46 receptions for 517 yards. Running back C. J. Anderson", "probability": 0.06528899073600769 }, { "start_logit": 2.907987117767334, "end_logit": 4.1055450439453125, "text": "Osweiler threw for 1,967 yards, 10 touchdowns and six interceptions for a rating of 86.4. Veteran receiver Demaryius Thomas", "probability": 0.06248403340578079 }, { "start_logit": 3.3380136489868164, "end_logit": 3.529283046722412, "text": "76 passes for 1,135 yards and six scores, while adding another 106 yards returning punts. Tight end Owen Daniels", "probability": 0.053983353078365326 }, { "start_logit": 3.3288159370422363, "end_logit": 3.529283046722412, "text": "Emmanuel Sanders caught 76 passes for 1,135 yards and six scores, while adding another 106 yards returning punts. Tight end Owen Daniels", "probability": 0.05348910391330719 }, { "start_logit": 2.9659690856933594, "end_logit": 3.529283046722412, "text": "106 yards returning punts. Tight end Owen Daniels", "probability": 0.03721199184656143 }, { "start_logit": 3.0310187339782715, "end_logit": 3.4602620601654053, "text": "46 receptions for 517 yards. Running back C. J. Anderson", "probability": 0.03706449642777443 }, { "start_logit": 3.0185179710388184, "end_logit": 3.4602620601654053, "text": "C. J. Anderson", "probability": 0.03660404682159424 }, { "start_logit": 3.192553997039795, "end_logit": 3.152539014816284, "text": "25 passes for 183 yards. Running back Ronnie Hillman", "probability": 0.03202355280518532 }, { "start_logit": 3.4438064098358154, "end_logit": 2.8391809463500977, "text": "67.9", "probability": 0.03009522333741188 }, { "start_logit": 3.121652603149414, "end_logit": 3.152539014816284, "text": "183 yards. Running back Ronnie Hillman", "probability": 0.029831677675247192 }, { "start_logit": 3.597182512283325, "end_logit": 2.3985161781311035, "text": "Owen Daniels was also a big element of the passing game with 46 receptions for 517", "probability": 0.022580301389098167 }, { "start_logit": 3.5142133235931396, "end_logit": 2.4554827213287354, "text": "Demaryius Thomas led the team with 105 receptions for 1,304 yards and six touchdowns, while Emmanuel Sanders", "probability": 0.022000715136528015 }, { "start_logit": 3.4438064098358154, "end_logit": 2.4682135581970215, "text": "67.9 passer rating, throwing for 2,249", "probability": 0.0207676962018013 }, { "start_logit": 3.1657891273498535, "end_logit": 2.7373294830322266, "text": "six interceptions for a rating of 86.4", "probability": 0.020583659410476685 } ], "56bf38383aeaaa14008c956f": [ { "start_logit": 3.9273054599761963, "end_logit": 3.054564952850342, "text": "Ronnie Hillman", "probability": 0.09913159906864166 }, { "start_logit": 3.363699436187744, "end_logit": 3.2705464363098145, "text": "76 passes for 1,135 yards and six scores, while adding another 106 yards returning punts. Tight end Owen Daniels", "probability": 0.07002298533916473 }, { "start_logit": 3.25044584274292, "end_logit": 3.304891347885132, "text": "Owen Daniels was also a big element of the passing game with 46 receptions for 517 yards. Running back C. J. Anderson", "probability": 0.06470992416143417 }, { "start_logit": 3.25044584274292, "end_logit": 3.2705464363098145, "text": "Owen Daniels", "probability": 0.06252521276473999 }, { "start_logit": 3.0925793647766113, "end_logit": 3.3579843044281006, "text": "86.4. Veteran receiver Demaryius Thomas", "probability": 0.058273132890462875 }, { "start_logit": 3.020524024963379, "end_logit": 3.3579843044281006, "text": "six interceptions for a rating of 86.4. Veteran receiver Demaryius Thomas", "probability": 0.05422196909785271 }, { "start_logit": 3.077939033508301, "end_logit": 3.2705464363098145, "text": "Emmanuel Sanders caught 76 passes for 1,135 yards and six scores, while adding another 106 yards returning punts. Tight end Owen Daniels", "probability": 0.052618253976106644 }, { "start_logit": 3.07603120803833, "end_logit": 3.2705464363098145, "text": "106 yards returning punts. Tight end Owen Daniels", "probability": 0.05251796171069145 }, { "start_logit": 3.4840710163116455, "end_logit": 2.832740068435669, "text": "67.9", "probability": 0.05097772553563118 }, { "start_logit": 2.9496448040008545, "end_logit": 3.3579843044281006, "text": "10 touchdowns and six interceptions for a rating of 86.4. Veteran receiver Demaryius Thomas", "probability": 0.050511784851551056 }, { "start_logit": 2.9490466117858887, "end_logit": 3.304891347885132, "text": "46 receptions for 517 yards. Running back C. J. Anderson", "probability": 0.04787126183509827 }, { "start_logit": 2.9152474403381348, "end_logit": 3.304891347885132, "text": "C. J. Anderson", "probability": 0.04628029093146324 }, { "start_logit": 3.131080150604248, "end_logit": 3.054564952850342, "text": "25 passes for 183 yards. Running back Ronnie Hillman", "probability": 0.044711142778396606 }, { "start_logit": 2.784987688064575, "end_logit": 3.304891347885132, "text": "517 yards. Running back C. J. Anderson", "probability": 0.040627967566251755 }, { "start_logit": 3.0085830688476562, "end_logit": 3.054564952850342, "text": "183 yards. Running back Ronnie Hillman", "probability": 0.03955632448196411 }, { "start_logit": 3.4012091159820557, "end_logit": 2.634995222091675, "text": "105 receptions for 1,304 yards and six touchdowns, while Emmanuel Sanders", "probability": 0.03850476071238518 }, { "start_logit": 3.4840710163116455, "end_logit": 2.4040088653564453, "text": "67.9 passer rating, throwing for 2,249", "probability": 0.03320356085896492 }, { "start_logit": 3.0925793647766113, "end_logit": 2.7665977478027344, "text": "86.4", "probability": 0.03225763514637947 }, { "start_logit": 3.043525218963623, "end_logit": 2.7682085037231445, "text": "17 interceptions. In contrast, Osweiler threw for 1,967", "probability": 0.030762961134314537 }, { "start_logit": 3.043525218963623, "end_logit": 2.7665977478027344, "text": "17 interceptions. In contrast, Osweiler threw for 1,967 yards, 10 touchdowns and six interceptions for a rating of 86.4", "probability": 0.030713452026247978 } ], "56d6fe0b0d65d214001982a4": [ { "start_logit": 3.4289515018463135, "end_logit": 4.094308853149414, "text": "Demaryius Thomas", "probability": 0.11068620532751083 }, { "start_logit": 3.134667158126831, "end_logit": 4.094308853149414, "text": "six interceptions for a rating of 86.4. Veteran receiver Demaryius Thomas", "probability": 0.0824684128165245 }, { "start_logit": 3.951974391937256, "end_logit": 3.2562007904052734, "text": "Ronnie Hillman", "probability": 0.08077069371938705 }, { "start_logit": 3.547443151473999, "end_logit": 3.6436543464660645, "text": "Owen Daniels", "probability": 0.07940301299095154 }, { "start_logit": 3.095745801925659, "end_logit": 4.094308853149414, "text": "86.4. Veteran receiver Demaryius Thomas", "probability": 0.07932028919458389 }, { "start_logit": 3.034604549407959, "end_logit": 4.094308853149414, "text": "10 touchdowns and six interceptions for a rating of 86.4. Veteran receiver Demaryius Thomas", "probability": 0.07461581379175186 }, { "start_logit": 3.547443151473999, "end_logit": 3.3918063640594482, "text": "Owen Daniels was also a big element of the passing game with 46 receptions for 517 yards. Running back C. J. Anderson", "probability": 0.06172496825456619 }, { "start_logit": 3.2856640815734863, "end_logit": 3.6436543464660645, "text": "76 passes for 1,135 yards and six scores, while adding another 106 yards returning punts. Tight end Owen Daniels", "probability": 0.06111500412225723 }, { "start_logit": 3.0700440406799316, "end_logit": 3.6436543464660645, "text": "Emmanuel Sanders caught 76 passes for 1,135 yards and six scores, while adding another 106 yards returning punts. Tight end Owen Daniels", "probability": 0.04926123842597008 }, { "start_logit": 2.9181370735168457, "end_logit": 3.6436543464660645, "text": "106 yards returning punts. Tight end Owen Daniels", "probability": 0.042318761348724365 }, { "start_logit": 3.2427170276641846, "end_logit": 3.2562007904052734, "text": "25 passes for 183 yards. Running back Ronnie Hillman", "probability": 0.0397399365901947 }, { "start_logit": 2.9991302490234375, "end_logit": 3.3918063640594482, "text": "46 receptions for 517 yards. Running back C. J. Anderson", "probability": 0.035672351717948914 }, { "start_logit": 2.9679954051971436, "end_logit": 3.3918063640594482, "text": "C. J. Anderson", "probability": 0.034578803926706314 }, { "start_logit": 3.0319957733154297, "end_logit": 3.2562007904052734, "text": "183 yards. Running back Ronnie Hillman", "probability": 0.032189350575208664 }, { "start_logit": 3.3823976516723633, "end_logit": 2.80875825881958, "text": "67.9", "probability": 0.029212448745965958 }, { "start_logit": 3.4289515018463135, "end_logit": 2.579810380935669, "text": "Demaryius Thomas led the team with 105 receptions for 1,304 yards and six touchdowns, while Emmanuel Sanders", "probability": 0.024341946467757225 }, { "start_logit": 3.547443151473999, "end_logit": 2.337467908859253, "text": "Owen Daniels was also a big element of the passing game with 46 receptions for 517", "probability": 0.02150639146566391 }, { "start_logit": 3.268522262573242, "end_logit": 2.579810380935669, "text": "105 receptions for 1,304 yards and six touchdowns, while Emmanuel Sanders", "probability": 0.020733928307890892 }, { "start_logit": 3.134667158126831, "end_logit": 2.691896915435791, "text": "six interceptions for a rating of 86.4", "probability": 0.02028745971620083 }, { "start_logit": 3.3823976516723633, "end_logit": 2.432547092437744, "text": "67.9 passer rating, throwing for 2,249", "probability": 0.02005309984087944 } ], "56d6fe0b0d65d214001982a5": [ { "start_logit": 3.4300169944763184, "end_logit": 4.1214470863342285, "text": "Demaryius Thomas", "probability": 0.12084575742483139 }, { "start_logit": 3.0581541061401367, "end_logit": 4.1214470863342285, "text": "86.4. Veteran receiver Demaryius Thomas", "probability": 0.08331696689128876 }, { "start_logit": 3.0497007369995117, "end_logit": 4.1214470863342285, "text": "six interceptions for a rating of 86.4. Veteran receiver Demaryius Thomas", "probability": 0.08261562883853912 }, { "start_logit": 2.9810221195220947, "end_logit": 4.1214470863342285, "text": "10 touchdowns and six interceptions for a rating of 86.4. Veteran receiver Demaryius Thomas", "probability": 0.07713216543197632 }, { "start_logit": 3.9420723915100098, "end_logit": 3.0640618801116943, "text": "Ronnie Hillman", "probability": 0.07004830241203308 }, { "start_logit": 3.441361427307129, "end_logit": 3.5273563861846924, "text": "Owen Daniels", "probability": 0.06747576594352722 }, { "start_logit": 3.3695452213287354, "end_logit": 3.5273563861846924, "text": "76 passes for 1,135 yards and six scores, while adding another 106 yards returning punts. Tight end Owen Daniels", "probability": 0.0627998411655426 }, { "start_logit": 3.441361427307129, "end_logit": 3.3399269580841064, "text": "Owen Daniels was also a big element of the passing game with 46 receptions for 517 yards. Running back C. J. Anderson", "probability": 0.0559433177113533 }, { "start_logit": 3.2220876216888428, "end_logit": 3.5273563861846924, "text": "Emmanuel Sanders caught 76 passes for 1,135 yards and six scores, while adding another 106 yards returning punts. Tight end Owen Daniels", "probability": 0.05418992042541504 }, { "start_logit": 3.000318765640259, "end_logit": 3.5273563861846924, "text": "106 yards returning punts. Tight end Owen Daniels", "probability": 0.04341157153248787 }, { "start_logit": 3.049182653427124, "end_logit": 3.3399269580841064, "text": "C. J. Anderson", "probability": 0.037794385105371475 }, { "start_logit": 3.437887668609619, "end_logit": 2.8410117626190186, "text": "67.9", "probability": 0.033850375562906265 }, { "start_logit": 2.8927173614501953, "end_logit": 3.3399269580841064, "text": "46 receptions for 517 yards. Running back C. J. Anderson", "probability": 0.032320287078619 }, { "start_logit": 3.1478986740112305, "end_logit": 3.0640618801116943, "text": "25 passes for 183 yards. Running back Ronnie Hillman", "probability": 0.031658660620450974 }, { "start_logit": 3.0396342277526855, "end_logit": 3.0640618801116943, "text": "183 yards. Running back Ronnie Hillman", "probability": 0.028410160914063454 }, { "start_logit": 3.4300169944763184, "end_logit": 2.61523699760437, "text": "Demaryius Thomas led the team with 105 receptions for 1,304 yards and six touchdowns, while Emmanuel Sanders", "probability": 0.026797397062182426 }, { "start_logit": 3.32951283454895, "end_logit": 2.61523699760437, "text": "105 receptions for 1,304 yards and six touchdowns, while Emmanuel Sanders", "probability": 0.024235069751739502 }, { "start_logit": 3.437887668609619, "end_logit": 2.4553771018981934, "text": "67.9 passer rating, throwing for 2,249", "probability": 0.02301890216767788 }, { "start_logit": 3.0581541061401367, "end_logit": 2.795073986053467, "text": "86.4", "probability": 0.02211550623178482 }, { "start_logit": 3.441361427307129, "end_logit": 2.407538652420044, "text": "Owen Daniels was also a big element of the passing game with 46 receptions for 517", "probability": 0.022019991651177406 } ], "56d6fe0b0d65d214001982a6": [ { "start_logit": 3.448532819747925, "end_logit": 4.036264419555664, "text": "Demaryius Thomas", "probability": 0.10715173184871674 }, { "start_logit": 4.055314064025879, "end_logit": 3.208148717880249, "text": "Ronnie Hillman", "probability": 0.08587659895420074 }, { "start_logit": 3.101247549057007, "end_logit": 4.036264419555664, "text": "86.4. Veteran receiver Demaryius Thomas", "probability": 0.07571380585432053 }, { "start_logit": 3.042424440383911, "end_logit": 4.036264419555664, "text": "six interceptions for a rating of 86.4. Veteran receiver Demaryius Thomas", "probability": 0.07138851284980774 }, { "start_logit": 2.963510513305664, "end_logit": 4.036264419555664, "text": "10 touchdowns and six interceptions for a rating of 86.4. Veteran receiver Demaryius Thomas", "probability": 0.06597153097391129 }, { "start_logit": 2.854203462600708, "end_logit": 4.036264419555664, "text": "Osweiler threw for 1,967 yards, 10 touchdowns and six interceptions for a rating of 86.4. Veteran receiver Demaryius Thomas", "probability": 0.05914050340652466 }, { "start_logit": 3.42962646484375, "end_logit": 3.455857038497925, "text": "Owen Daniels", "probability": 0.05884649232029915 }, { "start_logit": 3.3882477283477783, "end_logit": 3.455857038497925, "text": "76 passes for 1,135 yards and six scores, while adding another 106 yards returning punts. Tight end Owen Daniels", "probability": 0.05646117031574249 }, { "start_logit": 3.42962646484375, "end_logit": 3.3573029041290283, "text": "Owen Daniels was also a big element of the passing game with 46 receptions for 517 yards. Running back C. J. Anderson", "probability": 0.053323518484830856 }, { "start_logit": 3.310184955596924, "end_logit": 3.455857038497925, "text": "Emmanuel Sanders caught 76 passes for 1,135 yards and six scores, while adding another 106 yards returning punts. Tight end Owen Daniels", "probability": 0.052221283316612244 }, { "start_logit": 3.05066180229187, "end_logit": 3.455857038497925, "text": "106 yards returning punts. Tight end Owen Daniels", "probability": 0.04028451442718506 }, { "start_logit": 3.0858852863311768, "end_logit": 3.3573029041290283, "text": "C. J. Anderson", "probability": 0.037812378257513046 }, { "start_logit": 3.170616865158081, "end_logit": 3.208148717880249, "text": "25 passes for 183 yards. Running back Ronnie Hillman", "probability": 0.03545321524143219 }, { "start_logit": 3.479177713394165, "end_logit": 2.8489456176757812, "text": "67.9", "probability": 0.03370248153805733 }, { "start_logit": 2.967473268508911, "end_logit": 3.3573029041290283, "text": "46 receptions for 517 yards. Running back C. J. Anderson", "probability": 0.03358986973762512 }, { "start_logit": 3.008452892303467, "end_logit": 3.208148717880249, "text": "183 yards. Running back Ronnie Hillman", "probability": 0.030145924538373947 }, { "start_logit": 3.448532819747925, "end_logit": 2.725670576095581, "text": "Demaryius Thomas led the team with 105 receptions for 1,304 yards and six touchdowns, while Emmanuel Sanders", "probability": 0.028894511982798576 }, { "start_logit": 3.323742151260376, "end_logit": 2.725670576095581, "text": "105 receptions for 1,304 yards and six touchdowns, while Emmanuel Sanders", "probability": 0.02550465799868107 }, { "start_logit": 3.310184955596924, "end_logit": 2.725670576095581, "text": "Emmanuel Sanders", "probability": 0.02516121417284012 }, { "start_logit": 3.479177713394165, "end_logit": 2.4822311401367188, "text": "67.9 passer rating, throwing for 2,249", "probability": 0.02335607260465622 } ], "56d6fe0b0d65d214001982a7": [ { "start_logit": 3.4656283855438232, "end_logit": 4.0587992668151855, "text": "Demaryius Thomas", "probability": 0.12400444597005844 }, { "start_logit": 3.1065211296081543, "end_logit": 4.0587992668151855, "text": "86.4. Veteran receiver Demaryius Thomas", "probability": 0.08659224957227707 }, { "start_logit": 3.023265838623047, "end_logit": 4.0587992668151855, "text": "six interceptions for a rating of 86.4. Veteran receiver Demaryius Thomas", "probability": 0.07967493683099747 }, { "start_logit": 2.9816479682922363, "end_logit": 4.0587992668151855, "text": "10 touchdowns and six interceptions for a rating of 86.4. Veteran receiver Demaryius Thomas", "probability": 0.07642709463834763 }, { "start_logit": 3.4202892780303955, "end_logit": 3.471611738204956, "text": "Owen Daniels", "probability": 0.06587710231542587 }, { "start_logit": 3.3538455963134766, "end_logit": 3.471611738204956, "text": "76 passes for 1,135 yards and six scores, while adding another 106 yards returning punts. Tight end Owen Daniels", "probability": 0.06164225563406944 }, { "start_logit": 3.4202892780303955, "end_logit": 3.4033989906311035, "text": "Owen Daniels was also a big element of the passing game with 46 receptions for 517 yards. Running back C. J. Anderson", "probability": 0.06153329461812973 }, { "start_logit": 3.2496864795684814, "end_logit": 3.471611738204956, "text": "Emmanuel Sanders caught 76 passes for 1,135 yards and six scores, while adding another 106 yards returning punts. Tight end Owen Daniels", "probability": 0.05554470419883728 }, { "start_logit": 3.063218593597412, "end_logit": 3.471611738204956, "text": "106 yards returning punts. Tight end Owen Daniels", "probability": 0.046095721423625946 }, { "start_logit": 3.0101449489593506, "end_logit": 3.4033989906311035, "text": "C. J. Anderson", "probability": 0.04083067923784256 }, { "start_logit": 2.9603161811828613, "end_logit": 3.4033989906311035, "text": "46 receptions for 517 yards. Running back C. J. Anderson", "probability": 0.038846004754304886 }, { "start_logit": 3.497600555419922, "end_logit": 2.8407607078552246, "text": "67.9", "probability": 0.03787348419427872 }, { "start_logit": 3.4656283855438232, "end_logit": 2.8206064701080322, "text": "Demaryius Thomas led the team with 105 receptions for 1,304 yards and six touchdowns, while Emmanuel Sanders", "probability": 0.03594984486699104 }, { "start_logit": 3.3990395069122314, "end_logit": 2.8206064701080322, "text": "105 receptions for 1,304 yards and six touchdowns, while Emmanuel Sanders", "probability": 0.03363395109772682 }, { "start_logit": 3.2496864795684814, "end_logit": 2.8206064701080322, "text": "Emmanuel Sanders", "probability": 0.02896774373948574 }, { "start_logit": 3.6104190349578857, "end_logit": 2.388953685760498, "text": "Ronnie Hillman", "probability": 0.026984496042132378 }, { "start_logit": 3.1065211296081543, "end_logit": 2.8206064701080322, "text": "86.4. Veteran receiver Demaryius Thomas led the team with 105 receptions for 1,304 yards and six touchdowns, while Emmanuel Sanders", "probability": 0.025103766471147537 }, { "start_logit": 3.497600555419922, "end_logit": 2.429483413696289, "text": "67.9 passer rating, throwing for 2,249", "probability": 0.025102661922574043 }, { "start_logit": 3.497600555419922, "end_logit": 2.417056083679199, "text": "67.9 passer rating, throwing for 2,249 yards and nine touchdowns, with 17 interceptions. In contrast, Osweiler", "probability": 0.024792633950710297 }, { "start_logit": 3.1065211296081543, "end_logit": 2.7971980571746826, "text": "86.4", "probability": 0.024522939696907997 } ], "56d99c44dc89441400fdb5d6": [ { "start_logit": 3.4903573989868164, "end_logit": 4.129999160766602, "text": "Demaryius Thomas", "probability": 0.11329945176839828 }, { "start_logit": 3.150986909866333, "end_logit": 4.129999160766602, "text": "six interceptions for a rating of 86.4. Veteran receiver Demaryius Thomas", "probability": 0.08069393783807755 }, { "start_logit": 3.1208624839782715, "end_logit": 4.129999160766602, "text": "86.4. Veteran receiver Demaryius Thomas", "probability": 0.07829935848712921 }, { "start_logit": 3.5811474323272705, "end_logit": 3.6096301078796387, "text": "Owen Daniels", "probability": 0.0737333744764328 }, { "start_logit": 2.9963667392730713, "end_logit": 4.129999160766602, "text": "10 touchdowns and six interceptions for a rating of 86.4. Veteran receiver Demaryius Thomas", "probability": 0.06913378089666367 }, { "start_logit": 3.5811474323272705, "end_logit": 3.5054755210876465, "text": "Owen Daniels was also a big element of the passing game with 46 receptions for 517 yards. Running back C. J. Anderson", "probability": 0.06644011288881302 }, { "start_logit": 3.8686389923095703, "end_logit": 3.1753814220428467, "text": "Ronnie Hillman", "probability": 0.06366904079914093 }, { "start_logit": 2.8182263374328613, "end_logit": 4.129999160766602, "text": "Osweiler threw for 1,967 yards, 10 touchdowns and six interceptions for a rating of 86.4. Veteran receiver Demaryius Thomas", "probability": 0.05785288289189339 }, { "start_logit": 3.3326141834259033, "end_logit": 3.6096301078796387, "text": "76 passes for 1,135 yards and six scores, while adding another 106 yards returning punts. Tight end Owen Daniels", "probability": 0.05750789865851402 }, { "start_logit": 3.1595559120178223, "end_logit": 3.6096301078796387, "text": "Emmanuel Sanders caught 76 passes for 1,135 yards and six scores, while adding another 106 yards returning punts. Tight end Owen Daniels", "probability": 0.04836922511458397 }, { "start_logit": 2.9513721466064453, "end_logit": 3.6096301078796387, "text": "106 yards returning punts. Tight end Owen Daniels", "probability": 0.039278607815504074 }, { "start_logit": 3.0068418979644775, "end_logit": 3.5054755210876465, "text": "C. J. Anderson", "probability": 0.03741214796900749 }, { "start_logit": 2.982217788696289, "end_logit": 3.5054755210876465, "text": "46 receptions for 517 yards. Running back C. J. Anderson", "probability": 0.03650214895606041 }, { "start_logit": 3.1875858306884766, "end_logit": 3.1753814220428467, "text": "25 passes for 183 yards. Running back Ronnie Hillman", "probability": 0.03222186490893364 }, { "start_logit": 3.110273599624634, "end_logit": 3.1753814220428467, "text": "183 yards. Running back Ronnie Hillman", "probability": 0.029824580997228622 }, { "start_logit": 3.4384100437164307, "end_logit": 2.8397955894470215, "text": "67.9", "probability": 0.02960323542356491 }, { "start_logit": 3.4903573989868164, "end_logit": 2.582533359527588, "text": "Demaryius Thomas led the team with 105 receptions for 1,304 yards and six touchdowns, while Emmanuel Sanders", "probability": 0.02410859614610672 }, { "start_logit": 3.5811474323272705, "end_logit": 2.3778445720672607, "text": "Owen Daniels was also a big element of the passing game with 46 receptions for 517", "probability": 0.021513264626264572 }, { "start_logit": 3.150986909866333, "end_logit": 2.753730058670044, "text": "six interceptions for a rating of 86.4", "probability": 0.02037675306200981 }, { "start_logit": 3.4384100437164307, "end_logit": 2.4556031227111816, "text": "67.9 passer rating, throwing for 2,249", "probability": 0.02015981264412403 } ], "56d99c44dc89441400fdb5d7": [ { "start_logit": 3.4240798950195312, "end_logit": 4.0820207595825195, "text": "Demaryius Thomas", "probability": 0.11201652139425278 }, { "start_logit": 3.1045544147491455, "end_logit": 4.0820207595825195, "text": "86.4. Veteran receiver Demaryius Thomas", "probability": 0.08137927204370499 }, { "start_logit": 3.0212388038635254, "end_logit": 4.0820207595825195, "text": "six interceptions for a rating of 86.4. Veteran receiver Demaryius Thomas", "probability": 0.07487388700246811 }, { "start_logit": 3.913318395614624, "end_logit": 3.133941650390625, "text": "Ronnie Hillman", "probability": 0.07079624384641647 }, { "start_logit": 2.943957805633545, "end_logit": 4.0820207595825195, "text": "10 touchdowns and six interceptions for a rating of 86.4. Veteran receiver Demaryius Thomas", "probability": 0.06930550187826157 }, { "start_logit": 3.402083158493042, "end_logit": 3.5244863033294678, "text": "Owen Daniels", "probability": 0.0627472773194313 }, { "start_logit": 3.350961685180664, "end_logit": 3.5244863033294678, "text": "76 passes for 1,135 yards and six scores, while adding another 106 yards returning punts. Tight end Owen Daniels", "probability": 0.059620171785354614 }, { "start_logit": 3.402083158493042, "end_logit": 3.419923782348633, "text": "Owen Daniels was also a big element of the passing game with 46 receptions for 517 yards. Running back C. J. Anderson", "probability": 0.056517645716667175 }, { "start_logit": 3.1236958503723145, "end_logit": 3.5244863033294678, "text": "Emmanuel Sanders caught 76 passes for 1,135 yards and six scores, while adding another 106 yards returning punts. Tight end Owen Daniels", "probability": 0.047499898821115494 }, { "start_logit": 3.0702526569366455, "end_logit": 3.5244863033294678, "text": "106 yards returning punts. Tight end Owen Daniels", "probability": 0.04502800479531288 }, { "start_logit": 3.0034379959106445, "end_logit": 3.419923782348633, "text": "C. J. Anderson", "probability": 0.0379362627863884 }, { "start_logit": 2.947003126144409, "end_logit": 3.419923782348633, "text": "46 receptions for 517 yards. Running back C. J. Anderson", "probability": 0.03585463762283325 }, { "start_logit": 3.4979987144470215, "end_logit": 2.864464521408081, "text": "67.9", "probability": 0.03569493070244789 }, { "start_logit": 3.4240798950195312, "end_logit": 2.90458345413208, "text": "Demaryius Thomas led the team with 105 receptions for 1,304 yards and six touchdowns, while Emmanuel Sanders", "probability": 0.03450861945748329 }, { "start_logit": 3.3969337940216064, "end_logit": 2.90458345413208, "text": "105 receptions for 1,304 yards and six touchdowns, while Emmanuel Sanders", "probability": 0.03358445316553116 }, { "start_logit": 3.1288163661956787, "end_logit": 3.133941650390625, "text": "25 passes for 183 yards. Running back Ronnie Hillman", "probability": 0.03230764716863632 }, { "start_logit": 2.7991104125976562, "end_logit": 3.419923782348633, "text": "517 yards. Running back C. J. Anderson", "probability": 0.030925462022423744 }, { "start_logit": 3.013137102127075, "end_logit": 3.133941650390625, "text": "183 yards. Running back Ronnie Hillman", "probability": 0.028778374195098877 }, { "start_logit": 3.1236958503723145, "end_logit": 2.90458345413208, "text": "Emmanuel Sanders", "probability": 0.025554796680808067 }, { "start_logit": 3.1045544147491455, "end_logit": 2.90458345413208, "text": "86.4. Veteran receiver Demaryius Thomas led the team with 105 receptions for 1,304 yards and six touchdowns, while Emmanuel Sanders", "probability": 0.025070298463106155 } ], "56d99c44dc89441400fdb5d8": [ { "start_logit": 3.501293182373047, "end_logit": 4.116395950317383, "text": "Demaryius Thomas", "probability": 0.11767929792404175 }, { "start_logit": 3.173914670944214, "end_logit": 4.116395950317383, "text": "six interceptions for a rating of 86.4. Veteran receiver Demaryius Thomas", "probability": 0.08482453227043152 }, { "start_logit": 3.1004385948181152, "end_logit": 4.116395950317383, "text": "86.4. Veteran receiver Demaryius Thomas", "probability": 0.07881540805101395 }, { "start_logit": 3.0190794467926025, "end_logit": 4.116395950317383, "text": "10 touchdowns and six interceptions for a rating of 86.4. Veteran receiver Demaryius Thomas", "probability": 0.07265695184469223 }, { "start_logit": 3.534149646759033, "end_logit": 3.5268232822418213, "text": "Owen Daniels", "probability": 0.06744059175252914 }, { "start_logit": 3.88336181640625, "end_logit": 3.1511342525482178, "text": "Ronnie Hillman", "probability": 0.06567841023206711 }, { "start_logit": 2.910512924194336, "end_logit": 4.116395950317383, "text": "Osweiler threw for 1,967 yards, 10 touchdowns and six interceptions for a rating of 86.4. Veteran receiver Demaryius Thomas", "probability": 0.06518197059631348 }, { "start_logit": 3.534149646759033, "end_logit": 3.452751636505127, "text": "Owen Daniels was also a big element of the passing game with 46 receptions for 517 yards. Running back C. J. Anderson", "probability": 0.06262567639350891 }, { "start_logit": 3.2435834407806396, "end_logit": 3.5268232822418213, "text": "Emmanuel Sanders caught 76 passes for 1,135 yards and six scores, while adding another 106 yards returning punts. Tight end Owen Daniels", "probability": 0.050434764474630356 }, { "start_logit": 3.227952480316162, "end_logit": 3.5268232822418213, "text": "76 passes for 1,135 yards and six scores, while adding another 106 yards returning punts. Tight end Owen Daniels", "probability": 0.04965256154537201 }, { "start_logit": 2.9212982654571533, "end_logit": 3.5268232822418213, "text": "106 yards returning punts. Tight end Owen Daniels", "probability": 0.03653956204652786 }, { "start_logit": 2.985273838043213, "end_logit": 3.452751636505127, "text": "C. J. Anderson", "probability": 0.03617251664400101 }, { "start_logit": 2.9573230743408203, "end_logit": 3.452751636505127, "text": "46 receptions for 517 yards. Running back C. J. Anderson", "probability": 0.03517545759677887 }, { "start_logit": 3.18306040763855, "end_logit": 3.1511342525482178, "text": "25 passes for 183 yards. Running back Ronnie Hillman", "probability": 0.03260509669780731 }, { "start_logit": 3.094146490097046, "end_logit": 3.1511342525482178, "text": "183 yards. Running back Ronnie Hillman", "probability": 0.02983119525015354 }, { "start_logit": 3.407512903213501, "end_logit": 2.8014702796936035, "text": "67.9", "probability": 0.028767820447683334 }, { "start_logit": 3.501293182373047, "end_logit": 2.46669602394104, "text": "Demaryius Thomas led the team with 105 receptions for 1,304 yards and six touchdowns, while Emmanuel Sanders", "probability": 0.022607075050473213 }, { "start_logit": 3.534149646759033, "end_logit": 2.3883726596832275, "text": "Owen Daniels was also a big element of the passing game with 46 receptions for 517", "probability": 0.02160223014652729 }, { "start_logit": 3.173914670944214, "end_logit": 2.748173236846924, "text": "six interceptions for a rating of 86.4", "probability": 0.02159283682703972 }, { "start_logit": 3.407512903213501, "end_logit": 2.4437332153320312, "text": "67.9 passer rating, throwing for 2,249", "probability": 0.020116088911890984 } ], "56d99c44dc89441400fdb5d9": [ { "start_logit": 3.49808406829834, "end_logit": 4.111320972442627, "text": "Demaryius Thomas", "probability": 0.11330209672451019 }, { "start_logit": 3.14742374420166, "end_logit": 4.111320972442627, "text": "six interceptions for a rating of 86.4. Veteran receiver Demaryius Thomas", "probability": 0.07978992909193039 }, { "start_logit": 3.0783472061157227, "end_logit": 4.111320972442627, "text": "86.4. Veteran receiver Demaryius Thomas", "probability": 0.07446437329053879 }, { "start_logit": 3.5810041427612305, "end_logit": 3.5829944610595703, "text": "Owen Daniels", "probability": 0.07257723063230515 }, { "start_logit": 2.988750457763672, "end_logit": 4.111320972442627, "text": "10 touchdowns and six interceptions for a rating of 86.4. Veteran receiver Demaryius Thomas", "probability": 0.0680827647447586 }, { "start_logit": 3.5810041427612305, "end_logit": 3.4807560443878174, "text": "Owen Daniels was also a big element of the passing game with 46 receptions for 517 yards. Running back C. J. Anderson", "probability": 0.06552375108003616 }, { "start_logit": 2.942800521850586, "end_logit": 4.111320972442627, "text": "Osweiler threw for 1,967 yards, 10 touchdowns and six interceptions for a rating of 86.4. Veteran receiver Demaryius Thomas", "probability": 0.06502515077590942 }, { "start_logit": 3.8947184085845947, "end_logit": 3.154634714126587, "text": "Ronnie Hillman", "probability": 0.06471582502126694 }, { "start_logit": 3.3210713863372803, "end_logit": 3.5829944610595703, "text": "76 passes for 1,135 yards and six scores, while adding another 106 yards returning punts. Tight end Owen Daniels", "probability": 0.05596456676721573 }, { "start_logit": 3.257114887237549, "end_logit": 3.5829944610595703, "text": "Emmanuel Sanders caught 76 passes for 1,135 yards and six scores, while adding another 106 yards returning punts. Tight end Owen Daniels", "probability": 0.05249731242656708 }, { "start_logit": 2.9523541927337646, "end_logit": 3.5829944610595703, "text": "106 yards returning punts. Tight end Owen Daniels", "probability": 0.03870626911520958 }, { "start_logit": 3.0221595764160156, "end_logit": 3.4807560443878174, "text": "C. J. Anderson", "probability": 0.03747102618217468 }, { "start_logit": 2.987255334854126, "end_logit": 3.4807560443878174, "text": "46 receptions for 517 yards. Running back C. J. Anderson", "probability": 0.03618570417165756 }, { "start_logit": 3.184354066848755, "end_logit": 3.154634714126587, "text": "25 passes for 183 yards. Running back Ronnie Hillman", "probability": 0.03180557116866112 }, { "start_logit": 3.1135754585266113, "end_logit": 3.154634714126587, "text": "183 yards. Running back Ronnie Hillman", "probability": 0.029632242396473885 }, { "start_logit": 3.4119293689727783, "end_logit": 2.8164079189300537, "text": "67.9", "probability": 0.028473954647779465 }, { "start_logit": 3.49808406829834, "end_logit": 2.534048557281494, "text": "Demaryius Thomas led the team with 105 receptions for 1,304 yards and six touchdowns, while Emmanuel Sanders", "probability": 0.023401154205203056 }, { "start_logit": 3.5810041427612305, "end_logit": 2.3862075805664062, "text": "Owen Daniels was also a big element of the passing game with 46 receptions for 517", "probability": 0.021930193528532982 }, { "start_logit": 3.14742374420166, "end_logit": 2.7528233528137207, "text": "six interceptions for a rating of 86.4", "probability": 0.020509736612439156 }, { "start_logit": 3.4119293689727783, "end_logit": 2.460209608078003, "text": "67.9 passer rating, throwing for 2,249", "probability": 0.01994127407670021 } ], "56d99c44dc89441400fdb5da": [ { "start_logit": 3.549957036972046, "end_logit": 4.1107563972473145, "text": "Demaryius Thomas", "probability": 0.12806075811386108 }, { "start_logit": 3.1302154064178467, "end_logit": 4.1107563972473145, "text": "six interceptions for a rating of 86.4. Veteran receiver Demaryius Thomas", "probability": 0.08416365832090378 }, { "start_logit": 3.1025564670562744, "end_logit": 4.1107563972473145, "text": "86.4. Veteran receiver Demaryius Thomas", "probability": 0.08186772465705872 }, { "start_logit": 3.0216732025146484, "end_logit": 4.1107563972473145, "text": "10 touchdowns and six interceptions for a rating of 86.4. Veteran receiver Demaryius Thomas", "probability": 0.07550668716430664 }, { "start_logit": 3.5334737300872803, "end_logit": 3.5505423545837402, "text": "Owen Daniels", "probability": 0.07193820923566818 }, { "start_logit": 3.5334737300872803, "end_logit": 3.5442161560058594, "text": "Owen Daniels was also a big element of the passing game with 46 receptions for 517 yards. Running back C. J. Anderson", "probability": 0.07148458808660507 }, { "start_logit": 2.8442718982696533, "end_logit": 4.1107563972473145, "text": "Osweiler threw for 1,967 yards, 10 touchdowns and six interceptions for a rating of 86.4. Veteran receiver Demaryius Thomas", "probability": 0.06323261559009552 }, { "start_logit": 3.2825698852539062, "end_logit": 3.5505423545837402, "text": "76 passes for 1,135 yards and six scores, while adding another 106 yards returning punts. Tight end Owen Daniels", "probability": 0.05597493425011635 }, { "start_logit": 3.1816799640655518, "end_logit": 3.5505423545837402, "text": "Emmanuel Sanders caught 76 passes for 1,135 yards and six scores, while adding another 106 yards returning punts. Tight end Owen Daniels", "probability": 0.050603173673152924 }, { "start_logit": 3.0756328105926514, "end_logit": 3.5442161560058594, "text": "C. J. Anderson", "probability": 0.04522458836436272 }, { "start_logit": 3.022611618041992, "end_logit": 3.5442161560058594, "text": "46 receptions for 517 yards. Running back C. J. Anderson", "probability": 0.042889174073934555 }, { "start_logit": 2.9241180419921875, "end_logit": 3.5505423545837402, "text": "106 yards returning punts. Tight end Owen Daniels", "probability": 0.039112888276576996 }, { "start_logit": 3.424294948577881, "end_logit": 2.803438186645508, "text": "67.9", "probability": 0.030554892495274544 }, { "start_logit": 3.6528565883636475, "end_logit": 2.546123504638672, "text": "Ronnie Hillman", "probability": 0.029688861221075058 }, { "start_logit": 3.549957036972046, "end_logit": 2.456869125366211, "text": "Demaryius Thomas led the team with 105 receptions for 1,304 yards and six touchdowns, while Emmanuel Sanders", "probability": 0.024498652666807175 }, { "start_logit": 3.424294948577881, "end_logit": 2.488118886947632, "text": "67.9 passer rating, throwing for 2,249 yards and nine touchdowns, with 17 interceptions. In contrast, Osweiler", "probability": 0.02229149453341961 }, { "start_logit": 3.5334737300872803, "end_logit": 2.358954906463623, "text": "Owen Daniels was also a big element of the passing game with 46 receptions for 517", "probability": 0.02185041829943657 }, { "start_logit": 3.1302154064178467, "end_logit": 2.7079789638519287, "text": "six interceptions for a rating of 86.4", "probability": 0.02069694548845291 }, { "start_logit": 3.424294948577881, "end_logit": 2.3909499645233154, "text": "67.9 passer rating, throwing for 2,249", "probability": 0.02022736333310604 }, { "start_logit": 3.1025564670562744, "end_logit": 2.7079789638519287, "text": "86.4", "probability": 0.020132333040237427 } ], "56beb6533aeaaa14008c928d": [ { "start_logit": 3.9212498664855957, "end_logit": 4.0123395919799805, "text": "Derek Wolfe and Malik Jackson each had 5\u00bd sacks. Pro Bowl linebacker Von Miller", "probability": 0.09583751112222672 }, { "start_logit": 3.9212498664855957, "end_logit": 3.9539146423339844, "text": "Derek Wolfe", "probability": 0.0903986394405365 }, { "start_logit": 3.8237669467926025, "end_logit": 4.0123395919799805, "text": "Malik Jackson each had 5\u00bd sacks. Pro Bowl linebacker Von Miller", "probability": 0.08693589270114899 }, { "start_logit": 3.9212498664855957, "end_logit": 3.8689510822296143, "text": "Derek Wolfe and Malik Jackson", "probability": 0.08303530514240265 }, { "start_logit": 3.8237669467926025, "end_logit": 3.8689510822296143, "text": "Malik Jackson", "probability": 0.07532278448343277 }, { "start_logit": 3.544466733932495, "end_logit": 4.0123395919799805, "text": "5\u00bd sacks. Pro Bowl linebacker Von Miller", "probability": 0.06575076282024384 }, { "start_logit": 3.544466733932495, "end_logit": 3.8866167068481445, "text": "5\u00bd sacks. Pro Bowl linebacker Von Miller led the team with 11 sacks, forced four fumbles, and recovered three. Linebacker DeMarcus Ware", "probability": 0.0579829178750515 }, { "start_logit": 3.3266761302948, "end_logit": 4.0123395919799805, "text": "Von Miller", "probability": 0.052882932126522064 }, { "start_logit": 3.3266761302948, "end_logit": 3.8866167068481445, "text": "Von Miller led the team with 11 sacks, forced four fumbles, and recovered three. Linebacker DeMarcus Ware", "probability": 0.04663529619574547 }, { "start_logit": 3.290745496749878, "end_logit": 3.8866167068481445, "text": "11 sacks, forced four fumbles, and recovered three. Linebacker DeMarcus Ware", "probability": 0.044989410787820816 }, { "start_logit": 3.0208497047424316, "end_logit": 3.9539146423339844, "text": "4,530) for the first time in franchise history, and fourth in points allowed (296). Defensive ends Derek Wolfe", "probability": 0.03673863783478737 }, { "start_logit": 3.0208497047424316, "end_logit": 3.8689510822296143, "text": "4,530) for the first time in franchise history, and fourth in points allowed (296). Defensive ends Derek Wolfe and Malik Jackson", "probability": 0.03374612703919411 }, { "start_logit": 2.8437912464141846, "end_logit": 4.0123395919799805, "text": "296). Defensive ends Derek Wolfe and Malik Jackson each had 5\u00bd sacks. Pro Bowl linebacker Von Miller", "probability": 0.03262879699468613 }, { "start_logit": 2.8437912464141846, "end_logit": 3.9539146423339844, "text": "296). Defensive ends Derek Wolfe", "probability": 0.030777081847190857 }, { "start_logit": 2.905380964279175, "end_logit": 3.8866167068481445, "text": "four fumbles, and recovered three. Linebacker DeMarcus Ware", "probability": 0.03060191497206688 }, { "start_logit": 2.8437912464141846, "end_logit": 3.8689510822296143, "text": "296). Defensive ends Derek Wolfe and Malik Jackson", "probability": 0.028270164504647255 }, { "start_logit": 3.8237669467926025, "end_logit": 2.873411178588867, "text": "Malik Jackson each had 5\u00bd sacks. Pro Bowl linebacker Von Miller led the team with 11 sacks, forced four fumbles, and recovered three", "probability": 0.027833562344312668 }, { "start_logit": 3.3756394386291504, "end_logit": 3.303762197494507, "text": "Danny Trevathan", "probability": 0.027343153953552246 }, { "start_logit": 3.1781036853790283, "end_logit": 3.4830286502838135, "text": "7\u00bd sacks. Linebacker Brandon Marshall", "probability": 0.02684815227985382 }, { "start_logit": 2.720675230026245, "end_logit": 3.8866167068481445, "text": "DeMarcus Ware", "probability": 0.025440866127610207 } ], "56beb6533aeaaa14008c928e": [ { "start_logit": 3.785668134689331, "end_logit": 3.9275975227355957, "text": "Malik Jackson each had 5\u00bd sacks. Pro Bowl linebacker Von Miller", "probability": 0.10554593801498413 }, { "start_logit": 3.646996259689331, "end_logit": 3.9275975227355957, "text": "5\u00bd sacks. Pro Bowl linebacker Von Miller", "probability": 0.09187917411327362 }, { "start_logit": 3.785668134689331, "end_logit": 3.682252883911133, "text": "Malik Jackson", "probability": 0.08258285373449326 }, { "start_logit": 3.427978038787842, "end_logit": 3.9275975227355957, "text": "Derek Wolfe and Malik Jackson each had 5\u00bd sacks. Pro Bowl linebacker Von Miller", "probability": 0.07380721718072891 }, { "start_logit": 3.646996259689331, "end_logit": 3.6196467876434326, "text": "5\u00bd sacks. Pro Bowl linebacker Von Miller led the team with 11 sacks, forced four fumbles, and recovered three. Linebacker DeMarcus Ware", "probability": 0.06752675771713257 }, { "start_logit": 3.427978038787842, "end_logit": 3.682252883911133, "text": "Derek Wolfe and Malik Jackson", "probability": 0.05774933472275734 }, { "start_logit": 3.056415319442749, "end_logit": 3.9275975227355957, "text": "Von Miller", "probability": 0.05090155452489853 }, { "start_logit": 3.328059673309326, "end_logit": 3.6196467876434326, "text": "11 sacks, forced four fumbles, and recovered three. Linebacker DeMarcus Ware", "probability": 0.04908665269613266 }, { "start_logit": 3.100844621658325, "end_logit": 3.682252883911133, "text": "4,530) for the first time in franchise history, and fourth in points allowed (296). Defensive ends Derek Wolfe and Malik Jackson", "probability": 0.04163653776049614 }, { "start_logit": 2.85241961479187, "end_logit": 3.9275975227355957, "text": "296). Defensive ends Derek Wolfe and Malik Jackson each had 5\u00bd sacks. Pro Bowl linebacker Von Miller", "probability": 0.04150848090648651 }, { "start_logit": 3.4007599353790283, "end_logit": 3.3313546180725098, "text": "7\u00bd sacks. Linebacker Brandon Marshall", "probability": 0.0395670086145401 }, { "start_logit": 3.056415319442749, "end_logit": 3.6196467876434326, "text": "Von Miller led the team with 11 sacks, forced four fumbles, and recovered three. Linebacker DeMarcus Ware", "probability": 0.037410181015729904 }, { "start_logit": 3.785668134689331, "end_logit": 2.850773572921753, "text": "Malik Jackson each had 5\u00bd sacks. Pro Bowl linebacker Von Miller led the team with 11 sacks, forced four fumbles, and recovered three", "probability": 0.03595695644617081 }, { "start_logit": 3.100844621658325, "end_logit": 3.49668550491333, "text": "4,530", "probability": 0.03458469361066818 }, { "start_logit": 2.924072265625, "end_logit": 3.6196467876434326, "text": "four fumbles, and recovered three. Linebacker DeMarcus Ware", "probability": 0.032772839069366455 }, { "start_logit": 2.85241961479187, "end_logit": 3.682252883911133, "text": "296). Defensive ends Derek Wolfe and Malik Jackson", "probability": 0.03247769549489021 }, { "start_logit": 3.4007599353790283, "end_logit": 3.1094536781311035, "text": "7\u00bd sacks. Linebacker Brandon Marshall led the team in total tackles with 109", "probability": 0.03169296681880951 }, { "start_logit": 3.646996259689331, "end_logit": 2.850773572921753, "text": "5\u00bd sacks. Pro Bowl linebacker Von Miller led the team with 11 sacks, forced four fumbles, and recovered three", "probability": 0.031301021575927734 }, { "start_logit": 3.4007599353790283, "end_logit": 3.0881481170654297, "text": "7\u00bd sacks. Linebacker Brandon Marshall led the team in total tackles with 109, while Danny Trevathan", "probability": 0.031024856492877007 }, { "start_logit": 2.8680481910705566, "end_logit": 3.6196467876434326, "text": "DeMarcus Ware", "probability": 0.030987245962023735 } ], "56beb6533aeaaa14008c9290": [ { "start_logit": 3.9763054847717285, "end_logit": 3.9754154682159424, "text": "Derek Wolfe and Malik Jackson each had 5\u00bd sacks. Pro Bowl linebacker Von Miller", "probability": 0.09610359370708466 }, { "start_logit": 3.9763054847717285, "end_logit": 3.930105209350586, "text": "Derek Wolfe", "probability": 0.0918462723493576 }, { "start_logit": 3.9285969734191895, "end_logit": 3.9754154682159424, "text": "Malik Jackson each had 5\u00bd sacks. Pro Bowl linebacker Von Miller", "probability": 0.09162627905607224 }, { "start_logit": 3.9763054847717285, "end_logit": 3.866926670074463, "text": "Derek Wolfe and Malik Jackson", "probability": 0.0862230658531189 }, { "start_logit": 3.9285969734191895, "end_logit": 3.866926670074463, "text": "Malik Jackson", "probability": 0.08220607042312622 }, { "start_logit": 3.5456151962280273, "end_logit": 3.9754154682159424, "text": "5\u00bd sacks. Pro Bowl linebacker Von Miller", "probability": 0.06247308850288391 }, { "start_logit": 3.5456151962280273, "end_logit": 3.8614492416381836, "text": "5\u00bd sacks. Pro Bowl linebacker Von Miller led the team with 11 sacks, forced four fumbles, and recovered three. Linebacker DeMarcus Ware", "probability": 0.05574401095509529 }, { "start_logit": 3.315694808959961, "end_logit": 3.9754154682159424, "text": "Von Miller", "probability": 0.049640920013189316 }, { "start_logit": 3.315694808959961, "end_logit": 3.8614492416381836, "text": "Von Miller led the team with 11 sacks, forced four fumbles, and recovered three. Linebacker DeMarcus Ware", "probability": 0.04429401457309723 }, { "start_logit": 3.2685298919677734, "end_logit": 3.8614492416381836, "text": "11 sacks, forced four fumbles, and recovered three. Linebacker DeMarcus Ware", "probability": 0.042253393679857254 }, { "start_logit": 3.029547929763794, "end_logit": 3.930105209350586, "text": "4,530) for the first time in franchise history, and fourth in points allowed (296). Defensive ends Derek Wolfe", "probability": 0.03563607111573219 }, { "start_logit": 3.029547929763794, "end_logit": 3.866926670074463, "text": "4,530) for the first time in franchise history, and fourth in points allowed (296). Defensive ends Derek Wolfe and Malik Jackson", "probability": 0.033454298973083496 }, { "start_logit": 2.8318262100219727, "end_logit": 3.9754154682159424, "text": "296). Defensive ends Derek Wolfe and Malik Jackson each had 5\u00bd sacks. Pro Bowl linebacker Von Miller", "probability": 0.03059837408363819 }, { "start_logit": 3.9285969734191895, "end_logit": 2.854811429977417, "text": "Malik Jackson each had 5\u00bd sacks. Pro Bowl linebacker Von Miller led the team with 11 sacks, forced four fumbles, and recovered three", "probability": 0.029877739027142525 }, { "start_logit": 2.9097189903259277, "end_logit": 3.8614492416381836, "text": "four fumbles, and recovered three. Linebacker DeMarcus Ware", "probability": 0.029514266178011894 }, { "start_logit": 2.8318262100219727, "end_logit": 3.930105209350586, "text": "296). Defensive ends Derek Wolfe", "probability": 0.029242902994155884 }, { "start_logit": 3.262238025665283, "end_logit": 3.4550418853759766, "text": "7\u00bd sacks. Linebacker Brandon Marshall", "probability": 0.027965888381004333 }, { "start_logit": 2.8318262100219727, "end_logit": 3.866926670074463, "text": "296). Defensive ends Derek Wolfe and Malik Jackson", "probability": 0.027452530339360237 }, { "start_logit": 3.4191782474517822, "end_logit": 3.261493682861328, "text": "Danny Trevathan", "probability": 0.026960616931319237 }, { "start_logit": 2.8164751529693604, "end_logit": 3.8614492416381836, "text": "DeMarcus Ware", "probability": 0.026886645704507828 } ], "56beb6533aeaaa14008c9291": [ { "start_logit": 3.9345602989196777, "end_logit": 3.9682650566101074, "text": "Derek Wolfe and Malik Jackson each had 5\u00bd sacks. Pro Bowl linebacker Von Miller", "probability": 0.0989735797047615 }, { "start_logit": 3.9345602989196777, "end_logit": 3.923354148864746, "text": "Derek Wolfe", "probability": 0.09462692588567734 }, { "start_logit": 3.7533068656921387, "end_logit": 3.9682650566101074, "text": "Malik Jackson each had 5\u00bd sacks. Pro Bowl linebacker Von Miller", "probability": 0.08256611973047256 }, { "start_logit": 3.9345602989196777, "end_logit": 3.73673415184021, "text": "Derek Wolfe and Malik Jackson", "probability": 0.07851751893758774 }, { "start_logit": 3.5660834312438965, "end_logit": 3.9682650566101074, "text": "5\u00bd sacks. Pro Bowl linebacker Von Miller", "probability": 0.06846866011619568 }, { "start_logit": 3.7533068656921387, "end_logit": 3.73673415184021, "text": "Malik Jackson", "probability": 0.06550119817256927 }, { "start_logit": 3.5660834312438965, "end_logit": 3.8457887172698975, "text": "5\u00bd sacks. Pro Bowl linebacker Von Miller led the team with 11 sacks, forced four fumbles, and recovered three. Linebacker DeMarcus Ware", "probability": 0.06057604402303696 }, { "start_logit": 3.3189690113067627, "end_logit": 3.9682650566101074, "text": "Von Miller", "probability": 0.05347754433751106 }, { "start_logit": 3.3189690113067627, "end_logit": 3.8457887172698975, "text": "Von Miller led the team with 11 sacks, forced four fumbles, and recovered three. Linebacker DeMarcus Ware", "probability": 0.047313012182712555 }, { "start_logit": 3.294769763946533, "end_logit": 3.8457887172698975, "text": "11 sacks, forced four fumbles, and recovered three. Linebacker DeMarcus Ware", "probability": 0.04618179798126221 }, { "start_logit": 3.0332727432250977, "end_logit": 3.923354148864746, "text": "4,530) for the first time in franchise history, and fourth in points allowed (296). Defensive ends Derek Wolfe", "probability": 0.03842293098568916 }, { "start_logit": 2.8549561500549316, "end_logit": 3.9682650566101074, "text": "296). Defensive ends Derek Wolfe and Malik Jackson each had 5\u00bd sacks. Pro Bowl linebacker Von Miller", "probability": 0.03362429514527321 }, { "start_logit": 2.8549561500549316, "end_logit": 3.923354148864746, "text": "296). Defensive ends Derek Wolfe", "probability": 0.0321476049721241 }, { "start_logit": 3.0332727432250977, "end_logit": 3.73673415184021, "text": "4,530) for the first time in franchise history, and fourth in points allowed (296). Defensive ends Derek Wolfe and Malik Jackson", "probability": 0.03188177943229675 }, { "start_logit": 2.909430980682373, "end_logit": 3.8457887172698975, "text": "four fumbles, and recovered three. Linebacker DeMarcus Ware", "probability": 0.03141379356384277 }, { "start_logit": 3.7533068656921387, "end_logit": 2.887143135070801, "text": "Malik Jackson each had 5\u00bd sacks. Pro Bowl linebacker Von Miller led the team with 11 sacks, forced four fumbles, and recovered three", "probability": 0.028007647022604942 }, { "start_logit": 3.1839170455932617, "end_logit": 3.4503307342529297, "text": "7\u00bd sacks. Linebacker Brandon Marshall", "probability": 0.02783447690308094 }, { "start_logit": 3.368468999862671, "end_logit": 3.2600741386413574, "text": "Danny Trevathan", "probability": 0.027676133438944817 }, { "start_logit": 2.8549561500549316, "end_logit": 3.73673415184021, "text": "296). Defensive ends Derek Wolfe and Malik Jackson", "probability": 0.026674756780266762 }, { "start_logit": 3.120119571685791, "end_logit": 3.4503307342529297, "text": "Brandon Marshall", "probability": 0.026114165782928467 } ], "56bf3e803aeaaa14008c9588": [ { "start_logit": 3.935030460357666, "end_logit": 4.005595684051514, "text": "Derek Wolfe", "probability": 0.10207140445709229 }, { "start_logit": 3.935030460357666, "end_logit": 3.9305713176727295, "text": "Derek Wolfe and Malik Jackson each had 5\u00bd sacks. Pro Bowl linebacker Von Miller", "probability": 0.09469375759363174 }, { "start_logit": 3.9209702014923096, "end_logit": 3.9305713176727295, "text": "Malik Jackson each had 5\u00bd sacks. Pro Bowl linebacker Von Miller", "probability": 0.09337168186903 }, { "start_logit": 3.935030460357666, "end_logit": 3.8773088455200195, "text": "Derek Wolfe and Malik Jackson", "probability": 0.08978211879730225 }, { "start_logit": 3.9209702014923096, "end_logit": 3.8773088455200195, "text": "Malik Jackson", "probability": 0.08852856606245041 }, { "start_logit": 3.537846088409424, "end_logit": 3.9305713176727295, "text": "5\u00bd sacks. Pro Bowl linebacker Von Miller", "probability": 0.0636540949344635 }, { "start_logit": 3.2103986740112305, "end_logit": 3.9305713176727295, "text": "Von Miller", "probability": 0.04587942361831665 }, { "start_logit": 3.537846088409424, "end_logit": 3.573455572128296, "text": "5\u00bd sacks. Pro Bowl linebacker Von Miller led the team with 11 sacks, forced four fumbles, and recovered three. Linebacker DeMarcus Ware", "probability": 0.0445382297039032 }, { "start_logit": 3.0251400470733643, "end_logit": 4.005595684051514, "text": "4,530) for the first time in franchise history, and fourth in points allowed (296). Defensive ends Derek Wolfe", "probability": 0.04109072685241699 }, { "start_logit": 3.0251400470733643, "end_logit": 3.8773088455200195, "text": "4,530) for the first time in franchise history, and fourth in points allowed (296). Defensive ends Derek Wolfe and Malik Jackson", "probability": 0.036143429577350616 }, { "start_logit": 2.8556771278381348, "end_logit": 4.005595684051514, "text": "296). Defensive ends Derek Wolfe", "probability": 0.0346854142844677 }, { "start_logit": 3.277226209640503, "end_logit": 3.573455572128296, "text": "11 sacks, forced four fumbles, and recovered three. Linebacker DeMarcus Ware", "probability": 0.034320004284381866 }, { "start_logit": 2.8556771278381348, "end_logit": 3.9305713176727295, "text": "296). Defensive ends Derek Wolfe and Malik Jackson each had 5\u00bd sacks. Pro Bowl linebacker Von Miller", "probability": 0.032178375869989395 }, { "start_logit": 3.2103986740112305, "end_logit": 3.573455572128296, "text": "Von Miller led the team with 11 sacks, forced four fumbles, and recovered three. Linebacker DeMarcus Ware", "probability": 0.03210144117474556 }, { "start_logit": 3.2866456508636475, "end_logit": 3.4616029262542725, "text": "7\u00bd sacks. Linebacker Brandon Marshall", "probability": 0.030978552997112274 }, { "start_logit": 3.9209702014923096, "end_logit": 2.8200762271881104, "text": "Malik Jackson each had 5\u00bd sacks. Pro Bowl linebacker Von Miller led the team with 11 sacks, forced four fumbles, and recovered three", "probability": 0.030756240710616112 }, { "start_logit": 2.8556771278381348, "end_logit": 3.8773088455200195, "text": "296). Defensive ends Derek Wolfe and Malik Jackson", "probability": 0.030509326606988907 }, { "start_logit": 3.1088955402374268, "end_logit": 3.4616029262542725, "text": "Brandon Marshall", "probability": 0.02593374252319336 }, { "start_logit": 3.3955581188201904, "end_logit": 3.1388323307037354, "text": "Danny Trevathan", "probability": 0.025014031678438187 }, { "start_logit": 3.0251400470733643, "end_logit": 3.4582202434539795, "text": "4,530", "probability": 0.02376958355307579 } ], "56bf3e803aeaaa14008c9589": [ { "start_logit": 3.8566434383392334, "end_logit": 3.9217216968536377, "text": "Malik Jackson each had 5\u00bd sacks. Pro Bowl linebacker Von Miller", "probability": 0.09438825398683548 }, { "start_logit": 3.828688144683838, "end_logit": 3.9217216968536377, "text": "Derek Wolfe and Malik Jackson each had 5\u00bd sacks. Pro Bowl linebacker Von Miller", "probability": 0.09178616851568222 }, { "start_logit": 3.828688144683838, "end_logit": 3.9113781452178955, "text": "Derek Wolfe", "probability": 0.09084166586399078 }, { "start_logit": 3.8566434383392334, "end_logit": 3.729854106903076, "text": "Malik Jackson", "probability": 0.07790956646203995 }, { "start_logit": 3.828688144683838, "end_logit": 3.729854106903076, "text": "Derek Wolfe and Malik Jackson", "probability": 0.07576175779104233 }, { "start_logit": 3.555464744567871, "end_logit": 3.9217216968536377, "text": "5\u00bd sacks. Pro Bowl linebacker Von Miller", "probability": 0.0698421448469162 }, { "start_logit": 3.555464744567871, "end_logit": 3.7106332778930664, "text": "5\u00bd sacks. Pro Bowl linebacker Von Miller led the team with 11 sacks, forced four fumbles, and recovered three. Linebacker DeMarcus Ware", "probability": 0.05655137822031975 }, { "start_logit": 3.171663522720337, "end_logit": 3.9217216968536377, "text": "Von Miller", "probability": 0.04758114740252495 }, { "start_logit": 3.272256374359131, "end_logit": 3.7106332778930664, "text": "11 sacks, forced four fumbles, and recovered three. Linebacker DeMarcus Ware", "probability": 0.04260370135307312 }, { "start_logit": 3.043736219406128, "end_logit": 3.9113781452178955, "text": "4,530) for the first time in franchise history, and fourth in points allowed (296). Defensive ends Derek Wolfe", "probability": 0.04143665358424187 }, { "start_logit": 3.171663522720337, "end_logit": 3.7106332778930664, "text": "Von Miller led the team with 11 sacks, forced four fumbles, and recovered three. Linebacker DeMarcus Ware", "probability": 0.038526568561792374 }, { "start_logit": 3.043736219406128, "end_logit": 3.729854106903076, "text": "4,530) for the first time in franchise history, and fourth in points allowed (296). Defensive ends Derek Wolfe and Malik Jackson", "probability": 0.03455808758735657 }, { "start_logit": 2.8340401649475098, "end_logit": 3.9217216968536377, "text": "296). Defensive ends Derek Wolfe and Malik Jackson each had 5\u00bd sacks. Pro Bowl linebacker Von Miller", "probability": 0.03394744172692299 }, { "start_logit": 2.8340401649475098, "end_logit": 3.9113781452178955, "text": "296). Defensive ends Derek Wolfe", "probability": 0.03359811380505562 }, { "start_logit": 3.8566434383392334, "end_logit": 2.810944080352783, "text": "Malik Jackson each had 5\u00bd sacks. Pro Bowl linebacker Von Miller led the team with 11 sacks, forced four fumbles, and recovered three", "probability": 0.031082306057214737 }, { "start_logit": 2.8976221084594727, "end_logit": 3.7106332778930664, "text": "four fumbles, and recovered three. Linebacker DeMarcus Ware", "probability": 0.029291780665516853 }, { "start_logit": 2.8975448608398438, "end_logit": 3.7106332778930664, "text": "DeMarcus Ware", "probability": 0.029289517551660538 }, { "start_logit": 2.8340401649475098, "end_logit": 3.729854106903076, "text": "296). Defensive ends Derek Wolfe and Malik Jackson", "probability": 0.028020763769745827 }, { "start_logit": 3.043736219406128, "end_logit": 3.477233409881592, "text": "4,530", "probability": 0.026843426749110222 }, { "start_logit": 3.3054189682006836, "end_logit": 3.1889805793762207, "text": "7\u00bd sacks. Linebacker Brandon Marshall", "probability": 0.02613958902657032 } ], "56bf3e803aeaaa14008c958b": [ { "start_logit": 3.8142402172088623, "end_logit": 3.9191408157348633, "text": "Malik Jackson each had 5\u00bd sacks. Pro Bowl linebacker Von Miller", "probability": 0.10515492409467697 }, { "start_logit": 3.8142402172088623, "end_logit": 3.7494983673095703, "text": "Malik Jackson", "probability": 0.08874724060297012 }, { "start_logit": 3.5422399044036865, "end_logit": 3.9191408157348633, "text": "5\u00bd sacks. Pro Bowl linebacker Von Miller", "probability": 0.08011270314455032 }, { "start_logit": 3.5347483158111572, "end_logit": 3.9191408157348633, "text": "Derek Wolfe and Malik Jackson each had 5\u00bd sacks. Pro Bowl linebacker Von Miller", "probability": 0.07951473444700241 }, { "start_logit": 3.5347483158111572, "end_logit": 3.7494983673095703, "text": "Derek Wolfe and Malik Jackson", "probability": 0.06710778176784515 }, { "start_logit": 3.5422399044036865, "end_logit": 3.6980724334716797, "text": "5\u00bd sacks. Pro Bowl linebacker Von Miller led the team with 11 sacks, forced four fumbles, and recovered three. Linebacker DeMarcus Ware", "probability": 0.06422329694032669 }, { "start_logit": 3.12575101852417, "end_logit": 3.9191408157348633, "text": "Von Miller", "probability": 0.05282292515039444 }, { "start_logit": 3.2720158100128174, "end_logit": 3.6980724334716797, "text": "11 sacks, forced four fumbles, and recovered three. Linebacker DeMarcus Ware", "probability": 0.04901573807001114 }, { "start_logit": 3.12575101852417, "end_logit": 3.6980724334716797, "text": "Von Miller led the team with 11 sacks, forced four fumbles, and recovered three. Linebacker DeMarcus Ware", "probability": 0.04234612360596657 }, { "start_logit": 3.0213043689727783, "end_logit": 3.7494983673095703, "text": "4,530) for the first time in franchise history, and fourth in points allowed (296). Defensive ends Derek Wolfe and Malik Jackson", "probability": 0.040159378200769424 }, { "start_logit": 2.8498802185058594, "end_logit": 3.9191408157348633, "text": "296). Defensive ends Derek Wolfe and Malik Jackson each had 5\u00bd sacks. Pro Bowl linebacker Von Miller", "probability": 0.04008789360523224 }, { "start_logit": 3.5347483158111572, "end_logit": 3.168348789215088, "text": "Derek Wolfe", "probability": 0.037530381232500076 }, { "start_logit": 3.2819597721099854, "end_logit": 3.3724968433380127, "text": "7\u00bd sacks. Linebacker Brandon Marshall", "probability": 0.03574856370687485 }, { "start_logit": 3.8142402172088623, "end_logit": 2.810765027999878, "text": "Malik Jackson each had 5\u00bd sacks. Pro Bowl linebacker Von Miller led the team with 11 sacks, forced four fumbles, and recovered three", "probability": 0.0347110740840435 }, { "start_logit": 2.8498802185058594, "end_logit": 3.7494983673095703, "text": "296). Defensive ends Derek Wolfe and Malik Jackson", "probability": 0.033832848072052 }, { "start_logit": 2.861539363861084, "end_logit": 3.6980724334716797, "text": "four fumbles, and recovered three. Linebacker DeMarcus Ware", "probability": 0.0325138233602047 }, { "start_logit": 2.785435676574707, "end_logit": 3.6980724334716797, "text": "DeMarcus Ware", "probability": 0.030131211504340172 }, { "start_logit": 3.0213043689727783, "end_logit": 3.460655450820923, "text": "4,530", "probability": 0.030084598809480667 }, { "start_logit": 3.2819597721099854, "end_logit": 3.1380105018615723, "text": "7\u00bd sacks. Linebacker Brandon Marshall led the team in total tackles with 109, while Danny Trevathan", "probability": 0.02827630192041397 }, { "start_logit": 3.2677910327911377, "end_logit": 3.1380105018615723, "text": "Danny Trevathan", "probability": 0.02787848562002182 } ], "56d6fea90d65d214001982ae": [ { "start_logit": 3.8497085571289062, "end_logit": 3.9017672538757324, "text": "Derek Wolfe and Malik Jackson each had 5\u00bd sacks. Pro Bowl linebacker Von Miller", "probability": 0.08943813294172287 }, { "start_logit": 3.8497085571289062, "end_logit": 3.820208787918091, "text": "Derek Wolfe", "probability": 0.08243320882320404 }, { "start_logit": 3.8497085571289062, "end_logit": 3.7993979454040527, "text": "Derek Wolfe and Malik Jackson", "probability": 0.0807354524731636 }, { "start_logit": 3.7337169647216797, "end_logit": 3.9017672538757324, "text": "Malik Jackson each had 5\u00bd sacks. Pro Bowl linebacker Von Miller", "probability": 0.07964310795068741 }, { "start_logit": 3.7337169647216797, "end_logit": 3.7993979454040527, "text": "Malik Jackson", "probability": 0.07189353555440903 }, { "start_logit": 3.5490410327911377, "end_logit": 3.9017672538757324, "text": "5\u00bd sacks. Pro Bowl linebacker Von Miller", "probability": 0.0662131980061531 }, { "start_logit": 3.5490410327911377, "end_logit": 3.842745304107666, "text": "5\u00bd sacks. Pro Bowl linebacker Von Miller led the team with 11 sacks, forced four fumbles, and recovered three. Linebacker DeMarcus Ware", "probability": 0.06241825968027115 }, { "start_logit": 3.300662040710449, "end_logit": 3.842745304107666, "text": "11 sacks, forced four fumbles, and recovered three. Linebacker DeMarcus Ware", "probability": 0.04869024455547333 }, { "start_logit": 3.23091197013855, "end_logit": 3.9017672538757324, "text": "Von Miller", "probability": 0.04817066714167595 }, { "start_logit": 3.23091197013855, "end_logit": 3.842745304107666, "text": "Von Miller led the team with 11 sacks, forced four fumbles, and recovered three. Linebacker DeMarcus Ware", "probability": 0.04540982097387314 }, { "start_logit": 3.068195104598999, "end_logit": 3.820208787918091, "text": "4,530) for the first time in franchise history, and fourth in points allowed (296). Defensive ends Derek Wolfe", "probability": 0.03773074224591255 }, { "start_logit": 3.068195104598999, "end_logit": 3.7993979454040527, "text": "4,530) for the first time in franchise history, and fourth in points allowed (296). Defensive ends Derek Wolfe and Malik Jackson", "probability": 0.0369536392390728 }, { "start_logit": 2.981459140777588, "end_logit": 3.842745304107666, "text": "four fumbles, and recovered three. Linebacker DeMarcus Ware", "probability": 0.035384565591812134 }, { "start_logit": 2.860114336013794, "end_logit": 3.9017672538757324, "text": "296). Defensive ends Derek Wolfe and Malik Jackson each had 5\u00bd sacks. Pro Bowl linebacker Von Miller", "probability": 0.03324662148952484 }, { "start_logit": 3.1407854557037354, "end_logit": 3.547391414642334, "text": "7\u00bd sacks. Linebacker Brandon Marshall", "probability": 0.030884316191077232 }, { "start_logit": 3.7337169647216797, "end_logit": 2.9481139183044434, "text": "Malik Jackson each had 5\u00bd sacks. Pro Bowl linebacker Von Miller led the team with 11 sacks, forced four fumbles, and recovered three", "probability": 0.03068893775343895 }, { "start_logit": 2.860114336013794, "end_logit": 3.820208787918091, "text": "296). Defensive ends Derek Wolfe", "probability": 0.03064270317554474 }, { "start_logit": 3.1198596954345703, "end_logit": 3.547391414642334, "text": "Brandon Marshall", "probability": 0.030244743451476097 }, { "start_logit": 2.860114336013794, "end_logit": 3.7993979454040527, "text": "296). Defensive ends Derek Wolfe and Malik Jackson", "probability": 0.030011598020792007 }, { "start_logit": 3.068195104598999, "end_logit": 3.562755584716797, "text": "4,530", "probability": 0.02916654199361801 } ], "56d6fea90d65d214001982af": [ { "start_logit": 3.9962408542633057, "end_logit": 4.001134872436523, "text": "Derek Wolfe and Malik Jackson each had 5\u00bd sacks. Pro Bowl linebacker Von Miller", "probability": 0.0959833636879921 }, { "start_logit": 3.9542150497436523, "end_logit": 4.001134872436523, "text": "Malik Jackson each had 5\u00bd sacks. Pro Bowl linebacker Von Miller", "probability": 0.09203319996595383 }, { "start_logit": 3.9962408542633057, "end_logit": 3.9273006916046143, "text": "Derek Wolfe", "probability": 0.08915182948112488 }, { "start_logit": 3.9962408542633057, "end_logit": 3.8884217739105225, "text": "Derek Wolfe and Malik Jackson", "probability": 0.0857522264122963 }, { "start_logit": 3.9542150497436523, "end_logit": 3.8884217739105225, "text": "Malik Jackson", "probability": 0.08222310990095139 }, { "start_logit": 3.6107983589172363, "end_logit": 4.001134872436523, "text": "5\u00bd sacks. Pro Bowl linebacker Von Miller", "probability": 0.06528306007385254 }, { "start_logit": 3.6107983589172363, "end_logit": 3.8799901008605957, "text": "5\u00bd sacks. Pro Bowl linebacker Von Miller led the team with 11 sacks, forced four fumbles, and recovered three. Linebacker DeMarcus Ware", "probability": 0.05783463642001152 }, { "start_logit": 3.3619234561920166, "end_logit": 4.001134872436523, "text": "Von Miller", "probability": 0.050899721682071686 }, { "start_logit": 3.3619234561920166, "end_logit": 3.8799901008605957, "text": "Von Miller led the team with 11 sacks, forced four fumbles, and recovered three. Linebacker DeMarcus Ware", "probability": 0.045092374086380005 }, { "start_logit": 3.3039443492889404, "end_logit": 3.8799901008605957, "text": "11 sacks, forced four fumbles, and recovered three. Linebacker DeMarcus Ware", "probability": 0.04255228862166405 }, { "start_logit": 3.067960023880005, "end_logit": 3.9273006916046143, "text": "4,530) for the first time in franchise history, and fourth in points allowed (296). Defensive ends Derek Wolfe", "probability": 0.03523571044206619 }, { "start_logit": 3.067960023880005, "end_logit": 3.8884217739105225, "text": "4,530) for the first time in franchise history, and fourth in points allowed (296). Defensive ends Derek Wolfe and Malik Jackson", "probability": 0.03389207273721695 }, { "start_logit": 2.841770648956299, "end_logit": 4.001134872436523, "text": "296). Defensive ends Derek Wolfe and Malik Jackson each had 5\u00bd sacks. Pro Bowl linebacker Von Miller", "probability": 0.03025631234049797 }, { "start_logit": 3.9542150497436523, "end_logit": 2.8864171504974365, "text": "Malik Jackson each had 5\u00bd sacks. Pro Bowl linebacker Von Miller led the team with 11 sacks, forced four fumbles, and recovered three", "probability": 0.030187617987394333 }, { "start_logit": 2.9183247089385986, "end_logit": 3.8799901008605957, "text": "four fumbles, and recovered three. Linebacker DeMarcus Ware", "probability": 0.028936808928847313 }, { "start_logit": 3.3308684825897217, "end_logit": 3.4661502838134766, "text": "7\u00bd sacks. Linebacker Brandon Marshall", "probability": 0.028899330645799637 }, { "start_logit": 2.841770648956299, "end_logit": 3.9273006916046143, "text": "296). Defensive ends Derek Wolfe", "probability": 0.028102848678827286 }, { "start_logit": 2.841770648956299, "end_logit": 3.8884217739105225, "text": "296). Defensive ends Derek Wolfe and Malik Jackson", "probability": 0.027031194418668747 }, { "start_logit": 3.4207515716552734, "end_logit": 3.2705209255218506, "text": "Danny Trevathan", "probability": 0.025999367237091064 }, { "start_logit": 2.758103609085083, "end_logit": 3.8799901008605957, "text": "DeMarcus Ware", "probability": 0.024652868509292603 } ], "56d6fea90d65d214001982b0": [ { "start_logit": 3.955185890197754, "end_logit": 4.050614356994629, "text": "Malik Jackson each had 5\u00bd sacks. Pro Bowl linebacker Von Miller", "probability": 0.09932202845811844 }, { "start_logit": 3.882333993911743, "end_logit": 4.050614356994629, "text": "Derek Wolfe and Malik Jackson each had 5\u00bd sacks. Pro Bowl linebacker Von Miller", "probability": 0.09234349429607391 }, { "start_logit": 3.882333993911743, "end_logit": 4.0134596824646, "text": "Derek Wolfe", "probability": 0.08897549659013748 }, { "start_logit": 3.955185890197754, "end_logit": 3.904965877532959, "text": "Malik Jackson", "probability": 0.08586006611585617 }, { "start_logit": 3.882333993911743, "end_logit": 3.904965877532959, "text": "Derek Wolfe and Malik Jackson", "probability": 0.07982742786407471 }, { "start_logit": 3.5721590518951416, "end_logit": 4.050614356994629, "text": "5\u00bd sacks. Pro Bowl linebacker Von Miller", "probability": 0.06771720945835114 }, { "start_logit": 3.304906129837036, "end_logit": 4.050614356994629, "text": "Von Miller", "probability": 0.051836129277944565 }, { "start_logit": 3.5721590518951416, "end_logit": 3.773015022277832, "text": "5\u00bd sacks. Pro Bowl linebacker Von Miller led the team with 11 sacks, forced four fumbles, and recovered three. Linebacker DeMarcus Ware", "probability": 0.05130257457494736 }, { "start_logit": 3.0685293674468994, "end_logit": 4.0134596824646, "text": "4,530) for the first time in franchise history, and fourth in points allowed (296). Defensive ends Derek Wolfe", "probability": 0.03943116217851639 }, { "start_logit": 3.304906129837036, "end_logit": 3.773015022277832, "text": "Von Miller led the team with 11 sacks, forced four fumbles, and recovered three. Linebacker DeMarcus Ware", "probability": 0.03927106782793999 }, { "start_logit": 3.2954630851745605, "end_logit": 3.773015022277832, "text": "11 sacks, forced four fumbles, and recovered three. Linebacker DeMarcus Ware", "probability": 0.038901980966329575 }, { "start_logit": 3.0685293674468994, "end_logit": 3.904965877532959, "text": "4,530) for the first time in franchise history, and fourth in points allowed (296). Defensive ends Derek Wolfe and Malik Jackson", "probability": 0.03537702560424805 }, { "start_logit": 2.8353123664855957, "end_logit": 4.050614356994629, "text": "296). Defensive ends Derek Wolfe and Malik Jackson each had 5\u00bd sacks. Pro Bowl linebacker Von Miller", "probability": 0.032410867512226105 }, { "start_logit": 2.8353123664855957, "end_logit": 4.0134596824646, "text": "296). Defensive ends Derek Wolfe", "probability": 0.031228749081492424 }, { "start_logit": 3.955185890197754, "end_logit": 2.8599843978881836, "text": "Malik Jackson each had 5\u00bd sacks. Pro Bowl linebacker Von Miller led the team with 11 sacks, forced four fumbles, and recovered three", "probability": 0.030196845531463623 }, { "start_logit": 3.3277225494384766, "end_logit": 3.4686503410339355, "text": "7\u00bd sacks. Linebacker Brandon Marshall", "probability": 0.029634520411491394 }, { "start_logit": 2.8353123664855957, "end_logit": 3.904965877532959, "text": "296). Defensive ends Derek Wolfe and Malik Jackson", "probability": 0.02801794931292534 }, { "start_logit": 2.9409451484680176, "end_logit": 3.773015022277832, "text": "four fumbles, and recovered three. Linebacker DeMarcus Ware", "probability": 0.027290187776088715 }, { "start_logit": 2.8796892166137695, "end_logit": 3.773015022277832, "text": "DeMarcus Ware", "probability": 0.0256686732172966 }, { "start_logit": 3.1730010509490967, "end_logit": 3.4686503410339355, "text": "Brandon Marshall", "probability": 0.025386517867445946 } ], "56d6fea90d65d214001982b2": [ { "start_logit": 3.804668664932251, "end_logit": 3.8869996070861816, "text": "Derek Wolfe and Malik Jackson each had 5\u00bd sacks. Pro Bowl linebacker Von Miller", "probability": 0.08713540434837341 }, { "start_logit": 3.804668664932251, "end_logit": 3.758328914642334, "text": "Derek Wolfe", "probability": 0.07661497592926025 }, { "start_logit": 3.804668664932251, "end_logit": 3.7265193462371826, "text": "Derek Wolfe and Malik Jackson", "probability": 0.07421621680259705 }, { "start_logit": 3.608485460281372, "end_logit": 3.8869996070861816, "text": "Malik Jackson each had 5\u00bd sacks. Pro Bowl linebacker Von Miller", "probability": 0.07161324471235275 }, { "start_logit": 3.573072910308838, "end_logit": 3.8869996070861816, "text": "5\u00bd sacks. Pro Bowl linebacker Von Miller", "probability": 0.0691215917468071 }, { "start_logit": 3.573072910308838, "end_logit": 3.856802463531494, "text": "5\u00bd sacks. Pro Bowl linebacker Von Miller led the team with 11 sacks, forced four fumbles, and recovered three. Linebacker DeMarcus Ware", "probability": 0.0670655220746994 }, { "start_logit": 3.608485460281372, "end_logit": 3.7265193462371826, "text": "Malik Jackson", "probability": 0.06099546700716019 }, { "start_logit": 3.3467166423797607, "end_logit": 3.8869996070861816, "text": "Von Miller", "probability": 0.05511989817023277 }, { "start_logit": 3.3467166423797607, "end_logit": 3.856802463531494, "text": "Von Miller led the team with 11 sacks, forced four fumbles, and recovered three. Linebacker DeMarcus Ware", "probability": 0.05348031222820282 }, { "start_logit": 3.3009071350097656, "end_logit": 3.856802463531494, "text": "11 sacks, forced four fumbles, and recovered three. Linebacker DeMarcus Ware", "probability": 0.051085684448480606 }, { "start_logit": 3.0930774211883545, "end_logit": 3.758328914642334, "text": "4,530) for the first time in franchise history, and fourth in points allowed (296). Defensive ends Derek Wolfe", "probability": 0.037607401609420776 }, { "start_logit": 3.0930774211883545, "end_logit": 3.7265193462371826, "text": "4,530) for the first time in franchise history, and fourth in points allowed (296). Defensive ends Derek Wolfe and Malik Jackson", "probability": 0.036429956555366516 }, { "start_logit": 2.941117286682129, "end_logit": 3.856802463531494, "text": "four fumbles, and recovered three. Linebacker DeMarcus Ware", "probability": 0.03564876317977905 }, { "start_logit": 2.9031617641448975, "end_logit": 3.8869996070861816, "text": "296). Defensive ends Derek Wolfe and Malik Jackson each had 5\u00bd sacks. Pro Bowl linebacker Von Miller", "probability": 0.035373248159885406 }, { "start_logit": 3.1983344554901123, "end_logit": 3.5483109951019287, "text": "Brandon Marshall", "probability": 0.03386697173118591 }, { "start_logit": 3.33349871635437, "end_logit": 3.357390880584717, "text": "Danny Trevathan", "probability": 0.03203035891056061 }, { "start_logit": 3.115999460220337, "end_logit": 3.5483109951019287, "text": "7\u00bd sacks. Linebacker Brandon Marshall", "probability": 0.031190237030386925 }, { "start_logit": 2.9031617641448975, "end_logit": 3.758328914642334, "text": "296). Defensive ends Derek Wolfe", "probability": 0.03110240399837494 }, { "start_logit": 3.0930774211883545, "end_logit": 3.538100004196167, "text": "4,530", "probability": 0.03017374686896801 }, { "start_logit": 2.9031617641448975, "end_logit": 3.7265193462371826, "text": "296). Defensive ends Derek Wolfe and Malik Jackson", "probability": 0.030128631740808487 } ], "56d99da8dc89441400fdb5fd": [ { "start_logit": 3.872856378555298, "end_logit": 3.960599184036255, "text": "Derek Wolfe and Malik Jackson each had 5\u00bd sacks. Pro Bowl linebacker Von Miller", "probability": 0.09260684996843338 }, { "start_logit": 3.770507574081421, "end_logit": 3.960599184036255, "text": "Malik Jackson each had 5\u00bd sacks. Pro Bowl linebacker Von Miller", "probability": 0.08359755575656891 }, { "start_logit": 3.872856378555298, "end_logit": 3.848719596862793, "text": "Derek Wolfe", "probability": 0.08280457556247711 }, { "start_logit": 3.872856378555298, "end_logit": 3.8359529972076416, "text": "Derek Wolfe and Malik Jackson", "probability": 0.0817541852593422 }, { "start_logit": 3.770507574081421, "end_logit": 3.8359529972076416, "text": "Malik Jackson", "probability": 0.0738006979227066 }, { "start_logit": 3.543015241622925, "end_logit": 3.960599184036255, "text": "5\u00bd sacks. Pro Bowl linebacker Von Miller", "probability": 0.06658783555030823 }, { "start_logit": 3.543015241622925, "end_logit": 3.871393918991089, "text": "5\u00bd sacks. Pro Bowl linebacker Von Miller led the team with 11 sacks, forced four fumbles, and recovered three. Linebacker DeMarcus Ware", "probability": 0.0609050877392292 }, { "start_logit": 3.224006175994873, "end_logit": 3.960599184036255, "text": "Von Miller", "probability": 0.048400647938251495 }, { "start_logit": 3.3018035888671875, "end_logit": 3.871393918991089, "text": "11 sacks, forced four fumbles, and recovered three. Linebacker DeMarcus Ware", "probability": 0.04785163700580597 }, { "start_logit": 3.224006175994873, "end_logit": 3.871393918991089, "text": "Von Miller led the team with 11 sacks, forced four fumbles, and recovered three. Linebacker DeMarcus Ware", "probability": 0.04427000880241394 }, { "start_logit": 3.048722505569458, "end_logit": 3.871393918991089, "text": "four fumbles, and recovered three. Linebacker DeMarcus Ware", "probability": 0.0371522381901741 }, { "start_logit": 3.0053999423980713, "end_logit": 3.848719596862793, "text": "4,530) for the first time in franchise history, and fourth in points allowed (296). Defensive ends Derek Wolfe", "probability": 0.03477945923805237 }, { "start_logit": 3.0053999423980713, "end_logit": 3.8359529972076416, "text": "4,530) for the first time in franchise history, and fourth in points allowed (296). Defensive ends Derek Wolfe and Malik Jackson", "probability": 0.034338269382715225 }, { "start_logit": 3.770507574081421, "end_logit": 3.0034713745117188, "text": "Malik Jackson each had 5\u00bd sacks. Pro Bowl linebacker Von Miller led the team with 11 sacks, forced four fumbles, and recovered three", "probability": 0.03210098668932915 }, { "start_logit": 2.7948009967803955, "end_logit": 3.960599184036255, "text": "296). Defensive ends Derek Wolfe and Malik Jackson each had 5\u00bd sacks. Pro Bowl linebacker Von Miller", "probability": 0.031510088592767715 }, { "start_logit": 3.162839651107788, "end_logit": 3.574441909790039, "text": "7\u00bd sacks. Linebacker Brandon Marshall", "probability": 0.03094431571662426 }, { "start_logit": 3.1397974491119385, "end_logit": 3.574441909790039, "text": "Brandon Marshall", "probability": 0.03023942932486534 }, { "start_logit": 2.831329345703125, "end_logit": 3.871393918991089, "text": "DeMarcus Ware", "probability": 0.02989320084452629 }, { "start_logit": 3.3703668117523193, "end_logit": 3.2771670818328857, "text": "Danny Trevathan", "probability": 0.028288109228014946 }, { "start_logit": 2.7948009967803955, "end_logit": 3.848719596862793, "text": "296). Defensive ends Derek Wolfe", "probability": 0.02817479893565178 } ], "56d99da8dc89441400fdb5ff": [ { "start_logit": 3.913240671157837, "end_logit": 3.9615323543548584, "text": "Derek Wolfe and Malik Jackson each had 5\u00bd sacks. Pro Bowl linebacker Von Miller", "probability": 0.09629101306200027 }, { "start_logit": 3.913240671157837, "end_logit": 3.909773111343384, "text": "Derek Wolfe", "probability": 0.09143385291099548 }, { "start_logit": 3.810023307800293, "end_logit": 3.9615323543548584, "text": "Malik Jackson each had 5\u00bd sacks. Pro Bowl linebacker Von Miller", "probability": 0.08684785664081573 }, { "start_logit": 3.913240671157837, "end_logit": 3.8026530742645264, "text": "Derek Wolfe and Malik Jackson", "probability": 0.0821458026766777 }, { "start_logit": 3.810023307800293, "end_logit": 3.8026530742645264, "text": "Malik Jackson", "probability": 0.07408984750509262 }, { "start_logit": 3.55534291267395, "end_logit": 3.9615323543548584, "text": "5\u00bd sacks. Pro Bowl linebacker Von Miller", "probability": 0.06732133775949478 }, { "start_logit": 3.55534291267395, "end_logit": 3.8406686782836914, "text": "5\u00bd sacks. Pro Bowl linebacker Von Miller led the team with 11 sacks, forced four fumbles, and recovered three. Linebacker DeMarcus Ware", "probability": 0.059657108038663864 }, { "start_logit": 3.247922420501709, "end_logit": 3.9615323543548584, "text": "Von Miller", "probability": 0.049504153430461884 }, { "start_logit": 3.27016282081604, "end_logit": 3.8406686782836914, "text": "11 sacks, forced four fumbles, and recovered three. Linebacker DeMarcus Ware", "probability": 0.044854920357465744 }, { "start_logit": 3.247922420501709, "end_logit": 3.8406686782836914, "text": "Von Miller led the team with 11 sacks, forced four fumbles, and recovered three. Linebacker DeMarcus Ware", "probability": 0.04386834427714348 }, { "start_logit": 2.9995455741882324, "end_logit": 3.909773111343384, "text": "4,530) for the first time in franchise history, and fourth in points allowed (296). Defensive ends Derek Wolfe", "probability": 0.036668598651885986 }, { "start_logit": 2.9995455741882324, "end_logit": 3.8026530742645264, "text": "4,530) for the first time in franchise history, and fourth in points allowed (296). Defensive ends Derek Wolfe and Malik Jackson", "probability": 0.032943710684776306 }, { "start_logit": 2.9574732780456543, "end_logit": 3.8406686782836914, "text": "four fumbles, and recovered three. Linebacker DeMarcus Ware", "probability": 0.03281034901738167 }, { "start_logit": 2.78607439994812, "end_logit": 3.9615323543548584, "text": "296). Defensive ends Derek Wolfe and Malik Jackson each had 5\u00bd sacks. Pro Bowl linebacker Von Miller", "probability": 0.03119347058236599 }, { "start_logit": 3.810023307800293, "end_logit": 2.8954899311065674, "text": "Malik Jackson each had 5\u00bd sacks. Pro Bowl linebacker Von Miller led the team with 11 sacks, forced four fumbles, and recovered three", "probability": 0.029907668009400368 }, { "start_logit": 2.78607439994812, "end_logit": 3.909773111343384, "text": "296). Defensive ends Derek Wolfe", "probability": 0.029619989916682243 }, { "start_logit": 3.1844663619995117, "end_logit": 3.498847723007202, "text": "7\u00bd sacks. Linebacker Brandon Marshall", "probability": 0.02925107255578041 }, { "start_logit": 3.1318414211273193, "end_logit": 3.498847723007202, "text": "Brandon Marshall", "probability": 0.027751533314585686 }, { "start_logit": 3.325000524520874, "end_logit": 3.2767834663391113, "text": "Danny Trevathan", "probability": 0.026960846036672592 }, { "start_logit": 2.758056640625, "end_logit": 3.8406686782836914, "text": "DeMarcus Ware", "probability": 0.026878515258431435 } ], "56d99da8dc89441400fdb600": [ { "start_logit": 3.964385509490967, "end_logit": 4.044856071472168, "text": "Derek Wolfe and Malik Jackson each had 5\u00bd sacks. Pro Bowl linebacker Von Miller", "probability": 0.10068538039922714 }, { "start_logit": 3.964385509490967, "end_logit": 3.9568707942962646, "text": "Derek Wolfe", "probability": 0.09220511466264725 }, { "start_logit": 3.8626770973205566, "end_logit": 4.044856071472168, "text": "Malik Jackson each had 5\u00bd sacks. Pro Bowl linebacker Von Miller", "probability": 0.0909484326839447 }, { "start_logit": 3.964385509490967, "end_logit": 3.877089500427246, "text": "Derek Wolfe and Malik Jackson", "probability": 0.08513467758893967 }, { "start_logit": 3.8626770973205566, "end_logit": 3.877089500427246, "text": "Malik Jackson", "probability": 0.07690155506134033 }, { "start_logit": 3.4961655139923096, "end_logit": 4.044856071472168, "text": "5\u00bd sacks. Pro Bowl linebacker Von Miller", "probability": 0.06304071098566055 }, { "start_logit": 3.4961655139923096, "end_logit": 3.8950679302215576, "text": "5\u00bd sacks. Pro Bowl linebacker Von Miller led the team with 11 sacks, forced four fumbles, and recovered three. Linebacker DeMarcus Ware", "probability": 0.054271161556243896 }, { "start_logit": 3.3120076656341553, "end_logit": 4.044856071472168, "text": "Von Miller", "probability": 0.05243757367134094 }, { "start_logit": 3.328578472137451, "end_logit": 3.8950679302215576, "text": "11 sacks, forced four fumbles, and recovered three. Linebacker DeMarcus Ware", "probability": 0.045897264033555984 }, { "start_logit": 3.3120076656341553, "end_logit": 3.8950679302215576, "text": "Von Miller led the team with 11 sacks, forced four fumbles, and recovered three. Linebacker DeMarcus Ware", "probability": 0.045142993330955505 }, { "start_logit": 2.8457584381103516, "end_logit": 4.044856071472168, "text": "296). Defensive ends Derek Wolfe and Malik Jackson each had 5\u00bd sacks. Pro Bowl linebacker Von Miller", "probability": 0.032896753400564194 }, { "start_logit": 2.9225218296051025, "end_logit": 3.9568707942962646, "text": "4,530) for the first time in franchise history, and fourth in points allowed (296). Defensive ends Derek Wolfe", "probability": 0.03252965584397316 }, { "start_logit": 2.9190216064453125, "end_logit": 3.8950679302215576, "text": "four fumbles, and recovered three. Linebacker DeMarcus Ware", "probability": 0.03047325275838375 }, { "start_logit": 2.8457584381103516, "end_logit": 3.9568707942962646, "text": "296). Defensive ends Derek Wolfe", "probability": 0.030126012861728668 }, { "start_logit": 2.9225218296051025, "end_logit": 3.877089500427246, "text": "4,530) for the first time in franchise history, and fourth in points allowed (296). Defensive ends Derek Wolfe and Malik Jackson", "probability": 0.030035216361284256 }, { "start_logit": 3.8626770973205566, "end_logit": 2.906108856201172, "text": "Malik Jackson each had 5\u00bd sacks. Pro Bowl linebacker Von Miller led the team with 11 sacks, forced four fumbles, and recovered three", "probability": 0.029123499989509583 }, { "start_logit": 2.8457584381103516, "end_logit": 3.877089500427246, "text": "296). Defensive ends Derek Wolfe and Malik Jackson", "probability": 0.027815887704491615 }, { "start_logit": 3.2130725383758545, "end_logit": 3.5045552253723145, "text": "7\u00bd sacks. Linebacker Brandon Marshall", "probability": 0.027671057730913162 }, { "start_logit": 3.389350652694702, "end_logit": 3.322510242462158, "text": "Danny Trevathan", "probability": 0.027511941269040108 }, { "start_logit": 3.1176204681396484, "end_logit": 3.5045552253723145, "text": "Brandon Marshall", "probability": 0.025151943787932396 } ], "56beb6f23aeaaa14008c92a1": [ { "start_logit": 2.507507562637329, "end_logit": 3.0448458194732666, "text": "Seattle Seahawks", "probability": 0.12694759666919708 }, { "start_logit": 2.8516364097595215, "end_logit": 2.5506656169891357, "text": "487", "probability": 0.10925917327404022 }, { "start_logit": 2.3648147583007812, "end_logit": 2.77585506439209, "text": "Arizona Cardinals", "probability": 0.08410707861185074 }, { "start_logit": 2.8516364097595215, "end_logit": 2.2117180824279785, "text": "487 yards and forcing seven", "probability": 0.07784933596849442 }, { "start_logit": 2.3648147583007812, "end_logit": 2.5506656169891357, "text": "Arizona Cardinals in the NFC Championship Game, 49\u201315, racking up 487", "probability": 0.06714816391468048 }, { "start_logit": 2.6224277019500732, "end_logit": 2.2117180824279785, "text": "seven", "probability": 0.06190286949276924 }, { "start_logit": 1.990240216255188, "end_logit": 2.77585506439209, "text": "furious second half comeback attempt to win 31\u201324, avenging their elimination from a year earlier. The Panthers then blew out the Arizona Cardinals", "probability": 0.057830486446619034 }, { "start_logit": 2.3648147583007812, "end_logit": 2.2117180824279785, "text": "Arizona Cardinals in the NFC Championship Game, 49\u201315, racking up 487 yards and forcing seven", "probability": 0.04784438759088516 }, { "start_logit": 1.4526491165161133, "end_logit": 3.0448458194732666, "text": "Seahawks", "probability": 0.04420843720436096 }, { "start_logit": 1.8715496063232422, "end_logit": 2.5506656169891357, "text": "7", "probability": 0.04100263863801956 }, { "start_logit": 2.8516364097595215, "end_logit": 1.5060436725616455, "text": "487 yards", "probability": 0.038440100848674774 }, { "start_logit": 2.507507562637329, "end_logit": 1.653235673904419, "text": "Seattle Seahawks in the divisional round", "probability": 0.03156863898038864 }, { "start_logit": 1.8715496063232422, "end_logit": 2.2117180824279785, "text": "7 yards and forcing seven", "probability": 0.029215184971690178 }, { "start_logit": 1.0290945768356323, "end_logit": 3.0448458194732666, "text": "Panthers beat the Seattle Seahawks", "probability": 0.028943950310349464 }, { "start_logit": 1.2678362131118774, "end_logit": 2.77585506439209, "text": "31\u201324, avenging their elimination from a year earlier. 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They then beat the defending Super Bowl XLIX", "probability": 0.027183881029486656 }, { "start_logit": 2.6138827800750732, "end_logit": 1.9248974323272705, "text": "New England Patriots in the AFC Championship Game, 20\u201318, by intercepting a pass on New England's 2-point conversion attempt with 17", "probability": 0.026497578248381615 }, { "start_logit": 2.357856512069702, "end_logit": 2.1054835319519043, "text": "Pittsburgh Steelers in the divisional round, 23\u201316, by scoring 11", "probability": 0.024572132155299187 }, { "start_logit": 2.535151481628418, "end_logit": 1.9248974323272705, "text": "2-point conversion attempt with 17", "probability": 0.02449139580130577 }, { "start_logit": 3.3286092281341553, "end_logit": 1.0981473922729492, "text": "17 seconds left on the clock. Despite Manning's problems with interceptions during the season, he didn't throw any in their two", "probability": 0.023689452558755875 }, { "start_logit": 3.3286092281341553, "end_logit": 1.0643340349197388, "text": "17 seconds left on the clock. Despite Manning", "probability": 0.022901825606822968 } ], "56beb7953aeaaa14008c92ae": [ { "start_logit": 3.1614420413970947, "end_logit": 3.2975239753723145, "text": "11 points in the final three minutes of the game. They then beat the defending Super Bowl XLIX champion New England Patriots", "probability": 0.17313480377197266 }, { "start_logit": 2.7047085762023926, "end_logit": 3.2975239753723145, "text": "three minutes of the game. They then beat the defending Super Bowl XLIX champion New England Patriots", "probability": 0.1096547469496727 }, { "start_logit": 2.652689218521118, "end_logit": 3.2975239753723145, "text": "New England Patriots", "probability": 0.1040964350104332 }, { "start_logit": 2.1569716930389404, "end_logit": 3.2975239753723145, "text": "Super Bowl XLIX champion New England Patriots", "probability": 0.06340861320495605 }, { "start_logit": 2.4358904361724854, "end_logit": 2.9868385791778564, "text": "Pittsburgh Steelers", "probability": 0.06142599880695343 }, { "start_logit": 3.1614420413970947, "end_logit": 2.0911917686462402, "text": "11", "probability": 0.051818039268255234 }, { "start_logit": 3.250497341156006, "end_logit": 1.8409613370895386, "text": "17", "probability": 0.04410455375909805 }, { "start_logit": 1.6920746564865112, "end_logit": 3.2975239753723145, "text": "23\u201316, by scoring 11 points in the final three minutes of the game. They then beat the defending Super Bowl XLIX champion New England Patriots", "probability": 0.03983329236507416 }, { "start_logit": 3.1614420413970947, "end_logit": 1.7767339944839478, "text": "11 points in the final three minutes of the game. They then beat the defending Super Bowl XLIX", "probability": 0.03783673420548439 }, { "start_logit": 1.607405662536621, "end_logit": 3.2975239753723145, "text": "defending Super Bowl XLIX champion New England Patriots", "probability": 0.03659947216510773 }, { "start_logit": 3.1614420413970947, "end_logit": 1.7041071653366089, "text": "11 points", "probability": 0.035186175256967545 }, { "start_logit": 3.1614420413970947, "end_logit": 1.6345455646514893, "text": "11 points in the final three minutes", "probability": 0.032821763306856155 }, { "start_logit": 3.250497341156006, "end_logit": 1.4807363748550415, "text": "17 seconds", "probability": 0.0307637769728899 }, { "start_logit": 3.1614420413970947, "end_logit": 1.5219035148620605, "text": "11 points in the final three", "probability": 0.02932528406381607 }, { "start_logit": 1.2828576564788818, "end_logit": 3.2975239753723145, "text": "final three minutes of the game. They then beat the defending Super Bowl XLIX champion New England Patriots", "probability": 0.026456071063876152 }, { "start_logit": 1.2736879587173462, "end_logit": 3.2975239753723145, "text": "XLIX champion New England Patriots", "probability": 0.026214592158794403 }, { "start_logit": 2.4358904361724854, "end_logit": 2.0911917686462402, "text": "Pittsburgh Steelers in the divisional round, 23\u201316, by scoring 11", "probability": 0.02508290857076645 }, { "start_logit": 2.652689218521118, "end_logit": 1.8409613370895386, "text": "New England Patriots in the AFC Championship Game, 20\u201318, by intercepting a pass on New England's 2-point conversion attempt with 17", "probability": 0.024258200079202652 }, { "start_logit": 2.6426005363464355, "end_logit": 1.8409613370895386, "text": "2-point conversion attempt with 17", "probability": 0.024014702066779137 }, { "start_logit": 2.7047085762023926, "end_logit": 1.7767339944839478, "text": "three minutes of the game. They then beat the defending Super Bowl XLIX", "probability": 0.02396385744214058 } ], "56beb7953aeaaa14008c92af": [ { "start_logit": 3.1819565296173096, "end_logit": 3.1140317916870117, "text": "11 points in the final three minutes of the game. They then beat the defending Super Bowl XLIX champion New England Patriots", "probability": 0.16101916134357452 }, { "start_logit": 2.726332426071167, "end_logit": 3.1140317916870117, "text": "three minutes of the game. They then beat the defending Super Bowl XLIX champion New England Patriots", "probability": 0.10209459066390991 }, { "start_logit": 2.534158945083618, "end_logit": 3.1140317916870117, "text": "New England Patriots", "probability": 0.08424471318721771 }, { "start_logit": 2.50380539894104, "end_logit": 2.849175453186035, "text": "Pittsburgh Steelers", "probability": 0.06270968914031982 }, { "start_logit": 3.380868911743164, "end_logit": 1.8922239542007446, "text": "17", "probability": 0.05789482221007347 }, { "start_logit": 3.1819565296173096, "end_logit": 2.0749266147613525, "text": "11", "probability": 0.056963931769132614 }, { "start_logit": 2.070268154144287, "end_logit": 3.1140317916870117, "text": "Super Bowl XLIX champion New England Patriots", "probability": 0.05297579988837242 }, { "start_logit": 3.380868911743164, "end_logit": 1.6509218215942383, "text": "17 seconds", "probability": 0.04548242688179016 }, { "start_logit": 3.1819565296173096, "end_logit": 1.735854983329773, "text": "11 points in the final three minutes", "probability": 0.04058289900422096 }, { "start_logit": 3.1819565296173096, "end_logit": 1.6740330457687378, "text": "11 points in the final three minutes of the game. They then beat the defending Super Bowl XLIX", "probability": 0.038149960339069366 }, { "start_logit": 3.1819565296173096, "end_logit": 1.6164931058883667, "text": "11 points in the final three", "probability": 0.03601677343249321 }, { "start_logit": 1.6161555051803589, "end_logit": 3.1140317916870117, "text": "23\u201316, by scoring 11 points in the final three minutes of the game. They then beat the defending Super Bowl XLIX champion New England Patriots", "probability": 0.03364023193717003 }, { "start_logit": 3.380868911743164, "end_logit": 1.3063876628875732, "text": "17 seconds left on the clock. Despite Manning", "probability": 0.032226596027612686 }, { "start_logit": 3.1819565296173096, "end_logit": 1.500430941581726, "text": "11 points", "probability": 0.03207005187869072 }, { "start_logit": 1.5125864744186401, "end_logit": 3.1140317916870117, "text": "final three minutes of the game. They then beat the defending Super Bowl XLIX champion New England Patriots", "probability": 0.030330495908856392 }, { "start_logit": 1.4913045167922974, "end_logit": 3.1140317916870117, "text": "defending Super Bowl XLIX champion New England Patriots", "probability": 0.029691817238926888 }, { "start_logit": 2.50380539894104, "end_logit": 2.0749266147613525, "text": "Pittsburgh Steelers in the divisional round, 23\u201316, by scoring 11", "probability": 0.028912300243973732 }, { "start_logit": 2.726332426071167, "end_logit": 1.735854983329773, "text": "three minutes", "probability": 0.02573167160153389 }, { "start_logit": 2.534158945083618, "end_logit": 1.8922239542007446, "text": "New England Patriots in the AFC Championship Game, 20\u201318, by intercepting a pass on New England's 2-point conversion attempt with 17", "probability": 0.024826666340231895 }, { "start_logit": 2.5182766914367676, "end_logit": 1.8922239542007446, "text": "2-point conversion attempt with 17", "probability": 0.02443546988070011 } ], "56bf36b93aeaaa14008c9561": [ { "start_logit": 3.1902637481689453, "end_logit": 3.114675760269165, "text": "11 points in the final three minutes of the game. They then beat the defending Super Bowl XLIX champion New England Patriots", "probability": 0.17383110523223877 }, { "start_logit": 2.6495256423950195, "end_logit": 3.114675760269165, "text": "three minutes of the game. They then beat the defending Super Bowl XLIX champion New England Patriots", "probability": 0.10122503340244293 }, { "start_logit": 2.548607349395752, "end_logit": 3.114675760269165, "text": "New England Patriots", "probability": 0.0915081724524498 }, { "start_logit": 3.1902637481689453, "end_logit": 2.0571517944335938, "text": "11", "probability": 0.06037411838769913 }, { "start_logit": 2.1015114784240723, "end_logit": 3.114675760269165, "text": "Super Bowl XLIX champion New England Patriots", "probability": 0.05851788818836212 }, { "start_logit": 3.2373762130737305, "end_logit": 1.7952866554260254, "text": "17", "probability": 0.04870627075433731 }, { "start_logit": 2.331540584564209, "end_logit": 2.5773494243621826, "text": "Pittsburgh Steelers", "probability": 0.043035902082920074 }, { "start_logit": 1.7385565042495728, "end_logit": 3.114675760269165, "text": "23\u201316, by scoring 11 points in the final three minutes of the game. They then beat the defending Super Bowl XLIX champion New England Patriots", "probability": 0.04070606827735901 }, { "start_logit": 3.1902637481689453, "end_logit": 1.6626063585281372, "text": "11 points", "probability": 0.0406913198530674 }, { "start_logit": 3.1902637481689453, "end_logit": 1.6345701217651367, "text": "11 points in the final three minutes", "probability": 0.03956633806228638 }, { "start_logit": 1.6820628643035889, "end_logit": 3.114675760269165, "text": "defending Super Bowl XLIX champion New England Patriots", "probability": 0.03847018629312515 }, { "start_logit": 3.1902637481689453, "end_logit": 1.5925873517990112, "text": "11 points in the final three minutes of the game. They then beat the defending Super Bowl XLIX", "probability": 0.03793963044881821 }, { "start_logit": 3.1902637481689453, "end_logit": 1.5660181045532227, "text": "11 points in the final three", "probability": 0.03694486618041992 }, { "start_logit": 3.2373762130737305, "end_logit": 1.498889446258545, "text": "17 seconds", "probability": 0.036212723702192307 }, { "start_logit": 1.3327394723892212, "end_logit": 3.114675760269165, "text": "final three minutes of the game. They then beat the defending Super Bowl XLIX champion New England Patriots", "probability": 0.027127832174301147 }, { "start_logit": 2.642408609390259, "end_logit": 1.7952866554260254, "text": "2-point conversion attempt with 17", "probability": 0.026865432038903236 }, { "start_logit": 2.331540584564209, "end_logit": 2.0571517944335938, "text": "Pittsburgh Steelers in the divisional round, 23\u201316, by scoring 11", "probability": 0.025580676272511482 }, { "start_logit": 3.2373762130737305, "end_logit": 1.1290748119354248, "text": "17 seconds left on the clock. Despite Manning", "probability": 0.02501801773905754 }, { "start_logit": 2.548607349395752, "end_logit": 1.7952866554260254, "text": "New England Patriots in the AFC Championship Game, 20\u201318, by intercepting a pass on New England's 2-point conversion attempt with 17", "probability": 0.024459995329380035 }, { "start_logit": 1.177130103111267, "end_logit": 3.114675760269165, "text": "XLIX champion New England Patriots", "probability": 0.023218529298901558 } ], "56bf36b93aeaaa14008c9562": [ { "start_logit": 3.2399871349334717, "end_logit": 3.08575701713562, "text": "11 points in the final three minutes of the game. They then beat the defending Super Bowl XLIX champion New England Patriots", "probability": 0.177863210439682 }, { "start_logit": 2.6847336292266846, "end_logit": 3.08575701713562, "text": "three minutes of the game. They then beat the defending Super Bowl XLIX champion New England Patriots", "probability": 0.10208046436309814 }, { "start_logit": 2.570779800415039, "end_logit": 3.08575701713562, "text": "New England Patriots", "probability": 0.09108632057905197 }, { "start_logit": 3.2399871349334717, "end_logit": 2.0838372707366943, "text": "11", "probability": 0.06530672311782837 }, { "start_logit": 2.1749582290649414, "end_logit": 3.08575701713562, "text": "Super Bowl XLIX champion New England Patriots", "probability": 0.06131264567375183 }, { "start_logit": 2.3965466022491455, "end_logit": 2.6317172050476074, "text": "Pittsburgh Steelers", "probability": 0.04859568178653717 }, { "start_logit": 3.2156949043273926, "end_logit": 1.7726659774780273, "text": "17", "probability": 0.046694740653038025 }, { "start_logit": 3.2399871349334717, "end_logit": 1.6214803457260132, "text": "11 points", "probability": 0.04113001003861427 }, { "start_logit": 3.2399871349334717, "end_logit": 1.573305606842041, "text": "11 points in the final three minutes of the game. They then beat the defending Super Bowl XLIX", "probability": 0.03919554874300957 }, { "start_logit": 3.2399871349334717, "end_logit": 1.5565894842147827, "text": "11 points in the final three minutes", "probability": 0.038545798510313034 }, { "start_logit": 1.6502106189727783, "end_logit": 3.08575701713562, "text": "defending Super Bowl XLIX champion New England Patriots", "probability": 0.036278966814279556 }, { "start_logit": 3.2399871349334717, "end_logit": 1.4856046438217163, "text": "11 points in the final three", "probability": 0.03590448573231697 }, { "start_logit": 1.6355857849121094, "end_logit": 3.08575701713562, "text": "23\u201316, by scoring 11 points in the final three minutes of the game. They then beat the defending Super Bowl XLIX champion New England Patriots", "probability": 0.03575226292014122 }, { "start_logit": 3.2156949043273926, "end_logit": 1.3728245496749878, "text": "17 seconds", "probability": 0.03130538761615753 }, { "start_logit": 2.3965466022491455, "end_logit": 2.0838372707366943, "text": "Pittsburgh Steelers in the divisional round, 23\u201316, by scoring 11", "probability": 0.028096767142415047 }, { "start_logit": 2.597338914871216, "end_logit": 1.7726659774780273, "text": "2-point conversion attempt with 17", "probability": 0.025160500779747963 }, { "start_logit": 3.2156949043273926, "end_logit": 1.1476715803146362, "text": "17 seconds left on the clock. Despite Manning", "probability": 0.024994036182761192 }, { "start_logit": 2.570779800415039, "end_logit": 1.7726659774780273, "text": "New England Patriots in the AFC Championship Game, 20\u201318, by intercepting a pass on New England's 2-point conversion attempt with 17", "probability": 0.02450105920433998 }, { "start_logit": 1.2244492769241333, "end_logit": 3.08575701713562, "text": "final three minutes of the game. They then beat the defending Super Bowl XLIX champion New England Patriots", "probability": 0.0237000472843647 }, { "start_logit": 2.6847336292266846, "end_logit": 1.573305606842041, "text": "three minutes of the game. They then beat the defending Super Bowl XLIX", "probability": 0.022495383396744728 } ], "56bf36b93aeaaa14008c9563": [ { "start_logit": 3.0650393962860107, "end_logit": 3.376836061477661, "text": "11 points in the final three minutes of the game. They then beat the defending Super Bowl XLIX champion New England Patriots", "probability": 0.17770922183990479 }, { "start_logit": 2.642965078353882, "end_logit": 3.376836061477661, "text": "three minutes of the game. They then beat the defending Super Bowl XLIX champion New England Patriots", "probability": 0.11652132123708725 }, { "start_logit": 2.6138827800750732, "end_logit": 3.376836061477661, "text": "New England Patriots", "probability": 0.11318141222000122 }, { "start_logit": 3.3286092281341553, "end_logit": 1.9248974323272705, "text": "17", "probability": 0.054151181131601334 }, { "start_logit": 3.0650393962860107, "end_logit": 2.1054835319519043, "text": "11", "probability": 0.04983890429139137 }, { "start_logit": 1.708520770072937, "end_logit": 3.376836061477661, "text": "defending Super Bowl XLIX champion New England Patriots", "probability": 0.04577004909515381 }, { "start_logit": 2.357856512069702, "end_logit": 2.696775436401367, "text": "Pittsburgh Steelers", "probability": 0.044385164976119995 }, { "start_logit": 3.3286092281341553, "end_logit": 1.6174839735031128, "text": "17 seconds", "probability": 0.039819877594709396 }, { "start_logit": 1.5592191219329834, "end_logit": 3.376836061477661, "text": "23\u201316, by scoring 11 points in the final three minutes of the game. They then beat the defending Super Bowl XLIX champion New England Patriots", "probability": 0.0394221693277359 }, { "start_logit": 1.558782696723938, "end_logit": 3.376836061477661, "text": "Super Bowl XLIX champion New England Patriots", "probability": 0.0394049696624279 }, { "start_logit": 3.0650393962860107, "end_logit": 1.733593463897705, "text": "11 points in the final three minutes", "probability": 0.034360434859991074 }, { "start_logit": 1.3907989263534546, "end_logit": 3.376836061477661, "text": "final three minutes of the game. They then beat the defending Super Bowl XLIX champion New England Patriots", "probability": 0.03331167623400688 }, { "start_logit": 3.0650393962860107, "end_logit": 1.655280590057373, "text": "11 points", "probability": 0.03177224099636078 }, { "start_logit": 3.0650393962860107, "end_logit": 1.6311640739440918, "text": "11 points in the final three", "probability": 0.031015170738101006 }, { "start_logit": 3.0650393962860107, "end_logit": 1.499311923980713, "text": "11 points in the final three minutes of the game. They then beat the defending Super Bowl XLIX", "probability": 0.027183881029486656 }, { "start_logit": 2.6138827800750732, "end_logit": 1.9248974323272705, "text": "New England Patriots in the AFC Championship Game, 20\u201318, by intercepting a pass on New England's 2-point conversion attempt with 17", "probability": 0.026497578248381615 }, { "start_logit": 2.357856512069702, "end_logit": 2.1054835319519043, "text": "Pittsburgh Steelers in the divisional round, 23\u201316, by scoring 11", "probability": 0.024572132155299187 }, { "start_logit": 2.535151481628418, "end_logit": 1.9248974323272705, "text": "2-point conversion attempt with 17", "probability": 0.02449139580130577 }, { "start_logit": 3.3286092281341553, "end_logit": 1.0981473922729492, "text": "17 seconds left on the clock. Despite Manning's problems with interceptions during the season, he didn't throw any in their two", "probability": 0.023689452558755875 }, { "start_logit": 3.3286092281341553, "end_logit": 1.0643340349197388, "text": "17 seconds left on the clock. Despite Manning", "probability": 0.022901825606822968 } ], "56bf36b93aeaaa14008c9564": [ { "start_logit": 3.228339910507202, "end_logit": 3.2370445728302, "text": "11 points in the final three minutes of the game. They then beat the defending Super Bowl XLIX champion New England Patriots", "probability": 0.17098471522331238 }, { "start_logit": 2.734895706176758, "end_logit": 3.2370445728302, "text": "three minutes of the game. They then beat the defending Super Bowl XLIX champion New England Patriots", "probability": 0.10438957065343857 }, { "start_logit": 2.5180442333221436, "end_logit": 3.2370445728302, "text": "New England Patriots", "probability": 0.08403879404067993 }, { "start_logit": 3.4748849868774414, "end_logit": 2.012380599975586, "text": "17", "probability": 0.0642932876944542 }, { "start_logit": 2.5130679607391357, "end_logit": 2.8643929958343506, "text": "Pittsburgh Steelers", "probability": 0.05760737881064415 }, { "start_logit": 2.10087513923645, "end_logit": 3.2370445728302, "text": "Super Bowl XLIX champion New England Patriots", "probability": 0.055373962968587875 }, { "start_logit": 3.228339910507202, "end_logit": 2.0683116912841797, "text": "11", "probability": 0.05313530191779137 }, { "start_logit": 3.4748849868774414, "end_logit": 1.5701664686203003, "text": "17 seconds", "probability": 0.04131564870476723 }, { "start_logit": 3.228339910507202, "end_logit": 1.737086534500122, "text": "11 points in the final three minutes", "probability": 0.03815344721078873 }, { "start_logit": 1.6872493028640747, "end_logit": 3.2370445728302, "text": "23\u201316, by scoring 11 points in the final three minutes of the game. They then beat the defending Super Bowl XLIX champion New England Patriots", "probability": 0.03661594167351723 }, { "start_logit": 3.4748849868774414, "end_logit": 1.3833900690078735, "text": "17 seconds left on the clock. Despite Manning", "probability": 0.03427666053175926 }, { "start_logit": 3.228339910507202, "end_logit": 1.5770423412322998, "text": "11 points in the final three", "probability": 0.03251078724861145 }, { "start_logit": 3.228339910507202, "end_logit": 1.571183443069458, "text": "11 points in the final three minutes of the game. They then beat the defending Super Bowl XLIX", "probability": 0.03232086822390556 }, { "start_logit": 3.228339910507202, "end_logit": 1.5259103775024414, "text": "11 points", "probability": 0.03089023567736149 }, { "start_logit": 1.508068323135376, "end_logit": 3.2370445728302, "text": "final three minutes of the game. They then beat the defending Super Bowl XLIX champion New England Patriots", "probability": 0.030609259381890297 }, { "start_logit": 1.5019232034683228, "end_logit": 3.2370445728302, "text": "defending Super Bowl XLIX champion New England Patriots", "probability": 0.03042174130678177 }, { "start_logit": 3.4748849868774414, "end_logit": 1.120496392250061, "text": "17 seconds left on the clock. Despite Manning's problems with interceptions", "probability": 0.02635270357131958 }, { "start_logit": 2.5706024169921875, "end_logit": 2.012380599975586, "text": "2-point conversion attempt with 17", "probability": 0.026027996093034744 }, { "start_logit": 2.5130679607391357, "end_logit": 2.0683116912841797, "text": "Pittsburgh Steelers in the divisional round, 23\u201316, by scoring 11", "probability": 0.025986304506659508 }, { "start_logit": 2.5180442333221436, "end_logit": 2.012380599975586, "text": "New England Patriots in the AFC Championship Game, 20\u201318, by intercepting a pass on New England's 2-point conversion attempt with 17", "probability": 0.024695344269275665 } ], "56bf36b93aeaaa14008c9565": [ { "start_logit": 3.185530424118042, "end_logit": 3.141335964202881, "text": "11 points in the final three minutes of the game. They then beat the defending Super Bowl XLIX champion New England Patriots", "probability": 0.17638151347637177 }, { "start_logit": 2.6371800899505615, "end_logit": 3.141335964202881, "text": "three minutes of the game. They then beat the defending Super Bowl XLIX champion New England Patriots", "probability": 0.10193129628896713 }, { "start_logit": 2.499300718307495, "end_logit": 3.141335964202881, "text": "New England Patriots", "probability": 0.08880292624235153 }, { "start_logit": 2.4445157051086426, "end_logit": 2.812626600265503, "text": "Pittsburgh Steelers", "probability": 0.06051705405116081 }, { "start_logit": 2.1034739017486572, "end_logit": 3.141335964202881, "text": "Super Bowl XLIX champion New England Patriots", "probability": 0.05977534130215645 }, { "start_logit": 3.185530424118042, "end_logit": 2.058166742324829, "text": "11", "probability": 0.0597088560461998 }, { "start_logit": 3.205221176147461, "end_logit": 1.7938010692596436, "text": "17", "probability": 0.046749599277973175 }, { "start_logit": 1.6893430948257446, "end_logit": 3.141335964202881, "text": "23\u201316, by scoring 11 points in the final three minutes of the game. They then beat the defending Super Bowl XLIX champion New England Patriots", "probability": 0.039506375789642334 }, { "start_logit": 3.185530424118042, "end_logit": 1.613682746887207, "text": "11 points in the final three minutes", "probability": 0.038282644003629684 }, { "start_logit": 1.619954228401184, "end_logit": 3.141335964202881, "text": "defending Super Bowl XLIX champion New England Patriots", "probability": 0.03685802221298218 }, { "start_logit": 3.185530424118042, "end_logit": 1.5654135942459106, "text": "11 points in the final three minutes of the game. They then beat the defending Super Bowl XLIX", "probability": 0.03647865355014801 }, { "start_logit": 3.185530424118042, "end_logit": 1.5425631999969482, "text": "11 points in the final three", "probability": 0.035654548555612564 }, { "start_logit": 3.185530424118042, "end_logit": 1.4730195999145508, "text": "11 points", "probability": 0.03325926512479782 }, { "start_logit": 3.205221176147461, "end_logit": 1.4118965864181519, "text": "17 seconds", "probability": 0.031909409910440445 }, { "start_logit": 1.3901426792144775, "end_logit": 3.141335964202881, "text": "final three minutes of the game. They then beat the defending Super Bowl XLIX champion New England Patriots", "probability": 0.029290465638041496 }, { "start_logit": 2.4445157051086426, "end_logit": 2.058166742324829, "text": "Pittsburgh Steelers in the divisional round, 23\u201316, by scoring 11", "probability": 0.028459040448069572 }, { "start_logit": 2.582409620285034, "end_logit": 1.7938010692596436, "text": "2-point conversion attempt with 17", "probability": 0.025078075006604195 }, { "start_logit": 3.205221176147461, "end_logit": 1.1666194200515747, "text": "17 seconds left on the clock. Despite Manning", "probability": 0.024968717247247696 }, { "start_logit": 1.1617660522460938, "end_logit": 3.141335964202881, "text": "XLIX champion New England Patriots", "probability": 0.023310063406825066 }, { "start_logit": 2.499300718307495, "end_logit": 1.7938010692596436, "text": "New England Patriots in the AFC Championship Game, 20\u201318, by intercepting a pass on New England's 2-point conversion attempt with 17", "probability": 0.02307811938226223 } ], "56d7018a0d65d214001982c2": [ { "start_logit": 3.109950065612793, "end_logit": 3.2617807388305664, "text": "11 points in the final three minutes of the game. They then beat the defending Super Bowl XLIX champion New England Patriots", "probability": 0.16355924308300018 }, { "start_logit": 2.671126365661621, "end_logit": 3.2617807388305664, "text": "three minutes of the game. They then beat the defending Super Bowl XLIX champion New England Patriots", "probability": 0.10546208918094635 }, { "start_logit": 2.6434671878814697, "end_logit": 3.2617807388305664, "text": "New England Patriots", "probability": 0.10258504003286362 }, { "start_logit": 2.187718152999878, "end_logit": 3.2617807388305664, "text": "Super Bowl XLIX champion New England Patriots", "probability": 0.06503617018461227 }, { "start_logit": 2.5008902549743652, "end_logit": 2.8511950969696045, "text": "Pittsburgh Steelers", "probability": 0.05899953097105026 }, { "start_logit": 3.109950065612793, "end_logit": 2.1174871921539307, "text": "11", "probability": 0.052085231989622116 }, { "start_logit": 3.2797558307647705, "end_logit": 1.8805128335952759, "text": "17", "probability": 0.04870166257023811 }, { "start_logit": 3.109950065612793, "end_logit": 1.7905868291854858, "text": "11 points in the final three minutes of the game. They then beat the defending Super Bowl XLIX", "probability": 0.0375615693628788 }, { "start_logit": 1.638083577156067, "end_logit": 3.2617807388305664, "text": "23\u201316, by scoring 11 points in the final three minutes of the game. They then beat the defending Super Bowl XLIX champion New England Patriots", "probability": 0.03753630816936493 }, { "start_logit": 1.6357591152191162, "end_logit": 3.2617807388305664, "text": "defending Super Bowl XLIX champion New England Patriots", "probability": 0.03744916990399361 }, { "start_logit": 3.2797558307647705, "end_logit": 1.4870660305023193, "text": "17 seconds", "probability": 0.03286033496260643 }, { "start_logit": 3.109950065612793, "end_logit": 1.65561044216156, "text": "11 points", "probability": 0.03281891718506813 }, { "start_logit": 3.109950065612793, "end_logit": 1.6484214067459106, "text": "11 points in the final three minutes", "probability": 0.0325838178396225 }, { "start_logit": 1.4645460844039917, "end_logit": 3.2617807388305664, "text": "final three minutes of the game. They then beat the defending Super Bowl XLIX champion New England Patriots", "probability": 0.03155624493956566 }, { "start_logit": 3.109950065612793, "end_logit": 1.6023857593536377, "text": "11 points in the final three", "probability": 0.031117796897888184 }, { "start_logit": 2.5008902549743652, "end_logit": 2.1174871921539307, "text": "Pittsburgh Steelers in the divisional round, 23\u201316, by scoring 11", "probability": 0.02832718938589096 }, { "start_logit": 1.3237690925598145, "end_logit": 3.2617807388305664, "text": "XLIX champion New England Patriots", "probability": 0.02741236612200737 }, { "start_logit": 2.6434671878814697, "end_logit": 1.8805128335952759, "text": "New England Patriots in the AFC Championship Game, 20\u201318, by intercepting a pass on New England's 2-point conversion attempt with 17", "probability": 0.025775503367185593 }, { "start_logit": 2.5866661071777344, "end_logit": 1.8805128335952759, "text": "2-point conversion attempt with 17", "probability": 0.02435222640633583 }, { "start_logit": 2.671126365661621, "end_logit": 1.7905868291854858, "text": "three minutes of the game. They then beat the defending Super Bowl XLIX", "probability": 0.024219492450356483 } ], "56d7018a0d65d214001982c3": [ { "start_logit": 3.3062937259674072, "end_logit": 3.2163970470428467, "text": "11 points in the final three minutes of the game. They then beat the defending Super Bowl XLIX champion New England Patriots", "probability": 0.20698435604572296 }, { "start_logit": 2.4772799015045166, "end_logit": 3.2163970470428467, "text": "New England Patriots", "probability": 0.09034442901611328 }, { "start_logit": 2.4709770679473877, "end_logit": 3.2163970470428467, "text": "three minutes of the game. They then beat the defending Super Bowl XLIX champion New England Patriots", "probability": 0.08977678418159485 }, { "start_logit": 3.3062937259674072, "end_logit": 2.1337456703186035, "text": "11", "probability": 0.07010485231876373 }, { "start_logit": 2.0411248207092285, "end_logit": 3.2163970470428467, "text": "Super Bowl XLIX champion New England Patriots", "probability": 0.05840924009680748 }, { "start_logit": 3.285794258117676, "end_logit": 1.7781294584274292, "text": "17", "probability": 0.048128582537174225 }, { "start_logit": 3.3062937259674072, "end_logit": 1.596551537513733, "text": "11 points in the final three minutes of the game. They then beat the defending Super Bowl XLIX", "probability": 0.040968265384435654 }, { "start_logit": 1.6628912687301636, "end_logit": 3.2163970470428467, "text": "23\u201316, by scoring 11 points in the final three minutes of the game. They then beat the defending Super Bowl XLIX champion New England Patriots", "probability": 0.04001444950699806 }, { "start_logit": 2.2716073989868164, "end_logit": 2.5741326808929443, "text": "Pittsburgh Steelers", "probability": 0.038694318383932114 }, { "start_logit": 3.3062937259674072, "end_logit": 1.5253615379333496, "text": "11 points", "probability": 0.038153134286403656 }, { "start_logit": 1.5896334648132324, "end_logit": 3.2163970470428467, "text": "defending Super Bowl XLIX champion New England Patriots", "probability": 0.03718787059187889 }, { "start_logit": 3.3062937259674072, "end_logit": 1.4485657215118408, "text": "11 points in the final three minutes", "probability": 0.035332806408405304 }, { "start_logit": 3.285794258117676, "end_logit": 1.3619812726974487, "text": "17 seconds", "probability": 0.03174477070569992 }, { "start_logit": 3.3062937259674072, "end_logit": 1.2382956743240356, "text": "11 points in the final three", "probability": 0.02863248810172081 }, { "start_logit": 1.2872823476791382, "end_logit": 3.2163970470428467, "text": "final three minutes of the game. They then beat the defending Super Bowl XLIX champion New England Patriots", "probability": 0.02748476155102253 }, { "start_logit": 3.285794258117676, "end_logit": 1.179836392402649, "text": "17 seconds left on the clock. Despite Manning", "probability": 0.02645864337682724 }, { "start_logit": 2.2716073989868164, "end_logit": 2.1337456703186035, "text": "Pittsburgh Steelers in the divisional round, 23\u201316, by scoring 11", "probability": 0.024910900741815567 }, { "start_logit": 2.5436196327209473, "end_logit": 1.7781294584274292, "text": "2-point conversion attempt with 17", "probability": 0.02291293814778328 }, { "start_logit": 3.285794258117676, "end_logit": 1.0094772577285767, "text": "17 seconds left on the clock. Despite Manning's problems with interceptions", "probability": 0.02231421135365963 }, { "start_logit": 2.4772799015045166, "end_logit": 1.7781294584274292, "text": "New England Patriots in the AFC Championship Game, 20\u201318, by intercepting a pass on New England's 2-point conversion attempt with 17", "probability": 0.021442215889692307 } ], "56d7018a0d65d214001982c5": [ { "start_logit": 3.1217057704925537, "end_logit": 3.2528417110443115, "text": "11 points in the final three minutes of the game. They then beat the defending Super Bowl XLIX champion New England Patriots", "probability": 0.16669777035713196 }, { "start_logit": 2.671963691711426, "end_logit": 3.2528417110443115, "text": "three minutes of the game. They then beat the defending Super Bowl XLIX champion New England Patriots", "probability": 0.1063186302781105 }, { "start_logit": 2.6146812438964844, "end_logit": 3.2528417110443115, "text": "New England Patriots", "probability": 0.10039958357810974 }, { "start_logit": 2.5017459392547607, "end_logit": 2.9162187576293945, "text": "Pittsburgh Steelers", "probability": 0.06404589116573334 }, { "start_logit": 2.155963182449341, "end_logit": 3.2528417110443115, "text": "Super Bowl XLIX champion New England Patriots", "probability": 0.06346190720796585 }, { "start_logit": 3.1217057704925537, "end_logit": 2.0870752334594727, "text": "11", "probability": 0.051956985145807266 }, { "start_logit": 3.238487482070923, "end_logit": 1.8293344974517822, "text": "17", "probability": 0.04512592777609825 }, { "start_logit": 1.6815156936645508, "end_logit": 3.2528417110443115, "text": "23\u201316, by scoring 11 points in the final three minutes of the game. They then beat the defending Super Bowl XLIX champion New England Patriots", "probability": 0.03948783501982689 }, { "start_logit": 1.6297942399978638, "end_logit": 3.2528417110443115, "text": "defending Super Bowl XLIX champion New England Patriots", "probability": 0.037497378885746 }, { "start_logit": 3.1217057704925537, "end_logit": 1.7583588361740112, "text": "11 points in the final three minutes of the game. They then beat the defending Super Bowl XLIX", "probability": 0.037401068955659866 }, { "start_logit": 3.1217057704925537, "end_logit": 1.6659117937088013, "text": "11 points", "probability": 0.03409847244620323 }, { "start_logit": 3.1217057704925537, "end_logit": 1.656986951828003, "text": "11 points in the final three minutes", "probability": 0.03379550203680992 }, { "start_logit": 3.238487482070923, "end_logit": 1.4985706806182861, "text": "17 seconds", "probability": 0.03241732716560364 }, { "start_logit": 3.1217057704925537, "end_logit": 1.5622445344924927, "text": "11 points in the final three", "probability": 0.030740635469555855 }, { "start_logit": 1.4050862789154053, "end_logit": 3.2528417110443115, "text": "final three minutes of the game. They then beat the defending Super Bowl XLIX champion New England Patriots", "probability": 0.029951004311442375 }, { "start_logit": 2.5017459392547607, "end_logit": 2.0870752334594727, "text": "Pittsburgh Steelers in the divisional round, 23\u201316, by scoring 11", "probability": 0.02795109711587429 }, { "start_logit": 1.2675496339797974, "end_logit": 3.2528417110443115, "text": "XLIX champion New England Patriots", "probability": 0.026102377101778984 }, { "start_logit": 2.624457597732544, "end_logit": 1.8293344974517822, "text": "2-point conversion attempt with 17", "probability": 0.0244206003844738 }, { "start_logit": 2.6146812438964844, "end_logit": 1.8293344974517822, "text": "New England Patriots in the AFC Championship Game, 20\u201318, by intercepting a pass on New England's 2-point conversion attempt with 17", "probability": 0.024183012545108795 }, { "start_logit": 3.238487482070923, "end_logit": 1.195717692375183, "text": "17 seconds left on the clock. Despite Manning", "probability": 0.02394692599773407 } ], "56d99f99dc89441400fdb628": [ { "start_logit": 3.1168088912963867, "end_logit": 3.2551515102386475, "text": "11 points in the final three minutes of the game. They then beat the defending Super Bowl XLIX champion New England Patriots", "probability": 0.16666851937770844 }, { "start_logit": 2.6153478622436523, "end_logit": 3.2551515102386475, "text": "three minutes of the game. They then beat the defending Super Bowl XLIX champion New England Patriots", "probability": 0.1009419858455658 }, { "start_logit": 2.6063899993896484, "end_logit": 3.2551515102386475, "text": "New England Patriots", "probability": 0.10004179924726486 }, { "start_logit": 2.2033026218414307, "end_logit": 3.2551515102386475, "text": "Super Bowl XLIX champion New England Patriots", "probability": 0.06685328483581543 }, { "start_logit": 2.5233986377716064, "end_logit": 2.8914990425109863, "text": "Pittsburgh Steelers", "probability": 0.06400390714406967 }, { "start_logit": 3.1168088912963867, "end_logit": 2.0718472003936768, "text": "11", "probability": 0.05104472488164902 }, { "start_logit": 3.2005016803741455, "end_logit": 1.7949811220169067, "text": "17", "probability": 0.042078178375959396 }, { "start_logit": 1.7378731966018677, "end_logit": 3.2551515102386475, "text": "defending Super Bowl XLIX champion New England Patriots", "probability": 0.04197487235069275 }, { "start_logit": 1.702991247177124, "end_logit": 3.2551515102386475, "text": "23\u201316, by scoring 11 points in the final three minutes of the game. They then beat the defending Super Bowl XLIX champion New England Patriots", "probability": 0.04053594172000885 }, { "start_logit": 3.1168088912963867, "end_logit": 1.7854514122009277, "text": "11 points in the final three minutes of the game. They then beat the defending Super Bowl XLIX", "probability": 0.038332827389240265 }, { "start_logit": 3.1168088912963867, "end_logit": 1.735358715057373, "text": "11 points", "probability": 0.03645993024110794 }, { "start_logit": 3.1168088912963867, "end_logit": 1.6413160562515259, "text": "11 points in the final three minutes", "probability": 0.03318742662668228 }, { "start_logit": 3.2005016803741455, "end_logit": 1.4928301572799683, "text": "17 seconds", "probability": 0.031105292961001396 }, { "start_logit": 3.1168088912963867, "end_logit": 1.554425835609436, "text": "11 points in the final three", "probability": 0.03042549267411232 }, { "start_logit": 1.3829739093780518, "end_logit": 3.2551515102386475, "text": "XLIX champion New England Patriots", "probability": 0.029434625059366226 }, { "start_logit": 2.5233986377716064, "end_logit": 2.0718472003936768, "text": "Pittsburgh Steelers in the divisional round, 23\u201316, by scoring 11", "probability": 0.02819915860891342 }, { "start_logit": 1.301092267036438, "end_logit": 3.2551515102386475, "text": "final three minutes of the game. They then beat the defending Super Bowl XLIX champion New England Patriots", "probability": 0.027120506390929222 }, { "start_logit": 3.2005016803741455, "end_logit": 1.2801542282104492, "text": "17 seconds left on the clock. Despite Manning", "probability": 0.025146078318357468 }, { "start_logit": 2.6063899993896484, "end_logit": 1.7949811220169067, "text": "New England Patriots in the AFC Championship Game, 20\u201318, by intercepting a pass on New England's 2-point conversion attempt with 17", "probability": 0.023229368031024933 }, { "start_logit": 2.6153478622436523, "end_logit": 1.7854514122009277, "text": "three minutes of the game. They then beat the defending Super Bowl XLIX", "probability": 0.023216089233756065 } ], "56d99f99dc89441400fdb629": [ { "start_logit": 3.1395416259765625, "end_logit": 3.3045711517333984, "text": "11 points in the final three minutes of the game. They then beat the defending Super Bowl XLIX champion New England Patriots", "probability": 0.16947416961193085 }, { "start_logit": 2.651324510574341, "end_logit": 3.3045711517333984, "text": "three minutes of the game. They then beat the defending Super Bowl XLIX champion New England Patriots", "probability": 0.10400959849357605 }, { "start_logit": 2.636676073074341, "end_logit": 3.3045711517333984, "text": "New England Patriots", "probability": 0.10249712318181992 }, { "start_logit": 2.543095827102661, "end_logit": 3.0150318145751953, "text": "Pittsburgh Steelers", "probability": 0.06987550109624863 }, { "start_logit": 2.1844286918640137, "end_logit": 3.3045711517333984, "text": "Super Bowl XLIX champion New England Patriots", "probability": 0.06520835310220718 }, { "start_logit": 3.1395416259765625, "end_logit": 2.0714197158813477, "text": "11", "probability": 0.04938017949461937 }, { "start_logit": 1.7806570529937744, "end_logit": 3.3045711517333984, "text": "defending Super Bowl XLIX champion New England Patriots", "probability": 0.043545905500650406 }, { "start_logit": 1.7248356342315674, "end_logit": 3.3045711517333984, "text": "23\u201316, by scoring 11 points in the final three minutes of the game. 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The matchup also pits the top two picks of the 2011", "probability": 0.032649993896484375 }, { "start_logit": 3.225597858428955, "end_logit": 2.0509746074676514, "text": "48 days (Manning was 39", "probability": 0.03209710121154785 }, { "start_logit": 3.1125593185424805, "end_logit": 2.1373167037963867, "text": "1998", "probability": 0.03125156834721565 }, { "start_logit": 3.017202138900757, "end_logit": 2.181091785430908, "text": "2011. The matchup also pits the top two picks of the 2011", "probability": 0.029680408537387848 }, { "start_logit": 3.017202138900757, "end_logit": 2.1711690425872803, "text": "2011. The matchup also pits the top two picks of the 2011 draft against each other: Newton for Carolina and Von Miller for Denver", "probability": 0.02938736043870449 }, { "start_logit": 3.1126670837402344, "end_logit": 2.0509746074676514, "text": "13 years and 48 days (Manning was 39", "probability": 0.02866954915225506 }, { "start_logit": 2.10136342048645, "end_logit": 2.9464542865753174, "text": "26", "probability": 0.02553400956094265 }, { "start_logit": 2.223895788192749, "end_logit": 2.802089214324951, "text": "Carolina and Von Miller", "probability": 0.024982569739222527 }, { "start_logit": 2.85217547416687, "end_logit": 2.1711690425872803, "text": "Von Miller for Denver", "probability": 0.024916695430874825 }, { "start_logit": 3.225597858428955, "end_logit": 1.78700852394104, "text": "48 days", "probability": 0.02465057373046875 } ], "56beb90c3aeaaa14008c92c9": [ { "start_logit": 3.088287353515625, "end_logit": 3.6789073944091797, "text": "1998 NFL draft, while Newton was picked first in 2011", "probability": 0.14995339512825012 }, { "start_logit": 2.9763896465301514, "end_logit": 3.6789073944091797, "text": "2011", "probability": 0.134078711271286 }, { "start_logit": 3.12172794342041, "end_logit": 2.928922653198242, "text": "48 days (Manning was 39, Newton was 26", "probability": 0.07324283570051193 }, { "start_logit": 3.038734197616577, "end_logit": 2.928922653198242, "text": "13 years and 48 days (Manning was 39, Newton was 26", "probability": 0.06740956008434296 }, { "start_logit": 2.9763896465301514, "end_logit": 2.805821180343628, "text": "2011. The matchup also pits the top two picks of the 2011 draft against each other: Newton for Carolina and Von Miller", "probability": 0.05599937587976456 }, { "start_logit": 2.0465288162231445, "end_logit": 3.6789073944091797, "text": "Newton was picked first in 2011", "probability": 0.052908603101968765 }, { "start_logit": 2.8754160404205322, "end_logit": 2.805821180343628, "text": "Von Miller", "probability": 0.05062102898955345 }, { "start_logit": 1.8885401487350464, "end_logit": 3.6789073944091797, "text": "Manning was the #1 selection of the 1998 NFL draft, while Newton was picked first in 2011", "probability": 0.04517652094364166 }, { "start_logit": 2.5909078121185303, "end_logit": 2.928922653198242, "text": "39, Newton was 26", "probability": 0.04307576268911362 }, { "start_logit": 2.6699864864349365, "end_logit": 2.805821180343628, "text": "2011 draft against each other: Newton for Carolina and Von Miller", "probability": 0.04122057184576988 }, { "start_logit": 3.088287353515625, "end_logit": 2.1684210300445557, "text": "1998", "probability": 0.033110082149505615 }, { "start_logit": 3.12172794342041, "end_logit": 2.1278305053710938, "text": "48 days (Manning was 39", "probability": 0.032874200493097305 }, { "start_logit": 3.088287353515625, "end_logit": 2.134784698486328, "text": "1998 NFL draft, while Newton was picked first in 2011. The matchup also pits the top two picks of the 2011", "probability": 0.032014910131692886 }, { "start_logit": 3.038734197616577, "end_logit": 2.1278305053710938, "text": "13 years and 48 days (Manning was 39", "probability": 0.030256006866693497 }, { "start_logit": 2.9763896465301514, "end_logit": 2.134784698486328, "text": "2011. The matchup also pits the top two picks of the 2011", "probability": 0.02862568199634552 }, { "start_logit": 2.9763896465301514, "end_logit": 2.106205463409424, "text": "2011. The matchup also pits the top two picks of the 2011 draft against each other: Newton for Carolina and Von Miller for Denver", "probability": 0.027819151058793068 }, { "start_logit": 3.12172794342041, "end_logit": 1.9194527864456177, "text": "48 days", "probability": 0.026690568774938583 }, { "start_logit": 1.3052417039871216, "end_logit": 3.6789073944091797, "text": "NFL draft, while Newton was picked first in 2011", "probability": 0.02521095611155033 }, { "start_logit": 2.8754160404205322, "end_logit": 2.106205463409424, "text": "Von Miller for Denver", "probability": 0.025147322565317154 }, { "start_logit": 3.038734197616577, "end_logit": 1.9194527864456177, "text": "13 years and 48 days", "probability": 0.02456485852599144 } ], "56beb90c3aeaaa14008c92ca": [ { "start_logit": 3.1833698749542236, "end_logit": 3.6819238662719727, "text": "1998 NFL draft, while Newton was picked first in 2011", "probability": 0.16185882687568665 }, { "start_logit": 2.9926421642303467, "end_logit": 3.6819238662719727, "text": "2011", "probability": 0.13375332951545715 }, { "start_logit": 3.1062941551208496, "end_logit": 2.987607955932617, "text": "13 years and 48 days (Manning was 39, Newton was 26", "probability": 0.0748385414481163 }, { "start_logit": 3.050806999206543, "end_logit": 2.987607955932617, "text": "48 days (Manning was 39, Newton was 26", "probability": 0.0707990825176239 }, { "start_logit": 2.9926421642303467, "end_logit": 2.771207571029663, "text": "2011. The matchup also pits the top two picks of the 2011 draft against each other: Newton for Carolina and Von Miller", "probability": 0.05380038917064667 }, { "start_logit": 1.9535014629364014, "end_logit": 3.6819238662719727, "text": "Newton was picked first in 2011", "probability": 0.047316376119852066 }, { "start_logit": 2.8409392833709717, "end_logit": 2.771207571029663, "text": "Von Miller", "probability": 0.04622763767838478 }, { "start_logit": 2.496222972869873, "end_logit": 2.987607955932617, "text": "39, Newton was 26", "probability": 0.04066069424152374 }, { "start_logit": 2.667567253112793, "end_logit": 2.771207571029663, "text": "2011 draft against each other: Newton for Carolina and Von Miller", "probability": 0.03886935114860535 }, { "start_logit": 3.1833698749542236, "end_logit": 2.1979634761810303, "text": "1998 NFL draft, while Newton was picked first in 2011. The matchup also pits the top two picks of the 2011", "probability": 0.03669954463839531 }, { "start_logit": 3.1833698749542236, "end_logit": 2.187940835952759, "text": "1998", "probability": 0.03633355721831322 }, { "start_logit": 3.1062941551208496, "end_logit": 2.196417808532715, "text": "13 years and 48 days (Manning was 39", "probability": 0.033924687653779984 }, { "start_logit": 3.050806999206543, "end_logit": 2.196417808532715, "text": "48 days (Manning was 39", "probability": 0.03209357336163521 }, { "start_logit": 1.5599334239959717, "end_logit": 3.6819238662719727, "text": "Manning was the #1 selection of the 1998 NFL draft, while Newton was picked first in 2011", "probability": 0.03192177787423134 }, { "start_logit": 2.9926421642303467, "end_logit": 2.1979634761810303, "text": "2011. The matchup also pits the top two picks of the 2011", "probability": 0.030326945707201958 }, { "start_logit": 2.9926421642303467, "end_logit": 2.1617021560668945, "text": "2011. The matchup also pits the top two picks of the 2011 draft against each other: Newton for Carolina and Von Miller for Denver", "probability": 0.02924695611000061 }, { "start_logit": 2.043818473815918, "end_logit": 2.987607955932617, "text": "26", "probability": 0.025864139199256897 }, { "start_logit": 1.3410025835037231, "end_logit": 3.6819238662719727, "text": "NFL draft, while Newton was picked first in 2011", "probability": 0.025645224377512932 }, { "start_logit": 2.8409392833709717, "end_logit": 2.1617021560668945, "text": "Von Miller for Denver", "probability": 0.0251302607357502 }, { "start_logit": 3.1062941551208496, "end_logit": 1.8786357641220093, "text": "13", "probability": 0.0246890801936388 } ], "56beb90c3aeaaa14008c92cb": [ { "start_logit": 3.178180456161499, "end_logit": 3.447122812271118, "text": "1998 NFL draft, while Newton was picked first in 2011", "probability": 0.14259418845176697 }, { "start_logit": 2.8418831825256348, "end_logit": 3.447122812271118, "text": "2011", "probability": 0.1018708348274231 }, { "start_logit": 3.154390335083008, "end_logit": 2.9263224601745605, "text": "48 days (Manning was 39, Newton was 26", "probability": 0.0827159434556961 }, { "start_logit": 3.1024537086486816, "end_logit": 2.9263224601745605, "text": "13 years and 48 days (Manning was 39, Newton was 26", "probability": 0.07852960377931595 }, { "start_logit": 2.8746249675750732, "end_logit": 2.7989566326141357, "text": "Von Miller", "probability": 0.05505215749144554 }, { "start_logit": 2.8418831825256348, "end_logit": 2.7989566326141357, "text": "2011. The matchup also pits the top two picks of the 2011 draft against each other: Newton for Carolina and Von Miller", "probability": 0.05327882990241051 }, { "start_logit": 2.1708385944366455, "end_logit": 3.447122812271118, "text": "Newton was picked first in 2011", "probability": 0.05207374691963196 }, { "start_logit": 2.600374460220337, "end_logit": 2.9263224601745605, "text": "39, Newton was 26", "probability": 0.04753169044852257 }, { "start_logit": 1.9447174072265625, "end_logit": 3.447122812271118, "text": "Manning was the #1 selection of the 1998 NFL draft, while Newton was picked first in 2011", "probability": 0.04153512418270111 }, { "start_logit": 3.178180456161499, "end_logit": 2.2112057209014893, "text": "1998", "probability": 0.04143333435058594 }, { "start_logit": 2.4834184646606445, "end_logit": 2.7989566326141357, "text": "2011 draft against each other: Newton for Carolina and Von Miller", "probability": 0.037228506058454514 }, { "start_logit": 3.154390335083008, "end_logit": 2.0118167400360107, "text": "48 days (Manning was 39", "probability": 0.033145491033792496 }, { "start_logit": 3.178180456161499, "end_logit": 1.97040593624115, "text": "1998 NFL draft, while Newton was picked first in 2011. The matchup also pits the top two picks of the 2011", "probability": 0.03256655111908913 }, { "start_logit": 3.1024537086486816, "end_logit": 2.0118167400360107, "text": "13 years and 48 days (Manning was 39", "probability": 0.03146795555949211 }, { "start_logit": 2.8746249675750732, "end_logit": 2.1937553882598877, "text": "Von Miller for Denver", "probability": 0.030056526884436607 }, { "start_logit": 2.8418831825256348, "end_logit": 2.1937553882598877, "text": "2011. The matchup also pits the top two picks of the 2011 draft against each other: Newton for Carolina and Von Miller for Denver", "probability": 0.02908836491405964 }, { "start_logit": 2.2094600200653076, "end_logit": 2.7989566326141357, "text": "Carolina and Von Miller", "probability": 0.028307195752859116 }, { "start_logit": 2.0549192428588867, "end_logit": 2.9263224601745605, "text": "26", "probability": 0.027548309415578842 }, { "start_logit": 2.1708385944366455, "end_logit": 2.7989566326141357, "text": "Newton was picked first in 2011. The matchup also pits the top two picks of the 2011 draft against each other: Newton for Carolina and Von Miller", "probability": 0.027234775945544243 }, { "start_logit": 3.1024537086486816, "end_logit": 1.849035620689392, "text": "13", "probability": 0.02674075774848461 } ], "56bf41013aeaaa14008c959b": [ { "start_logit": 3.1188671588897705, "end_logit": 3.7914175987243652, "text": "2011", "probability": 0.1522713005542755 }, { "start_logit": 2.977198839187622, "end_logit": 3.7914175987243652, "text": "1998 NFL draft, while Newton was picked first in 2011", "probability": 0.13215763866901398 }, { "start_logit": 3.1100997924804688, "end_logit": 2.966066360473633, "text": "48 days (Manning was 39, Newton was 26", "probability": 0.06612486392259598 }, { "start_logit": 3.0905444622039795, "end_logit": 2.966066360473633, "text": "13 years and 48 days (Manning was 39, Newton was 26", "probability": 0.06484434753656387 }, { "start_logit": 3.1188671588897705, "end_logit": 2.8641116619110107, "text": "2011. The matchup also pits the top two picks of the 2011 draft against each other: Newton for Carolina and Von Miller", "probability": 0.06024126335978508 }, { "start_logit": 2.1124320030212402, "end_logit": 3.7914175987243652, "text": "Newton was picked first in 2011", "probability": 0.055658139288425446 }, { "start_logit": 2.930511713027954, "end_logit": 2.8641116619110107, "text": "Von Miller", "probability": 0.04989905655384064 }, { "start_logit": 2.883110523223877, "end_logit": 2.8641116619110107, "text": "2011 draft against each other: Newton for Carolina and Von Miller", "probability": 0.047588955610990524 }, { "start_logit": 1.9358597993850708, "end_logit": 3.7914175987243652, "text": "Manning was the #1 selection of the 1998 NFL draft, while Newton was picked first in 2011", "probability": 0.04664921388030052 }, { "start_logit": 3.1188671588897705, "end_logit": 2.5179219245910645, "text": "2011. The matchup also pits the top two picks of the 2011", "probability": 0.04261337220668793 }, { "start_logit": 2.6352860927581787, "end_logit": 2.966066360473633, "text": "39, Newton was 26", "probability": 0.041129741817712784 }, { "start_logit": 2.977198839187622, "end_logit": 2.5179219245910645, "text": "1998 NFL draft, while Newton was picked first in 2011. The matchup also pits the top two picks of the 2011", "probability": 0.036984529346227646 }, { "start_logit": 2.883110523223877, "end_logit": 2.5179219245910645, "text": "2011", "probability": 0.03366340324282646 }, { "start_logit": 3.1188671588897705, "end_logit": 2.0828640460968018, "text": "2011. The matchup also pits the top two picks of the 2011 draft against each other: Newton for Carolina and Von Miller for Denver", "probability": 0.02758052386343479 }, { "start_logit": 2.1531431674957275, "end_logit": 2.966066360473633, "text": "26", "probability": 0.025395909324288368 }, { "start_logit": 3.1100997924804688, "end_logit": 1.9938172101974487, "text": "48 days (Manning was 39", "probability": 0.025010503828525543 }, { "start_logit": 3.0905444622039795, "end_logit": 1.9938172101974487, "text": "13 years and 48 days (Manning was 39", "probability": 0.024526158347725868 }, { "start_logit": 2.930511713027954, "end_logit": 2.0828640460968018, "text": "Von Miller for Denver", "probability": 0.02284550853073597 }, { "start_logit": 2.977198839187622, "end_logit": 2.019634246826172, "text": "1998", "probability": 0.022470684722065926 }, { "start_logit": 2.127105474472046, "end_logit": 2.8641116619110107, "text": "Carolina and Von Miller", "probability": 0.02234485186636448 } ], "56bf41013aeaaa14008c959c": [ { "start_logit": 3.264828681945801, "end_logit": 3.528376579284668, "text": "1998 NFL draft, while Newton was picked first in 2011", "probability": 0.16335557401180267 }, { "start_logit": 2.907386064529419, "end_logit": 3.528376579284668, "text": "2011", "probability": 0.11426112055778503 }, { "start_logit": 3.1092324256896973, "end_logit": 2.9282634258270264, "text": "48 days (Manning was 39, Newton was 26", "probability": 0.07672438770532608 }, { "start_logit": 3.0527184009552, "end_logit": 2.9282634258270264, "text": "13 years and 48 days (Manning was 39, Newton was 26", "probability": 0.07250864803791046 }, { "start_logit": 2.907386064529419, "end_logit": 2.7547221183776855, "text": "2011. The matchup also pits the top two picks of the 2011 draft against each other: Newton for Carolina and Von Miller", "probability": 0.05271143838763237 }, { "start_logit": 2.861812114715576, "end_logit": 2.7547221183776855, "text": "Von Miller", "probability": 0.050363074988126755 }, { "start_logit": 2.6389994621276855, "end_logit": 2.9282634258270264, "text": "39, Newton was 26", "probability": 0.047941748052835464 }, { "start_logit": 2.027641773223877, "end_logit": 3.528376579284668, "text": "Newton was picked first in 2011", "probability": 0.04740569368004799 }, { "start_logit": 1.9588931798934937, "end_logit": 3.528376579284668, "text": "Manning was the #1 selection of the 1998 NFL draft, while Newton was picked first in 2011", "probability": 0.04425613209605217 }, { "start_logit": 3.264828681945801, "end_logit": 2.1820003986358643, "text": "1998", "probability": 0.04250207170844078 }, { "start_logit": 3.264828681945801, "end_logit": 2.149315595626831, "text": "1998 NFL draft, while Newton was picked first in 2011. The matchup also pits the top two picks of the 2011", "probability": 0.04113537818193436 }, { "start_logit": 2.6026976108551025, "end_logit": 2.7547221183776855, "text": "2011 draft against each other: Newton for Carolina and Von Miller", "probability": 0.03886693716049194 }, { "start_logit": 2.133213520050049, "end_logit": 2.9282634258270264, "text": "26", "probability": 0.028910379856824875 }, { "start_logit": 2.907386064529419, "end_logit": 2.149315595626831, "text": "2011. The matchup also pits the top two picks of the 2011", "probability": 0.028772659599781036 }, { "start_logit": 3.1092324256896973, "end_logit": 1.9007385969161987, "text": "48 days (Manning was 39", "probability": 0.027459030970931053 }, { "start_logit": 3.0527184009552, "end_logit": 1.9007385969161987, "text": "13 years and 48 days (Manning was 39", "probability": 0.025950239971280098 }, { "start_logit": 2.907386064529419, "end_logit": 2.0143966674804688, "text": "2011. The matchup also pits the top two picks of the 2011 draft against each other: Newton for Carolina and Von Miller for Denver", "probability": 0.025141162797808647 }, { "start_logit": 2.131275177001953, "end_logit": 2.7547221183776855, "text": "Carolina and Von Miller", "probability": 0.024257389828562737 }, { "start_logit": 2.861812114715576, "end_logit": 2.0143966674804688, "text": "Von Miller for Denver", "probability": 0.024021105840802193 }, { "start_logit": 3.1092324256896973, "end_logit": 1.7431640625, "text": "48 days", "probability": 0.02345586195588112 } ], "56bf41013aeaaa14008c959d": [ { "start_logit": 3.088287353515625, "end_logit": 3.6789073944091797, "text": "1998 NFL draft, while Newton was picked first in 2011", "probability": 0.14995339512825012 }, { "start_logit": 2.9763896465301514, "end_logit": 3.6789073944091797, "text": "2011", "probability": 0.134078711271286 }, { "start_logit": 3.12172794342041, "end_logit": 2.928922653198242, "text": "48 days (Manning was 39, Newton was 26", "probability": 0.07324283570051193 }, { "start_logit": 3.038734197616577, "end_logit": 2.928922653198242, "text": "13 years and 48 days (Manning was 39, Newton was 26", "probability": 0.06740956008434296 }, { "start_logit": 2.9763896465301514, "end_logit": 2.805821180343628, "text": "2011. The matchup also pits the top two picks of the 2011 draft against each other: Newton for Carolina and Von Miller", "probability": 0.05599937587976456 }, { "start_logit": 2.0465288162231445, "end_logit": 3.6789073944091797, "text": "Newton was picked first in 2011", "probability": 0.052908603101968765 }, { "start_logit": 2.8754160404205322, "end_logit": 2.805821180343628, "text": "Von Miller", "probability": 0.05062102898955345 }, { "start_logit": 1.8885401487350464, "end_logit": 3.6789073944091797, "text": "Manning was the #1 selection of the 1998 NFL draft, while Newton was picked first in 2011", "probability": 0.04517652094364166 }, { "start_logit": 2.5909078121185303, "end_logit": 2.928922653198242, "text": "39, Newton was 26", "probability": 0.04307576268911362 }, { "start_logit": 2.6699864864349365, "end_logit": 2.805821180343628, "text": "2011 draft against each other: Newton for Carolina and Von Miller", "probability": 0.04122057184576988 }, { "start_logit": 3.088287353515625, "end_logit": 2.1684210300445557, "text": "1998", "probability": 0.033110082149505615 }, { "start_logit": 3.12172794342041, "end_logit": 2.1278305053710938, "text": "48 days (Manning was 39", "probability": 0.032874200493097305 }, { "start_logit": 3.088287353515625, "end_logit": 2.134784698486328, "text": "1998 NFL draft, while Newton was picked first in 2011. The matchup also pits the top two picks of the 2011", "probability": 0.032014910131692886 }, { "start_logit": 3.038734197616577, "end_logit": 2.1278305053710938, "text": "13 years and 48 days (Manning was 39", "probability": 0.030256006866693497 }, { "start_logit": 2.9763896465301514, "end_logit": 2.134784698486328, "text": "2011. The matchup also pits the top two picks of the 2011", "probability": 0.02862568199634552 }, { "start_logit": 2.9763896465301514, "end_logit": 2.106205463409424, "text": "2011. The matchup also pits the top two picks of the 2011 draft against each other: Newton for Carolina and Von Miller for Denver", "probability": 0.027819151058793068 }, { "start_logit": 3.12172794342041, "end_logit": 1.9194527864456177, "text": "48 days", "probability": 0.026690568774938583 }, { "start_logit": 1.3052417039871216, "end_logit": 3.6789073944091797, "text": "NFL draft, while Newton was picked first in 2011", "probability": 0.02521095611155033 }, { "start_logit": 2.8754160404205322, "end_logit": 2.106205463409424, "text": "Von Miller for Denver", "probability": 0.025147322565317154 }, { "start_logit": 3.038734197616577, "end_logit": 1.9194527864456177, "text": "13 years and 48 days", "probability": 0.02456485852599144 } ], "56bf41013aeaaa14008c959e": [ { "start_logit": 3.1378064155578613, "end_logit": 3.6950230598449707, "text": "1998 NFL draft, while Newton was picked first in 2011", "probability": 0.1507570594549179 }, { "start_logit": 2.9988150596618652, "end_logit": 3.6950230598449707, "text": "2011", "probability": 0.13119414448738098 }, { "start_logit": 3.1303224563598633, "end_logit": 2.989372491836548, "text": "48 days (Manning was 39, Newton was 26", "probability": 0.07388684898614883 }, { "start_logit": 3.0679399967193604, "end_logit": 2.989372491836548, "text": "13 years and 48 days (Manning was 39, Newton was 26", "probability": 0.06941844522953033 }, { "start_logit": 2.9988150596618652, "end_logit": 2.8869144916534424, "text": "2011. The matchup also pits the top two picks of the 2011 draft against each other: Newton for Carolina and Von Miller", "probability": 0.05847328156232834 }, { "start_logit": 2.9351589679718018, "end_logit": 2.8869144916534424, "text": "Von Miller", "probability": 0.054867085069417953 }, { "start_logit": 1.9741400480270386, "end_logit": 3.6950230598449707, "text": "Newton was picked first in 2011", "probability": 0.047087300568819046 }, { "start_logit": 1.8795788288116455, "end_logit": 3.6950230598449707, "text": "Manning was the #1 selection of the 1998 NFL draft, while Newton was picked first in 2011", "probability": 0.04283871501684189 }, { "start_logit": 2.678434371948242, "end_logit": 2.8869144916534424, "text": "2011 draft against each other: Newton for Carolina and Von Miller", "probability": 0.0424441359937191 }, { "start_logit": 2.569257974624634, "end_logit": 2.989372491836548, "text": "39, Newton was 26", "probability": 0.04215994477272034 }, { "start_logit": 3.1378064155578613, "end_logit": 2.1998558044433594, "text": "1998 NFL draft, while Newton was picked first in 2011. The matchup also pits the top two picks of the 2011", "probability": 0.033801402896642685 }, { "start_logit": 3.1378064155578613, "end_logit": 2.166987180709839, "text": "1998", "probability": 0.03270845115184784 }, { "start_logit": 3.1303224563598633, "end_logit": 2.1556153297424316, "text": "48 days (Manning was 39", "probability": 0.03209749236702919 }, { "start_logit": 3.0679399967193604, "end_logit": 2.1556153297424316, "text": "13 years and 48 days (Manning was 39", "probability": 0.03015635907649994 }, { "start_logit": 2.9988150596618652, "end_logit": 2.1998558044433594, "text": "2011. The matchup also pits the top two picks of the 2011", "probability": 0.029415182769298553 }, { "start_logit": 2.9988150596618652, "end_logit": 2.18265438079834, "text": "2011. The matchup also pits the top two picks of the 2011 draft against each other: Newton for Carolina and Von Miller for Denver", "probability": 0.028913527727127075 }, { "start_logit": 2.9351589679718018, "end_logit": 2.18265438079834, "text": "Von Miller for Denver", "probability": 0.027130354195833206 }, { "start_logit": 2.058626890182495, "end_logit": 2.989372491836548, "text": "26", "probability": 0.0253008883446455 }, { "start_logit": 2.111363649368286, "end_logit": 2.8869144916534424, "text": "Carolina and Von Miller", "probability": 0.024073658511042595 }, { "start_logit": 3.1303224563598633, "end_logit": 1.8342463970184326, "text": "48 days", "probability": 0.02327568642795086 } ], "56d7096b0d65d214001982fc": [ { "start_logit": 3.106844425201416, "end_logit": 3.7191593647003174, "text": "1998 NFL draft, while Newton was picked first in 2011", "probability": 0.14430145919322968 }, { "start_logit": 3.0212769508361816, "end_logit": 3.7191593647003174, "text": "2011", "probability": 0.13246746361255646 }, { "start_logit": 3.210537910461426, "end_logit": 2.9499802589416504, "text": "48 days (Manning was 39, Newton was 26", "probability": 0.07417437434196472 }, { "start_logit": 3.086176872253418, "end_logit": 2.9499802589416504, "text": "13 years and 48 days (Manning was 39, Newton was 26", "probability": 0.06550049036741257 }, { "start_logit": 2.234576940536499, "end_logit": 3.7191593647003174, "text": "Newton was picked first in 2011", "probability": 0.06031837686896324 }, { "start_logit": 3.0212769508361816, "end_logit": 2.884521007537842, "text": "2011. The matchup also pits the top two picks of the 2011 draft against each other: Newton for Carolina and Von Miller", "probability": 0.057495031505823135 }, { "start_logit": 3.0072858333587646, "end_logit": 2.884521007537842, "text": "Von Miller", "probability": 0.056696195155382156 }, { "start_logit": 2.6960220336914062, "end_logit": 2.9499802589416504, "text": "39, Newton was 26", "probability": 0.04434068873524666 }, { "start_logit": 2.737626791000366, "end_logit": 2.884521007537842, "text": "2011 draft against each other: Newton for Carolina and Von Miller", "probability": 0.0432954765856266 }, { "start_logit": 1.6505098342895508, "end_logit": 3.7191593647003174, "text": "Manning was the #1 selection of the 1998 NFL draft, while Newton was picked first in 2011", "probability": 0.03363507613539696 }, { "start_logit": 3.106844425201416, "end_logit": 2.258876323699951, "text": "1998 NFL draft, while Newton was picked first in 2011. The matchup also pits the top two picks of the 2011", "probability": 0.03350253775715828 }, { "start_logit": 3.106844425201416, "end_logit": 2.1999082565307617, "text": "1998", "probability": 0.031584080308675766 }, { "start_logit": 3.0212769508361816, "end_logit": 2.2639529705047607, "text": "2011. The matchup also pits the top two picks of the 2011 draft against each other: Newton for Carolina and Von Miller for Denver", "probability": 0.030911557376384735 }, { "start_logit": 3.0212769508361816, "end_logit": 2.258876323699951, "text": "2011. The matchup also pits the top two picks of the 2011", "probability": 0.030755041167140007 }, { "start_logit": 3.0072858333587646, "end_logit": 2.2639529705047607, "text": "Von Miller for Denver", "probability": 0.030482092872262 }, { "start_logit": 3.210537910461426, "end_logit": 2.004789352416992, "text": "48 days (Manning was 39", "probability": 0.028824560344219208 }, { "start_logit": 2.234576940536499, "end_logit": 2.884521007537842, "text": "Newton was picked first in 2011. The matchup also pits the top two picks of the 2011 draft against each other: Newton for Carolina and Von Miller", "probability": 0.02618006244301796 }, { "start_logit": 3.086176872253418, "end_logit": 2.004789352416992, "text": "13 years and 48 days (Manning was 39", "probability": 0.025453845039010048 }, { "start_logit": 1.3685755729675293, "end_logit": 3.7191593647003174, "text": "NFL draft, while Newton was picked first in 2011", "probability": 0.02537173591554165 }, { "start_logit": 3.210537910461426, "end_logit": 1.8507657051086426, "text": "48 days", "probability": 0.024709906429052353 } ], "56d7096b0d65d214001982fd": [ { "start_logit": 3.1085283756256104, "end_logit": 3.728501319885254, "text": "1998 NFL draft, while Newton was picked first in 2011", "probability": 0.14468051493167877 }, { "start_logit": 3.022449254989624, "end_logit": 3.728501319885254, "text": "2011", "probability": 0.1327475607395172 }, { "start_logit": 3.2131400108337402, "end_logit": 2.9506189823150635, "text": "48 days (Manning was 39, Newton was 26", "probability": 0.07379254698753357 }, { "start_logit": 3.0875415802001953, "end_logit": 2.9506189823150635, "text": "13 years and 48 days (Manning was 39, Newton was 26", "probability": 0.06508269906044006 }, { "start_logit": 3.022449254989624, "end_logit": 2.9077672958374023, "text": "2011. The matchup also pits the top two picks of the 2011 draft against each other: Newton for Carolina and Von Miller", "probability": 0.05842332914471626 }, { "start_logit": 2.939819574356079, "end_logit": 2.9077672958374023, "text": "Von Miller", "probability": 0.05378986895084381 }, { "start_logit": 2.047849655151367, "end_logit": 3.728501319885254, "text": "Manning was the #1 selection of the 1998 NFL draft, while Newton was picked first in 2011", "probability": 0.05009140446782112 }, { "start_logit": 2.043630599975586, "end_logit": 3.728501319885254, "text": "Newton was picked first in 2011", "probability": 0.04988051578402519 }, { "start_logit": 2.7038180828094482, "end_logit": 2.9506189823150635, "text": "39, Newton was 26", "probability": 0.044342149049043655 }, { "start_logit": 2.734495162963867, "end_logit": 2.9077672958374023, "text": "2011 draft against each other: Newton for Carolina and Von Miller", "probability": 0.0438055694103241 }, { "start_logit": 3.1085283756256104, "end_logit": 2.2566399574279785, "text": "1998 NFL draft, while Newton was picked first in 2011. The matchup also pits the top two picks of the 2011", "probability": 0.033203888684511185 }, { "start_logit": 3.1085283756256104, "end_logit": 2.2067272663116455, "text": "1998", "probability": 0.03158726915717125 }, { "start_logit": 3.022449254989624, "end_logit": 2.2566399574279785, "text": "2011. The matchup also pits the top two picks of the 2011", "probability": 0.030465275049209595 }, { "start_logit": 3.022449254989624, "end_logit": 2.242908239364624, "text": "2011. The matchup also pits the top two picks of the 2011 draft against each other: Newton for Carolina and Von Miller for Denver", "probability": 0.030049797147512436 }, { "start_logit": 3.2131400108337402, "end_logit": 2.024470329284668, "text": "48 days (Manning was 39", "probability": 0.02922746166586876 }, { "start_logit": 2.939819574356079, "end_logit": 2.242908239364624, "text": "Von Miller for Denver", "probability": 0.0276666097342968 }, { "start_logit": 1.393451452255249, "end_logit": 3.728501319885254, "text": "NFL draft, while Newton was picked first in 2011", "probability": 0.026035251095891 }, { "start_logit": 3.0875415802001953, "end_logit": 2.024470329284668, "text": "13 years and 48 days (Manning was 39", "probability": 0.02577771432697773 }, { "start_logit": 2.1745424270629883, "end_logit": 2.9077672958374023, "text": "Carolina and Von Miller", "probability": 0.02502332255244255 }, { "start_logit": 3.2131400108337402, "end_logit": 1.8409610986709595, "text": "48 days", "probability": 0.024327309802174568 } ], "56d7096b0d65d214001982fe": [ { "start_logit": 3.177284002304077, "end_logit": 3.4317266941070557, "text": "1998 NFL draft, while Newton was picked first in 2011", "probability": 0.13702090084552765 }, { "start_logit": 2.7846519947052, "end_logit": 3.4317266941070557, "text": "2011", "probability": 0.09252708405256271 }, { "start_logit": 3.2134041786193848, "end_logit": 2.9374256134033203, "text": "48 days (Manning was 39, Newton was 26", "probability": 0.08665654808282852 }, { "start_logit": 3.070500612258911, "end_logit": 2.9374256134033203, "text": "13 years and 48 days (Manning was 39, Newton was 26", "probability": 0.07511713355779648 }, { "start_logit": 2.9457743167877197, "end_logit": 2.884490966796875, "text": "Von Miller", "probability": 0.06289003789424896 }, { "start_logit": 2.7846519947052, "end_logit": 2.884490966796875, "text": "2011. The matchup also pits the top two picks of the 2011 draft against each other: Newton for Carolina and Von Miller", "probability": 0.05353124439716339 }, { "start_logit": 2.6873552799224854, "end_logit": 2.9374256134033203, "text": "39, Newton was 26", "probability": 0.05120839178562164 }, { "start_logit": 2.1750295162200928, "end_logit": 3.4317266941070557, "text": "Newton was picked first in 2011", "probability": 0.05029365420341492 }, { "start_logit": 3.177284002304077, "end_logit": 2.1738903522491455, "text": "1998", "probability": 0.038950711488723755 }, { "start_logit": 1.9157829284667969, "end_logit": 3.4317266941070557, "text": "Manning was the #1 selection of the 1998 NFL draft, while Newton was picked first in 2011", "probability": 0.038808222860097885 }, { "start_logit": 2.448655605316162, "end_logit": 2.884490966796875, "text": "2011 draft against each other: Newton for Carolina and Von Miller", "probability": 0.038254812359809875 }, { "start_logit": 3.177284002304077, "end_logit": 2.0667905807495117, "text": "1998 NFL draft, while Newton was picked first in 2011. The matchup also pits the top two picks of the 2011", "probability": 0.03499473258852959 }, { "start_logit": 2.9457743167877197, "end_logit": 2.2640669345855713, "text": "Von Miller for Denver", "probability": 0.03381701558828354 }, { "start_logit": 3.2134041786193848, "end_logit": 1.9795302152633667, "text": "48 days (Manning was 39", "probability": 0.03325008228421211 }, { "start_logit": 2.182605266571045, "end_logit": 2.884490966796875, "text": "Carolina and Von Miller", "probability": 0.029318509623408318 }, { "start_logit": 2.1750295162200928, "end_logit": 2.884490966796875, "text": "Newton was picked first in 2011. The matchup also pits the top two picks of the 2011 draft against each other: Newton for Carolina and Von Miller", "probability": 0.029097244143486023 }, { "start_logit": 3.070500612258911, "end_logit": 1.9795302152633667, "text": "13 years and 48 days (Manning was 39", "probability": 0.028822416439652443 }, { "start_logit": 2.7846519947052, "end_logit": 2.2640669345855713, "text": "2011. The matchup also pits the top two picks of the 2011 draft against each other: Newton for Carolina and Von Miller for Denver", "probability": 0.028784632682800293 }, { "start_logit": 3.2134041786193848, "end_logit": 1.835112452507019, "text": "48 days", "probability": 0.028778815641999245 }, { "start_logit": 2.7526392936706543, "end_logit": 2.2640669345855713, "text": "Denver", "probability": 0.02787775918841362 } ], "56d9a199dc89441400fdb647": [ { "start_logit": 3.1637461185455322, "end_logit": 3.7201972007751465, "text": "1998 NFL draft, while Newton was picked first in 2011", "probability": 0.15744774043560028 }, { "start_logit": 3.0060689449310303, "end_logit": 3.7201972007751465, "text": "2011", "probability": 0.1344800740480423 }, { "start_logit": 3.179706573486328, "end_logit": 2.937650680541992, "text": "48 days (Manning was 39, Newton was 26", "probability": 0.0731496512889862 }, { "start_logit": 3.1306376457214355, "end_logit": 2.937650680541992, "text": "13 years and 48 days (Manning was 39, Newton was 26", "probability": 0.0696469098329544 }, { "start_logit": 3.0060689449310303, "end_logit": 2.797090530395508, "text": "2011. The matchup also pits the top two picks of the 2011 draft against each other: Newton for Carolina and Von Miller", "probability": 0.05342665687203407 }, { "start_logit": 2.876309633255005, "end_logit": 2.797090530395508, "text": "Von Miller", "probability": 0.04692497104406357 }, { "start_logit": 1.939314365386963, "end_logit": 3.7201972007751465, "text": "Newton was picked first in 2011", "probability": 0.046277765184640884 }, { "start_logit": 1.921839714050293, "end_logit": 3.7201972007751465, "text": "Manning was the #1 selection of the 1998 NFL draft, while Newton was picked first in 2011", "probability": 0.04547610133886337 }, { "start_logit": 2.598874568939209, "end_logit": 2.937650680541992, "text": "39, Newton was 26", "probability": 0.04092230275273323 }, { "start_logit": 2.7024168968200684, "end_logit": 2.797090530395508, "text": "2011 draft against each other: Newton for Carolina and Von Miller", "probability": 0.039435144513845444 }, { "start_logit": 3.1637461185455322, "end_logit": 2.2739369869232178, "text": "1998 NFL draft, while Newton was picked first in 2011. The matchup also pits the top two picks of the 2011", "probability": 0.03707093000411987 }, { "start_logit": 3.1637461185455322, "end_logit": 2.2228386402130127, "text": "1998", "probability": 0.03522425517439842 }, { "start_logit": 3.0060689449310303, "end_logit": 2.2739369869232178, "text": "2011. The matchup also pits the top two picks of the 2011", "probability": 0.03166322410106659 }, { "start_logit": 3.179706573486328, "end_logit": 2.050222873687744, "text": "48 days (Manning was 39", "probability": 0.030116688460111618 }, { "start_logit": 3.0060689449310303, "end_logit": 2.2008605003356934, "text": "2011. 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The Broncos practiced at Stanford University and stayed at the Santa Clara Marriott", "probability": 0.021535374224185944 }, { "start_logit": 1.3753740787506104, "end_logit": 3.0906574726104736, "text": "Broncos practiced at Stanford University and stayed at the Santa Clara Marriott", "probability": 0.02095171809196472 }, { "start_logit": 1.3691272735595703, "end_logit": 3.0906574726104736, "text": "Marriott", "probability": 0.020821239799261093 }, { "start_logit": 1.3539866209030151, "end_logit": 3.0906574726104736, "text": "Jose State practice facility and stayed at the San Jose Marriott. The Broncos practiced at Stanford University and stayed at the Santa Clara Marriott", "probability": 0.02050836943089962 }, { "start_logit": 1.0783190727233887, "end_logit": 3.2794437408447266, "text": "Panthers used the San Jose State practice facility and stayed at the San Jose Marriott", "probability": 0.01880178600549698 }, { "start_logit": 1.2109819650650024, "end_logit": 3.0906574726104736, "text": "University and stayed at the Santa Clara Marriott", "probability": 0.017775632441043854 } ], "56bf49993aeaaa14008c95b8": [ { "start_logit": 3.186782121658325, "end_logit": 3.0992534160614014, "text": "Stanford University and stayed at the Santa Clara Marriott", "probability": 0.12350981682538986 }, { "start_logit": 2.9383091926574707, "end_logit": 3.2811317443847656, "text": "San Jose State practice facility and stayed at the San Jose Marriott", "probability": 0.1155526265501976 }, { "start_logit": 3.007110357284546, "end_logit": 3.0992534160614014, "text": "Santa Clara Marriott", "probability": 0.10319793224334717 }, { "start_logit": 2.7869954109191895, "end_logit": 3.2811317443847656, "text": "San Jose Marriott", "probability": 0.0993264839053154 }, { "start_logit": 2.9383091926574707, "end_logit": 3.0992534160614014, "text": "San Jose State practice facility and stayed at the San Jose Marriott. 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The Broncos practiced at Stanford University and stayed at the Santa Clara Marriott", "probability": 0.028624679893255234 }, { "start_logit": 2.9383091926574707, "end_logit": 1.7948895692825317, "text": "San Jose State practice facility and stayed at the San Jose Marriott. The Broncos practiced at Stanford University", "probability": 0.026140445843338966 }, { "start_logit": 1.5833078622817993, "end_logit": 3.0992534160614014, "text": "Panthers used the San Jose State practice facility and stayed at the San Jose Marriott. The Broncos practiced at Stanford University and stayed at the Santa Clara Marriott", "probability": 0.024849720299243927 }, { "start_logit": 1.3958275318145752, "end_logit": 3.2811317443847656, "text": "Jose Marriott", "probability": 0.024710893630981445 }, { "start_logit": 1.3618311882019043, "end_logit": 3.2811317443847656, "text": "Jose State practice facility and stayed at the San Jose Marriott", "probability": 0.023884935304522514 }, { "start_logit": 2.7869954109191895, "end_logit": 1.7948895692825317, "text": "San Jose Marriott. The Broncos practiced at Stanford University", "probability": 0.02246974967420101 }, { "start_logit": 1.3958275318145752, "end_logit": 3.0992534160614014, "text": "Jose Marriott. 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The Broncos practiced at Stanford University and stayed at the Santa Clara Marriott", "probability": 0.09051088243722916 }, { "start_logit": 2.7610251903533936, "end_logit": 3.0161914825439453, "text": "San Jose Marriott. The Broncos practiced at Stanford University and stayed at the Santa Clara Marriott", "probability": 0.08366534113883972 }, { "start_logit": 2.8396706581115723, "end_logit": 2.509134292602539, "text": "San Jose State practice facility", "probability": 0.05451156571507454 }, { "start_logit": 3.129796028137207, "end_logit": 1.8612421751022339, "text": "Stanford University", "probability": 0.038116466253995895 }, { "start_logit": 1.6940703392028809, "end_logit": 3.2413039207458496, "text": "Marriott", "probability": 0.03605271875858307 }, { "start_logit": 1.6940703392028809, "end_logit": 3.0161914825439453, "text": "Marriott. The Broncos practiced at Stanford University and stayed at the Santa Clara Marriott", "probability": 0.02878544293344021 }, { "start_logit": 2.8396706581115723, "end_logit": 1.8612421751022339, "text": "San Jose State practice facility and stayed at the San Jose Marriott. The Broncos practiced at Stanford University", "probability": 0.02851758524775505 }, { "start_logit": 1.4247974157333374, "end_logit": 3.2413039207458496, "text": "Jose Marriott", "probability": 0.02754192426800728 }, { "start_logit": 2.7610251903533936, "end_logit": 1.8612421751022339, "text": "San Jose Marriott. The Broncos practiced at Stanford University", "probability": 0.02636072412133217 }, { "start_logit": 1.2984740734100342, "end_logit": 3.2413039207458496, "text": "Jose State practice facility and stayed at the San Jose Marriott", "probability": 0.02427351102232933 }, { "start_logit": 1.4247974157333374, "end_logit": 3.0161914825439453, "text": "Jose Marriott. The Broncos practiced at Stanford University and stayed at the Santa Clara Marriott", "probability": 0.021990200504660606 }, { "start_logit": 1.385590672492981, "end_logit": 3.0161914825439453, "text": "Broncos practiced at Stanford University and stayed at the Santa Clara Marriott", "probability": 0.021144716069102287 }, { "start_logit": 1.349193811416626, "end_logit": 3.0161914825439453, "text": "Marriott", "probability": 0.020388949662446976 }, { "start_logit": 1.0773528814315796, "end_logit": 3.2413039207458496, "text": "Panthers used the San Jose State practice facility and stayed at the San Jose Marriott", "probability": 0.01945813000202179 }, { "start_logit": 1.2984740734100342, "end_logit": 3.0161914825439453, "text": "Jose State practice facility and stayed at the San Jose Marriott. The Broncos practiced at Stanford University and stayed at the Santa Clara Marriott", "probability": 0.01938062533736229 }, { "start_logit": 1.2580455541610718, "end_logit": 3.0161914825439453, "text": "University and stayed at the Santa Clara Marriott", "probability": 0.01861271634697914 } ], "56d70d240d65d21400198327": [ { "start_logit": 3.161527156829834, "end_logit": 3.126544237136841, "text": "Stanford University and stayed at the Santa Clara Marriott", "probability": 0.11793053895235062 }, { "start_logit": 2.962463140487671, "end_logit": 3.3002145290374756, "text": "San Jose State practice facility and stayed at the San Jose Marriott", "probability": 0.1149735227227211 }, { "start_logit": 3.0514867305755615, "end_logit": 3.126544237136841, "text": "Santa Clara Marriott", "probability": 0.1056419089436531 }, { "start_logit": 2.821063756942749, "end_logit": 3.3002145290374756, "text": "San Jose Marriott", "probability": 0.09981340914964676 }, { "start_logit": 2.962463140487671, "end_logit": 3.126544237136841, "text": "San Jose State practice facility and stayed at the San Jose Marriott. 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The Broncos practiced at Stanford University and stayed at the Santa Clara Marriott", "probability": 0.10204724222421646 }, { "start_logit": 2.9101908206939697, "end_logit": 3.1264166831970215, "text": "Santa Clara Marriott", "probability": 0.0996587797999382 }, { "start_logit": 2.745802164077759, "end_logit": 3.279183864593506, "text": "San Jose Marriott", "probability": 0.09850730001926422 }, { "start_logit": 2.745802164077759, "end_logit": 3.1264166831970215, "text": "San Jose Marriott. The Broncos practiced at Stanford University and stayed at the Santa Clara Marriott", "probability": 0.08455173671245575 }, { "start_logit": 2.9338743686676025, "end_logit": 2.635864496231079, "text": "San Jose State practice facility", "probability": 0.06248229742050171 }, { "start_logit": 1.7115671634674072, "end_logit": 3.279183864593506, "text": "Marriott", "probability": 0.035019177943468094 }, { "start_logit": 3.094269037246704, "end_logit": 1.7917633056640625, "text": "Stanford University", "probability": 0.03153747692704201 }, { "start_logit": 1.7115671634674072, "end_logit": 3.1264166831970215, "text": "Marriott. The Broncos practiced at Stanford University and stayed at the Santa Clara Marriott", "probability": 0.030057990923523903 }, { "start_logit": 2.9338743686676025, "end_logit": 1.7917633056640625, "text": "San Jose State practice facility and stayed at the San Jose Marriott. The Broncos practiced at Stanford University", "probability": 0.026863861829042435 }, { "start_logit": 1.3539090156555176, "end_logit": 3.279183864593506, "text": "Jose State practice facility and stayed at the San Jose Marriott", "probability": 0.024489326402544975 }, { "start_logit": 1.3239322900772095, "end_logit": 3.279183864593506, "text": "Jose Marriott", "probability": 0.023766107857227325 }, { "start_logit": 1.4158614873886108, "end_logit": 3.1264166831970215, "text": "Broncos practiced at Stanford University and stayed at the Santa Clara Marriott", "probability": 0.02236333303153515 }, { "start_logit": 2.745802164077759, "end_logit": 1.7917633056640625, "text": "San Jose Marriott. The Broncos practiced at Stanford University", "probability": 0.022258182987570763 }, { "start_logit": 1.364989995956421, "end_logit": 3.1264166831970215, "text": "Marriott", "probability": 0.021254122257232666 }, { "start_logit": 1.3539090156555176, "end_logit": 3.1264166831970215, "text": "Jose State practice facility and stayed at the San Jose Marriott. The Broncos practiced at Stanford University and stayed at the Santa Clara Marriott", "probability": 0.021019911393523216 }, { "start_logit": 1.3239322900772095, "end_logit": 3.1264166831970215, "text": "Jose Marriott. 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The Broncos practiced at Stanford University and stayed at the Santa Clara Marriott", "probability": 0.0802125483751297 }, { "start_logit": 2.712725877761841, "end_logit": 2.8000574111938477, "text": "San Jose State practice facility", "probability": 0.0777101218700409 }, { "start_logit": 2.712725877761841, "end_logit": 2.7640669345855713, "text": "San Jose State practice facility and stayed at the San Jose Marriott. The Broncos practiced at Stanford University and stayed at the Santa Clara Marriott", "probability": 0.0749630481004715 }, { "start_logit": 3.0501866340637207, "end_logit": 1.9455000162124634, "text": "Stanford University", "probability": 0.04633460193872452 }, { "start_logit": 1.7250303030014038, "end_logit": 3.0607357025146484, "text": "Marriott", "probability": 0.0375610888004303 }, { "start_logit": 2.7804107666015625, "end_logit": 1.9455000162124634, "text": "San Jose Marriott. The Broncos practiced at Stanford University", "probability": 0.03537881374359131 }, { "start_logit": 2.712725877761841, "end_logit": 1.9455000162124634, "text": "San Jose State practice facility and stayed at the San Jose Marriott. The Broncos practiced at Stanford University", "probability": 0.03306345269083977 }, { "start_logit": 1.4520586729049683, "end_logit": 3.0607357025146484, "text": "Jose Marriott", "probability": 0.02858828566968441 }, { "start_logit": 1.7250303030014038, "end_logit": 2.7640669345855713, "text": "Marriott. The Broncos practiced at Stanford University and stayed at the Santa Clara Marriott", "probability": 0.027918780222535133 }, { "start_logit": 1.2484993934631348, "end_logit": 3.0607357025146484, "text": "Panthers used the San Jose State practice facility and stayed at the San Jose Marriott", "probability": 0.023322943598031998 }, { "start_logit": 1.21168053150177, "end_logit": 3.0607357025146484, "text": "Jose State practice facility and stayed at the San Jose Marriott", "probability": 0.0224798321723938 }, { "start_logit": 1.5038511753082275, "end_logit": 2.7640669345855713, "text": "Broncos practiced at Stanford University and stayed at the Santa Clara Marriott", "probability": 0.02237894758582115 }, { "start_logit": 1.1617423295974731, "end_logit": 3.0607357025146484, "text": "the San Jose Marriott", "probability": 0.021384799852967262 }, { "start_logit": 1.4520586729049683, "end_logit": 2.7640669345855713, "text": "Jose Marriott. The Broncos practiced at Stanford University and stayed at the Santa Clara Marriott", "probability": 0.02124938555061817 }, { "start_logit": 1.3258529901504517, "end_logit": 2.7640669345855713, "text": "Marriott", "probability": 0.018729927018284798 }, { "start_logit": 1.3219894170761108, "end_logit": 2.7640669345855713, "text": "University and stayed at the Santa Clara Marriott", "probability": 0.01865769736468792 } ], "56d9a6b4dc89441400fdb6a2": [ { "start_logit": 3.141122341156006, "end_logit": 3.029038906097412, "text": "Stanford University and stayed at the Santa Clara Marriott", "probability": 0.11814189702272415 }, { "start_logit": 2.883054256439209, "end_logit": 3.246706247329712, "text": "San Jose State practice facility and stayed at the San Jose Marriott", "probability": 0.11346402764320374 }, { "start_logit": 2.7854597568511963, "end_logit": 3.246706247329712, "text": "San Jose Marriott", "probability": 0.1029137521982193 }, { "start_logit": 2.995384693145752, "end_logit": 3.029038906097412, "text": "Santa Clara Marriott", "probability": 0.10212002694606781 }, { "start_logit": 2.883054256439209, "end_logit": 3.029038906097412, "text": "San Jose State practice facility and stayed at the San Jose Marriott. The Broncos practiced at Stanford University and stayed at the Santa Clara Marriott", "probability": 0.09126964956521988 }, { "start_logit": 2.7854597568511963, "end_logit": 3.029038906097412, "text": "San Jose Marriott. The Broncos practiced at Stanford University and stayed at the Santa Clara Marriott", "probability": 0.08278311789035797 }, { "start_logit": 2.883054256439209, "end_logit": 2.4807519912719727, "text": "San Jose State practice facility", "probability": 0.05274829640984535 }, { "start_logit": 3.141122341156006, "end_logit": 1.8511747121810913, "text": "Stanford University", "probability": 0.036380115896463394 }, { "start_logit": 1.691953182220459, "end_logit": 3.246706247329712, "text": "Marriott", "probability": 0.03448018431663513 }, { "start_logit": 1.5830785036087036, "end_logit": 3.246706247329712, "text": "Panthers used the San Jose State practice facility and stayed at the San Jose Marriott", "probability": 0.030923303216695786 }, { "start_logit": 2.883054256439209, "end_logit": 1.8511747121810913, "text": "San Jose State practice facility and stayed at the San Jose Marriott. The Broncos practiced at Stanford University", "probability": 0.02810519188642502 }, { "start_logit": 1.691953182220459, "end_logit": 3.029038906097412, "text": "Marriott. The Broncos practiced at Stanford University and stayed at the Santa Clara Marriott", "probability": 0.02773561328649521 }, { "start_logit": 1.4258508682250977, "end_logit": 3.246706247329712, "text": "Jose Marriott", "probability": 0.02642424777150154 }, { "start_logit": 2.7854597568511963, "end_logit": 1.8511747121810913, "text": "San Jose Marriott. The Broncos practiced at Stanford University", "probability": 0.025491870939731598 }, { "start_logit": 1.5830785036087036, "end_logit": 3.029038906097412, "text": "Panthers used the San Jose State practice facility and stayed at the San Jose Marriott. The Broncos practiced at Stanford University and stayed at the Santa Clara Marriott", "probability": 0.024874482303857803 }, { "start_logit": 1.3084781169891357, "end_logit": 3.246706247329712, "text": "Jose State practice facility and stayed at the San Jose Marriott", "probability": 0.023497866466641426 }, { "start_logit": 1.4258508682250977, "end_logit": 3.029038906097412, "text": "Jose Marriott. The Broncos practiced at Stanford University and stayed at the Santa Clara Marriott", "probability": 0.021255483850836754 }, { "start_logit": 1.3534940481185913, "end_logit": 3.029038906097412, "text": "Marriott", "probability": 0.01977183111011982 }, { "start_logit": 1.3084781169891357, "end_logit": 3.029038906097412, "text": "Jose State practice facility and stayed at the San Jose Marriott. 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San Francisco mayor Ed Lee", "probability": 0.036529749631881714 }, { "start_logit": 2.9604008197784424, "end_logit": 3.307161569595337, "text": "January 30 at Justin Herman Plaza on The Embarcadero", "probability": 0.03192025423049927 }, { "start_logit": 2.9604008197784424, "end_logit": 3.224205493927002, "text": "January 30", "probability": 0.029379140585660934 }, { "start_logit": 2.7226028442382812, "end_logit": 3.400742530822754, "text": "More than 1 million", "probability": 0.027633361518383026 } ], "56bebcbe3aeaaa14008c9326": [ { "start_logit": 3.7193775177001953, "end_logit": 4.008152961730957, "text": "Justin Herman Plaza", "probability": 0.14205028116703033 }, { "start_logit": 3.2881720066070557, "end_logit": 4.008152961730957, "text": "Super Bowl City\" opened on January 30 at Justin Herman Plaza", "probability": 0.0922936424612999 }, { "start_logit": 3.7193775177001953, "end_logit": 3.3053154945373535, "text": "Justin Herman Plaza on The Embarcadero", "probability": 0.07034020870923996 }, { "start_logit": 2.951347827911377, "end_logit": 4.008152961730957, "text": "January 30 at Justin Herman Plaza", "probability": 0.06590085476636887 }, { "start_logit": 3.2881720066070557, "end_logit": 3.644334077835083, "text": "Super Bowl City", "probability": 0.06414567679166794 }, { "start_logit": 2.6535820960998535, "end_logit": 4.008152961730957, "text": "San Francisco. In addition, \"Super Bowl City\" opened on January 30 at Justin Herman Plaza", "probability": 0.04892975091934204 }, { "start_logit": 3.291327953338623, "end_logit": 3.355895519256592, "text": "1 million", "probability": 0.048224832862615585 }, { "start_logit": 3.2881720066070557, "end_logit": 3.3053154945373535, "text": "Super Bowl City\" opened on January 30 at Justin Herman Plaza on The Embarcadero", "probability": 0.04570183530449867 }, { "start_logit": 2.576598644256592, "end_logit": 4.008152961730957, "text": "Moscone Center in San Francisco. In addition, \"Super Bowl City\" opened on January 30 at Justin Herman Plaza", "probability": 0.0453043095767498 }, { "start_logit": 3.2881720066070557, "end_logit": 3.2064356803894043, "text": "Super Bowl City\" opened on January 30", "probability": 0.04139907285571098 }, { "start_logit": 3.291327953338623, "end_logit": 3.1980483531951904, "text": "1 million people are expected to attend the festivities in San Francisco during Super Bowl Week", "probability": 0.041183046996593475 }, { "start_logit": 3.1823573112487793, "end_logit": 3.19594669342041, "text": "Jane Kim unsuccessfully lobbied for the NFL to reimburse San Francisco for city services in the amount of $5 million", "probability": 0.03685364872217178 }, { "start_logit": 3.291327953338623, "end_logit": 3.0622777938842773, "text": "1 million people are expected to attend the festivities in San Francisco during Super Bowl Week. San Francisco mayor Ed Lee", "probability": 0.03595457598567009 }, { "start_logit": 3.2544023990631104, "end_logit": 3.0622777938842773, "text": "Ed Lee", "probability": 0.03465113788843155 }, { "start_logit": 2.6535820960998535, "end_logit": 3.644334077835083, "text": "San Francisco. In addition, \"Super Bowl City", "probability": 0.03400702029466629 }, { "start_logit": 2.576598644256592, "end_logit": 3.6956112384796143, "text": "Moscone Center", "probability": 0.033143967390060425 }, { "start_logit": 2.951347827911377, "end_logit": 3.3053154945373535, "text": "January 30 at Justin Herman Plaza on The Embarcadero", "probability": 0.03263266757130623 }, { "start_logit": 2.576598644256592, "end_logit": 3.644334077835083, "text": "Moscone Center in San Francisco. In addition, \"Super Bowl City", "probability": 0.031487274914979935 }, { "start_logit": 2.951347827911377, "end_logit": 3.2064356803894043, "text": "January 30", "probability": 0.029560353606939316 }, { "start_logit": 2.6825783252716064, "end_logit": 3.355895519256592, "text": "More than 1 million", "probability": 0.02623579278588295 } ], "56bebcbe3aeaaa14008c9327": [ { "start_logit": 3.6966731548309326, "end_logit": 3.9318089485168457, "text": "Justin Herman Plaza", "probability": 0.13752202689647675 }, { "start_logit": 3.159013032913208, "end_logit": 3.9318089485168457, "text": "Super Bowl City\" opened on January 30 at Justin Herman Plaza", "probability": 0.08032849431037903 }, { "start_logit": 3.6966731548309326, "end_logit": 3.2892096042633057, "text": "Justin Herman Plaza on The Embarcadero", "probability": 0.07232610136270523 }, { "start_logit": 3.159013032913208, "end_logit": 3.7533657550811768, "text": "Super Bowl City", "probability": 0.06720052659511566 }, { "start_logit": 2.9093475341796875, "end_logit": 3.9318089485168457, "text": "January 30 at Justin Herman Plaza", "probability": 0.06258081644773483 }, { "start_logit": 3.2962486743927, "end_logit": 3.426302433013916, "text": "1 million", "probability": 0.055581677705049515 }, { "start_logit": 3.226760149002075, "end_logit": 3.2625153064727783, "text": "Jane Kim unsuccessfully lobbied for the NFL to reimburse San Francisco for city services in the amount of $5 million", "probability": 0.04401708021759987 }, { "start_logit": 2.5469179153442383, "end_logit": 3.9318089485168457, "text": "San Francisco. In addition, \"Super Bowl City\" opened on January 30 at Justin Herman Plaza", "probability": 0.04355520382523537 }, { "start_logit": 3.2962486743927, "end_logit": 3.1657419204711914, "text": "1 million people are expected to attend the festivities in San Francisco during Super Bowl Week", "probability": 0.042832307517528534 }, { "start_logit": 3.159013032913208, "end_logit": 3.2892096042633057, "text": "Super Bowl City\" opened on January 30 at Justin Herman Plaza on The Embarcadero", "probability": 0.04224664345383644 }, { "start_logit": 3.414125442504883, "end_logit": 3.0042648315429688, "text": "Ed Lee", "probability": 0.04100494086742401 }, { "start_logit": 2.466149091720581, "end_logit": 3.9318089485168457, "text": "Moscone Center in San Francisco. In addition, \"Super Bowl City\" opened on January 30 at Justin Herman Plaza", "probability": 0.04017561301589012 }, { "start_logit": 3.159013032913208, "end_logit": 3.2200300693511963, "text": "Super Bowl City\" opened on January 30", "probability": 0.03942284360527992 }, { "start_logit": 3.2962486743927, "end_logit": 3.0042648315429688, "text": "1 million people are expected to attend the festivities in San Francisco during Super Bowl Week. San Francisco mayor Ed Lee", "probability": 0.036445409059524536 }, { "start_logit": 2.5469179153442383, "end_logit": 3.7533657550811768, "text": "San Francisco. In addition, \"Super Bowl City", "probability": 0.036437034606933594 }, { "start_logit": 2.466149091720581, "end_logit": 3.7533657550811768, "text": "Moscone Center in San Francisco. In addition, \"Super Bowl City", "probability": 0.0336097814142704 }, { "start_logit": 2.9093475341796875, "end_logit": 3.2892096042633057, "text": "January 30 at Justin Herman Plaza on The Embarcadero", "probability": 0.0329127199947834 }, { "start_logit": 2.466149091720581, "end_logit": 3.6852612495422363, "text": "Moscone Center", "probability": 0.03139699995517731 }, { "start_logit": 2.9093475341796875, "end_logit": 3.2200300693511963, "text": "January 30", "probability": 0.030712803825736046 }, { "start_logit": 3.414125442504883, "end_logit": 2.6814162731170654, "text": "Ed Lee said of the highly visible homeless presence in this area \"they are going to have to leave\". San Francisco city supervisor Jane Kim", "probability": 0.029691006988286972 } ], "56bebcbe3aeaaa14008c9328": [ { "start_logit": 3.6641972064971924, "end_logit": 3.9591362476348877, "text": "Justin Herman Plaza", "probability": 0.13399532437324524 }, { "start_logit": 3.194206476211548, "end_logit": 3.9591362476348877, "text": "Super Bowl City\" opened on January 30 at Justin Herman Plaza", "probability": 0.08374816179275513 }, { "start_logit": 3.6641972064971924, "end_logit": 3.3086674213409424, "text": "Justin Herman Plaza on The Embarcadero", "probability": 0.06991890072822571 }, { "start_logit": 3.194206476211548, "end_logit": 3.715235948562622, "text": "Super Bowl City", "probability": 0.06562218815088272 }, { "start_logit": 2.9068307876586914, "end_logit": 3.9591362476348877, "text": "January 30 at Justin Herman Plaza", "probability": 0.062830351293087 }, { "start_logit": 3.2892768383026123, "end_logit": 3.426729202270508, "text": "1 million", "probability": 0.05408071354031563 }, { "start_logit": 3.194206476211548, "end_logit": 3.3086674213409424, "text": "Super Bowl City\" opened on January 30 at Justin Herman Plaza on The Embarcadero", "probability": 0.043699875473976135 }, { "start_logit": 3.4194018840789795, "end_logit": 3.0775067806243896, "text": "Ed Lee", "probability": 0.04343997314572334 }, { "start_logit": 2.5350372791290283, "end_logit": 3.9591362476348877, "text": "San Francisco. In addition, \"Super Bowl City\" opened on January 30 at Justin Herman Plaza", "probability": 0.04332132264971733 }, { "start_logit": 2.514712333679199, "end_logit": 3.9591362476348877, "text": "Moscone Center in San Francisco. In addition, \"Super Bowl City\" opened on January 30 at Justin Herman Plaza", "probability": 0.042449694126844406 }, { "start_logit": 3.2892768383026123, "end_logit": 3.179858684539795, "text": "1 million people are expected to attend the festivities in San Francisco during Super Bowl Week", "probability": 0.042250100523233414 }, { "start_logit": 3.2167577743530273, "end_logit": 3.2484936714172363, "text": "Jane Kim unsuccessfully lobbied for the NFL to reimburse San Francisco for city services in the amount of $5 million", "probability": 0.042086321860551834 }, { "start_logit": 3.194206476211548, "end_logit": 3.192905902862549, "text": "Super Bowl City\" opened on January 30", "probability": 0.03892295062541962 }, { "start_logit": 3.2892768383026123, "end_logit": 3.0775067806243896, "text": "1 million people are expected to attend the festivities in San Francisco during Super Bowl Week. San Francisco mayor Ed Lee", "probability": 0.03813967481255531 }, { "start_logit": 2.5350372791290283, "end_logit": 3.715235948562622, "text": "San Francisco. In addition, \"Super Bowl City", "probability": 0.03394510596990585 }, { "start_logit": 2.514712333679199, "end_logit": 3.715609550476074, "text": "Moscone Center", "probability": 0.033274564892053604 }, { "start_logit": 2.514712333679199, "end_logit": 3.715235948562622, "text": "Moscone Center in San Francisco. In addition, \"Super Bowl City", "probability": 0.03326212614774704 }, { "start_logit": 2.9068307876586914, "end_logit": 3.3086674213409424, "text": "January 30 at Justin Herman Plaza on The Embarcadero", "probability": 0.03278494253754616 }, { "start_logit": 3.4194018840789795, "end_logit": 2.7935922145843506, "text": "Ed Lee said of the highly visible homeless presence in this area \"they are going to have to leave\". San Francisco city supervisor Jane Kim", "probability": 0.03270295262336731 }, { "start_logit": 2.6840310096740723, "end_logit": 3.426729202270508, "text": "More than 1 million", "probability": 0.029524831101298332 } ], "56bebcbe3aeaaa14008c9329": [ { "start_logit": 3.7078967094421387, "end_logit": 4.013485908508301, "text": "Justin Herman Plaza", "probability": 0.16030554473400116 }, { "start_logit": 3.7078967094421387, "end_logit": 3.2968804836273193, "text": "Justin Herman Plaza on The Embarcadero", "probability": 0.07829439640045166 }, { "start_logit": 2.9143452644348145, "end_logit": 4.013485908508301, "text": "January 30 at Justin Herman Plaza", "probability": 0.07249591499567032 }, { "start_logit": 2.743873357772827, "end_logit": 4.013485908508301, "text": "Super Bowl City\" opened on January 30 at Justin Herman Plaza", "probability": 0.06113341078162193 }, { "start_logit": 3.2968552112579346, "end_logit": 3.3681304454803467, "text": "1 million", "probability": 0.055739257484674454 }, { "start_logit": 2.6040682792663574, "end_logit": 4.013485908508301, "text": "San Francisco. In addition, \"Super Bowl City\" opened on January 30 at Justin Herman Plaza", "probability": 0.05315718427300453 }, { "start_logit": 2.583030939102173, "end_logit": 4.013485908508301, "text": "Moscone Center in San Francisco. In addition, \"Super Bowl City\" opened on January 30 at Justin Herman Plaza", "probability": 0.05205056816339493 }, { "start_logit": 3.2968552112579346, "end_logit": 3.137437343597412, "text": "1 million people are expected to attend the festivities in San Francisco during Super Bowl Week", "probability": 0.04425603896379471 }, { "start_logit": 3.2968552112579346, "end_logit": 3.07863450050354, "text": "1 million people are expected to attend the festivities in San Francisco during Super Bowl Week. San Francisco mayor Ed Lee", "probability": 0.041728682816028595 }, { "start_logit": 3.170503854751587, "end_logit": 3.1981678009033203, "text": "Jane Kim unsuccessfully lobbied for the NFL to reimburse San Francisco for city services in the amount of $5 million", "probability": 0.041445136070251465 }, { "start_logit": 3.2602696418762207, "end_logit": 3.07863450050354, "text": "Ed Lee", "probability": 0.040229614824056625 }, { "start_logit": 2.583030939102173, "end_logit": 3.74739146232605, "text": "Moscone Center", "probability": 0.03988983482122421 }, { "start_logit": 2.743873357772827, "end_logit": 3.519815444946289, "text": "Super Bowl City", "probability": 0.037314727902412415 }, { "start_logit": 2.9143452644348145, "end_logit": 3.2968804836273193, "text": "January 30 at Justin Herman Plaza on The Embarcadero", "probability": 0.03540753200650215 }, { "start_logit": 2.9143452644348145, "end_logit": 3.2582643032073975, "text": "January 30", "probability": 0.03406629338860512 }, { "start_logit": 2.6040682792663574, "end_logit": 3.519815444946289, "text": "San Francisco. In addition, \"Super Bowl City", "probability": 0.032446183264255524 }, { "start_logit": 2.583030939102173, "end_logit": 3.519815444946289, "text": "Moscone Center in San Francisco. In addition, \"Super Bowl City", "probability": 0.031770724803209305 }, { "start_logit": 2.743873357772827, "end_logit": 3.2968804836273193, "text": "Super Bowl City\" opened on January 30 at Justin Herman Plaza on The Embarcadero", "probability": 0.029858000576496124 }, { "start_logit": 2.666775941848755, "end_logit": 3.3681304454803467, "text": "More than 1 million", "probability": 0.029683919623494148 }, { "start_logit": 2.743873357772827, "end_logit": 3.2582643032073975, "text": "Super Bowl City\" opened on January 30", "probability": 0.028726978227496147 } ], "56bf53e73aeaaa14008c95cb": [ { "start_logit": 3.4685373306274414, "end_logit": 3.8854806423187256, "text": "Justin Herman Plaza", "probability": 0.11940383166074753 }, { "start_logit": 2.922630548477173, "end_logit": 3.8854806423187256, "text": "January 30 at Justin Herman Plaza", "probability": 0.06917256116867065 }, { "start_logit": 3.4685373306274414, "end_logit": 3.255995988845825, "text": "Justin Herman Plaza on The Embarcadero", "probability": 0.0636262521147728 }, { "start_logit": 2.7279229164123535, "end_logit": 3.8854806423187256, "text": "Super Bowl City\" opened on January 30 at Justin Herman Plaza", "probability": 0.056934207677841187 }, { "start_logit": 2.716212272644043, "end_logit": 3.8854806423187256, "text": "San Francisco. In addition, \"Super Bowl City\" opened on January 30 at Justin Herman Plaza", "probability": 0.05627139285206795 }, { "start_logit": 2.6299166679382324, "end_logit": 3.8854806423187256, "text": "Moscone Center in San Francisco. In addition, \"Super Bowl City\" opened on January 30 at Justin Herman Plaza", "probability": 0.051619019359350204 }, { "start_logit": 3.157179355621338, "end_logit": 3.3381214141845703, "text": "1 million", "probability": 0.05059201642870903 }, { "start_logit": 2.7279229164123535, "end_logit": 3.691359043121338, "text": "Super Bowl City", "probability": 0.04688861966133118 }, { "start_logit": 2.716212272644043, "end_logit": 3.691359043121338, "text": "San Francisco. In addition, \"Super Bowl City", "probability": 0.04634272679686546 }, { "start_logit": 3.020840644836426, "end_logit": 3.385817527770996, "text": "Jane Kim unsuccessfully lobbied for the NFL to reimburse San Francisco for city services in the amount of $5 million", "probability": 0.04630042612552643 }, { "start_logit": 2.6299166679382324, "end_logit": 3.7425601482391357, "text": "Moscone Center", "probability": 0.044744547456502914 }, { "start_logit": 2.6298322677612305, "end_logit": 3.7425601482391357, "text": "annual NFL Experience was held at the Moscone Center", "probability": 0.044740788638591766 }, { "start_logit": 3.157179355621338, "end_logit": 3.2076210975646973, "text": "1 million people are expected to attend the festivities in San Francisco during Super Bowl Week. San Francisco mayor Ed Lee", "probability": 0.04440240189433098 }, { "start_logit": 2.6299166679382324, "end_logit": 3.691359043121338, "text": "Moscone Center in San Francisco. In addition, \"Super Bowl City", "probability": 0.04251125082373619 }, { "start_logit": 2.6298322677612305, "end_logit": 3.691359043121338, "text": "annual NFL Experience was held at the Moscone Center in San Francisco. In addition, \"Super Bowl City", "probability": 0.042507659643888474 }, { "start_logit": 3.0064001083374023, "end_logit": 3.2076210975646973, "text": "Ed Lee", "probability": 0.03818773105740547 }, { "start_logit": 2.922630548477173, "end_logit": 3.255995988845825, "text": "January 30 at Justin Herman Plaza on The Embarcadero", "probability": 0.03685972839593887 }, { "start_logit": 2.922630548477173, "end_logit": 3.1822588443756104, "text": "January 30", "probability": 0.03423958644270897 }, { "start_logit": 3.157179355621338, "end_logit": 2.8929150104522705, "text": "1 million people are expected to attend the festivities in San Francisco during Super Bowl Week", "probability": 0.03241390734910965 }, { "start_logit": 2.7066376209259033, "end_logit": 3.3381214141845703, "text": "More than 1 million", "probability": 0.03224141523241997 } ], "56bf53e73aeaaa14008c95cc": [ { "start_logit": 3.6871931552886963, "end_logit": 4.00292444229126, "text": "Justin Herman Plaza", "probability": 0.15286605060100555 }, { "start_logit": 3.6871931552886963, "end_logit": 3.2905142307281494, "text": "Justin Herman Plaza on The Embarcadero", "probability": 0.07497476041316986 }, { "start_logit": 2.8732075691223145, "end_logit": 4.00292444229126, "text": "January 30 at Justin Herman Plaza", "probability": 0.06773318350315094 }, { "start_logit": 2.842698335647583, "end_logit": 4.00292444229126, "text": "Super Bowl City\" opened on January 30 at Justin Herman Plaza", "probability": 0.06569791585206985 }, { "start_logit": 3.272569417953491, "end_logit": 3.3798863887786865, "text": "1 million", "probability": 0.054157692939043045 }, { "start_logit": 2.5960354804992676, "end_logit": 4.00292444229126, "text": "Moscone Center in San Francisco. In addition, \"Super Bowl City\" opened on January 30 at Justin Herman Plaza", "probability": 0.051336608827114105 }, { "start_logit": 2.842698335647583, "end_logit": 3.715836524963379, "text": "Super Bowl City", "probability": 0.04930270090699196 }, { "start_logit": 2.5280356407165527, "end_logit": 4.00292444229126, "text": "San Francisco. In addition, \"Super Bowl City\" opened on January 30 at Justin Herman Plaza", "probability": 0.047961775213479996 }, { "start_logit": 3.207125425338745, "end_logit": 3.2490193843841553, "text": "Jane Kim unsuccessfully lobbied for the NFL to reimburse San Francisco for city services in the amount of $5 million", "probability": 0.04450444504618645 }, { "start_logit": 3.272569417953491, "end_logit": 3.171959161758423, "text": "1 million people are expected to attend the festivities in San Francisco during Super Bowl Week", "probability": 0.04399045929312706 }, { "start_logit": 3.272569417953491, "end_logit": 3.0864927768707275, "text": "1 million people are expected to attend the festivities in San Francisco during Super Bowl Week. San Francisco mayor Ed Lee", "probability": 0.04038693755865097 }, { "start_logit": 3.2460649013519287, "end_logit": 3.0864927768707275, "text": "Ed Lee", "probability": 0.039330560714006424 }, { "start_logit": 2.5960354804992676, "end_logit": 3.715836524963379, "text": "Moscone Center in San Francisco. In addition, \"Super Bowl City", "probability": 0.03852533921599388 }, { "start_logit": 2.5960354804992676, "end_logit": 3.710188388824463, "text": "Moscone Center", "probability": 0.03830835595726967 }, { "start_logit": 2.5280356407165527, "end_logit": 3.715836524963379, "text": "San Francisco. In addition, \"Super Bowl City", "probability": 0.035992708057165146 }, { "start_logit": 2.8732075691223145, "end_logit": 3.2905142307281494, "text": "January 30 at Justin Herman Plaza on The Embarcadero", "probability": 0.03322046995162964 }, { "start_logit": 2.842698335647583, "end_logit": 3.2905142307281494, "text": "Super Bowl City\" opened on January 30 at Justin Herman Plaza on The Embarcadero", "probability": 0.03222223371267319 }, { "start_logit": 2.8732075691223145, "end_logit": 3.2000811100006104, "text": "January 30", "probability": 0.030348075553774834 }, { "start_logit": 2.671940326690674, "end_logit": 3.3798863887786865, "text": "More than 1 million", "probability": 0.029703671112656593 }, { "start_logit": 2.842698335647583, "end_logit": 3.2000811100006104, "text": "Super Bowl City\" opened on January 30", "probability": 0.029436152428388596 } ], "56bf53e73aeaaa14008c95cd": [ { "start_logit": 3.7727832794189453, "end_logit": 4.055369853973389, "text": "Justin Herman Plaza", "probability": 0.15982069075107574 }, { "start_logit": 3.7727832794189453, "end_logit": 3.326394557952881, "text": "Justin Herman Plaza on The Embarcadero", "probability": 0.07709799706935883 }, { "start_logit": 2.975088357925415, "end_logit": 4.055369853973389, "text": "January 30 at Justin Herman Plaza", "probability": 0.07197780907154083 }, { "start_logit": 2.8183345794677734, "end_logit": 4.055369853973389, "text": "Super Bowl City\" opened on January 30 at Justin Herman Plaza", "probability": 0.061534859240055084 }, { "start_logit": 2.6499109268188477, "end_logit": 4.055369853973389, "text": "Moscone Center in San Francisco. In addition, \"Super Bowl City\" opened on January 30 at Justin Herman Plaza", "probability": 0.05199670046567917 }, { "start_logit": 2.6459567546844482, "end_logit": 4.055369853973389, "text": "San Francisco. In addition, \"Super Bowl City\" opened on January 30 at Justin Herman Plaza", "probability": 0.0517914853990078 }, { "start_logit": 2.8183345794677734, "end_logit": 3.81411075592041, "text": "Super Bowl City", "probability": 0.04834412783384323 }, { "start_logit": 3.2557947635650635, "end_logit": 3.358339309692383, "text": "1 million", "probability": 0.04746692627668381 }, { "start_logit": 2.6499109268188477, "end_logit": 3.81411075592041, "text": "Moscone Center in San Francisco. In addition, \"Super Bowl City", "probability": 0.04085058718919754 }, { "start_logit": 2.6459567546844482, "end_logit": 3.81411075592041, "text": "San Francisco. In addition, \"Super Bowl City", "probability": 0.0406893789768219 }, { "start_logit": 3.275484800338745, "end_logit": 3.1811296939849854, "text": "Ed Lee", "probability": 0.04054911434650421 }, { "start_logit": 3.2557947635650635, "end_logit": 3.1811296939849854, "text": "1 million people are expected to attend the festivities in San Francisco during Super Bowl Week. San Francisco mayor Ed Lee", "probability": 0.03975851088762283 }, { "start_logit": 2.6499109268188477, "end_logit": 3.756178617477417, "text": "Moscone Center", "probability": 0.03855127468705177 }, { "start_logit": 3.196633815765381, "end_logit": 3.191981077194214, "text": "Jane Kim unsuccessfully lobbied for the NFL to reimburse San Francisco for city services in the amount of $5 million", "probability": 0.037883441895246506 }, { "start_logit": 3.2557947635650635, "end_logit": 3.1315884590148926, "text": "1 million people are expected to attend the festivities in San Francisco during Super Bowl Week", "probability": 0.03783682361245155 }, { "start_logit": 2.975088357925415, "end_logit": 3.326394557952881, "text": "January 30 at Justin Herman Plaza on The Embarcadero", "probability": 0.03472231328487396 }, { "start_logit": 2.975088357925415, "end_logit": 3.2005579471588135, "text": "January 30", "probability": 0.030616702511906624 }, { "start_logit": 2.3499836921691895, "end_logit": 3.81411075592041, "text": "annual NFL Experience was held at the Moscone Center in San Francisco. In addition, \"Super Bowl City", "probability": 0.03026505745947361 }, { "start_logit": 2.8183345794677734, "end_logit": 3.326394557952881, "text": "Super Bowl City\" opened on January 30 at Justin Herman Plaza on The Embarcadero", "probability": 0.029684605076909065 }, { "start_logit": 2.3499836921691895, "end_logit": 3.756178617477417, "text": "annual NFL Experience was held at the Moscone Center", "probability": 0.02856154926121235 } ], "56bf53e73aeaaa14008c95ce": [ { "start_logit": 3.6072466373443604, "end_logit": 3.8612101078033447, "text": "Justin Herman Plaza", "probability": 0.1283522993326187 }, { "start_logit": 2.965627431869507, "end_logit": 3.8612101078033447, "text": "January 30 at Justin Herman Plaza", "probability": 0.06756970286369324 }, { "start_logit": 2.953590154647827, "end_logit": 3.8612101078033447, "text": "Super Bowl City\" opened on January 30 at Justin Herman Plaza", "probability": 0.06676121801137924 }, { "start_logit": 2.953590154647827, "end_logit": 3.773648262023926, "text": "Super Bowl City", "probability": 0.061164118349552155 }, { "start_logit": 3.6072466373443604, "end_logit": 3.1117799282073975, "text": "Justin Herman Plaza on The Embarcadero", "probability": 0.060663897544145584 }, { "start_logit": 3.157355308532715, "end_logit": 3.3555710315704346, "text": "1 million", "probability": 0.0493653230369091 }, { "start_logit": 2.6513209342956543, "end_logit": 3.8612101078033447, "text": "San Francisco. In addition, \"Super Bowl City\" opened on January 30 at Justin Herman Plaza", "probability": 0.04934583604335785 }, { "start_logit": 2.631540060043335, "end_logit": 3.8612101078033447, "text": "Moscone Center in San Francisco. In addition, \"Super Bowl City\" opened on January 30 at Justin Herman Plaza", "probability": 0.04837930575013161 }, { "start_logit": 3.109227180480957, "end_logit": 3.3448057174682617, "text": "Jane Kim unsuccessfully lobbied for the NFL to reimburse San Francisco for city services in the amount of $5 million", "probability": 0.04654199630022049 }, { "start_logit": 2.6513209342956543, "end_logit": 3.773648262023926, "text": "San Francisco. In addition, \"Super Bowl City", "probability": 0.045208778232336044 }, { "start_logit": 2.631540060043335, "end_logit": 3.773648262023926, "text": "Moscone Center in San Francisco. In addition, \"Super Bowl City", "probability": 0.044323306530714035 }, { "start_logit": 2.578828811645508, "end_logit": 3.773648262023926, "text": "annual NFL Experience was held at the Moscone Center in San Francisco. In addition, \"Super Bowl City", "probability": 0.042047470808029175 }, { "start_logit": 2.631540060043335, "end_logit": 3.688203811645508, "text": "Moscone Center", "probability": 0.040693413466215134 }, { "start_logit": 3.157355308532715, "end_logit": 3.1245808601379395, "text": "1 million people are expected to attend the festivities in San Francisco during Super Bowl Week", "probability": 0.0391835980117321 }, { "start_logit": 2.578828811645508, "end_logit": 3.688203811645508, "text": "annual NFL Experience was held at the Moscone Center", "probability": 0.03860395401716232 }, { "start_logit": 3.157355308532715, "end_logit": 3.062796115875244, "text": "1 million people are expected to attend the festivities in San Francisco during Super Bowl Week. San Francisco mayor Ed Lee", "probability": 0.0368359200656414 }, { "start_logit": 2.965627431869507, "end_logit": 3.206331491470337, "text": "January 30", "probability": 0.03510280326008797 }, { "start_logit": 2.953590154647827, "end_logit": 3.206331491470337, "text": "Super Bowl City\" opened on January 30", "probability": 0.03468279540538788 }, { "start_logit": 3.0545880794525146, "end_logit": 3.062796115875244, "text": "Ed Lee", "probability": 0.03323840722441673 }, { "start_logit": 2.965627431869507, "end_logit": 3.1117799282073975, "text": "January 30 at Justin Herman Plaza on The Embarcadero", "probability": 0.031935859471559525 } ], "56d7145c0d65d2140019834c": [ { "start_logit": 3.706740617752075, "end_logit": 4.027492046356201, "text": "Justin Herman Plaza", "probability": 0.13656534254550934 }, { "start_logit": 3.2589664459228516, "end_logit": 4.027492046356201, "text": "Super Bowl City\" opened on January 30 at Justin Herman Plaza", "probability": 0.08727192133665085 }, { "start_logit": 3.2589664459228516, "end_logit": 3.826366662979126, "text": "Super Bowl City", "probability": 0.07137182354927063 }, { "start_logit": 3.706740617752075, "end_logit": 3.3010458946228027, "text": "Justin Herman Plaza on The Embarcadero", "probability": 0.06604636460542679 }, { "start_logit": 2.9473419189453125, "end_logit": 4.027492046356201, "text": "January 30 at Justin Herman Plaza", "probability": 0.06390542536973953 }, { "start_logit": 2.668034553527832, "end_logit": 4.027492046356201, "text": "San Francisco. In addition, \"Super Bowl City\" opened on January 30 at Justin Herman Plaza", "probability": 0.04833213984966278 }, { "start_logit": 2.6585192680358887, "end_logit": 4.027492046356201, "text": "Moscone Center in San Francisco. In addition, \"Super Bowl City\" opened on January 30 at Justin Herman Plaza", "probability": 0.04787443205714226 }, { "start_logit": 3.2985377311706543, "end_logit": 3.3617990016937256, "text": "1 million", "probability": 0.04666091129183769 }, { "start_logit": 3.2589664459228516, "end_logit": 3.3010458946228027, "text": "Super Bowl City\" opened on January 30 at Justin Herman Plaza on The Embarcadero", "probability": 0.04220685362815857 }, { "start_logit": 2.668034553527832, "end_logit": 3.826366662979126, "text": "San Francisco. In addition, \"Super Bowl City", "probability": 0.03952649608254433 }, { "start_logit": 2.6585192680358887, "end_logit": 3.826366662979126, "text": "Moscone Center in San Francisco. In addition, \"Super Bowl City", "probability": 0.03915219381451607 }, { "start_logit": 3.2985377311706543, "end_logit": 3.154390573501587, "text": "1 million people are expected to attend the festivities in San Francisco during Super Bowl Week", "probability": 0.0379207618534565 }, { "start_logit": 3.2589664459228516, "end_logit": 3.18807315826416, "text": "Super Bowl City\" opened on January 30", "probability": 0.03769810497760773 }, { "start_logit": 3.2985377311706543, "end_logit": 3.103306770324707, "text": "1 million people are expected to attend the festivities in San Francisco during Super Bowl Week. San Francisco mayor Ed Lee", "probability": 0.036032263189554214 }, { "start_logit": 3.173625946044922, "end_logit": 3.2147912979125977, "text": "Jane Kim unsuccessfully lobbied for the NFL to reimburse San Francisco for city services in the amount of $5 million", "probability": 0.035551682114601135 }, { "start_logit": 3.2810442447662354, "end_logit": 3.103306770324707, "text": "Ed Lee", "probability": 0.0354074090719223 }, { "start_logit": 2.6585192680358887, "end_logit": 3.708775043487549, "text": "Moscone Center", "probability": 0.034808605909347534 }, { "start_logit": 2.4943182468414307, "end_logit": 3.826366662979126, "text": "annual NFL Experience was held at the Moscone Center in San Francisco. In addition, \"Super Bowl City", "probability": 0.03322342410683632 }, { "start_logit": 2.9473419189453125, "end_logit": 3.3010458946228027, "text": "January 30 at Justin Herman Plaza on The Embarcadero", "probability": 0.03090623952448368 }, { "start_logit": 2.4943182468414307, "end_logit": 3.708775043487549, "text": "annual NFL Experience was held at the Moscone Center", "probability": 0.029537593945860863 } ], "56d7145c0d65d2140019834d": [ { "start_logit": 3.360480785369873, "end_logit": 3.8754587173461914, "text": "Super Bowl City", "probability": 0.10175846517086029 }, { "start_logit": 3.360480785369873, "end_logit": 3.8709917068481445, "text": "Super Bowl City\" opened on January 30 at Justin Herman Plaza", "probability": 0.10130491852760315 }, { "start_logit": 3.360480785369873, "end_logit": 3.3940773010253906, "text": "Super Bowl City\" opened on January 30 at Justin Herman Plaza on The Embarcadero", "probability": 0.0628795251250267 }, { "start_logit": 2.8272669315338135, "end_logit": 3.8709917068481445, "text": "Justin Herman Plaza", "probability": 0.059437233954668045 }, { "start_logit": 3.360480785369873, "end_logit": 3.303164482116699, "text": "Super Bowl City\" opened on January 30", "probability": 0.057415127754211426 }, { "start_logit": 3.291712760925293, "end_logit": 3.3628928661346436, "text": "1 million", "probability": 0.05689846724271774 }, { "start_logit": 2.717357635498047, "end_logit": 3.8709917068481445, "text": "January 30 at Justin Herman Plaza", "probability": 0.0532507449388504 }, { "start_logit": 2.619575023651123, "end_logit": 3.8754587173461914, "text": "San Francisco. In addition, \"Super Bowl City", "probability": 0.04850642383098602 }, { "start_logit": 2.619575023651123, "end_logit": 3.8709917068481445, "text": "San Francisco. In addition, \"Super Bowl City\" opened on January 30 at Justin Herman Plaza", "probability": 0.048290226608514786 }, { "start_logit": 3.291712760925293, "end_logit": 3.179967164993286, "text": "1 million people are expected to attend the festivities in San Francisco during Super Bowl Week", "probability": 0.04738672822713852 }, { "start_logit": 2.50811505317688, "end_logit": 3.8754587173461914, "text": "Moscone Center in San Francisco. In addition, \"Super Bowl City", "probability": 0.04339030385017395 }, { "start_logit": 2.50811505317688, "end_logit": 3.8709917068481445, "text": "Moscone Center in San Francisco. In addition, \"Super Bowl City\" opened on January 30 at Justin Herman Plaza", "probability": 0.0431969091296196 }, { "start_logit": 3.0816564559936523, "end_logit": 3.2227115631103516, "text": "Jane Kim unsuccessfully lobbied for the NFL to reimburse San Francisco for city services in the amount of $5 million", "probability": 0.040086135268211365 }, { "start_logit": 3.291712760925293, "end_logit": 2.9366822242736816, "text": "1 million people are expected to attend the festivities in San Francisco during Super Bowl Week. San Francisco mayor Ed Lee", "probability": 0.03715347871184349 }, { "start_logit": 2.8272669315338135, "end_logit": 3.3940773010253906, "text": "Justin Herman Plaza on The Embarcadero", "probability": 0.03689243271946907 }, { "start_logit": 2.50811505317688, "end_logit": 3.7058088779449463, "text": "Moscone Center", "probability": 0.036619700491428375 }, { "start_logit": 2.717357635498047, "end_logit": 3.3940773010253906, "text": "January 30 at Justin Herman Plaza on The Embarcadero", "probability": 0.033052507787942886 }, { "start_logit": 3.133435010910034, "end_logit": 2.9366822242736816, "text": "Ed Lee", "probability": 0.03171467408537865 }, { "start_logit": 2.6709837913513184, "end_logit": 3.3628928661346436, "text": "More than 1 million", "probability": 0.030585894361138344 }, { "start_logit": 2.717357635498047, "end_logit": 3.303164482116699, "text": "January 30", "probability": 0.030180154368281364 } ], "56d7145c0d65d2140019834f": [ { "start_logit": 3.6966731548309326, "end_logit": 3.9318089485168457, "text": "Justin Herman Plaza", "probability": 0.13752202689647675 }, { "start_logit": 3.159013032913208, "end_logit": 3.9318089485168457, "text": "Super Bowl City\" opened on January 30 at Justin Herman Plaza", "probability": 0.08032849431037903 }, { "start_logit": 3.6966731548309326, "end_logit": 3.2892096042633057, "text": "Justin Herman Plaza on The Embarcadero", "probability": 0.07232610136270523 }, { "start_logit": 3.159013032913208, "end_logit": 3.7533657550811768, "text": "Super Bowl City", "probability": 0.06720052659511566 }, { "start_logit": 2.9093475341796875, "end_logit": 3.9318089485168457, "text": "January 30 at Justin Herman Plaza", "probability": 0.06258081644773483 }, { "start_logit": 3.2962486743927, "end_logit": 3.426302433013916, "text": "1 million", "probability": 0.055581677705049515 }, { "start_logit": 3.226760149002075, "end_logit": 3.2625153064727783, "text": "Jane Kim unsuccessfully lobbied for the NFL to reimburse San Francisco for city services in the amount of $5 million", "probability": 0.04401708021759987 }, { "start_logit": 2.5469179153442383, "end_logit": 3.9318089485168457, "text": "San Francisco. In addition, \"Super Bowl City\" opened on January 30 at Justin Herman Plaza", "probability": 0.04355520382523537 }, { "start_logit": 3.2962486743927, "end_logit": 3.1657419204711914, "text": "1 million people are expected to attend the festivities in San Francisco during Super Bowl Week", "probability": 0.042832307517528534 }, { "start_logit": 3.159013032913208, "end_logit": 3.2892096042633057, "text": "Super Bowl City\" opened on January 30 at Justin Herman Plaza on The Embarcadero", "probability": 0.04224664345383644 }, { "start_logit": 3.414125442504883, "end_logit": 3.0042648315429688, "text": "Ed Lee", "probability": 0.04100494086742401 }, { "start_logit": 2.466149091720581, "end_logit": 3.9318089485168457, "text": "Moscone Center in San Francisco. In addition, \"Super Bowl City\" opened on January 30 at Justin Herman Plaza", "probability": 0.04017561301589012 }, { "start_logit": 3.159013032913208, "end_logit": 3.2200300693511963, "text": "Super Bowl City\" opened on January 30", "probability": 0.03942284360527992 }, { "start_logit": 3.2962486743927, "end_logit": 3.0042648315429688, "text": "1 million people are expected to attend the festivities in San Francisco during Super Bowl Week. San Francisco mayor Ed Lee", "probability": 0.036445409059524536 }, { "start_logit": 2.5469179153442383, "end_logit": 3.7533657550811768, "text": "San Francisco. In addition, \"Super Bowl City", "probability": 0.036437034606933594 }, { "start_logit": 2.466149091720581, "end_logit": 3.7533657550811768, "text": "Moscone Center in San Francisco. In addition, \"Super Bowl City", "probability": 0.0336097814142704 }, { "start_logit": 2.9093475341796875, "end_logit": 3.2892096042633057, "text": "January 30 at Justin Herman Plaza on The Embarcadero", "probability": 0.0329127199947834 }, { "start_logit": 2.466149091720581, "end_logit": 3.6852612495422363, "text": "Moscone Center", "probability": 0.03139699995517731 }, { "start_logit": 2.9093475341796875, "end_logit": 3.2200300693511963, "text": "January 30", "probability": 0.030712803825736046 }, { "start_logit": 3.414125442504883, "end_logit": 2.6814162731170654, "text": "Ed Lee said of the highly visible homeless presence in this area \"they are going to have to leave\". San Francisco city supervisor Jane Kim", "probability": 0.029691006988286972 } ], "56d9b389dc89441400fdb6ec": [ { "start_logit": 3.3927555084228516, "end_logit": 3.9328346252441406, "text": "Super Bowl City", "probability": 0.10596858710050583 }, { "start_logit": 3.3927555084228516, "end_logit": 3.901254653930664, "text": "Super Bowl City\" opened on January 30 at Justin Herman Plaza", "probability": 0.10267439484596252 }, { "start_logit": 3.3927555084228516, "end_logit": 3.3843343257904053, "text": "Super Bowl City\" opened on January 30 at Justin Herman Plaza on The Embarcadero", "probability": 0.06123032793402672 }, { "start_logit": 2.856611490249634, "end_logit": 3.901254653930664, "text": "Justin Herman Plaza", "probability": 0.06006447225809097 }, { "start_logit": 3.3927555084228516, "end_logit": 3.3520164489746094, "text": "Super Bowl City\" opened on January 30", "probability": 0.059283118695020676 }, { "start_logit": 3.2884764671325684, "end_logit": 3.3864591121673584, "text": "1 million", "probability": 0.05528424307703972 }, { "start_logit": 2.668243646621704, "end_logit": 3.9328346252441406, "text": "San Francisco. In addition, \"Super Bowl City", "probability": 0.051348235458135605 }, { "start_logit": 2.668243646621704, "end_logit": 3.901254653930664, "text": "San Francisco. In addition, \"Super Bowl City\" opened on January 30 at Justin Herman Plaza", "probability": 0.049751996994018555 }, { "start_logit": 2.658202886581421, "end_logit": 3.901254653930664, "text": "January 30 at Justin Herman Plaza", "probability": 0.049254972487688065 }, { "start_logit": 2.566708564758301, "end_logit": 3.9328346252441406, "text": "Moscone Center in San Francisco. In addition, \"Super Bowl City", "probability": 0.04639054834842682 }, { "start_logit": 3.2884764671325684, "end_logit": 3.188929796218872, "text": "1 million people are expected to attend the festivities in San Francisco during Super Bowl Week", "probability": 0.045374900102615356 }, { "start_logit": 2.566708564758301, "end_logit": 3.901254653930664, "text": "Moscone Center in San Francisco. In addition, \"Super Bowl City\" opened on January 30 at Justin Herman Plaza", "probability": 0.044948428869247437 }, { "start_logit": 2.566708564758301, "end_logit": 3.768907070159912, "text": "Moscone Center", "probability": 0.03937646001577377 }, { "start_logit": 3.0292961597442627, "end_logit": 3.2784423828125, "text": "Jane Kim unsuccessfully lobbied for the NFL to reimburse San Francisco for city services in the amount of $5 million", "probability": 0.03829390928149223 }, { "start_logit": 2.856611490249634, "end_logit": 3.3843343257904053, "text": "Justin Herman Plaza on The Embarcadero", "probability": 0.03581971302628517 }, { "start_logit": 3.2884764671325684, "end_logit": 2.903385877609253, "text": "1 million people are expected to attend the festivities in San Francisco during Super Bowl Week. San Francisco mayor Ed Lee", "probability": 0.03410400077700615 }, { "start_logit": 2.180363416671753, "end_logit": 3.9328346252441406, "text": "annual NFL Experience was held at the Moscone Center in San Francisco. In addition, \"Super Bowl City", "probability": 0.03152405470609665 }, { "start_logit": 2.685957908630371, "end_logit": 3.3864591121673584, "text": "More than 1 million", "probability": 0.03026433102786541 }, { "start_logit": 2.668243646621704, "end_logit": 3.3843343257904053, "text": "San Francisco. In addition, \"Super Bowl City\" opened on January 30 at Justin Herman Plaza on The Embarcadero", "probability": 0.02966982312500477 }, { "start_logit": 2.658202886581421, "end_logit": 3.3843343257904053, "text": "January 30 at Justin Herman Plaza on The Embarcadero", "probability": 0.0293734073638916 } ], "56d9b389dc89441400fdb6ed": [ { "start_logit": 3.0439178943634033, "end_logit": 3.8529062271118164, "text": "January 30 at Justin Herman Plaza", "probability": 0.07633432745933533 }, { "start_logit": 3.014739990234375, "end_logit": 3.8529062271118164, "text": "Justin Herman Plaza", "probability": 0.07413924485445023 }, { "start_logit": 2.8460001945495605, "end_logit": 3.8529062271118164, "text": "Super Bowl City\" opened on January 30 at Justin Herman Plaza", "probability": 0.06262754648923874 }, { "start_logit": 3.2845091819763184, "end_logit": 3.411498546600342, "text": "1 million", "probability": 0.06244627386331558 }, { "start_logit": 2.8460001945495605, "end_logit": 3.8077733516693115, "text": "Super Bowl City", "probability": 0.05986380949616432 }, { "start_logit": 2.673405647277832, "end_logit": 3.8529062271118164, "text": "San Francisco. 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In addition, \"Super Bowl City\" opened on January 30 at Justin Herman Plaza", "probability": 0.04591812938451767 }, { "start_logit": 2.5356547832489014, "end_logit": 3.8077733516693115, "text": "Moscone Center in San Francisco. In addition, \"Super Bowl City", "probability": 0.043891776353120804 }, { "start_logit": 3.2845091819763184, "end_logit": 3.0553042888641357, "text": "1 million people are expected to attend the festivities in San Francisco during Super Bowl Week. San Francisco mayor Ed Lee", "probability": 0.043733399361371994 }, { "start_logit": 2.5356547832489014, "end_logit": 3.7982406616210938, "text": "Moscone Center", "probability": 0.04347536712884903 }, { "start_logit": 3.0439178943634033, "end_logit": 3.2795677185058594, "text": "January 30", "probability": 0.043025121092796326 }, { "start_logit": 2.4720356464385986, "end_logit": 3.8077733516693115, "text": "annual NFL Experience was held at the Moscone Center in San Francisco. In addition, \"Super Bowl City", "probability": 0.041186388581991196 }, { "start_logit": 2.4720356464385986, "end_logit": 3.7982406616210938, "text": "annual NFL Experience was held at the Moscone Center", "probability": 0.04079562798142433 }, { "start_logit": 2.8460001945495605, "end_logit": 3.405782699584961, "text": "Super Bowl City\" opened on January 30 at Justin Herman Plaza on The Embarcadero", "probability": 0.04004811868071556 }, { "start_logit": 2.797046422958374, "end_logit": 3.411498546600342, "text": "More than 1 million", "probability": 0.038353417068719864 }, { "start_logit": 2.8460001945495605, "end_logit": 3.2795677185058594, "text": "Super Bowl City\" opened on January 30", "probability": 0.03529942408204079 } ], "56d9b389dc89441400fdb6ee": [ { "start_logit": 3.6788201332092285, "end_logit": 4.019138813018799, "text": "Justin Herman Plaza", "probability": 0.1319471299648285 }, { "start_logit": 3.302314281463623, "end_logit": 4.019138813018799, "text": "Super Bowl City\" opened on January 30 at Justin Herman Plaza", "probability": 0.09054939448833466 }, { "start_logit": 3.302314281463623, "end_logit": 3.799518585205078, "text": "Super Bowl City", "probability": 0.07269518822431564 }, { "start_logit": 3.6788201332092285, "end_logit": 3.287501573562622, "text": "Justin Herman Plaza on The Embarcadero", "probability": 0.06348249316215515 }, { "start_logit": 2.918975353240967, "end_logit": 4.019138813018799, "text": "January 30 at Justin Herman Plaza", "probability": 0.06171681731939316 }, { "start_logit": 3.3110547065734863, "end_logit": 3.4077141284942627, "text": "1 million", "probability": 0.049561358988285065 }, { "start_logit": 2.6883962154388428, "end_logit": 4.019138813018799, "text": "Moscone Center in San Francisco. In addition, \"Super Bowl City\" opened on January 30 at Justin Herman Plaza", "probability": 0.049007683992385864 }, { "start_logit": 2.6024346351623535, "end_logit": 4.019138813018799, "text": "San Francisco. In addition, \"Super Bowl City\" opened on January 30 at Justin Herman Plaza", "probability": 0.04497090354561806 }, { "start_logit": 3.302314281463623, "end_logit": 3.287501573562622, "text": "Super Bowl City\" opened on January 30 at Justin Herman Plaza on The Embarcadero", "probability": 0.043565187603235245 }, { "start_logit": 3.2351484298706055, "end_logit": 3.2757081985473633, "text": "Jane Kim unsuccessfully lobbied for the NFL to reimburse San Francisco for city services in the amount of $5 million", "probability": 0.04025760665535927 }, { "start_logit": 3.302314281463623, "end_logit": 3.2042975425720215, "text": "Super Bowl City\" opened on January 30", "probability": 0.04008708521723747 }, { "start_logit": 2.6883962154388428, "end_logit": 3.799518585205078, "text": "Moscone Center in San Francisco. In addition, \"Super Bowl City", "probability": 0.03934454545378685 }, { "start_logit": 3.3110547065734863, "end_logit": 3.1701433658599854, "text": "1 million people are expected to attend the festivities in San Francisco during Super Bowl Week", "probability": 0.03908116742968559 }, { "start_logit": 2.6883962154388428, "end_logit": 3.780226230621338, "text": "Moscone Center", "probability": 0.038592755794525146 }, { "start_logit": 3.3110547065734863, "end_logit": 3.129194498062134, "text": "1 million people are expected to attend the festivities in San Francisco during Super Bowl Week. San Francisco mayor Ed Lee", "probability": 0.03751315921545029 }, { "start_logit": 3.2851788997650146, "end_logit": 3.129194498062134, "text": "Ed Lee", "probability": 0.03655491769313812 }, { "start_logit": 2.6024346351623535, "end_logit": 3.799518585205078, "text": "San Francisco. In addition, \"Super Bowl City", "probability": 0.03610370680689812 }, { "start_logit": 2.918975353240967, "end_logit": 3.287501573562622, "text": "January 30 at Justin Herman Plaza on The Embarcadero", "probability": 0.0296932440251112 }, { "start_logit": 2.7383692264556885, "end_logit": 3.4077141284942627, "text": "More than 1 million", "probability": 0.02795303240418434 }, { "start_logit": 2.918975353240967, "end_logit": 3.2042975425720215, "text": "January 30", "probability": 0.02732262574136257 } ], "56d9b389dc89441400fdb6ef": [ { "start_logit": 3.691986083984375, "end_logit": 4.040409564971924, "text": "Justin Herman Plaza", "probability": 0.15416857600212097 }, { "start_logit": 3.691986083984375, "end_logit": 3.3299992084503174, "text": "Justin Herman Plaza on The Embarcadero", "probability": 0.0757649689912796 }, { "start_logit": 2.9626340866088867, "end_logit": 4.040409564971924, "text": "January 30 at Justin Herman Plaza", "probability": 0.07434338331222534 }, { "start_logit": 2.746931314468384, "end_logit": 4.040409564971924, "text": "Super Bowl City\" opened on January 30 at Justin Herman Plaza", "probability": 0.059918906539678574 }, { "start_logit": 2.6265645027160645, "end_logit": 4.040409564971924, "text": "Moscone Center in San Francisco. In addition, \"Super Bowl City\" opened on January 30 at Justin Herman Plaza", "probability": 0.053123801946640015 }, { "start_logit": 3.2938287258148193, "end_logit": 3.3543403148651123, "text": "1 million", "probability": 0.05213414132595062 }, { "start_logit": 2.5734128952026367, "end_logit": 4.040409564971924, "text": "San Francisco. In addition, \"Super Bowl City\" opened on January 30 at Justin Herman Plaza", "probability": 0.05037391185760498 }, { "start_logit": 2.746931314468384, "end_logit": 3.725752830505371, "text": "Super Bowl City", "probability": 0.04374314472079277 }, { "start_logit": 3.2938287258148193, "end_logit": 3.131105661392212, "text": "1 million people are expected to attend the festivities in San Francisco during Super Bowl Week. San Francisco mayor Ed Lee", "probability": 0.041703514754772186 }, { "start_logit": 2.6265645027160645, "end_logit": 3.7966525554656982, "text": "Moscone Center", "probability": 0.041631944477558136 }, { "start_logit": 3.2938287258148193, "end_logit": 3.095120668411255, "text": "1 million people are expected to attend the festivities in San Francisco during Super Bowl Week", "probability": 0.040229495614767075 }, { "start_logit": 3.2567572593688965, "end_logit": 3.131105661392212, "text": "Ed Lee", "probability": 0.04018581658601761 }, { "start_logit": 2.6265645027160645, "end_logit": 3.725752830505371, "text": "Moscone Center in San Francisco. In addition, \"Super Bowl City", "probability": 0.03878246992826462 }, { "start_logit": 3.0787038803100586, "end_logit": 3.229728937149048, "text": "Jane Kim unsuccessfully lobbied for the NFL to reimburse San Francisco for city services in the amount of $5 million", "probability": 0.03711731359362602 }, { "start_logit": 2.5734128952026367, "end_logit": 3.725752830505371, "text": "San Francisco. In addition, \"Super Bowl City", "probability": 0.03677494451403618 }, { "start_logit": 2.9626340866088867, "end_logit": 3.3299992084503174, "text": "January 30 at Justin Herman Plaza on The Embarcadero", "probability": 0.036535490304231644 }, { "start_logit": 2.9626340866088867, "end_logit": 3.268420934677124, "text": "January 30", "probability": 0.034353580325841904 }, { "start_logit": 2.736020803451538, "end_logit": 3.3543403148651123, "text": "More than 1 million", "probability": 0.029844842851161957 }, { "start_logit": 2.2929766178131104, "end_logit": 3.7966525554656982, "text": "annual NFL Experience was held at the Moscone Center", "probability": 0.029823005199432373 }, { "start_logit": 2.746931314468384, "end_logit": 3.3299992084503174, "text": "Super Bowl City\" opened on January 30 at Justin Herman Plaza on The Embarcadero", "probability": 0.029446689411997795 } ], "56d9b389dc89441400fdb6f0": [ { "start_logit": 3.6848487854003906, "end_logit": 3.9697470664978027, "text": "Justin Herman Plaza", "probability": 0.13457663357257843 }, { "start_logit": 3.175788402557373, "end_logit": 3.9697470664978027, "text": "Super Bowl City\" opened on January 30 at Justin Herman Plaza", "probability": 0.08088864386081696 }, { "start_logit": 3.175788402557373, "end_logit": 3.867197275161743, "text": "Super Bowl City", "probability": 0.07300470769405365 }, { "start_logit": 3.6848487854003906, "end_logit": 3.332139730453491, "text": "Justin Herman Plaza on The Embarcadero", "probability": 0.07113123685121536 }, { "start_logit": 2.933769941329956, "end_logit": 3.9697470664978027, "text": "January 30 at Justin Herman Plaza", "probability": 0.06350094079971313 }, { "start_logit": 3.2887282371520996, "end_logit": 3.4190492630004883, "text": "1 million", "probability": 0.05221216008067131 }, { "start_logit": 2.677945852279663, "end_logit": 3.9697470664978027, "text": "San Francisco. 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In addition, \"Super Bowl City", "probability": 0.0443752147257328 }, { "start_logit": 3.175788402557373, "end_logit": 3.332139730453491, "text": "Super Bowl City\" opened on January 30 at Justin Herman Plaza on The Embarcadero", "probability": 0.04275413230061531 }, { "start_logit": 3.2887282371520996, "end_logit": 3.193391799926758, "text": "1 million people are expected to attend the festivities in San Francisco during Super Bowl Week", "probability": 0.04166485741734505 }, { "start_logit": 3.1859068870544434, "end_logit": 3.2487740516662598, "text": "Jane Kim unsuccessfully lobbied for the NFL to reimburse San Francisco for city services in the amount of $5 million", "probability": 0.03973446041345596 }, { "start_logit": 3.3606367111206055, "end_logit": 3.0517983436584473, "text": "Ed Lee", "probability": 0.038860298693180084 }, { "start_logit": 2.439816951751709, "end_logit": 3.9697470664978027, "text": "Moscone Center in San Francisco. In addition, \"Super Bowl City\" opened on January 30 at Justin Herman Plaza", "probability": 0.03874889016151428 }, { "start_logit": 3.175788402557373, "end_logit": 3.2244458198547363, "text": "Super Bowl City\" opened on January 30", "probability": 0.03838904947042465 }, { "start_logit": 3.2887282371520996, "end_logit": 3.0517983436584473, "text": "1 million people are expected to attend the festivities in San Francisco during Super Bowl Week. San Francisco mayor Ed Lee", "probability": 0.03616401553153992 }, { "start_logit": 2.439816951751709, "end_logit": 3.867197275161743, "text": "Moscone Center in San Francisco. In addition, \"Super Bowl City", "probability": 0.034972164779901505 }, { "start_logit": 2.933769941329956, "end_logit": 3.332139730453491, "text": "January 30 at Justin Herman Plaza on The Embarcadero", "probability": 0.03356378525495529 }, { "start_logit": 2.933769941329956, "end_logit": 3.2244458198547363, "text": "January 30", "probability": 0.030136995017528534 }, { "start_logit": 2.689389705657959, "end_logit": 3.4190492630004883, "text": "More than 1 million", "probability": 0.028673602268099785 }, { "start_logit": 2.439816951751709, "end_logit": 3.6261324882507324, "text": "Moscone Center", "probability": 0.027480795979499817 } ], "56bebd713aeaaa14008c932f": [ { "start_logit": 3.010514497756958, "end_logit": 3.255948543548584, "text": "2 million", "probability": 0.10550016164779663 }, { "start_logit": 2.744298219680786, "end_logit": 3.2022545337677, "text": "Santa Clara Convention Center, a beer, wine and food festival at Bellomy Field", "probability": 0.07661569118499756 }, { 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"2 million worth of other ancillary events, including a week-long event at the Santa Clara Convention Center, a beer, wine and food festival", "probability": 0.054941318929195404 }, { "start_logit": 2.744298219680786, "end_logit": 2.854856014251709, "text": "Santa Clara Convention Center", "probability": 0.05413081496953964 }, { "start_logit": 2.34562349319458, "end_logit": 3.2022545337677, "text": "beer, wine and food festival at Bellomy Field", "probability": 0.051425155252218246 }, { "start_logit": 2.14224910736084, "end_logit": 3.255948543548584, "text": "$2 million", "probability": 0.04427618160843849 }, { "start_logit": 2.34562349319458, "end_logit": 3.010303497314453, "text": "beer, wine and food festival at Bellomy Field at Santa Clara University, and a pep rally", "probability": 0.04244359955191612 }, { "start_logit": 2.744298219680786, "end_logit": 2.6035022735595703, "text": "Santa Clara Convention Center, a beer, wine and food festival", "probability": 0.04210007190704346 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The committee created the 50 fund", "probability": 0.04380083456635475 }, { "start_logit": 3.335662364959717, "end_logit": 1.7217166423797607, "text": "25 percent of all money it raises for philanthropic causes in the Bay Area. The committee created the 50", "probability": 0.03747684508562088 }, { "start_logit": 1.524186134338379, "end_logit": 3.3967134952545166, "text": "philanthropic causes in the Bay Area. The committee created the 50 fund", "probability": 0.0326957106590271 }, { "start_logit": 1.8165946006774902, "end_logit": 3.0026402473449707, "text": "Super Bowl ever\", and will dedicate 25 percent", "probability": 0.029535096138715744 }, { "start_logit": 1.3346387147903442, "end_logit": 3.3967134952545166, "text": "the 50 fund", "probability": 0.027050266042351723 }, { "start_logit": 2.256953716278076, "end_logit": 2.36063551902771, "text": "Super Bowl 50", "probability": 0.024141523987054825 }, { "start_logit": 2.0650875568389893, "end_logit": 2.4966506958007812, "text": "Bay Area. 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Like the Lombardi Trophy, the \"50", "probability": 0.027296094223856926 }, { "start_logit": 3.4617016315460205, "end_logit": 1.5327154397964478, "text": "66", "probability": 0.027219019830226898 }, { "start_logit": 1.7449699640274048, "end_logit": 3.243159294128418, "text": "50", "probability": 0.02704840525984764 }, { "start_logit": 3.4290828704833984, "end_logit": 1.5327154397964478, "text": "33 lb (15 kg) for a total of 66", "probability": 0.02634548954665661 }, { "start_logit": 2.4064927101135254, "end_logit": 2.552351951599121, "text": "30 kg). Like the Lombardi Trophy", "probability": 0.02626779116690159 }, { "start_logit": 2.4064927101135254, "end_logit": 2.5513906478881836, "text": "30 kg). Like the Lombardi Trophy, the \"50\" will be designed by Tiffany & Co", "probability": 0.026242554187774658 } ], "56bec0353aeaaa14008c934e": [ { "start_logit": 3.3216552734375, "end_logit": 3.175133228302002, "text": "Vince Lombardi Trophy", "probability": 0.12386036664247513 }, { "start_logit": 3.3216552734375, "end_logit": 3.044485330581665, "text": "Vince Lombardi Trophy that all Super Bowl champions receive, the winner of Super Bowl 50", "probability": 0.1086907610297203 }, { "start_logit": 3.5111002922058105, "end_logit": 2.6240041255950928, "text": "66 lb (30 kg). Like the Lombardi Trophy", "probability": 0.08626902103424072 }, { "start_logit": 3.5111002922058105, "end_logit": 2.537811279296875, "text": "66 lb (30 kg). Like the Lombardi Trophy, the \"50\" will be designed by Tiffany & Co", "probability": 0.07914470881223679 }, { "start_logit": 3.390753984451294, "end_logit": 2.6240041255950928, "text": "33 lb (15 kg) for a total of 66 lb (30 kg). Like the Lombardi Trophy", "probability": 0.07648728787899017 }, { "start_logit": 3.4242029190063477, "end_logit": 2.569810628890991, "text": "18-karat gold-plated \"50", "probability": 0.07491695135831833 }, { "start_logit": 3.141648530960083, "end_logit": 2.537811279296875, "text": "Tiffany & Co", "probability": 0.05469793453812599 }, { "start_logit": 3.5111002922058105, "end_logit": 2.0260260105133057, "text": "66 lb (30 kg). Like the Lombardi Trophy, the \"50", "probability": 0.04744128882884979 }, { "start_logit": 3.390753984451294, "end_logit": 2.0260260105133057, "text": "33 lb (15 kg) for a total of 66 lb (30 kg). Like the Lombardi Trophy, the \"50", "probability": 0.04206207022070885 }, { "start_logit": 2.6163134574890137, "end_logit": 2.6240041255950928, "text": "15 kg) for a total of 66 lb (30 kg). Like the Lombardi Trophy", "probability": 0.035257693380117416 }, { "start_logit": 1.9341790676116943, "end_logit": 3.175133228302002, "text": "Lombardi Trophy", "probability": 0.030928507447242737 }, { "start_logit": 3.4242029190063477, "end_logit": 1.657934546470642, "text": "18", "probability": 0.03009936213493347 }, { "start_logit": 3.5111002922058105, "end_logit": 1.5394097566604614, "text": "66", "probability": 0.02916228584945202 }, { "start_logit": 3.3216552734375, "end_logit": 1.657934546470642, "text": "Vince Lombardi Trophy that all Super Bowl champions receive, the winner of Super Bowl 50 will also receive a large, 18", "probability": 0.0271657332777977 }, { "start_logit": 1.9341790676116943, "end_logit": 3.044485330581665, "text": "Lombardi Trophy that all Super Bowl champions receive, the winner of Super Bowl 50", "probability": 0.027140600606799126 }, { "start_logit": 3.4242029190063477, "end_logit": 1.5394097566604614, "text": "18-karat gold-plated \"50\". Each digit will weigh 33 lb (15 kg) for a total of 66", "probability": 0.02673514373600483 }, { "start_logit": 3.390753984451294, "end_logit": 1.5394097566604614, "text": "33 lb (15 kg) for a total of 66", "probability": 0.02585567906498909 }, { "start_logit": 2.3034892082214355, "end_logit": 2.6240041255950928, "text": "30 kg). Like the Lombardi Trophy", "probability": 0.025786716490983963 }, { "start_logit": 3.4242029190063477, "end_logit": 1.454256296157837, "text": "18-karat gold-plated \"50\". Each digit will weigh 33", "probability": 0.024552784860134125 }, { "start_logit": 3.390753984451294, "end_logit": 1.454256296157837, "text": "33", "probability": 0.023745112121105194 } ], "56bec0353aeaaa14008c934f": [ { "start_logit": 3.363758087158203, "end_logit": 3.1639790534973145, "text": "Vince Lombardi Trophy", "probability": 0.11508430540561676 }, { "start_logit": 3.363758087158203, "end_logit": 3.0661463737487793, "text": "Vince Lombardi Trophy that all Super Bowl champions receive, the winner of Super Bowl 50", "probability": 0.10435851663351059 }, { "start_logit": 3.565541982650757, "end_logit": 2.7067794799804688, "text": "66 lb (30 kg). Like the Lombardi Trophy", "probability": 0.08914367854595184 }, { "start_logit": 3.54876708984375, "end_logit": 2.7067794799804688, "text": "33 lb (15 kg) for a total of 66 lb (30 kg). Like the Lombardi Trophy", "probability": 0.08766075223684311 }, { "start_logit": 3.565541982650757, "end_logit": 2.532395124435425, "text": "66 lb (30 kg). Like the Lombardi Trophy, the \"50\" will be designed by Tiffany & Co", "probability": 0.07487835735082626 }, { "start_logit": 3.452409505844116, "end_logit": 2.5989699363708496, "text": "18-karat gold-plated \"50", "probability": 0.07147208601236343 }, { "start_logit": 3.1472489833831787, "end_logit": 2.532395124435425, "text": "Tiffany & Co", "probability": 0.04928264021873474 }, { "start_logit": 3.565541982650757, "end_logit": 2.0708556175231934, "text": "66 lb (30 kg). Like the Lombardi Trophy, the \"50", "probability": 0.047196757048368454 }, { "start_logit": 3.54876708984375, "end_logit": 2.0708556175231934, "text": "33 lb (15 kg) for a total of 66 lb (30 kg). Like the Lombardi Trophy, the \"50", "probability": 0.04641164839267731 }, { "start_logit": 2.7823805809020996, "end_logit": 2.7067794799804688, "text": "15 kg) for a total of 66 lb (30 kg). Like the Lombardi Trophy", "probability": 0.04073500633239746 }, { "start_logit": 2.4806275367736816, "end_logit": 2.7067794799804688, "text": "30 kg). Like the Lombardi Trophy", "probability": 0.030124381184577942 }, { "start_logit": 3.565541982650757, "end_logit": 1.580871820449829, "text": "66", "probability": 0.028914453461766243 }, { "start_logit": 3.452409505844116, "end_logit": 1.6877312660217285, "text": "18", "probability": 0.02873363345861435 }, { "start_logit": 3.54876708984375, "end_logit": 1.580871820449829, "text": "33 lb (15 kg) for a total of 66", "probability": 0.028433455154299736 }, { "start_logit": 1.9481399059295654, "end_logit": 3.1639790534973145, "text": "Lombardi Trophy", "probability": 0.02793963998556137 }, { "start_logit": 3.54876708984375, "end_logit": 1.52445387840271, "text": "33", "probability": 0.026873720809817314 }, { "start_logit": 3.363758087158203, "end_logit": 1.6877312660217285, "text": "Vince Lombardi Trophy that all Super Bowl champions receive, the winner of Super Bowl 50 will also receive a large, 18", "probability": 0.026296008378267288 }, { "start_logit": 3.452409505844116, "end_logit": 1.580871820449829, "text": "18-karat gold-plated \"50\". Each digit will weigh 33 lb (15 kg) for a total of 66", "probability": 0.025821542367339134 }, { "start_logit": 1.9481399059295654, "end_logit": 3.0661463737487793, "text": "Lombardi Trophy that all Super Bowl champions receive, the winner of Super Bowl 50", "probability": 0.025335684418678284 }, { "start_logit": 2.4806275367736816, "end_logit": 2.532395124435425, "text": "30 kg). Like the Lombardi Trophy, the \"50\" will be designed by Tiffany & Co", "probability": 0.025303687900304794 } ], "56bec0353aeaaa14008c9350": [ { "start_logit": 3.5654828548431396, "end_logit": 2.8470065593719482, "text": "66 lb (30 kg). Like the Lombardi Trophy", "probability": 0.10966925323009491 }, { "start_logit": 3.440392017364502, "end_logit": 2.8470065593719482, "text": "33 lb (15 kg) for a total of 66 lb (30 kg). Like the Lombardi Trophy", "probability": 0.09677395224571228 }, { "start_logit": 3.5654828548431396, "end_logit": 2.642700672149658, "text": "66 lb (30 kg). Like the Lombardi Trophy, the \"50\" will be designed by Tiffany & Co", "probability": 0.08940377086400986 }, { "start_logit": 3.1555421352386475, "end_logit": 2.9915716648101807, "text": "Vince Lombardi Trophy", "probability": 0.08410729467868805 }, { "start_logit": 3.1555421352386475, "end_logit": 2.902007818222046, "text": "Vince Lombardi Trophy that all Super Bowl champions receive, the winner of Super Bowl 50", "probability": 0.07690182328224182 }, { "start_logit": 3.153898000717163, "end_logit": 2.642700672149658, "text": "Tiffany & Co", "probability": 0.05923888459801674 }, { "start_logit": 3.3667032718658447, "end_logit": 2.400582790374756, "text": "18-karat gold-plated \"50", "probability": 0.05752766132354736 }, { "start_logit": 3.5654828548431396, "end_logit": 2.00905179977417, "text": "66 lb (30 kg). Like the Lombardi Trophy, the \"50", "probability": 0.04744229093194008 }, { "start_logit": 2.7173521518707275, "end_logit": 2.8470065593719482, "text": "15 kg) for a total of 66 lb (30 kg). Like the Lombardi Trophy", "probability": 0.04696198180317879 }, { "start_logit": 3.440392017364502, "end_logit": 2.00905179977417, "text": "33 lb (15 kg) for a total of 66 lb (30 kg). Like the Lombardi Trophy, the \"50", "probability": 0.041863877326250076 }, { "start_logit": 2.449420928955078, "end_logit": 2.8470065593719482, "text": "30 kg). Like the Lombardi Trophy", "probability": 0.03592406213283539 }, { "start_logit": 3.5654828548431396, "end_logit": 1.5599654912948608, "text": "66", "probability": 0.030278196558356285 }, { "start_logit": 2.2564244270324707, "end_logit": 2.8470065593719482, "text": "Lombardi Trophy", "probability": 0.02961883321404457 }, { "start_logit": 2.449420928955078, "end_logit": 2.642700672149658, "text": "30 kg). Like the Lombardi Trophy, the \"50\" will be designed by Tiffany & Co", "probability": 0.02928575500845909 }, { "start_logit": 3.440392017364502, "end_logit": 1.6426783800125122, "text": "33", "probability": 0.02902187779545784 }, { "start_logit": 2.0804224014282227, "end_logit": 2.9915716648101807, "text": "Lombardi Trophy", "probability": 0.02870219200849533 }, { "start_logit": 3.5654828548431396, "end_logit": 1.4584996700286865, "text": "66 lb (30 kg). Like the Lombardi Trophy, the \"50\" will be designed by Tiffany", "probability": 0.027356717735528946 }, { "start_logit": 3.3667032718658447, "end_logit": 1.6426783800125122, "text": "18-karat gold-plated \"50\". Each digit will weigh 33", "probability": 0.026960190385580063 }, { "start_logit": 3.440392017364502, "end_logit": 1.5599654912948608, "text": "33 lb (15 kg) for a total of 66", "probability": 0.02671799249947071 }, { "start_logit": 2.0804224014282227, "end_logit": 2.902007818222046, "text": "Lombardi Trophy that all Super Bowl champions receive, the winner of Super Bowl 50", "probability": 0.026243282482028008 } ], "56bec0353aeaaa14008c9351": [ { "start_logit": 3.5321404933929443, "end_logit": 2.843967914581299, "text": "66 lb (30 kg). Like the Lombardi Trophy", "probability": 0.10477837920188904 }, { "start_logit": 3.4097087383270264, "end_logit": 2.843967914581299, "text": "33 lb (15 kg) for a total of 66 lb (30 kg). Like the Lombardi Trophy", "probability": 0.09270437806844711 }, { "start_logit": 3.0001296997070312, "end_logit": 3.2283143997192383, "text": "Vince Lombardi Trophy that all Super Bowl champions receive, the winner of Super Bowl 50", "probability": 0.09039449691772461 }, { "start_logit": 3.5321404933929443, "end_logit": 2.6452136039733887, "text": "66 lb (30 kg). Like the Lombardi Trophy, the \"50\" will be designed by Tiffany & Co", "probability": 0.0858922079205513 }, { "start_logit": 3.3464393615722656, "end_logit": 2.616347551345825, "text": "18-karat gold-plated \"50", "probability": 0.06930561363697052 }, { "start_logit": 3.0001296997070312, "end_logit": 2.835664987564087, "text": "Vince Lombardi Trophy", "probability": 0.06104026734828949 }, { "start_logit": 3.5321404933929443, "end_logit": 2.2710049152374268, "text": "66 lb (30 kg). Like the Lombardi Trophy, the \"50", "probability": 0.05907953530550003 }, { "start_logit": 3.1133105754852295, "end_logit": 2.6452136039733887, "text": "Tiffany & Co", "probability": 0.056501273065805435 }, { "start_logit": 3.4097087383270264, "end_logit": 2.2710049152374268, "text": "33 lb (15 kg) for a total of 66 lb (30 kg). Like the Lombardi Trophy, the \"50", "probability": 0.052271582186222076 }, { "start_logit": 2.758378267288208, "end_logit": 2.843967914581299, "text": "15 kg) for a total of 66 lb (30 kg). Like the Lombardi Trophy", "probability": 0.0483316071331501 }, { "start_logit": 2.4548087120056152, "end_logit": 2.843967914581299, "text": "30 kg). Like the Lombardi Trophy", "probability": 0.03567734733223915 }, { "start_logit": 2.2585322856903076, "end_logit": 2.843967914581299, "text": "50\". Each digit will weigh 33 lb (15 kg) for a total of 66 lb (30 kg). Like the Lombardi Trophy", "probability": 0.029319100081920624 }, { "start_logit": 2.4548087120056152, "end_logit": 2.6452136039733887, "text": "30 kg). Like the Lombardi Trophy, the \"50\" will be designed by Tiffany & Co", "probability": 0.029246550053358078 }, { "start_logit": 3.5321404933929443, "end_logit": 1.5565673112869263, "text": "66", "probability": 0.028917504474520683 }, { "start_logit": 2.758378267288208, "end_logit": 2.2710049152374268, "text": "15 kg) for a total of 66 lb (30 kg). Like the Lombardi Trophy, the \"50", "probability": 0.02725187875330448 }, { "start_logit": 3.4097087383270264, "end_logit": 1.598662257194519, "text": "33", "probability": 0.02668522670865059 }, { "start_logit": 1.7597241401672363, "end_logit": 3.2283143997192383, "text": "Super Bowl 50", "probability": 0.026148134842514992 }, { "start_logit": 2.1314656734466553, "end_logit": 2.843967914581299, "text": "Lombardi Trophy", "probability": 0.025820598006248474 }, { "start_logit": 3.4097087383270264, "end_logit": 1.5565673112869263, "text": "33 lb (15 kg) for a total of 66", "probability": 0.0255852360278368 }, { "start_logit": 3.3464393615722656, "end_logit": 1.598662257194519, "text": "18-karat gold-plated \"50\". Each digit will weigh 33", "probability": 0.025049179792404175 } ], "56bf5b933aeaaa14008c95ed": [ { "start_logit": 3.3213095664978027, "end_logit": 3.3189971446990967, "text": "Vince Lombardi Trophy that all Super Bowl champions receive, the winner of Super Bowl 50", "probability": 0.13429492712020874 }, { "start_logit": 3.3213095664978027, "end_logit": 2.901991367340088, "text": "Vince Lombardi Trophy", "probability": 0.0885026752948761 }, { "start_logit": 3.466710090637207, "end_logit": 2.7126142978668213, "text": "18-karat gold-plated \"50", "probability": 0.08469495177268982 }, { "start_logit": 3.5264780521392822, "end_logit": 2.5497729778289795, "text": "66 lb (30 kg). Like the Lombardi Trophy, the \"50\" will be designed by Tiffany & Co", "probability": 0.07640001177787781 }, { "start_logit": 3.5264780521392822, "end_logit": 2.5318241119384766, "text": "66 lb (30 kg). Like the Lombardi Trophy", "probability": 0.07504093647003174 }, { "start_logit": 3.455505609512329, "end_logit": 2.5318241119384766, "text": "33 lb (15 kg) for a total of 66 lb (30 kg). Like the Lombardi Trophy", "probability": 0.06989969313144684 }, { "start_logit": 3.5264780521392822, "end_logit": 2.290771007537842, "text": "66 lb (30 kg). Like the Lombardi Trophy, the \"50", "probability": 0.058967188000679016 }, { "start_logit": 3.455505609512329, "end_logit": 2.290771007537842, "text": "33 lb (15 kg) for a total of 66 lb (30 kg). Like the Lombardi Trophy, the \"50", "probability": 0.05492720380425453 }, { "start_logit": 3.1692698001861572, "end_logit": 2.5497729778289795, "text": "Tiffany & Co", "probability": 0.05345149338245392 }, { "start_logit": 2.0425026416778564, "end_logit": 3.3189971446990967, "text": "Lombardi Trophy that all Super Bowl champions receive, the winner of Super Bowl 50", "probability": 0.037383582442998886 }, { "start_logit": 2.6309127807617188, "end_logit": 2.5318241119384766, "text": "15 kg) for a total of 66 lb (30 kg). Like the Lombardi Trophy", "probability": 0.03064497746527195 }, { "start_logit": 3.5264780521392822, "end_logit": 1.577409267425537, "text": "66", "probability": 0.02889357879757881 }, { "start_logit": 3.466710090637207, "end_logit": 1.577409267425537, "text": "18-karat gold-plated \"50\". Each digit will weigh 33 lb (15 kg) for a total of 66", "probability": 0.027217255905270576 }, { "start_logit": 3.455505609512329, "end_logit": 1.577409267425537, "text": "33 lb (15 kg) for a total of 66", "probability": 0.02691401168704033 }, { "start_logit": 1.7137526273727417, "end_logit": 3.3189971446990967, "text": "Super Bowl 50", "probability": 0.02690955623984337 }, { "start_logit": 3.466710090637207, "end_logit": 1.5453590154647827, "text": "18", "probability": 0.026358768343925476 }, { "start_logit": 1.6631075143814087, "end_logit": 3.3189971446990967, "text": "50", "probability": 0.02558066137135029 }, { "start_logit": 3.3213095664978027, "end_logit": 1.641789436340332, "text": "Vince Lombardi", "probability": 0.025099070742726326 }, { "start_logit": 2.0425026416778564, "end_logit": 2.901991367340088, "text": "Lombardi Trophy", "probability": 0.02463642694056034 }, { "start_logit": 3.466710090637207, "end_logit": 1.4592095613479614, "text": "18-karat gold-plated \"50\". Each digit will weigh 33", "probability": 0.024183033034205437 } ], "56bf5b933aeaaa14008c95ef": [ { "start_logit": 3.2276949882507324, "end_logit": 3.191352605819702, "text": "Vince Lombardi Trophy", "probability": 0.10684501379728317 }, { "start_logit": 3.4958841800689697, "end_logit": 2.790475845336914, "text": "66 lb (30 kg). Like the Lombardi Trophy", "probability": 0.09356831014156342 }, { "start_logit": 3.2276949882507324, "end_logit": 3.0329596996307373, "text": "Vince Lombardi Trophy that all Super Bowl champions receive, the winner of Super Bowl 50", "probability": 0.09119375050067902 }, { "start_logit": 3.405017614364624, "end_logit": 2.790475845336914, "text": "33 lb (15 kg) for a total of 66 lb (30 kg). Like the Lombardi Trophy", "probability": 0.08544095605611801 }, { "start_logit": 3.4958841800689697, "end_logit": 2.617197036743164, "text": "66 lb (30 kg). Like the Lombardi Trophy, the \"50\" will be designed by Tiffany & Co", "probability": 0.07868187874555588 }, { "start_logit": 3.416301727294922, "end_logit": 2.620560884475708, "text": "18-karat gold-plated \"50", "probability": 0.0729077085852623 }, { "start_logit": 3.2073068618774414, "end_logit": 2.617197036743164, "text": "Tiffany & Co", "probability": 0.058958619832992554 }, { "start_logit": 3.4958841800689697, "end_logit": 2.1040961742401123, "text": "66 lb (30 kg). Like the Lombardi Trophy, the \"50", "probability": 0.04710185155272484 }, { "start_logit": 2.7270309925079346, "end_logit": 2.790475845336914, "text": "15 kg) for a total of 66 lb (30 kg). Like the Lombardi Trophy", "probability": 0.04337305948138237 }, { "start_logit": 3.405017614364624, "end_logit": 2.1040961742401123, "text": "33 lb (15 kg) for a total of 66 lb (30 kg). Like the Lombardi Trophy, the \"50", "probability": 0.043010562658309937 }, { "start_logit": 2.037307024002075, "end_logit": 3.191352605819702, "text": "Lombardi Trophy", "probability": 0.03249192610383034 }, { "start_logit": 2.3969242572784424, "end_logit": 2.790475845336914, "text": "30 kg). Like the Lombardi Trophy", "probability": 0.03117859736084938 }, { "start_logit": 3.416301727294922, "end_logit": 1.7441812753677368, "text": "18", "probability": 0.03035055473446846 }, { "start_logit": 2.037307024002075, "end_logit": 3.0329596996307373, "text": "Lombardi Trophy that all Super Bowl champions receive, the winner of Super Bowl 50", "probability": 0.027732323855161667 }, { "start_logit": 3.4958841800689697, "end_logit": 1.5662659406661987, "text": "66", "probability": 0.027508137747645378 }, { "start_logit": 2.253117084503174, "end_logit": 2.790475845336914, "text": "Lombardi Trophy", "probability": 0.027002377435564995 }, { "start_logit": 2.3969242572784424, "end_logit": 2.617197036743164, "text": "30 kg). Like the Lombardi Trophy, the \"50\" will be designed by Tiffany & Co", "probability": 0.026218177750706673 }, { "start_logit": 3.416301727294922, "end_logit": 1.576305627822876, "text": "18-karat gold-plated \"50\". Each digit will weigh 33", "probability": 0.02566014602780342 }, { "start_logit": 3.416301727294922, "end_logit": 1.5662659406661987, "text": "18-karat gold-plated \"50\". Each digit will weigh 33 lb (15 kg) for a total of 66", "probability": 0.02540382370352745 }, { "start_logit": 3.405017614364624, "end_logit": 1.576305627822876, "text": "33", "probability": 0.025372229516506195 } ], "56bf5b933aeaaa14008c95f1": [ { "start_logit": 3.183448553085327, "end_logit": 3.213163375854492, "text": "Vince Lombardi Trophy", "probability": 0.10633187741041183 }, { "start_logit": 3.543665885925293, "end_logit": 2.825143575668335, "text": "66 lb (30 kg). Like the Lombardi Trophy", "probability": 0.103416308760643 }, { "start_logit": 3.543665885925293, "end_logit": 2.706798553466797, "text": "66 lb (30 kg). Like the Lombardi Trophy, the \"50\" will be designed by Tiffany & Co", "probability": 0.09187393635511398 }, { "start_logit": 3.4050180912017822, "end_logit": 2.825143575668335, "text": "33 lb (15 kg) for a total of 66 lb (30 kg). Like the Lombardi Trophy", "probability": 0.09002745151519775 }, { "start_logit": 3.183448553085327, "end_logit": 2.9625370502471924, "text": "Vince Lombardi Trophy that all Super Bowl champions receive, the winner of Super Bowl 50", "probability": 0.08275947719812393 }, { "start_logit": 3.4008638858795166, "end_logit": 2.4272124767303467, "text": "18-karat gold-plated \"50", "probability": 0.06022149696946144 }, { "start_logit": 3.0596988201141357, "end_logit": 2.706798553466797, "text": "Tiffany & Co", "probability": 0.05662500113248825 }, { "start_logit": 2.7143795490264893, "end_logit": 2.825143575668335, "text": "15 kg) for a total of 66 lb (30 kg). Like the Lombardi Trophy", "probability": 0.045126792043447495 }, { "start_logit": 3.543665885925293, "end_logit": 1.985615611076355, "text": "66 lb (30 kg). Like the Lombardi Trophy, the \"50", "probability": 0.04466698318719864 }, { "start_logit": 3.4050180912017822, "end_logit": 1.985615611076355, "text": "33 lb (15 kg) for a total of 66 lb (30 kg). Like the Lombardi Trophy, the \"50", "probability": 0.03888414427638054 }, { "start_logit": 2.3784193992614746, "end_logit": 2.825143575668335, "text": "30 kg). Like the Lombardi Trophy", "probability": 0.03224992752075195 }, { "start_logit": 1.974942684173584, "end_logit": 3.213163375854492, "text": "Lombardi Trophy", "probability": 0.03175527974963188 }, { "start_logit": 3.543665885925293, "end_logit": 1.542777180671692, "text": "66", "probability": 0.028685620054602623 }, { "start_logit": 2.3784193992614746, "end_logit": 2.706798553466797, "text": "30 kg). Like the Lombardi Trophy, the \"50\" will be designed by Tiffany & Co", "probability": 0.028650501742959023 }, { "start_logit": 2.253303050994873, "end_logit": 2.825143575668335, "text": "Lombardi Trophy", "probability": 0.028457149863243103 }, { "start_logit": 3.4008638858795166, "end_logit": 1.6631160974502563, "text": "18", "probability": 0.0280484426766634 }, { "start_logit": 3.4050180912017822, "end_logit": 1.584560513496399, "text": "33", "probability": 0.026037340983748436 }, { "start_logit": 3.4008638858795166, "end_logit": 1.584560513496399, "text": "18-karat gold-plated \"50\". Each digit will weigh 33", "probability": 0.025929398834705353 }, { "start_logit": 2.253303050994873, "end_logit": 2.706798553466797, "text": "Lombardi Trophy, the \"50\" will be designed by Tiffany & Co", "probability": 0.025281036272644997 }, { "start_logit": 3.4050180912017822, "end_logit": 1.542777180671692, "text": "33 lb (15 kg) for a total of 66", "probability": 0.02497182786464691 } ], "56d71d9d0d65d21400198374": [ { "start_logit": 3.315835952758789, "end_logit": 3.2455344200134277, "text": "Vince Lombardi Trophy that all Super Bowl champions receive, the winner of Super Bowl 50", "probability": 0.1342632919549942 }, { "start_logit": 3.43772292137146, "end_logit": 2.6711089611053467, "text": "18-karat gold-plated \"50", "probability": 0.0853930190205574 }, { "start_logit": 3.315835952758789, "end_logit": 2.7157979011535645, "text": "Vince Lombardi Trophy", "probability": 0.07904885709285736 }, { "start_logit": 3.439403772354126, "end_logit": 2.554311990737915, "text": "66 lb (30 kg). Like the Lombardi Trophy, the \"50\" will be designed by Tiffany & Co", "probability": 0.07610759884119034 }, { "start_logit": 3.439403772354126, "end_logit": 2.4929826259613037, "text": "66 lb (30 kg). Like the Lombardi Trophy", "probability": 0.07158022373914719 }, { "start_logit": 3.4030368328094482, "end_logit": 2.4929826259613037, "text": "33 lb (15 kg) for a total of 66 lb (30 kg). Like the Lombardi Trophy", "probability": 0.06902383267879486 }, { "start_logit": 3.1406829357147217, "end_logit": 2.554311990737915, "text": "Tiffany & Co", "probability": 0.05645406246185303 }, { "start_logit": 3.439403772354126, "end_logit": 2.247049331665039, "text": "66 lb (30 kg). Like the Lombardi Trophy, the \"50", "probability": 0.055973879992961884 }, { "start_logit": 3.4030368328094482, "end_logit": 2.247049331665039, "text": "33 lb (15 kg) for a total of 66 lb (30 kg). Like the Lombardi Trophy, the \"50", "probability": 0.053974881768226624 }, { "start_logit": 2.7247049808502197, "end_logit": 2.4929826259613037, "text": "15 kg) for a total of 66 lb (30 kg). Like the Lombardi Trophy", "probability": 0.03502702713012695 }, { "start_logit": 1.908973217010498, "end_logit": 3.2455344200134277, "text": "Lombardi Trophy that all Super Bowl champions receive, the winner of Super Bowl 50", "probability": 0.032882481813430786 }, { "start_logit": 3.43772292137146, "end_logit": 1.656498670578003, "text": "18", "probability": 0.030958697199821472 }, { "start_logit": 3.315835952758789, "end_logit": 1.7606661319732666, "text": "Vince Lombardi", "probability": 0.030414948239922523 }, { "start_logit": 3.315835952758789, "end_logit": 1.712087869644165, "text": "Vince Lombardi Trophy that all Super Bowl champions", "probability": 0.02897275798022747 }, { "start_logit": 3.315835952758789, "end_logit": 1.656498670578003, "text": "Vince Lombardi Trophy that all Super Bowl champions receive, the winner of Super Bowl 50 will also receive a large, 18", "probability": 0.027406146749854088 }, { "start_logit": 2.7247049808502197, "end_logit": 2.247049331665039, "text": "15 kg) for a total of 66 lb (30 kg). Like the Lombardi Trophy, the \"50", "probability": 0.02739023230969906 }, { "start_logit": 1.7068222761154175, "end_logit": 3.2455344200134277, "text": "50", "probability": 0.026864055544137955 }, { "start_logit": 2.3934152126312256, "end_logit": 2.554311990737915, "text": "30 kg). Like the Lombardi Trophy, the \"50\" will be designed by Tiffany & Co", "probability": 0.026739973574876785 }, { "start_logit": 3.43772292137146, "end_logit": 1.4769432544708252, "text": "18-karat gold-plated \"50\". Each digit will weigh 33", "probability": 0.025870375335216522 }, { "start_logit": 3.439403772354126, "end_logit": 1.4668503999710083, "text": "66", "probability": 0.025653671473264694 } ], "56d71d9d0d65d21400198377": [ { "start_logit": 3.3002634048461914, "end_logit": 2.879868507385254, "text": "Vince Lombardi Trophy that all Super Bowl champions receive, the winner of Super Bowl 50", "probability": 0.09578556567430496 }, { "start_logit": 3.4777565002441406, "end_logit": 2.627933979034424, "text": "66 lb (30 kg). Like the Lombardi Trophy, the \"50\" will be designed by Tiffany & Co", "probability": 0.08891408145427704 }, { "start_logit": 3.3002634048461914, "end_logit": 2.7701847553253174, "text": "Vince Lombardi Trophy", "probability": 0.08583509922027588 }, { "start_logit": 3.4777565002441406, "end_logit": 2.5392894744873047, "text": "66 lb (30 kg). Like the Lombardi Trophy", "probability": 0.08137158304452896 }, { "start_logit": 3.4410619735717773, "end_logit": 2.5392894744873047, "text": "33 lb (15 kg) for a total of 66 lb (30 kg). Like the Lombardi Trophy", "probability": 0.07843980193138123 }, { "start_logit": 3.4414474964141846, "end_logit": 2.4463608264923096, "text": "18-karat gold-plated \"50", "probability": 0.07150650769472122 }, { "start_logit": 3.1744866371154785, "end_logit": 2.627933979034424, "text": "Tiffany & Co", "probability": 0.06565414369106293 }, { "start_logit": 3.4777565002441406, "end_logit": 1.954999566078186, "text": "66 lb (30 kg). Like the Lombardi Trophy, the \"50", "probability": 0.045364778488874435 }, { "start_logit": 3.4410619735717773, "end_logit": 1.954999566078186, "text": "33 lb (15 kg) for a total of 66 lb (30 kg). Like the Lombardi Trophy, the \"50", "probability": 0.04373031109571457 }, { "start_logit": 2.7566566467285156, "end_logit": 2.5392894744873047, "text": "15 kg) for a total of 66 lb (30 kg). Like the Lombardi Trophy", "probability": 0.039564259350299835 }, { "start_logit": 3.4414474964141846, "end_logit": 1.7435146570205688, "text": "18", "probability": 0.03540816158056259 }, { "start_logit": 3.3002634048461914, "end_logit": 1.8556318283081055, "text": "Vince Lombardi", "probability": 0.03439376503229141 }, { "start_logit": 3.3002634048461914, "end_logit": 1.7435146570205688, "text": "Vince Lombardi Trophy that all Super Bowl champions receive, the winner of Super Bowl 50 will also receive a large, 18", "probability": 0.030745944008231163 }, { "start_logit": 2.3924927711486816, "end_logit": 2.627933979034424, "text": "30 kg). Like the Lombardi Trophy, the \"50\" will be designed by Tiffany & Co", "probability": 0.030036307871341705 }, { "start_logit": 3.4777565002441406, "end_logit": 1.5379499197006226, "text": "66", "probability": 0.029894862323999405 }, { "start_logit": 3.4414474964141846, "end_logit": 1.5379499197006226, "text": "18-karat gold-plated \"50\". Each digit will weigh 33 lb (15 kg) for a total of 66", "probability": 0.028828872367739677 }, { "start_logit": 3.4410619735717773, "end_logit": 1.5379499197006226, "text": "33 lb (15 kg) for a total of 66", "probability": 0.028817767277359962 }, { "start_logit": 3.4414474964141846, "end_logit": 1.5319067239761353, "text": "18-karat gold-plated \"50\". Each digit will weigh 33", "probability": 0.028655188158154488 }, { "start_logit": 3.4410619735717773, "end_logit": 1.5319067239761353, "text": "33", "probability": 0.02864413522183895 }, { "start_logit": 2.3367841243743896, "end_logit": 2.627933979034424, "text": "Lombardi Trophy, the \"50\" will be designed by Tiffany & Co", "probability": 0.028408773243427277 } ], "56bec0dd3aeaaa14008c9357": [ { "start_logit": 3.9715802669525146, "end_logit": 3.449687957763672, "text": "Jim Nantz and Phil Simms", "probability": 0.10182149708271027 }, { "start_logit": 3.9544947147369385, "end_logit": 3.449687957763672, "text": "Phil Simms", "probability": 0.10009655356407166 }, { "start_logit": 3.9715802669525146, "end_logit": 3.1944541931152344, "text": "Jim Nantz", "probability": 0.07888472080230713 }, { "start_logit": 3.9715802669525146, "end_logit": 3.186861276626587, "text": "Jim Nantz and Phil Simms called the contest, with Tracy Wolfson", "probability": 0.0782879963517189 }, { "start_logit": 3.9544947147369385, "end_logit": 3.186861276626587, "text": "Phil Simms called the contest, with Tracy Wolfson", "probability": 0.07696177065372467 }, { "start_logit": 3.9715802669525146, "end_logit": 3.071173667907715, "text": "Jim Nantz and Phil Simms called the contest, with Tracy Wolfson and Evan Washburn", "probability": 0.0697353258728981 }, { "start_logit": 3.9544947147369385, "end_logit": 3.071173667907715, "text": "Phil Simms called the contest, with Tracy Wolfson and Evan Washburn", "probability": 0.06855393946170807 }, { "start_logit": 3.6686697006225586, "end_logit": 3.186861276626587, "text": "Tracy Wolfson", "probability": 0.05782860517501831 }, { "start_logit": 3.6686697006225586, "end_logit": 3.071173667907715, "text": "Tracy Wolfson and Evan Washburn", "probability": 0.051511041820049286 }, { "start_logit": 3.591437339782715, "end_logit": 3.071173667907715, "text": "Evan Washburn", "probability": 0.047682467848062515 }, { "start_logit": 2.979452610015869, "end_logit": 3.49897837638855, "text": "bullet time\" effects. (An earlier version of EyeVision was last used in Super Bowl XXXV; for Super Bowl 50", "probability": 0.039661601185798645 }, { "start_logit": 2.944267511367798, "end_logit": 3.449687957763672, "text": "Simms", "probability": 0.036448776721954346 }, { "start_logit": 3.591437339782715, "end_logit": 2.5616891384124756, "text": "Evan Washburn on the sidelines. CBS introduced new features during the telecast, including pylon cameras and microphones along with EyeVision 360", "probability": 0.028647881001234055 }, { "start_logit": 2.944267511367798, "end_logit": 3.186861276626587, "text": "Simms called the contest, with Tracy Wolfson", "probability": 0.028024565428495407 }, { "start_logit": 2.979452610015869, "end_logit": 3.075406789779663, "text": "bullet time\" effects. (An earlier version of EyeVision was last used in Super Bowl XXXV", "probability": 0.025966623798012733 }, { "start_logit": 2.944267511367798, "end_logit": 3.071173667907715, "text": "Simms called the contest, with Tracy Wolfson and Evan Washburn", "probability": 0.024962974712252617 }, { "start_logit": 2.979452610015869, "end_logit": 3.033726453781128, "text": "bullet time\" effects. (An earlier version of EyeVision", "probability": 0.024906570091843605 }, { "start_logit": 3.9715802669525146, "end_logit": 1.839032769203186, "text": "Jim Nantz and Phil Simms called the contest", "probability": 0.020339522510766983 }, { "start_logit": 3.9544947147369385, "end_logit": 1.839032769203186, "text": "Phil Simms called the contest", "probability": 0.019994962960481644 }, { "start_logit": 2.2788047790527344, "end_logit": 3.49897837638855, "text": "Super Bowl XXXV; for Super Bowl 50", "probability": 0.0196826234459877 } ], "56bec0dd3aeaaa14008c9358": [ { "start_logit": 3.773104667663574, "end_logit": 3.489476442337036, "text": "Phil Simms", "probability": 0.12655870616436005 }, { "start_logit": 3.773104667663574, "end_logit": 3.203888177871704, "text": "Phil Simms called the contest, with Tracy Wolfson and Evan Washburn", "probability": 0.09511798620223999 }, { "start_logit": 3.773104667663574, "end_logit": 2.9847428798675537, "text": "Phil Simms called the contest, with Tracy Wolfson", "probability": 0.07639927417039871 }, { "start_logit": 3.456380844116211, "end_logit": 3.203888177871704, "text": "Evan Washburn", "probability": 0.06929649412631989 }, { "start_logit": 3.443791389465332, "end_logit": 3.203888177871704, "text": "Tracy Wolfson and Evan Washburn", "probability": 0.06842955946922302 }, { "start_logit": 2.954904079437256, "end_logit": 3.489476442337036, "text": "Jim Nantz and Phil Simms", "probability": 0.055840883404016495 }, { "start_logit": 3.443791389465332, "end_logit": 2.9847428798675537, "text": "Tracy Wolfson", "probability": 0.05496298894286156 }, { "start_logit": 2.827340602874756, "end_logit": 3.5367119312286377, "text": "bullet time\" effects. (An earlier version of EyeVision was last used in Super Bowl XXXV; for Super Bowl 50", "probability": 0.05153072625398636 }, { "start_logit": 3.456380844116211, "end_logit": 2.830101728439331, "text": "Evan Washburn on the sidelines. CBS introduced new features during the telecast, including pylon cameras and microphones along with EyeVision 360", "probability": 0.04768458753824234 }, { "start_logit": 2.7494752407073975, "end_logit": 3.489476442337036, "text": "Simms", "probability": 0.045471109449863434 }, { "start_logit": 2.954904079437256, "end_logit": 3.203888177871704, "text": "Jim Nantz and Phil Simms called the contest, with Tracy Wolfson and Evan Washburn", "probability": 0.041968438774347305 }, { "start_logit": 2.827340602874756, "end_logit": 3.2822816371917725, "text": "bullet time\" effects. (An earlier version of EyeVision", "probability": 0.03995474800467491 }, { "start_logit": 2.7494752407073975, "end_logit": 3.203888177871704, "text": "Simms called the contest, with Tracy Wolfson and Evan Washburn", "probability": 0.03417481109499931 }, { "start_logit": 2.954904079437256, "end_logit": 2.9847428798675537, "text": "Jim Nantz and Phil Simms called the contest, with Tracy Wolfson", "probability": 0.033709242939949036 }, { "start_logit": 2.827340602874756, "end_logit": 2.9829962253570557, "text": "bullet time\" effects. (An earlier version of EyeVision was last used in Super Bowl XXXV", "probability": 0.029620379209518433 }, { "start_logit": 2.2041611671447754, "end_logit": 3.5367119312286377, "text": "EyeVision was last used in Super Bowl XXXV; for Super Bowl 50", "probability": 0.02763267233967781 }, { "start_logit": 2.7494752407073975, "end_logit": 2.9847428798675537, "text": "Simms called the contest, with Tracy Wolfson", "probability": 0.02744937874376774 }, { "start_logit": 2.175363540649414, "end_logit": 3.5367119312286377, "text": "Super Bowl XXXV; for Super Bowl 50", "probability": 0.02684825100004673 }, { "start_logit": 3.773104667663574, "end_logit": 1.9039642810821533, "text": "Phil Simms called the contest", "probability": 0.025924645364284515 }, { "start_logit": 2.2041611671447754, "end_logit": 3.2822816371917725, "text": "EyeVision", "probability": 0.02142520435154438 } ], "56bec0dd3aeaaa14008c9359": [ { "start_logit": 3.9547762870788574, "end_logit": 3.4120864868164062, "text": "Phil Simms", "probability": 0.13490143418312073 }, { "start_logit": 3.889742612838745, "end_logit": 3.4120864868164062, "text": "Jim Nantz and Phil Simms", "probability": 0.12640750408172607 }, { "start_logit": 3.889742612838745, "end_logit": 3.1637344360351562, "text": "Jim Nantz", "probability": 0.09860863536596298 }, { "start_logit": 3.9547762870788574, "end_logit": 2.835155963897705, "text": "Phil Simms called the contest, with Tracy Wolfson", "probability": 0.0757632926106453 }, { "start_logit": 3.889742612838745, "end_logit": 2.835155963897705, "text": "Jim Nantz and Phil Simms called the contest, with Tracy Wolfson", "probability": 0.07099290192127228 }, { "start_logit": 3.617001533508301, "end_logit": 2.835155963897705, "text": "Tracy Wolfson", "probability": 0.05404619500041008 }, { "start_logit": 2.9220242500305176, "end_logit": 3.4732072353363037, "text": "bullet time\" effects. 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The ESPN Deportes Spanish broadcast was made available through WatchESPN", "probability": 0.03711163252592087 }, { "start_logit": 2.5560054779052734, "end_logit": 2.809220790863037, "text": "CBSSports", "probability": 0.03596955165266991 }, { "start_logit": 2.3074889183044434, "end_logit": 3.039012908935547, "text": "Windows 10, Xbox One and other digital media players (such as Chromecast", "probability": 0.035302311182022095 }, { "start_logit": 2.3742880821228027, "end_logit": 2.9419984817504883, "text": "Xbox One and other digital media players (such as Chromecast and Roku", "probability": 0.03425159305334091 }, { "start_logit": 2.343410015106201, "end_logit": 2.965712547302246, "text": "CBS provided digital streams of the game via CBSSports.com, and the CBS Sports apps on tablets, Windows 10", "probability": 0.03400709480047226 }, { "start_logit": 2.3074889183044434, "end_logit": 2.965712547302246, "text": "Windows 10", "probability": 0.03280720114707947 }, { "start_logit": 2.3074889183044434, "end_logit": 2.9419984817504883, "text": "Windows 10, Xbox One and other digital media players (such as Chromecast and Roku", "probability": 0.032038360834121704 }, { "start_logit": 2.2032711505889893, "end_logit": 3.039012908935547, "text": "CBS Sports apps on tablets, Windows 10, Xbox One and other digital media players (such as Chromecast", "probability": 0.03180839866399765 } ], "56bec2013aeaaa14008c9373": [ { "start_logit": 3.6301357746124268, "end_logit": 3.179044246673584, "text": "Chromecast", "probability": 0.1553722321987152 }, { "start_logit": 3.6301357746124268, "end_logit": 2.9743435382843018, "text": "Chromecast and Roku", "probability": 0.12661141157150269 }, { "start_logit": 3.6301357746124268, "end_logit": 2.454089879989624, "text": "Chromecast and Roku). Due to Verizon Communications exclusivity", "probability": 0.07525400072336197 }, { "start_logit": 3.6301357746124268, "end_logit": 2.3984179496765137, "text": "Chromecast and Roku). Due to Verizon Communications", "probability": 0.07117896527051926 }, { "start_logit": 3.6301357746124268, "end_logit": 2.3102729320526123, "text": "Chromecast and Roku). Due to Verizon Communications exclusivity, streaming on smartphones was only provided to Verizon Wireless", "probability": 0.06517345458269119 }, { "start_logit": 2.3881351947784424, "end_logit": 3.179044246673584, "text": "Xbox One and other digital media players (such as Chromecast", "probability": 0.044872406870126724 }, { "start_logit": 2.4525351524353027, "end_logit": 3.0595197677612305, "text": "NFL Mobile service. The ESPN Deportes Spanish broadcast was made available through WatchESPN", "probability": 0.042465776205062866 }, { "start_logit": 2.208777666091919, "end_logit": 3.179044246673584, "text": "CBSSports.com, and the CBS Sports apps on tablets, Windows 10, Xbox One and other digital media players (such as Chromecast", "probability": 0.03750467300415039 }, { "start_logit": 2.208777666091919, "end_logit": 3.1668713092803955, "text": "CBSSports.com", "probability": 0.037050891667604446 }, { "start_logit": 2.3881351947784424, "end_logit": 2.9743435382843018, "text": "Xbox One and other digital media players (such as Chromecast and Roku", "probability": 0.0365661196410656 }, { "start_logit": 2.158825635910034, "end_logit": 3.179044246673584, "text": "Windows 10, Xbox One and other digital media players (such as Chromecast", "probability": 0.035677243024110794 }, { "start_logit": 2.208777666091919, "end_logit": 3.049373149871826, "text": "CBSSports.com, and the CBS Sports apps on tablets, Windows 10", "probability": 0.032943516969680786 }, { "start_logit": 2.0347633361816406, "end_logit": 3.179044246673584, "text": "CBS Sports apps on tablets, Windows 10, Xbox One and other digital media players (such as Chromecast", "probability": 0.03151460364460945 }, { "start_logit": 2.158825635910034, "end_logit": 3.049373149871826, "text": "Windows 10", "probability": 0.03133833408355713 }, { "start_logit": 2.2298388481140137, "end_logit": 2.9743435382843018, "text": "Roku", "probability": 0.031212730333209038 }, { "start_logit": 2.208777666091919, "end_logit": 2.9512436389923096, "text": "CBSSports", "probability": 0.029864327982068062 }, { "start_logit": 2.158825635910034, "end_logit": 2.9743435382843018, "text": "Windows 10, Xbox One and other digital media players (such as Chromecast and Roku", "probability": 0.0290730781853199 }, { "start_logit": 1.9467577934265137, "end_logit": 3.179044246673584, "text": "tablets, Windows 10, Xbox One and other digital media players (such as Chromecast", "probability": 0.028859680518507957 }, { "start_logit": 2.0657458305358887, "end_logit": 3.0595197677612305, "text": "Verizon Wireless customers via the NFL Mobile service. The ESPN Deportes Spanish broadcast was made available through WatchESPN", "probability": 0.028844201937317848 }, { "start_logit": 2.0580272674560547, "end_logit": 3.0595197677612305, "text": "WatchESPN", "probability": 0.028622424229979515 } ], "56bec2013aeaaa14008c9374": [ { "start_logit": 3.6187338829040527, "end_logit": 3.1855664253234863, "text": "Chromecast", "probability": 0.14017532765865326 }, { "start_logit": 3.6187338829040527, "end_logit": 3.021326780319214, "text": "Chromecast and Roku", "probability": 0.11894415318965912 }, { "start_logit": 3.6187338829040527, "end_logit": 2.416896104812622, "text": "Chromecast and Roku). Due to Verizon Communications exclusivity", "probability": 0.06498938053846359 }, { "start_logit": 3.6187338829040527, "end_logit": 2.274000406265259, "text": "Chromecast and Roku). Due to Verizon Communications", "probability": 0.056335680186748505 }, { "start_logit": 3.6187338829040527, "end_logit": 2.2063510417938232, "text": "Chromecast and Roku). Due to Verizon Communications exclusivity, streaming on smartphones was only provided to Verizon Wireless", "probability": 0.052650634199380875 }, { "start_logit": 2.511488914489746, "end_logit": 3.197296619415283, "text": "CBSSports.com", "probability": 0.046870067715644836 }, { "start_logit": 2.511488914489746, "end_logit": 3.1855664253234863, "text": "CBSSports.com, and the CBS Sports apps on tablets, Windows 10, Xbox One and other digital media players (such as Chromecast", "probability": 0.04632348567247391 }, { "start_logit": 2.426419496536255, "end_logit": 3.1888678073883057, "text": "NFL Mobile service. The ESPN Deportes Spanish broadcast was made available through WatchESPN", "probability": 0.042686425149440765 }, { "start_logit": 2.4257307052612305, "end_logit": 3.1855664253234863, "text": "Xbox One and other digital media players (such as Chromecast", "probability": 0.04251643642783165 }, { "start_logit": 2.511488914489746, "end_logit": 3.0321414470672607, "text": "CBSSports.com, and the CBS Sports apps on tablets, Windows 10", "probability": 0.039734676480293274 }, { "start_logit": 2.3186428546905518, "end_logit": 3.197296619415283, "text": "CBS provided digital streams of the game via CBSSports.com", "probability": 0.038649480789899826 }, { "start_logit": 2.511488914489746, "end_logit": 2.98394775390625, "text": "CBSSports", "probability": 0.03786511719226837 }, { "start_logit": 2.2890255451202393, "end_logit": 3.1855664253234863, "text": "Windows 10, Xbox One and other digital media players (such as Chromecast", "probability": 0.03708400949835777 }, { "start_logit": 2.4257307052612305, "end_logit": 3.021326780319214, "text": "Xbox One and other digital media players (such as Chromecast and Roku", "probability": 0.036076851189136505 }, { "start_logit": 2.214247226715088, "end_logit": 3.1888678073883057, "text": "Verizon Wireless customers via the NFL Mobile service. The ESPN Deportes Spanish broadcast was made available through WatchESPN", "probability": 0.03452587127685547 }, { "start_logit": 2.1826770305633545, "end_logit": 3.1888678073883057, "text": "ESPN Deportes Spanish broadcast was made available through WatchESPN", "probability": 0.03345290198922157 }, { "start_logit": 2.342402935028076, "end_logit": 3.021326780319214, "text": "Roku", "probability": 0.0331924743950367 }, { "start_logit": 2.3186428546905518, "end_logit": 3.0321414470672607, "text": "CBS provided digital streams of the game via CBSSports.com, and the CBS Sports apps on tablets, Windows 10", "probability": 0.03276555985212326 }, { "start_logit": 2.1631078720092773, "end_logit": 3.1855664253234863, "text": "tablets, Windows 10, Xbox One and other digital media players (such as Chromecast", "probability": 0.032696496695280075 }, { "start_logit": 2.1560001373291016, "end_logit": 3.1855664253234863, "text": "CBS Sports apps on tablets, Windows 10, Xbox One and other digital media players (such as Chromecast", "probability": 0.03246492147445679 } ], "56bec2013aeaaa14008c9375": [ { "start_logit": 3.619065761566162, "end_logit": 3.185946226119995, "text": "Chromecast", "probability": 0.14564149081707 }, { "start_logit": 3.619065761566162, "end_logit": 2.9212491512298584, "text": "Chromecast and Roku", "probability": 0.111770860850811 }, { "start_logit": 3.619065761566162, "end_logit": 2.4345896244049072, "text": "Chromecast and Roku). Due to Verizon Communications exclusivity", "probability": 0.06870293617248535 }, { "start_logit": 3.619065761566162, "end_logit": 2.3327877521514893, "text": "Chromecast and Roku). Due to Verizon Communications", "probability": 0.062053076922893524 }, { "start_logit": 3.619065761566162, "end_logit": 2.2996459007263184, "text": "Chromecast and Roku). Due to Verizon Communications exclusivity, streaming on smartphones was only provided to Verizon Wireless", "probability": 0.06003020703792572 }, { "start_logit": 2.4643607139587402, "end_logit": 3.185946226119995, "text": "CBSSports.com, and the CBS Sports apps on tablets, Windows 10, Xbox One and other digital media players (such as Chromecast", "probability": 0.045898985117673874 }, { "start_logit": 2.4643607139587402, "end_logit": 3.183403968811035, "text": "CBSSports.com", "probability": 0.045782458037137985 }, { "start_logit": 2.4500362873077393, "end_logit": 3.1061694622039795, "text": "NFL Mobile service. The ESPN Deportes Spanish broadcast was made available through WatchESPN", "probability": 0.041776835918426514 }, { "start_logit": 2.4643607139587402, "end_logit": 3.0654428005218506, "text": "CBSSports.com, and the CBS Sports apps on tablets, Windows 10", "probability": 0.04068826138973236 }, { "start_logit": 2.3370683193206787, "end_logit": 3.185946226119995, "text": "Xbox One and other digital media players (such as Chromecast", "probability": 0.04041296988725662 }, { "start_logit": 2.334904193878174, "end_logit": 3.183403968811035, "text": "CBS provided digital streams of the game via CBSSports.com", "probability": 0.040223222225904465 }, { "start_logit": 2.4643607139587402, "end_logit": 2.9717230796813965, "text": "CBSSports", "probability": 0.03704821318387985 }, { "start_logit": 2.334904193878174, "end_logit": 3.0654428005218506, "text": "CBS provided digital streams of the game via CBSSports.com, and the CBS Sports apps on tablets, Windows 10", "probability": 0.03574759513139725 }, { "start_logit": 2.1742029190063477, "end_logit": 3.185946226119995, "text": "CBS Sports apps on tablets, Windows 10, Xbox One and other digital media players (such as Chromecast", "probability": 0.03433913737535477 }, { "start_logit": 2.334904193878174, "end_logit": 2.9717230796813965, "text": "CBS provided digital streams of the game via CBSSports", "probability": 0.032549552619457245 }, { "start_logit": 2.1193864345550537, "end_logit": 3.185946226119995, "text": "tablets, Windows 10, Xbox One and other digital media players (such as Chromecast", "probability": 0.03250744193792343 }, { "start_logit": 2.181795120239258, "end_logit": 3.1061694622039795, "text": "Verizon Wireless customers via the NFL Mobile service. The ESPN Deportes Spanish broadcast was made available through WatchESPN", "probability": 0.03194773197174072 }, { "start_logit": 2.085481643676758, "end_logit": 3.185946226119995, "text": "Windows 10, Xbox One and other digital media players (such as Chromecast", "probability": 0.03142376244068146 }, { "start_logit": 2.3370683193206787, "end_logit": 2.9212491512298584, "text": "Xbox One and other digital media players (such as Chromecast and Roku", "probability": 0.031014466658234596 }, { "start_logit": 2.1742029190063477, "end_logit": 3.0654428005218506, "text": "CBS Sports apps on tablets, Windows 10", "probability": 0.03044075332581997 } ], "56bf6e7a3aeaaa14008c961f": [ { "start_logit": 3.439558982849121, "end_logit": 2.959399461746216, "text": "Chromecast", "probability": 0.11676181852817535 }, { "start_logit": 3.439558982849121, "end_logit": 2.937664747238159, "text": "Chromecast and Roku", "probability": 0.11425146460533142 }, { "start_logit": 3.439558982849121, "end_logit": 2.3765881061553955, "text": "Chromecast and Roku). Due to Verizon Communications exclusivity", "probability": 0.06519121676683426 }, { "start_logit": 3.439558982849121, "end_logit": 2.1954872608184814, "text": "Chromecast and Roku). Due to Verizon Communications", "probability": 0.05439236760139465 }, { "start_logit": 2.438600778579712, "end_logit": 3.188655138015747, "text": "CBSSports.com", "probability": 0.05397029593586922 }, { "start_logit": 2.184509038925171, "end_logit": 3.2795190811157227, "text": "NFL Mobile service. The ESPN Deportes Spanish broadcast was made available through WatchESPN", "probability": 0.045842256397008896 }, { "start_logit": 3.439558982849121, "end_logit": 2.0164287090301514, "text": "Chromecast and Roku). Due to Verizon Communications exclusivity, streaming on smartphones was only provided to Verizon Wireless", "probability": 0.04547514021396637 }, { "start_logit": 2.438600778579712, "end_logit": 2.959399461746216, "text": "CBSSports.com, and the CBS Sports apps on tablets, Windows 10, Xbox One and other digital media players (such as Chromecast", "probability": 0.04291314259171486 }, { "start_logit": 2.1107571125030518, "end_logit": 3.2795190811157227, "text": "ESPN Deportes Spanish broadcast was made available through WatchESPN", "probability": 0.04258294776082039 }, { "start_logit": 2.086014986038208, "end_logit": 3.2795190811157227, "text": "WatchESPN", "probability": 0.041542280465364456 }, { "start_logit": 2.1756765842437744, "end_logit": 3.188655138015747, "text": "CBS provided digital streams of the game via CBSSports.com", "probability": 0.04149236902594566 }, { "start_logit": 2.401024103164673, "end_logit": 2.959399461746216, "text": "Xbox One and other digital media players (such as Chromecast", "probability": 0.041330527514219284 }, { "start_logit": 2.401024103164673, "end_logit": 2.937664747238159, "text": "Xbox One and other digital media players (such as Chromecast and Roku", "probability": 0.04044191539287567 }, { "start_logit": 2.438600778579712, "end_logit": 2.8857197761535645, "text": "CBSSports.com, and the CBS Sports apps on tablets, Windows 10", "probability": 0.03986499831080437 }, { "start_logit": 2.007835626602173, "end_logit": 3.2795190811157227, "text": "Verizon Wireless customers via the NFL Mobile service. The ESPN Deportes Spanish broadcast was made available through WatchESPN", "probability": 0.0384182408452034 }, { "start_logit": 2.438600778579712, "end_logit": 2.8252944946289062, "text": "CBSSports", "probability": 0.03752746060490608 }, { "start_logit": 1.9799927473068237, "end_logit": 3.2795190811157227, "text": "Spanish broadcast was made available through WatchESPN", "probability": 0.037363335490226746 }, { "start_logit": 2.223670721054077, "end_logit": 2.959399461746216, "text": "Windows 10, Xbox One and other digital media players (such as Chromecast", "probability": 0.03461365029215813 }, { "start_logit": 2.223670721054077, "end_logit": 2.937664747238159, "text": "Windows 10, Xbox One and other digital media players (such as Chromecast and Roku", "probability": 0.03386945277452469 }, { "start_logit": 2.223670721054077, "end_logit": 2.8857197761535645, "text": "Windows 10", "probability": 0.032155007123947144 } ], "56bf6e7a3aeaaa14008c9620": [ { "start_logit": 3.6187474727630615, "end_logit": 3.2175722122192383, "text": "Chromecast", "probability": 0.14552690088748932 }, { "start_logit": 3.6187474727630615, "end_logit": 2.9564883708953857, "text": "Chromecast and Roku", "probability": 0.11208716779947281 }, { "start_logit": 3.6187474727630615, "end_logit": 2.3930580615997314, "text": "Chromecast and Roku). Due to Verizon Communications exclusivity", "probability": 0.06380595266819 }, { "start_logit": 3.6187474727630615, "end_logit": 2.3035526275634766, "text": "Chromecast and Roku). Due to Verizon Communications", "probability": 0.05834311246871948 }, { "start_logit": 3.6187474727630615, "end_logit": 2.255769968032837, "text": "Chromecast and Roku). Due to Verizon Communications exclusivity, streaming on smartphones was only provided to Verizon Wireless", "probability": 0.055620864033699036 }, { "start_logit": 2.5925261974334717, "end_logit": 3.2175722122192383, "text": "CBSSports.com, and the CBS Sports apps on tablets, Windows 10, Xbox One and other digital media players (such as Chromecast", "probability": 0.05215080454945564 }, { "start_logit": 2.5925261974334717, "end_logit": 3.2092812061309814, "text": "CBSSports.com", "probability": 0.05172019824385643 }, { "start_logit": 2.4387588500976562, "end_logit": 3.2092812061309814, "text": "CBS provided digital streams of the game via CBSSports.com", "probability": 0.0443485863506794 }, { "start_logit": 2.5925261974334717, "end_logit": 3.0130701065063477, "text": "CBSSports.com, and the CBS Sports apps on tablets, Windows 10", "probability": 0.042505670338869095 }, { "start_logit": 2.5925261974334717, "end_logit": 2.9248101711273193, "text": "CBSSports", "probability": 0.03891490772366524 }, { "start_logit": 2.2958528995513916, "end_logit": 3.2175722122192383, "text": "Xbox One and other digital media players (such as Chromecast", "probability": 0.03876298666000366 }, { "start_logit": 2.2409000396728516, "end_logit": 3.2175722122192383, "text": "Windows 10, Xbox One and other digital media players (such as Chromecast", "probability": 0.03669033199548721 }, { "start_logit": 2.4387588500976562, "end_logit": 3.0130701065063477, "text": "CBS provided digital streams of the game via CBSSports.com, and the CBS Sports apps on tablets, Windows 10", "probability": 0.03644739091396332 }, { "start_logit": 2.200434923171997, "end_logit": 3.2175722122192383, "text": "CBS Sports apps on tablets, Windows 10, Xbox One and other digital media players (such as Chromecast", "probability": 0.03523527830839157 }, { "start_logit": 2.316248655319214, "end_logit": 3.080332040786743, "text": "NFL Mobile service. The ESPN Deportes Spanish broadcast was made available through WatchESPN", "probability": 0.03448835387825966 }, { "start_logit": 2.4387588500976562, "end_logit": 2.9248101711273193, "text": "CBS provided digital streams of the game via CBSSports", "probability": 0.03336843475699425 }, { "start_logit": 2.0554189682006836, "end_logit": 3.2175722122192383, "text": "tablets, Windows 10, Xbox One and other digital media players (such as Chromecast", "probability": 0.0304788239300251 }, { "start_logit": 2.2409000396728516, "end_logit": 3.0130701065063477, "text": "Windows 10", "probability": 0.029904566705226898 }, { "start_logit": 2.2958528995513916, "end_logit": 2.9564883708953857, "text": "Xbox One and other digital media players (such as Chromecast and Roku", "probability": 0.029855893924832344 }, { "start_logit": 2.1682474613189697, "end_logit": 3.080332040786743, "text": "Verizon Wireless customers via the NFL Mobile service. The ESPN Deportes Spanish broadcast was made available through WatchESPN", "probability": 0.029743794351816177 } ], "56bf6e7a3aeaaa14008c9621": [ { "start_logit": 3.4798524379730225, "end_logit": 3.0263047218322754, "text": "Chromecast", "probability": 0.11794952303171158 }, { "start_logit": 3.4798524379730225, "end_logit": 2.9761955738067627, "text": "Chromecast and Roku", "probability": 0.11218484491109848 }, { "start_logit": 3.4798524379730225, "end_logit": 2.3861851692199707, "text": "Chromecast and Roku). Due to Verizon Communications exclusivity", "probability": 0.062186453491449356 }, { "start_logit": 2.464712142944336, "end_logit": 3.2925448417663574, "text": "NFL Mobile service. The ESPN Deportes Spanish broadcast was made available through WatchESPN", "probability": 0.05577673390507698 }, { "start_logit": 2.4850924015045166, "end_logit": 3.214426279067993, "text": "CBSSports.com", "probability": 0.05264749377965927 }, { "start_logit": 3.4798524379730225, "end_logit": 2.211319923400879, "text": "Chromecast and Roku). Due to Verizon Communications", "probability": 0.052209917455911636 }, { "start_logit": 2.343961000442505, "end_logit": 3.214426279067993, "text": "CBS provided digital streams of the game via CBSSports.com", "probability": 0.04571777209639549 }, { "start_logit": 2.4850924015045166, "end_logit": 3.0263047218322754, "text": "CBSSports.com, and the CBS Sports apps on tablets, Windows 10, Xbox One and other digital media players (such as Chromecast", "probability": 0.04361918941140175 }, { "start_logit": 2.212733268737793, "end_logit": 3.2925448417663574, "text": "ESPN Deportes Spanish broadcast was made available through WatchESPN", "probability": 0.043353091925382614 }, { "start_logit": 2.1948070526123047, "end_logit": 3.2925448417663574, "text": "WatchESPN", "probability": 0.042582858353853226 }, { "start_logit": 2.4286162853240967, "end_logit": 3.0263047218322754, "text": "Xbox One and other digital media players (such as Chromecast", "probability": 0.04122399911284447 }, { "start_logit": 3.4798524379730225, "end_logit": 1.9611189365386963, "text": "Chromecast and Roku). Due to Verizon Communications exclusivity, streaming on smartphones was only provided to Verizon Wireless", "probability": 0.04065294563770294 }, { "start_logit": 2.4850924015045166, "end_logit": 2.944962978363037, "text": "CBSSports.com, and the CBS Sports apps on tablets, Windows 10", "probability": 0.040211599320173264 }, { "start_logit": 2.4286162853240967, "end_logit": 2.9761955738067627, "text": "Xbox One and other digital media players (such as Chromecast and Roku", "probability": 0.039209216833114624 }, { "start_logit": 2.046599864959717, "end_logit": 3.2925448417663574, "text": "Verizon Wireless customers via the NFL Mobile service. The ESPN Deportes Spanish broadcast was made available through WatchESPN", "probability": 0.03671717643737793 }, { "start_logit": 2.020108699798584, "end_logit": 3.2925448417663574, "text": "Spanish broadcast was made available through WatchESPN", "probability": 0.035757262259721756 }, { "start_logit": 2.2667322158813477, "end_logit": 3.0263047218322754, "text": "Windows 10, Xbox One and other digital media players (such as Chromecast", "probability": 0.03506265953183174 }, { "start_logit": 2.343961000442505, "end_logit": 2.944962978363037, "text": "CBS provided digital streams of the game via CBSSports.com, and the CBS Sports apps on tablets, Windows 10", "probability": 0.034918755292892456 }, { "start_logit": 2.4850924015045166, "end_logit": 2.7966690063476562, "text": "CBSSports", "probability": 0.03466952592134476 }, { "start_logit": 2.2667322158813477, "end_logit": 2.9761955738067627, "text": "Windows 10, Xbox One and other digital media players (such as Chromecast and Roku", "probability": 0.033348988741636276 } ], "56bf6e7a3aeaaa14008c9622": [ { "start_logit": 3.5007948875427246, "end_logit": 3.1017005443573, "text": "Chromecast", "probability": 0.13053883612155914 }, { "start_logit": 3.5007948875427246, "end_logit": 2.933069944381714, "text": "Chromecast and Roku", "probability": 0.11028192937374115 }, { "start_logit": 3.5007948875427246, "end_logit": 2.371086597442627, "text": "Chromecast and Roku). Due to Verizon Communications exclusivity", "probability": 0.06286923587322235 }, { "start_logit": 3.5007948875427246, "end_logit": 2.2936508655548096, "text": "Chromecast and Roku). Due to Verizon Communications", "probability": 0.05818464607000351 }, { "start_logit": 2.4914655685424805, "end_logit": 3.1056909561157227, "text": "CBSSports.com", "probability": 0.04776685684919357 }, { "start_logit": 2.4914655685424805, "end_logit": 3.1017005443573, "text": "CBSSports.com, and the CBS Sports apps on tablets, Windows 10, Xbox One and other digital media players (such as Chromecast", "probability": 0.04757663607597351 }, { "start_logit": 2.3399314880371094, "end_logit": 3.208585739135742, "text": "NFL Mobile service. The ESPN Deportes Spanish broadcast was made available through WatchESPN", "probability": 0.045499108731746674 }, { "start_logit": 2.4914655685424805, "end_logit": 3.0350570678710938, "text": "CBSSports.com, and the CBS Sports apps on tablets, Windows 10", "probability": 0.04450930282473564 }, { "start_logit": 3.5007948875427246, "end_logit": 1.9799782037734985, "text": "Chromecast and Roku). Due to Verizon Communications exclusivity, streaming on smartphones was only provided to Verizon Wireless", "probability": 0.042518891394138336 }, { "start_logit": 2.3764638900756836, "end_logit": 3.1017005443573, "text": "Xbox One and other digital media players (such as Chromecast", "probability": 0.042408138513565063 }, { "start_logit": 2.326479911804199, "end_logit": 3.1056909561157227, "text": "CBS provided digital streams of the game via CBSSports.com", "probability": 0.04050179943442345 }, { "start_logit": 2.326559543609619, "end_logit": 3.1017005443573, "text": "Windows 10, Xbox One and other digital media players (such as Chromecast", "probability": 0.04034370929002762 }, { "start_logit": 2.174943208694458, "end_logit": 3.208585739135742, "text": "ESPN Deportes Spanish broadcast was made available through WatchESPN", "probability": 0.03857885301113129 }, { "start_logit": 2.326559543609619, "end_logit": 3.0350570678710938, "text": "Windows 10", "probability": 0.03774270415306091 }, { "start_logit": 2.326479911804199, "end_logit": 3.0350570678710938, "text": "CBS provided digital streams of the game via CBSSports.com, and the CBS Sports apps on tablets, Windows 10", "probability": 0.03773970156908035 }, { "start_logit": 2.1416964530944824, "end_logit": 3.208585739135742, "text": "Verizon Wireless customers via the NFL Mobile service. The ESPN Deportes Spanish broadcast was made available through WatchESPN", "probability": 0.03731732442975044 }, { "start_logit": 2.3764638900756836, "end_logit": 2.933069944381714, "text": "Xbox One and other digital media players (such as Chromecast and Roku", "probability": 0.03582727909088135 }, { "start_logit": 2.326559543609619, "end_logit": 2.933069944381714, "text": "Windows 10, Xbox One and other digital media players (such as Chromecast and Roku", "probability": 0.034083206206560135 }, { "start_logit": 2.4914655685424805, "end_logit": 2.7547123432159424, "text": "CBSSports", "probability": 0.03362780436873436 }, { "start_logit": 2.0974841117858887, "end_logit": 3.1017005443573, "text": "CBS Sports apps on tablets, Windows 10, Xbox One and other digital media players (such as Chromecast", "probability": 0.03208408132195473 } ], "56d7205e0d65d21400198391": [ { "start_logit": 3.627826690673828, "end_logit": 3.1210246086120605, "text": "Chromecast", "probability": 0.13232681155204773 }, { "start_logit": 3.627826690673828, "end_logit": 2.992705821990967, "text": "Chromecast and Roku", "probability": 0.11639107763767242 }, { "start_logit": 3.627826690673828, "end_logit": 2.441044807434082, "text": "Chromecast and Roku). Due to Verizon Communications exclusivity", "probability": 0.06704036891460419 }, { "start_logit": 3.627826690673828, "end_logit": 2.2941300868988037, "text": "Chromecast and Roku). Due to Verizon Communications", "probability": 0.05788049474358559 }, { "start_logit": 2.6207334995269775, "end_logit": 3.1379196643829346, "text": "CBSSports.com", "probability": 0.04915981367230415 }, { "start_logit": 2.6207334995269775, "end_logit": 3.1210246086120605, "text": "CBSSports.com, and the CBS Sports apps on tablets, Windows 10, Xbox One and other digital media players (such as Chromecast", "probability": 0.04833624139428139 }, { "start_logit": 3.627826690673828, "end_logit": 2.1072633266448975, "text": "Chromecast and Roku). Due to Verizon Communications exclusivity, streaming on smartphones was only provided to Verizon Wireless", "probability": 0.04801500588655472 }, { "start_logit": 2.566833972930908, "end_logit": 3.150325298309326, "text": "NFL Mobile service. The ESPN Deportes Spanish broadcast was made available through WatchESPN", "probability": 0.04716172069311142 }, { "start_logit": 2.6207334995269775, "end_logit": 2.9967424869537354, "text": "CBSSports.com, and the CBS Sports apps on tablets, Windows 10", "probability": 0.04268720746040344 }, { "start_logit": 2.4436089992523193, "end_logit": 3.1210246086120605, "text": "Xbox One and other digital media players (such as Chromecast", "probability": 0.04049006849527359 }, { "start_logit": 2.6207334995269775, "end_logit": 2.9164249897003174, "text": "CBSSports", "probability": 0.03939275071024895 }, { "start_logit": 2.3589389324188232, "end_logit": 3.1379196643829346, "text": "CBS provided digital streams of the game via CBSSports.com", "probability": 0.03783678635954857 }, { "start_logit": 2.329301118850708, "end_logit": 3.1210246086120605, "text": "Windows 10, Xbox One and other digital media players (such as Chromecast", "probability": 0.03611648455262184 }, { "start_logit": 2.2939820289611816, "end_logit": 3.150325298309326, "text": "Verizon Wireless customers via the NFL Mobile service. The ESPN Deportes Spanish broadcast was made available through WatchESPN", "probability": 0.03589976206421852 }, { "start_logit": 2.4436089992523193, "end_logit": 2.992705821990967, "text": "Xbox One and other digital media players (such as Chromecast and Roku", "probability": 0.03561396896839142 }, { "start_logit": 2.281506061553955, "end_logit": 3.150325298309326, "text": "ESPN Deportes Spanish broadcast was made available through WatchESPN", "probability": 0.03545466065406799 }, { "start_logit": 2.3877475261688232, "end_logit": 2.992705821990967, "text": "Roku", "probability": 0.033679064363241196 }, { "start_logit": 2.3589389324188232, "end_logit": 2.9967424869537354, "text": "CBS provided digital streams of the game via CBSSports.com, and the CBS Sports apps on tablets, Windows 10", "probability": 0.03285503014922142 }, { "start_logit": 2.329301118850708, "end_logit": 2.9967424869537354, "text": "Windows 10", "probability": 0.03189556673169136 }, { "start_logit": 2.329301118850708, "end_logit": 2.992705821990967, "text": "Windows 10, Xbox One and other digital media players (such as Chromecast and Roku", "probability": 0.03176707774400711 } ], "56d7205e0d65d21400198392": [ { "start_logit": 3.4656269550323486, "end_logit": 3.020221471786499, "text": "Chromecast and Roku", "probability": 0.11605940759181976 }, { "start_logit": 3.4656269550323486, "end_logit": 2.958199977874756, "text": "Chromecast", "probability": 0.10907993465662003 }, { "start_logit": 3.4656269550323486, "end_logit": 2.359285593032837, "text": "Chromecast and Roku). Due to Verizon Communications exclusivity", "probability": 0.05992934852838516 }, { "start_logit": 2.5237181186676025, "end_logit": 3.2656197547912598, "text": "CBSSports.com", "probability": 0.057834867388010025 }, { "start_logit": 2.6010587215423584, "end_logit": 3.160794258117676, "text": "NFL Mobile service. The ESPN Deportes Spanish broadcast was made available through WatchESPN", "probability": 0.05626693367958069 }, { "start_logit": 2.386298418045044, "end_logit": 3.2656197547912598, "text": "CBS provided digital streams of the game via CBSSports.com", "probability": 0.05040912330150604 }, { "start_logit": 3.4656269550323486, "end_logit": 2.1267735958099365, "text": "Chromecast and Roku). Due to Verizon Communications", "probability": 0.04749641939997673 }, { "start_logit": 2.5237181186676025, "end_logit": 3.024740219116211, "text": "CBSSports.com, and the CBS Sports apps on tablets, Windows 10", "probability": 0.04545450210571289 }, { "start_logit": 2.5237181186676025, "end_logit": 2.958199977874756, "text": "CBSSports.com, and the CBS Sports apps on tablets, Windows 10, Xbox One and other digital media players (such as Chromecast", "probability": 0.04252839833498001 }, { "start_logit": 2.4414796829223633, "end_logit": 3.020221471786499, "text": "Xbox One and other digital media players (such as Chromecast and Roku", "probability": 0.041677236557006836 }, { "start_logit": 3.4656269550323486, "end_logit": 1.9865906238555908, "text": "Chromecast and Roku). Due to Verizon Communications exclusivity, streaming on smartphones was only provided to Verizon Wireless", "probability": 0.041283849626779556 }, { "start_logit": 2.254836320877075, "end_logit": 3.160794258117676, "text": "ESPN Deportes Spanish broadcast was made available through WatchESPN", "probability": 0.03980068862438202 }, { "start_logit": 2.386298418045044, "end_logit": 3.024740219116211, "text": "CBS provided digital streams of the game via CBSSports.com, and the CBS Sports apps on tablets, Windows 10", "probability": 0.039618343114852905 }, { "start_logit": 2.4414796829223633, "end_logit": 2.958199977874756, "text": "Xbox One and other digital media players (such as Chromecast", "probability": 0.039170876145362854 }, { "start_logit": 2.365067481994629, "end_logit": 3.024740219116211, "text": "Windows 10", "probability": 0.038786087185144424 }, { "start_logit": 2.365067481994629, "end_logit": 3.020221471786499, "text": "Windows 10, Xbox One and other digital media players (such as Chromecast and Roku", "probability": 0.03861122205853462 }, { "start_logit": 2.365067481994629, "end_logit": 2.958199977874756, "text": "Windows 10, Xbox One and other digital media players (such as Chromecast", "probability": 0.036289237439632416 }, { "start_logit": 2.2156269550323486, "end_logit": 3.024740219116211, "text": "CBS Sports apps on tablets, Windows 10", "probability": 0.03340216726064682 }, { "start_logit": 2.2156269550323486, "end_logit": 3.020221471786499, "text": "CBS Sports apps on tablets, Windows 10, Xbox One and other digital media players (such as Chromecast and Roku", "probability": 0.033251576125621796 }, { "start_logit": 2.209536552429199, "end_logit": 3.020221471786499, "text": "Roku", "probability": 0.03304968774318695 } ], "56d9bc13dc89441400fdb75e": [ { "start_logit": 3.476445198059082, "end_logit": 3.082756757736206, "text": "Chromecast", "probability": 0.13394656777381897 }, { "start_logit": 3.476445198059082, "end_logit": 2.9742393493652344, "text": "Chromecast and Roku", "probability": 0.120171919465065 }, { "start_logit": 3.476445198059082, "end_logit": 2.467902421951294, "text": "Chromecast and Roku). Due to Verizon Communications exclusivity", "probability": 0.07242751121520996 }, { "start_logit": 3.476445198059082, "end_logit": 2.1520261764526367, "text": "Chromecast and Roku). Due to Verizon Communications", "probability": 0.05281050503253937 }, { "start_logit": 2.4753098487854004, "end_logit": 3.082756757736206, "text": "Xbox One and other digital media players (such as Chromecast", "probability": 0.0492202527821064 }, { "start_logit": 2.365549325942993, "end_logit": 3.180363178253174, "text": "CBSSports.com", "probability": 0.04862566664814949 }, { "start_logit": 2.367603063583374, "end_logit": 3.082756757736206, "text": "Windows 10, Xbox One and other digital media players (such as Chromecast", "probability": 0.04419442638754845 }, { "start_logit": 2.4753098487854004, "end_logit": 2.9742393493652344, "text": "Xbox One and other digital media players (such as Chromecast and Roku", "probability": 0.044158611446619034 }, { "start_logit": 2.365549325942993, "end_logit": 3.082756757736206, "text": "CBSSports.com, and the CBS Sports apps on tablets, Windows 10, Xbox One and other digital media players (such as Chromecast", "probability": 0.044103752821683884 }, { "start_logit": 2.367603063583374, "end_logit": 3.0521626472473145, "text": "Windows 10", "probability": 0.042862799018621445 }, { "start_logit": 2.365549325942993, "end_logit": 3.0521626472473145, "text": "CBSSports.com, and the CBS Sports apps on tablets, Windows 10", "probability": 0.042774882167577744 }, { "start_logit": 2.367603063583374, "end_logit": 2.9742393493652344, "text": "Windows 10, Xbox One and other digital media players (such as Chromecast and Roku", "probability": 0.03964962065219879 }, { "start_logit": 3.476445198059082, "end_logit": 1.8440186977386475, "text": "Chromecast and Roku). Due to Verizon Communications exclusivity, streaming on smartphones was only provided to Verizon Wireless", "probability": 0.03881097212433815 }, { "start_logit": 2.2030861377716064, "end_logit": 3.076136350631714, "text": "NFL Mobile service. The ESPN Deportes Spanish broadcast was made available through WatchESPN", "probability": 0.03724289685487747 }, { "start_logit": 2.104818344116211, "end_logit": 3.076136350631714, "text": "WatchESPN", "probability": 0.033757198601961136 }, { "start_logit": 2.037120819091797, "end_logit": 3.082756757736206, "text": "tablets, Windows 10, Xbox One and other digital media players (such as Chromecast", "probability": 0.031757108867168427 }, { "start_logit": 2.365549325942993, "end_logit": 2.7332770824432373, "text": "CBSSports", "probability": 0.031095562502741814 }, { "start_logit": 2.120642900466919, "end_logit": 2.9742393493652344, "text": "Roku", "probability": 0.030973155051469803 }, { "start_logit": 2.037120819091797, "end_logit": 3.0521626472473145, "text": "tablets, Windows 10", "probability": 0.030800234526395798 }, { "start_logit": 2.0005393028259277, "end_logit": 3.082756757736206, "text": "CBS Sports apps on tablets, Windows 10, Xbox One and other digital media players (such as Chromecast", "probability": 0.030616361647844315 } ], "56d9bc13dc89441400fdb75f": [ { "start_logit": 3.4855034351348877, "end_logit": 3.020566463470459, "text": "Chromecast", "probability": 0.11605116724967957 }, { "start_logit": 3.4855034351348877, "end_logit": 2.9924228191375732, "text": "Chromecast and Roku", "probability": 0.11283056437969208 }, { "start_logit": 3.4855034351348877, "end_logit": 2.403104543685913, "text": "Chromecast and Roku). Due to Verizon Communications", "probability": 0.06258770823478699 }, { "start_logit": 3.4855034351348877, "end_logit": 2.389219284057617, "text": "Chromecast and Roku). Due to Verizon Communications exclusivity", "probability": 0.06172465905547142 }, { "start_logit": 2.494629144668579, "end_logit": 3.2897417545318604, "text": "CBSSports.com", "probability": 0.056392259895801544 }, { "start_logit": 2.363035202026367, "end_logit": 3.2199742794036865, "text": "NFL Mobile service. 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Death Wish Coffee", "probability": 0.044200312346220016 }, { "start_logit": 2.9139761924743652, "end_logit": 2.0921475887298584, "text": "Small Business Big Game\" contest", "probability": 0.04399143159389496 }, { "start_logit": 2.363022804260254, "end_logit": 2.6031949520111084, "text": "Death Wish Coffee had a 30-second commercial aired free of charge courtesy of QuickBooks", "probability": 0.04227049648761749 }, { "start_logit": 2.443033218383789, "end_logit": 2.4911346435546875, "text": "Death Wish Coffee beat out nine", "probability": 0.04093720391392708 }, { "start_logit": 2.9139761924743652, "end_logit": 1.9945706129074097, "text": "Small Business Big Game\" contest, in which Death Wish Coffee had a 30-second commercial aired free of charge courtesy of QuickBooks. Death Wish Coffee", "probability": 0.03990167751908302 }, { "start_logit": 2.363022804260254, "end_logit": 2.4911346435546875, "text": "Death Wish Coffee had a 30-second commercial aired free of charge courtesy of QuickBooks. Death Wish Coffee beat out nine", "probability": 0.03778940811753273 }, { "start_logit": 2.988071918487549, "end_logit": 1.788175106048584, "text": "QuickBooks sponsored a \"Small Business Big Game\" contest, in which Death Wish Coffee", "probability": 0.03495698794722557 }, { "start_logit": 2.7805771827697754, "end_logit": 1.9945706129074097, "text": "QuickBooks. Death Wish Coffee", "probability": 0.034918587654829025 }, { "start_logit": 2.9139761924743652, "end_logit": 1.788175106048584, "text": "Small Business Big Game\" contest, in which Death Wish Coffee", "probability": 0.03246045857667923 }, { "start_logit": 3.0162899494171143, "end_logit": 1.455703616142273, "text": "30-second", "probability": 0.025786856189370155 } ], "56bf71e73aeaaa14008c963f": [ { "start_logit": 2.9521212577819824, "end_logit": 2.81229305267334, "text": "30-second commercial aired free of charge courtesy of QuickBooks", "probability": 0.0911819338798523 }, { "start_logit": 2.9227333068847656, "end_logit": 2.81229305267334, "text": "Small Business Big Game\" contest, in which Death Wish Coffee had a 30-second commercial aired free of charge courtesy of QuickBooks", "probability": 0.08854126930236816 }, { "start_logit": 2.7542409896850586, "end_logit": 2.81229305267334, "text": "QuickBooks", "probability": 0.07481186091899872 }, { "start_logit": 2.9521212577819824, "end_logit": 2.4829747676849365, "text": "30-second commercial aired free of charge courtesy of QuickBooks. 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Death Wish Coffee", "probability": 0.04081108421087265 }, { "start_logit": 2.9227333068847656, "end_logit": 2.0221965312957764, "text": "Small Business Big Game\" contest", "probability": 0.04018012806773186 }, { "start_logit": 2.9227333068847656, "end_logit": 2.008389949798584, "text": "Small Business Big Game\" contest, in which Death Wish Coffee had a 30-second commercial aired free of charge courtesy of QuickBooks. Death Wish Coffee", "probability": 0.03962917998433113 }, { "start_logit": 2.7587430477142334, "end_logit": 2.1346054077148438, "text": "QuickBooks sponsored a \"Small Business Big Game", "probability": 0.03816012293100357 }, { "start_logit": 2.7587430477142334, "end_logit": 2.0221965312957764, "text": "QuickBooks sponsored a \"Small Business Big Game\" contest", "probability": 0.03410288318991661 }, { "start_logit": 2.7542409896850586, "end_logit": 2.008389949798584, "text": "QuickBooks. Death Wish Coffee", "probability": 0.033484190702438354 }, { "start_logit": 2.9227333068847656, "end_logit": 1.8272924423217773, "text": "Small Business Big Game\" contest, in which Death Wish Coffee", "probability": 0.03306476026773453 }, { "start_logit": 2.9521212577819824, "end_logit": 1.6691251993179321, "text": "30-second", "probability": 0.029069479554891586 }, { "start_logit": 2.9227333068847656, "end_logit": 1.6691251993179321, "text": "Small Business Big Game\" contest, in which Death Wish Coffee had a 30-second", "probability": 0.028227616101503372 } ], "56bf71e73aeaaa14008c9640": [ { "start_logit": 3.1103224754333496, "end_logit": 2.797307014465332, "text": "QuickBooks", "probability": 0.0956244245171547 }, { "start_logit": 2.9476113319396973, "end_logit": 2.8231894969940186, "text": "30-second commercial aired free of charge courtesy of QuickBooks", "probability": 0.08339591324329376 }, { "start_logit": 2.8884902000427246, "end_logit": 2.8231894969940186, "text": "QuickBooks", "probability": 0.07860837876796722 }, { "start_logit": 2.840723752975464, "end_logit": 2.8231894969940186, "text": "Small Business Big Game\" contest, in which Death Wish Coffee had a 30-second commercial aired free of charge courtesy of QuickBooks", "probability": 0.07494180649518967 }, { "start_logit": 2.626882553100586, "end_logit": 2.8231894969940186, "text": "Death Wish Coffee had a 30-second commercial aired free of charge courtesy of QuickBooks", "probability": 0.060513775795698166 }, { "start_logit": 2.9476113319396973, "end_logit": 2.479917287826538, "text": "30-second commercial aired free of charge courtesy of QuickBooks. 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Death Wish Coffee beat out nine", "probability": 0.042931199073791504 }, { "start_logit": 3.1103224754333496, "end_logit": 1.9794567823410034, "text": "QuickBooks sponsored a \"Small Business Big Game", "probability": 0.042206667363643646 }, { "start_logit": 2.840723752975464, "end_logit": 2.2435572147369385, "text": "Small Business Big Game\" contest", "probability": 0.0419752299785614 }, { "start_logit": 2.4721767902374268, "end_logit": 2.479917287826538, "text": "Death Wish Coffee beat out nine", "probability": 0.036777742207050323 }, { "start_logit": 2.840723752975464, "end_logit": 2.0002660751342773, "text": "Small Business Big Game\" contest, in which Death Wish Coffee", "probability": 0.03291040286421776 }, { "start_logit": 2.840723752975464, "end_logit": 1.9794567823410034, "text": "Small Business Big Game", "probability": 0.032232627272605896 }, { "start_logit": 3.1103224754333496, "end_logit": 1.677632451057434, "text": "QuickBooks sponsored a \"Small Business Big Game\" contest, in which Death Wish Coffee had a 30-second", "probability": 0.03121046908199787 }, { "start_logit": 2.9476113319396973, "end_logit": 1.7892709970474243, "text": "30-second commercial aired free of charge courtesy of QuickBooks. 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Jim Gray", "probability": 0.022435210645198822 } ], "56d9c049dc89441400fdb78f": [ { "start_logit": 3.5537335872650146, "end_logit": 4.1755595207214355, "text": "Kevin Harlan", "probability": 0.1077941283583641 }, { "start_logit": 3.678968667984009, "end_logit": 3.8078606128692627, "text": "James Lofton and Mark Malone", "probability": 0.08458521962165833 }, { "start_logit": 3.5537335872650146, "end_logit": 3.8078606128692627, "text": "Kevin Harlan as play-by-play announcer, Boomer Esiason and Dan Fouts as color analysts, and James Lofton and Mark Malone", "probability": 0.07462865114212036 }, { "start_logit": 3.52952241897583, "end_logit": 3.8078606128692627, "text": "Dan Fouts as color analysts, and James Lofton and Mark Malone", "probability": 0.0728435218334198 }, { "start_logit": 3.5196533203125, "end_logit": 3.8078606128692627, "text": "Mark Malone", "probability": 0.07212812453508377 }, { "start_logit": 3.678968667984009, "end_logit": 3.4597465991973877, "text": "James Lofton and Mark Malone as sideline reporters. 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In North Carolina, WBT (1110 AM) will carry the game, with Mick Mixon", "probability": 0.06809157133102417 }, { "start_logit": 3.3645548820495605, "end_logit": 3.251295328140259, "text": "Eugene Robinson and Jim Szoke", "probability": 0.05562152341008186 }, { "start_logit": 2.873763084411621, "end_logit": 3.7409915924072266, "text": "850 AM) and KRFX", "probability": 0.055560607463121414 }, { "start_logit": 2.859053611755371, "end_logit": 3.7409915924072266, "text": "Denver, KOA (850 AM) and KRFX", "probability": 0.05474931374192238 }, { "start_logit": 3.6214077472686768, "end_logit": 2.933414936065674, "text": "Dave Logan on play-by-play and Ed McCaffrey", "probability": 0.052328575402498245 }, { "start_logit": 2.7562448978424072, "end_logit": 3.7409915924072266, "text": "KRFX", "probability": 0.04940027371048927 }, { "start_logit": 3.2365970611572266, "end_logit": 3.251295328140259, "text": "Jim Szoke", "probability": 0.04894082248210907 }, { "start_logit": 2.88950777053833, "end_logit": 3.431831121444702, "text": "1110 AM) will carry the game, with Mick Mixon", "probability": 0.04143219813704491 }, { "start_logit": 3.3863027095794678, "end_logit": 2.933414936065674, "text": "Ed McCaffrey", "probability": 0.04136508330702782 }, { "start_logit": 2.8867838382720947, "end_logit": 3.431831121444702, "text": "North Carolina, WBT (1110 AM) will carry the game, with Mick Mixon", "probability": 0.041319508105516434 }, { "start_logit": 2.873763084411621, "end_logit": 3.402050256729126, "text": "850 AM) and KRFX (103.5 FM) will carry the game, with Dave Logan", "probability": 0.039588265120983124 }, { "start_logit": 2.859053611755371, "end_logit": 3.402050256729126, "text": "Denver, KOA (850 AM) and KRFX (103.5 FM) will carry the game, with Dave Logan", "probability": 0.03901020810008049 }, { "start_logit": 3.5825424194335938, "end_logit": 2.6527180671691895, "text": "Mick Mixon on play-by-play and Eugene Robinson", "probability": 0.0380149744451046 }, { "start_logit": 3.3645548820495605, "end_logit": 2.83784818649292, "text": "Eugene Robinson and Jim Szoke on color commentary. WBT will also simulcast the game on its sister station WBT-FM", "probability": 0.03678619861602783 }, { "start_logit": 2.7562448978424072, "end_logit": 3.402050256729126, "text": "KRFX (103.5 FM) will carry the game, with Dave Logan", "probability": 0.03519889712333679 }, { "start_logit": 2.88950777053833, "end_logit": 3.251295328140259, "text": "1110 AM) will carry the game, with Mick Mixon on play-by-play and Eugene Robinson and Jim Szoke", "probability": 0.034588560461997986 }, { "start_logit": 3.2365970611572266, "end_logit": 2.83784818649292, "text": "Jim Szoke on color commentary. WBT will also simulcast the game on its sister station WBT-FM", "probability": 0.032367829233407974 } ], "56bec5233aeaaa14008c93d0": [ { "start_logit": 3.573235034942627, "end_logit": 3.3179259300231934, "text": "Mick Mixon", "probability": 0.07683072239160538 }, { "start_logit": 3.573235034942627, "end_logit": 3.2559757232666016, "text": "Mick Mixon on play-by-play and Eugene Robinson and Jim Szoke", "probability": 0.0722154751420021 }, { "start_logit": 3.4953577518463135, "end_logit": 3.2559757232666016, "text": "Eugene Robinson and Jim Szoke", "probability": 0.0668049305677414 }, { "start_logit": 3.3763864040374756, "end_logit": 3.3179259300231934, "text": "Ed McCaffrey on color commentary. In North Carolina, WBT (1110 AM) will carry the game, with Mick Mixon", "probability": 0.06310220807790756 }, { "start_logit": 2.9254982471466064, "end_logit": 3.7317514419555664, "text": "850 AM) and KRFX", "probability": 0.0608062744140625 }, { "start_logit": 3.526128053665161, "end_logit": 3.0688300132751465, "text": "Dave Logan", "probability": 0.057134147733449936 }, { "start_logit": 3.308828353881836, "end_logit": 3.2559757232666016, "text": "Jim Szoke", "probability": 0.05543702095746994 }, { "start_logit": 2.788144111633301, "end_logit": 3.7317514419555664, "text": "Denver, KOA (850 AM) and KRFX", "probability": 0.053002502769231796 }, { "start_logit": 2.7691354751586914, "end_logit": 3.7317514419555664, "text": "KRFX", "probability": 0.05200451612472534 }, { "start_logit": 3.526128053665161, "end_logit": 2.9458765983581543, "text": "Dave Logan on play-by-play and Ed McCaffrey", "probability": 0.05052400007843971 }, { "start_logit": 3.4953577518463135, "end_logit": 2.9054408073425293, "text": "Eugene Robinson and Jim Szoke on color commentary. WBT will also simulcast the game on its sister station WBT-FM", "probability": 0.047051481902599335 }, { "start_logit": 3.3763864040374756, "end_logit": 2.9458765983581543, "text": "Ed McCaffrey", "probability": 0.04349762573838234 }, { "start_logit": 3.573235034942627, "end_logit": 2.712693214416504, "text": "Mick Mixon on play-by-play and Eugene Robinson", "probability": 0.04194553196430206 }, { "start_logit": 2.9348719120025635, "end_logit": 3.3179259300231934, "text": "North Carolina, WBT (1110 AM) will carry the game, with Mick Mixon", "probability": 0.040578633546829224 }, { "start_logit": 3.308828353881836, "end_logit": 2.9054408073425293, "text": "Jim Szoke on color commentary. WBT will also simulcast the game on its sister station WBT-FM", "probability": 0.03904492408037186 }, { "start_logit": 3.4953577518463135, "end_logit": 2.712693214416504, "text": "Eugene Robinson", "probability": 0.038802873343229294 }, { "start_logit": 2.888728618621826, "end_logit": 3.3179259300231934, "text": "1110 AM) will carry the game, with Mick Mixon", "probability": 0.038748737424612045 }, { "start_logit": 2.888728618621826, "end_logit": 3.2559757232666016, "text": "1110 AM) will carry the game, with Mick Mixon on play-by-play and Eugene Robinson and Jim Szoke", "probability": 0.03642108663916588 }, { "start_logit": 2.3648672103881836, "end_logit": 3.7317514419555664, "text": "KOA (850 AM) and KRFX", "probability": 0.034711193293333054 }, { "start_logit": 2.9254982471466064, "end_logit": 3.0688300132751465, "text": "850 AM) and KRFX (103.5 FM) will carry the game, with Dave Logan", "probability": 0.031336139887571335 } ], "56bec5233aeaaa14008c93d1": [ { "start_logit": 3.664813756942749, "end_logit": 3.404384136199951, "text": "Mick Mixon", "probability": 0.07879375666379929 }, { "start_logit": 3.664813756942749, "end_logit": 3.3010289669036865, "text": "Mick Mixon on play-by-play and Eugene Robinson and Jim Szoke", "probability": 0.07105673849582672 }, { "start_logit": 3.190514087677002, "end_logit": 3.7403388023376465, "text": "Denver, KOA (850 AM) and KRFX", "probability": 0.06861347705125809 }, { "start_logit": 3.6369383335113525, "end_logit": 3.2491683959960938, "text": "Dave Logan", "probability": 0.06561094522476196 }, { "start_logit": 3.565779685974121, "end_logit": 3.3010289669036865, "text": "Eugene Robinson and Jim Szoke", "probability": 0.06435695290565491 }, { "start_logit": 3.412595510482788, "end_logit": 3.404384136199951, "text": "Ed McCaffrey on color commentary. In North Carolina, WBT (1110 AM) will carry the game, with Mick Mixon", "probability": 0.061228662729263306 }, { "start_logit": 3.6369383335113525, "end_logit": 3.0808331966400146, "text": "Dave Logan on play-by-play and Ed McCaffrey", "probability": 0.05544589087367058 }, { "start_logit": 3.367481231689453, "end_logit": 3.3010289669036865, "text": "Jim Szoke", "probability": 0.05278075113892555 }, { "start_logit": 2.8592145442962646, "end_logit": 3.7403388023376465, "text": "850 AM) and KRFX", "probability": 0.04926377907395363 }, { "start_logit": 2.819997787475586, "end_logit": 3.7403388023376465, "text": "KRFX", "probability": 0.04736921936273575 }, { "start_logit": 3.664813756942749, "end_logit": 2.8462796211242676, "text": "Mick Mixon on play-by-play and Eugene Robinson", "probability": 0.045093096792697906 }, { "start_logit": 3.412595510482788, "end_logit": 3.0808331966400146, "text": "Ed McCaffrey", "probability": 0.044303543865680695 }, { "start_logit": 3.190514087677002, "end_logit": 3.2491683959960938, "text": "Denver, KOA (850 AM) and KRFX (103.5 FM) will carry the game, with Dave Logan", "probability": 0.04198525846004486 }, { "start_logit": 3.565779685974121, "end_logit": 2.8667266368865967, "text": "Eugene Robinson and Jim Szoke on color commentary. WBT will also simulcast the game on its sister station WBT-FM", "probability": 0.04168505594134331 }, { "start_logit": 3.565779685974121, "end_logit": 2.8462796211242676, "text": "Eugene Robinson", "probability": 0.04084136709570885 }, { "start_logit": 2.975188732147217, "end_logit": 3.404384136199951, "text": "1110 AM) will carry the game, with Mick Mixon", "probability": 0.039535898715257645 }, { "start_logit": 2.975188732147217, "end_logit": 3.3010289669036865, "text": "1110 AM) will carry the game, with Mick Mixon on play-by-play and Eugene Robinson and Jim Szoke", "probability": 0.035653725266456604 }, { "start_logit": 3.367481231689453, "end_logit": 2.8667266368865967, "text": "Jim Szoke on color commentary. WBT will also simulcast the game on its sister station WBT-FM", "probability": 0.0341869555413723 }, { "start_logit": 2.7437596321105957, "end_logit": 3.404384136199951, "text": "North Carolina, WBT (1110 AM) will carry the game, with Mick Mixon", "probability": 0.03136773407459259 }, { "start_logit": 3.190514087677002, "end_logit": 2.940246820449829, "text": "Denver, KOA", "probability": 0.030827192589640617 } ], "56bec5233aeaaa14008c93d2": [ { "start_logit": 3.6439733505249023, "end_logit": 3.492037773132324, "text": "Dave Logan", "probability": 0.0796261802315712 }, { "start_logit": 3.6346333026885986, "end_logit": 3.316518545150757, "text": "Mick Mixon", "probability": 0.06618697196245193 }, { "start_logit": 3.126558542251587, "end_logit": 3.8151566982269287, "text": "Denver, KOA (850 AM) and KRFX", "probability": 0.0655653327703476 }, { "start_logit": 3.651275157928467, "end_logit": 3.269514560699463, "text": "Eugene Robinson and Jim Szoke", "probability": 0.06420759856700897 }, { "start_logit": 3.6346333026885986, "end_logit": 3.269514560699463, "text": "Mick Mixon on play-by-play and Eugene Robinson and Jim Szoke", "probability": 0.06314792484045029 }, { "start_logit": 3.4866394996643066, "end_logit": 3.269514560699463, "text": "Jim Szoke", "probability": 0.05446105822920799 }, { "start_logit": 2.9344074726104736, "end_logit": 3.8151566982269287, "text": "850 AM) and KRFX", "probability": 0.054103344678878784 }, { "start_logit": 3.3987207412719727, "end_logit": 3.316518545150757, "text": "Ed McCaffrey on color commentary. In North Carolina, WBT (1110 AM) will carry the game, with Mick Mixon", "probability": 0.05227776989340782 }, { "start_logit": 3.651275157928467, "end_logit": 3.0004091262817383, "text": "Eugene Robinson and Jim Szoke on color commentary. WBT will also simulcast the game on its sister station WBT-FM", "probability": 0.04905863106250763 }, { "start_logit": 3.126558542251587, "end_logit": 3.492037773132324, "text": "Denver, KOA (850 AM) and KRFX (103.5 FM) will carry the game, with Dave Logan", "probability": 0.04746193066239357 }, { "start_logit": 3.6439733505249023, "end_logit": 2.931636333465576, "text": "Dave Logan on play-by-play and Ed McCaffrey", "probability": 0.04546494036912918 }, { "start_logit": 3.651275157928467, "end_logit": 2.8985493183135986, "text": "Eugene Robinson", "probability": 0.044307608157396317 }, { "start_logit": 3.6346333026885986, "end_logit": 2.8985493183135986, "text": "Mick Mixon on play-by-play and Eugene Robinson", "probability": 0.04357634484767914 }, { "start_logit": 2.716179609298706, "end_logit": 3.8151566982269287, "text": "KRFX", "probability": 0.04349596053361893 }, { "start_logit": 3.4866394996643066, "end_logit": 3.0004091262817383, "text": "Jim Szoke on color commentary. WBT will also simulcast the game on its sister station WBT-FM", "probability": 0.04161166027188301 }, { "start_logit": 2.994004011154175, "end_logit": 3.492037773132324, "text": "103.5 FM) will carry the game, with Dave Logan", "probability": 0.041569799184799194 }, { "start_logit": 2.9344074726104736, "end_logit": 3.492037773132324, "text": "850 AM) and KRFX (103.5 FM) will carry the game, with Dave Logan", "probability": 0.03916473686695099 }, { "start_logit": 3.3987207412719727, "end_logit": 2.931636333465576, "text": "Ed McCaffrey", "probability": 0.035576626658439636 }, { "start_logit": 2.985840320587158, "end_logit": 3.316518545150757, "text": "North Carolina, WBT (1110 AM) will carry the game, with Mick Mixon", "probability": 0.034594353288412094 }, { "start_logit": 2.9843032360076904, "end_logit": 3.316518545150757, "text": "1110 AM) will carry the game, with Mick Mixon", "probability": 0.03454122692346573 } ], "56bec5233aeaaa14008c93d3": [ { "start_logit": 3.5689215660095215, "end_logit": 3.3164563179016113, "text": "Mick Mixon", "probability": 0.07621519267559052 }, { "start_logit": 3.5689215660095215, "end_logit": 3.2578814029693604, "text": "Mick Mixon on play-by-play and Eugene Robinson and Jim Szoke", "probability": 0.07187914103269577 }, { "start_logit": 3.070582389831543, "end_logit": 3.7167160511016846, "text": "Denver, KOA (850 AM) and KRFX", "probability": 0.06909491121768951 }, { "start_logit": 3.502300977706909, "end_logit": 3.2578814029693604, "text": "Eugene Robinson and Jim Szoke", "probability": 0.06724652647972107 }, { "start_logit": 3.342211961746216, "end_logit": 3.3164563179016113, "text": "Ed McCaffrey on color commentary. In North Carolina, WBT (1110 AM) will carry the game, with Mick Mixon", "probability": 0.06075512245297432 }, { "start_logit": 2.9063684940338135, "end_logit": 3.7167160511016846, "text": "850 AM) and KRFX", "probability": 0.05863122642040253 }, { "start_logit": 3.3135483264923096, "end_logit": 3.2578814029693604, "text": "Jim Szoke", "probability": 0.05567953363060951 }, { "start_logit": 3.4814612865448, "end_logit": 2.9972503185272217, "text": "Dave Logan", "probability": 0.05074913427233696 }, { "start_logit": 2.7314517498016357, "end_logit": 3.7167160511016846, "text": "KRFX", "probability": 0.049222495406866074 }, { "start_logit": 3.502300977706909, "end_logit": 2.939549207687378, "text": "Eugene Robinson and Jim Szoke on color commentary. WBT will also simulcast the game on its sister station WBT-FM", "probability": 0.04891250655055046 }, { "start_logit": 3.4814612865448, "end_logit": 2.918677568435669, "text": "Dave Logan on play-by-play and Ed McCaffrey", "probability": 0.04691426455974579 }, { "start_logit": 3.5689215660095215, "end_logit": 2.7187440395355225, "text": "Mick Mixon on play-by-play and Eugene Robinson", "probability": 0.04192357137799263 }, { "start_logit": 3.342211961746216, "end_logit": 2.918677568435669, "text": "Ed McCaffrey", "probability": 0.04081593453884125 }, { "start_logit": 3.3135483264923096, "end_logit": 2.939549207687378, "text": "Jim Szoke on color commentary. WBT will also simulcast the game on its sister station WBT-FM", "probability": 0.04049912840127945 }, { "start_logit": 2.9344937801361084, "end_logit": 3.3164563179016113, "text": "North Carolina, WBT (1110 AM) will carry the game, with Mick Mixon", "probability": 0.040412239730358124 }, { "start_logit": 3.502300977706909, "end_logit": 2.7187440395355225, "text": "Eugene Robinson", "probability": 0.03922161087393761 }, { "start_logit": 2.893977165222168, "end_logit": 3.3164563179016113, "text": "1110 AM) will carry the game, with Mick Mixon", "probability": 0.038807615637779236 }, { "start_logit": 2.893977165222168, "end_logit": 3.2578814029693604, "text": "1110 AM) will carry the game, with Mick Mixon on play-by-play and Eugene Robinson and Jim Szoke", "probability": 0.036599744111299515 }, { "start_logit": 3.070582389831543, "end_logit": 2.9972503185272217, "text": "Denver, KOA (850 AM) and KRFX (103.5 FM) will carry the game, with Dave Logan", "probability": 0.03365009278059006 }, { "start_logit": 2.324615478515625, "end_logit": 3.7167160511016846, "text": "KOA (850 AM) and KRFX", "probability": 0.03277002274990082 } ], "56d724620d65d214001983be": [ { "start_logit": 3.632021427154541, "end_logit": 3.359692096710205, "text": "Mick Mixon", "probability": 0.08105494827032089 }, { "start_logit": 3.632021427154541, "end_logit": 3.252652883529663, "text": "Mick Mixon on play-by-play and Eugene Robinson and Jim Szoke", "probability": 0.07282707840204239 }, { "start_logit": 3.4105193614959717, "end_logit": 3.359692096710205, "text": "Ed McCaffrey on color commentary. In North Carolina, WBT (1110 AM) will carry the game, with Mick Mixon", "probability": 0.06495046615600586 }, { "start_logit": 3.569986343383789, "end_logit": 3.194655418395996, "text": "Dave Logan", "probability": 0.0645897313952446 }, { "start_logit": 3.49444842338562, "end_logit": 3.252652883529663, "text": "Eugene Robinson and Jim Szoke", "probability": 0.06346668303012848 }, { "start_logit": 3.569986343383789, "end_logit": 3.031254768371582, "text": "Dave Logan on play-by-play and Ed McCaffrey", "probability": 0.054852887988090515 }, { "start_logit": 3.319612979888916, "end_logit": 3.252652883529663, "text": "Jim Szoke", "probability": 0.05328630656003952 }, { "start_logit": 2.8522467613220215, "end_logit": 3.7139577865600586, "text": "850 AM) and KRFX", "probability": 0.052964311093091965 }, { "start_logit": 2.803107738494873, "end_logit": 3.7139577865600586, "text": "Denver, KOA (850 AM) and KRFX", "probability": 0.05042460188269615 }, { "start_logit": 2.7845544815063477, "end_logit": 3.7139577865600586, "text": "KRFX", "probability": 0.04949769005179405 }, { "start_logit": 3.4105193614959717, "end_logit": 3.031254768371582, "text": "Ed McCaffrey", "probability": 0.04676748439669609 }, { "start_logit": 3.632021427154541, "end_logit": 2.7793736457824707, "text": "Mick Mixon on play-by-play and Eugene Robinson", "probability": 0.04536808282136917 }, { "start_logit": 3.49444842338562, "end_logit": 2.8675200939178467, "text": "Eugene Robinson and Jim Szoke on color commentary. WBT will also simulcast the game on its sister station WBT-FM", "probability": 0.04318021237850189 }, { "start_logit": 2.9553098678588867, "end_logit": 3.359692096710205, "text": "1110 AM) will carry the game, with Mick Mixon", "probability": 0.04119906947016716 }, { "start_logit": 3.49444842338562, "end_logit": 2.7793736457824707, "text": "Eugene Robinson", "probability": 0.03953694552183151 }, { "start_logit": 2.9049999713897705, "end_logit": 3.359692096710205, "text": "North Carolina, WBT (1110 AM) will carry the game, with Mick Mixon", "probability": 0.03917763754725456 }, { "start_logit": 2.9553098678588867, "end_logit": 3.252652883529663, "text": "1110 AM) will carry the game, with Mick Mixon on play-by-play and Eugene Robinson and Jim Szoke", "probability": 0.037016984075307846 }, { "start_logit": 3.319612979888916, "end_logit": 2.8675200939178467, "text": "Jim Szoke on color commentary. WBT will also simulcast the game on its sister station WBT-FM", "probability": 0.03625388815999031 }, { "start_logit": 2.8699965476989746, "end_logit": 3.194655418395996, "text": "103.5 FM) will carry the game, with Dave Logan", "probability": 0.032074641436338425 }, { "start_logit": 2.8522467613220215, "end_logit": 3.194655418395996, "text": "850 AM) and KRFX (103.5 FM) will carry the game, with Dave Logan", "probability": 0.03151034563779831 } ], "56d724620d65d214001983bf": [ { "start_logit": 3.5870258808135986, "end_logit": 3.3384225368499756, "text": "Eugene Robinson and Jim Szoke", "probability": 0.07162060588598251 }, { "start_logit": 3.5656654834747314, "end_logit": 3.341780662536621, "text": "Mick Mixon", "probability": 0.07034279406070709 }, { "start_logit": 3.5656654834747314, "end_logit": 3.3384225368499756, "text": "Mick Mixon on play-by-play and Eugene Robinson and Jim Szoke", "probability": 0.07010698318481445 }, { "start_logit": 3.6563925743103027, "end_logit": 3.2286932468414307, "text": "Dave Logan", "probability": 0.06878739595413208 }, { "start_logit": 3.3937668800354004, "end_logit": 3.3384225368499756, "text": "Jim Szoke", "probability": 0.059034593403339386 }, { "start_logit": 3.389415979385376, "end_logit": 3.341780662536621, "text": "Ed McCaffrey on color commentary. In North Carolina, WBT (1110 AM) will carry the game, with Mick Mixon", "probability": 0.05897601693868637 }, { "start_logit": 2.937941551208496, "end_logit": 3.7898099422454834, "text": "850 AM) and KRFX", "probability": 0.058773212134838104 }, { "start_logit": 2.8385627269744873, "end_logit": 3.7898099422454834, "text": "KRFX", "probability": 0.05321323126554489 }, { "start_logit": 3.6563925743103027, "end_logit": 2.954289674758911, "text": "Dave Logan on play-by-play and Ed McCaffrey", "probability": 0.052280157804489136 }, { "start_logit": 3.5870258808135986, "end_logit": 2.923604965209961, "text": "Eugene Robinson and Jim Szoke on color commentary. WBT will also simulcast the game on its sister station WBT-FM", "probability": 0.04730259254574776 }, { "start_logit": 2.719755172729492, "end_logit": 3.7898099422454834, "text": "Denver, KOA (850 AM) and KRFX", "probability": 0.04725223034620285 }, { "start_logit": 3.389415979385376, "end_logit": 2.954289674758911, "text": "Ed McCaffrey", "probability": 0.04003043472766876 }, { "start_logit": 3.5870258808135986, "end_logit": 2.7506911754608154, "text": "Eugene Robinson", "probability": 0.03979142755270004 }, { "start_logit": 2.981398820877075, "end_logit": 3.341780662536621, "text": "North Carolina, WBT (1110 AM) will carry the game, with Mick Mixon", "probability": 0.039217133074998856 }, { "start_logit": 3.3937668800354004, "end_logit": 2.923604965209961, "text": "Jim Szoke on color commentary. WBT will also simulcast the game on its sister station WBT-FM", "probability": 0.03899003937840462 }, { "start_logit": 3.5656654834747314, "end_logit": 2.7506911754608154, "text": "Mick Mixon on play-by-play and Eugene Robinson", "probability": 0.03895048052072525 }, { "start_logit": 2.967867612838745, "end_logit": 3.341780662536621, "text": "1110 AM) will carry the game, with Mick Mixon", "probability": 0.03869007155299187 }, { "start_logit": 2.967867612838745, "end_logit": 3.3384225368499756, "text": "1110 AM) will carry the game, with Mick Mixon on play-by-play and Eugene Robinson and Jim Szoke", "probability": 0.038560353219509125 }, { "start_logit": 2.4065449237823486, "end_logit": 3.7898099422454834, "text": "KOA (850 AM) and KRFX", "probability": 0.03454591706395149 }, { "start_logit": 2.937941551208496, "end_logit": 3.2286932468414307, "text": "850 AM) and KRFX (103.5 FM) will carry the game, with Dave Logan", "probability": 0.03353430703282356 } ], "56d724620d65d214001983c0": [ { "start_logit": 3.6544437408447266, "end_logit": 3.5724470615386963, "text": "Dave Logan", "probability": 0.08380972594022751 }, { "start_logit": 3.155014991760254, "end_logit": 3.844892740249634, "text": "Denver, KOA (850 AM) and KRFX", "probability": 0.06679083406925201 }, { "start_logit": 3.6752095222473145, "end_logit": 3.3037757873535156, "text": "Eugene Robinson and Jim Szoke", "probability": 0.06540794670581818 }, { "start_logit": 3.613112449645996, "end_logit": 3.310265064239502, "text": "Mick Mixon", "probability": 0.0618700347840786 }, { "start_logit": 3.613112449645996, "end_logit": 3.3037757873535156, "text": "Mick Mixon on play-by-play and Eugene Robinson and Jim Szoke", "probability": 0.06146984174847603 }, { "start_logit": 3.521089792251587, "end_logit": 3.3037757873535156, "text": "Jim Szoke", "probability": 0.05606568232178688 }, { "start_logit": 2.8948514461517334, "end_logit": 3.844892740249634, "text": "850 AM) and KRFX", "probability": 0.05149077624082565 }, { "start_logit": 3.155014991760254, "end_logit": 3.5724470615386963, "text": "Denver, KOA (850 AM) and KRFX (103.5 FM) will carry the game, with Dave Logan", "probability": 0.05086221918463707 }, { "start_logit": 3.6752095222473145, "end_logit": 3.0361673831939697, "text": "Eugene Robinson and Jim Szoke on color commentary. WBT will also simulcast the game on its sister station WBT-FM", "probability": 0.050050657242536545 }, { "start_logit": 3.4010770320892334, "end_logit": 3.310265064239502, "text": "Ed McCaffrey on color commentary. In North Carolina, WBT (1110 AM) will carry the game, with Mick Mixon", "probability": 0.05004889518022537 }, { "start_logit": 2.7702274322509766, "end_logit": 3.844892740249634, "text": "KRFX", "probability": 0.04545752704143524 }, { "start_logit": 3.6752095222473145, "end_logit": 2.933828353881836, "text": "Eugene Robinson", "probability": 0.04518189653754234 }, { "start_logit": 3.0294432640075684, "end_logit": 3.5724470615386963, "text": "103.5 FM) will carry the game, with Dave Logan", "probability": 0.0448601096868515 }, { "start_logit": 3.521089792251587, "end_logit": 3.0361673831939697, "text": "Jim Szoke on color commentary. WBT will also simulcast the game on its sister station WBT-FM", "probability": 0.04290188476443291 }, { "start_logit": 3.613112449645996, "end_logit": 2.933828353881836, "text": "Mick Mixon on play-by-play and Eugene Robinson", "probability": 0.042461566627025604 }, { "start_logit": 3.6544437408447266, "end_logit": 2.85091495513916, "text": "Dave Logan on play-by-play and Ed McCaffrey", "probability": 0.04073213040828705 }, { "start_logit": 2.8948514461517334, "end_logit": 3.5724470615386963, "text": "850 AM) and KRFX (103.5 FM) will carry the game, with Dave Logan", "probability": 0.03921098634600639 }, { "start_logit": 2.7702274322509766, "end_logit": 3.5724470615386963, "text": "KRFX (103.5 FM) will carry the game, with Dave Logan", "probability": 0.034616582095623016 }, { "start_logit": 2.9985334873199463, "end_logit": 3.310265064239502, "text": "1110 AM) will carry the game, with Mick Mixon", "probability": 0.03346356749534607 }, { "start_logit": 2.9985334873199463, "end_logit": 3.3037757873535156, "text": "1110 AM) will carry the game, with Mick Mixon on play-by-play and Eugene Robinson and Jim Szoke", "probability": 0.03324710205197334 } ], "56d724620d65d214001983c1": [ { "start_logit": 3.556300163269043, "end_logit": 3.3407576084136963, "text": "Mick Mixon", "probability": 0.07177354395389557 }, { "start_logit": 3.556300163269043, "end_logit": 3.3311214447021484, "text": "Mick Mixon on play-by-play and Eugene Robinson and Jim Szoke", "probability": 0.07108525931835175 }, { "start_logit": 3.5345683097839355, "end_logit": 3.3311214447021484, "text": "Eugene Robinson and Jim Szoke", "probability": 0.06955711543560028 }, { "start_logit": 3.0792601108551025, "end_logit": 3.7375664710998535, "text": "Denver, KOA (850 AM) and KRFX", "probability": 0.06624004989862442 }, { "start_logit": 3.5677199363708496, "end_logit": 3.1719493865966797, "text": "Dave Logan", "probability": 0.061321333050727844 }, { "start_logit": 3.367375135421753, "end_logit": 3.3311214447021484, "text": "Jim Szoke", "probability": 0.05884784460067749 }, { "start_logit": 3.321671485900879, "end_logit": 3.3407576084136963, "text": "Ed McCaffrey on color commentary. 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WBT will also simulcast the game on its sister station WBT-FM", "probability": 0.04099547863006592 }, { "start_logit": 2.974257230758667, "end_logit": 3.3407576084136963, "text": "North Carolina, WBT (1110 AM) will carry the game, with Mick Mixon", "probability": 0.040103890001773834 }, { "start_logit": 2.96706485748291, "end_logit": 3.3407576084136963, "text": "1110 AM) will carry the game, with Mick Mixon", "probability": 0.0398164764046669 }, { "start_logit": 2.96706485748291, "end_logit": 3.3311214447021484, "text": "1110 AM) will carry the game, with Mick Mixon on play-by-play and Eugene Robinson and Jim Szoke", "probability": 0.03943464905023575 }, { "start_logit": 3.556300163269043, "end_logit": 2.733644962310791, "text": "Mick Mixon on play-by-play and Eugene Robinson", "probability": 0.03911099210381508 }, { "start_logit": 3.5345683097839355, "end_logit": 2.733644962310791, "text": "Eugene Robinson", "probability": 0.03827020898461342 }, { "start_logit": 3.0792601108551025, "end_logit": 3.1719493865966797, "text": "Denver, KOA (850 AM) and KRFX (103.5 FM) will carry the game, with Dave Logan", "probability": 0.037624966353178024 }, { "start_logit": 3.321671485900879, "end_logit": 2.9025423526763916, "text": "Ed McCaffrey", "probability": 0.03662284091114998 }, { "start_logit": 2.943934440612793, "end_logit": 3.1719493865966797, "text": "103.5 FM) will carry the game, with Dave Logan", "probability": 0.0328628309071064 } ], "56d9c203dc89441400fdb7a0": [ { "start_logit": 3.5746142864227295, "end_logit": 3.346771478652954, "text": "Mick Mixon", "probability": 0.07095306366682053 }, { "start_logit": 3.5746142864227295, "end_logit": 3.329357624053955, "text": "Mick Mixon on play-by-play and Eugene Robinson and Jim Szoke", "probability": 0.06972817331552505 }, { "start_logit": 3.545933485031128, "end_logit": 3.329357624053955, "text": "Eugene Robinson and Jim Szoke", "probability": 0.06775671988725662 }, { "start_logit": 3.5849528312683105, "end_logit": 3.2525737285614014, "text": "Dave Logan", "probability": 0.06524563580751419 }, { "start_logit": 2.9378976821899414, "end_logit": 3.877723217010498, "text": "850 AM) and KRFX", "probability": 0.06383194029331207 }, { "start_logit": 3.388345956802368, "end_logit": 3.329357624053955, "text": "Jim Szoke", "probability": 0.057877957820892334 }, { "start_logit": 2.820948362350464, "end_logit": 3.877723217010498, "text": "KRFX", "probability": 0.056786809116601944 }, { "start_logit": 3.319474220275879, "end_logit": 3.346771478652954, "text": "Ed McCaffrey on color commentary. In North Carolina, WBT (1110 AM) will carry the game, with Mick Mixon", "probability": 0.054974984377622604 }, { "start_logit": 3.5849528312683105, "end_logit": 3.015258550643921, "text": "Dave Logan on play-by-play and Ed McCaffrey", "probability": 0.05146201327443123 }, { "start_logit": 3.545933485031128, "end_logit": 3.0170483589172363, "text": "Eugene Robinson and Jim Szoke on color commentary. WBT will also simulcast the game on its sister station WBT-FM", "probability": 0.04958133399486542 }, { "start_logit": 2.669466018676758, "end_logit": 3.877723217010498, "text": "Denver, KOA (850 AM) and KRFX", "probability": 0.048804476857185364 }, { "start_logit": 3.388345956802368, "end_logit": 3.0170483589172363, "text": "Jim Szoke on color commentary. WBT will also simulcast the game on its sister station WBT-FM", "probability": 0.042352497577667236 }, { "start_logit": 3.5746142864227295, "end_logit": 2.803828716278076, "text": "Mick Mixon on play-by-play and Eugene Robinson", "probability": 0.04122626781463623 }, { "start_logit": 3.545933485031128, "end_logit": 2.803828716278076, "text": "Eugene Robinson", "probability": 0.040060658007860184 }, { "start_logit": 3.319474220275879, "end_logit": 3.015258550643921, "text": "Ed McCaffrey", "probability": 0.039463091641664505 }, { "start_logit": 2.958859920501709, "end_logit": 3.346771478652954, "text": "North Carolina, WBT (1110 AM) will carry the game, with Mick Mixon", "probability": 0.03833121061325073 }, { "start_logit": 2.9096767902374268, "end_logit": 3.346771478652954, "text": "1110 AM) will carry the game, with Mick Mixon", "probability": 0.03649156168103218 }, { "start_logit": 2.9096767902374268, "end_logit": 3.329357624053955, "text": "1110 AM) will carry the game, with Mick Mixon on play-by-play and Eugene Robinson and Jim Szoke", "probability": 0.03586161509156227 }, { "start_logit": 2.338371753692627, "end_logit": 3.877723217010498, "text": "KOA (850 AM) and KRFX", "probability": 0.03504832461476326 }, { "start_logit": 2.9378976821899414, "end_logit": 3.2525737285614014, "text": "850 AM) and KRFX (103.5 FM) will carry the game, with Dave Logan", "probability": 0.03416167572140694 } ], "56d9c203dc89441400fdb7a3": [ { "start_logit": 3.176656484603882, "end_logit": 3.7966911792755127, "text": "Denver, KOA (850 AM) and KRFX", "probability": 0.07821953296661377 }, { "start_logit": 3.553128242492676, "end_logit": 3.3484671115875244, "text": "Mick Mixon", "probability": 0.07280370593070984 }, { "start_logit": 3.553128242492676, "end_logit": 3.3076071739196777, "text": "Mick Mixon on play-by-play and Eugene Robinson and Jim Szoke", "probability": 0.06988891959190369 }, { "start_logit": 3.504068374633789, "end_logit": 3.3076071739196777, "text": "Eugene Robinson and Jim Szoke", "probability": 0.06654292345046997 }, { "start_logit": 2.9498517513275146, "end_logit": 3.7966911792755127, "text": "850 AM) and KRFX", "probability": 0.062346942722797394 }, { "start_logit": 3.3493688106536865, "end_logit": 3.3484671115875244, "text": "Ed McCaffrey on color commentary. In North Carolina, WBT (1110 AM) will carry the game, with Mick Mixon", "probability": 0.059382978826761246 }, { "start_logit": 3.301593780517578, "end_logit": 3.3076071739196777, "text": "Jim Szoke", "probability": 0.05434609204530716 }, { "start_logit": 2.784320116043091, "end_logit": 3.7966911792755127, "text": "KRFX", "probability": 0.052835483103990555 }, { "start_logit": 3.4640941619873047, "end_logit": 3.026529550552368, "text": "Dave Logan on play-by-play and Ed McCaffrey", "probability": 0.048269279301166534 }, { "start_logit": 3.4640941619873047, "end_logit": 3.015760898590088, "text": "Dave Logan", "probability": 0.04775227606296539 }, { "start_logit": 3.504068374633789, "end_logit": 2.9284236431121826, "text": "Eugene Robinson and Jim Szoke on color commentary. WBT will also simulcast the game on its sister station WBT-FM", "probability": 0.04554332047700882 }, { "start_logit": 3.3493688106536865, "end_logit": 3.026529550552368, "text": "Ed McCaffrey", "probability": 0.043037425726652145 }, { "start_logit": 3.553128242492676, "end_logit": 2.778596878051758, "text": "Mick Mixon on play-by-play and Eugene Robinson", "probability": 0.04117770120501518 }, { "start_logit": 3.504068374633789, "end_logit": 2.778596878051758, "text": "Eugene Robinson", "probability": 0.039206285029649734 }, { "start_logit": 2.8921868801116943, "end_logit": 3.3484671115875244, "text": "1110 AM) will carry the game, with Mick Mixon", "probability": 0.0375932939350605 }, { "start_logit": 2.8918840885162354, "end_logit": 3.3484671115875244, "text": "North Carolina, WBT (1110 AM) will carry the game, with Mick Mixon", "probability": 0.037581916898489 }, { "start_logit": 3.301593780517578, "end_logit": 2.9284236431121826, "text": "Jim Szoke on color commentary. WBT will also simulcast the game on its sister station WBT-FM", "probability": 0.03719555586576462 }, { "start_logit": 2.8921868801116943, "end_logit": 3.3076071739196777, "text": "1110 AM) will carry the game, with Mick Mixon on play-by-play and Eugene Robinson and Jim Szoke", "probability": 0.036088183522224426 }, { "start_logit": 3.176656484603882, "end_logit": 3.015760898590088, "text": "Denver, KOA (850 AM) and KRFX (103.5 FM) will carry the game, with Dave Logan", "probability": 0.03582295402884483 }, { "start_logit": 3.176656484603882, "end_logit": 2.9742181301116943, "text": "Denver, KOA", "probability": 0.03436526656150818 } ], "56bec5ff3aeaaa14008c93e3": [ { "start_logit": 3.590900182723999, "end_logit": 3.6450018882751465, "text": "Greg Brady", "probability": 0.14247125387191772 }, { "start_logit": 3.700528860092163, "end_logit": 3.1744885444641113, "text": "Darren Fletcher", "probability": 0.09931091964244843 }, { "start_logit": 3.590900182723999, "end_logit": 3.1744885444641113, "text": "Greg Brady, Darren Fletcher", "probability": 0.08899915963411331 }, { "start_logit": 2.866661548614502, "end_logit": 3.6450018882751465, "text": "5 Live Sports Extra will carry the contest. 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Then after an incompletion, Thomas Davis tackled Anderson", "probability": 0.029305195435881615 } ], "56d728a10d65d21400198413": [ { "start_logit": 4.016195774078369, "end_logit": 4.085998058319092, "text": "Owen Daniels and a 22-yard throw to receiver Andre Caldwell", "probability": 0.10664567351341248 }, { "start_logit": 3.697445869445801, "end_logit": 4.085998058319092, "text": "Andre Caldwell", "probability": 0.07753752171993256 }, { "start_logit": 4.016195774078369, "end_logit": 3.7448673248291016, "text": "Owen Daniels", "probability": 0.07582143694162369 }, { "start_logit": 4.016195774078369, "end_logit": 3.729902982711792, "text": "Owen Daniels and a 22-yard throw to receiver Andre Caldwell. A pair of carries by C. J. 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Anderson", "probability": 0.03330688178539276 }, { "start_logit": 4.034891605377197, "end_logit": 2.7876503467559814, "text": "Ronnie Hillman", "probability": 0.02966180630028248 }, { "start_logit": 4.034891605377197, "end_logit": 2.761756181716919, "text": "Ronnie Hillman for a 3-yard loss. Then after an incompletion, Thomas Davis tackled Anderson", "probability": 0.028903599828481674 } ], "56d728a10d65d21400198414": [ { "start_logit": 3.971804141998291, "end_logit": 4.0414958000183105, "text": "Owen Daniels and a 22-yard throw to receiver Andre Caldwell", "probability": 0.10047060251235962 }, { "start_logit": 3.700747013092041, "end_logit": 4.0414958000183105, "text": "Andre Caldwell", "probability": 0.07661615312099457 }, { "start_logit": 3.971804141998291, "end_logit": 3.7673003673553467, "text": "Owen Daniels and a 22-yard throw to receiver Andre Caldwell. A pair of carries by C. J. 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Anderson", "probability": 0.04210279881954193 }, { "start_logit": 3.288472890853882, "end_logit": 3.7673003673553467, "text": "22-yard throw to receiver Andre Caldwell. A pair of carries by C. J. Anderson", "probability": 0.03856474161148071 }, { "start_logit": 3.3088538646698, "end_logit": 3.6867618560791016, "text": "Peyton Manning completing an 18-yard pass to tight end Owen Daniels", "probability": 0.036313194781541824 }, { "start_logit": 3.6520891189575195, "end_logit": 3.2894287109375, "text": "Ronnie Hillman for a 3-yard loss. Then after an incompletion, Thomas Davis", "probability": 0.03440091013908386 }, { "start_logit": 3.1688690185546875, "end_logit": 3.7673003673553467, "text": "18-yard pass to tight end Owen Daniels and a 22-yard throw to receiver Andre Caldwell. A pair of carries by C. J. Anderson", "probability": 0.03421742096543312 }, { "start_logit": 3.1688690185546875, "end_logit": 3.6867618560791016, "text": "18-yard pass to tight end Owen Daniels", "probability": 0.031569648534059525 }, { "start_logit": 3.5501604080200195, "end_logit": 3.2894287109375, "text": "Thomas Davis", "probability": 0.0310672540217638 }, { "start_logit": 3.5275979042053223, "end_logit": 3.2894287109375, "text": "Shaq Thompson tackled Ronnie Hillman for a 3-yard loss. Then after an incompletion, Thomas Davis", "probability": 0.03037414699792862 }, { "start_logit": 3.3088538646698, "end_logit": 3.5036239624023438, "text": "Peyton Manning", "probability": 0.03023630380630493 } ], "56d728a10d65d21400198415": [ { "start_logit": 3.9553213119506836, "end_logit": 3.9801721572875977, "text": "Owen Daniels and a 22-yard throw to receiver Andre Caldwell", "probability": 0.1000351682305336 }, { "start_logit": 3.9553213119506836, "end_logit": 3.7867729663848877, "text": "Owen Daniels", "probability": 0.08244425058364868 }, { "start_logit": 3.7385122776031494, "end_logit": 3.9801721572875977, "text": "Andre Caldwell", "probability": 0.08053665608167648 }, { "start_logit": 3.9553213119506836, "end_logit": 3.6766090393066406, "text": "Owen Daniels and a 22-yard throw to receiver Andre Caldwell. A pair of carries by C. J. Anderson", "probability": 0.0738442912697792 }, { "start_logit": 3.7385122776031494, "end_logit": 3.6766090393066406, "text": "Andre Caldwell. 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Anderson", "probability": 0.04473019391298294 }, { "start_logit": 3.14009428024292, "end_logit": 3.9801721572875977, "text": "Peyton Manning completing an 18-yard pass to tight end Owen Daniels and a 22-yard throw to receiver Andre Caldwell", "probability": 0.04426944628357887 }, { "start_logit": 3.133984327316284, "end_logit": 3.9801721572875977, "text": "18-yard pass to tight end Owen Daniels and a 22-yard throw to receiver Andre Caldwell", "probability": 0.043999794870615005 }, { "start_logit": 3.188436508178711, "end_logit": 3.922511577606201, "text": "20 yards to the Panthers 14-yard line, but Carolina's defense dug in over the next three plays. First, linebacker Shaq Thompson", "probability": 0.0438588447868824 }, { "start_logit": 3.026623487472534, "end_logit": 3.922511577606201, "text": "14-yard line, but Carolina's defense dug in over the next three plays. 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Newton completed 4 of 4 passes for 51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.08597183227539062 }, { "start_logit": 3.552215814590454, "end_logit": 3.6678528785705566, "text": "Jordan Norwood", "probability": 0.07980440557003021 }, { "start_logit": 3.078839063644409, "end_logit": 3.93585467338562, "text": "4 of 4 passes for 51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.06498806178569794 }, { "start_logit": 2.9075284004211426, "end_logit": 3.93585467338562, "text": "9-play, 73-yard scoring drive. Newton completed 4 of 4 passes for 51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.05475630983710289 }, { "start_logit": 3.39341139793396, "end_logit": 3.4300239086151123, "text": "Mario Addison", "probability": 0.053674884140491486 }, { "start_logit": 3.178950548171997, "end_logit": 3.4300239086151123, "text": "61-yard return before Mario Addison", "probability": 0.043314363807439804 }, { "start_logit": 2.914924144744873, "end_logit": 3.6678528785705566, "text": "1-yard touchdown run, cutting the score to 10\u20137 with 11:28 left in the second quarter. Later on, Broncos receiver Jordan Norwood", "probability": 0.04219437018036842 }, { "start_logit": 2.4293899536132812, "end_logit": 3.93585467338562, "text": "4 passes for 51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.03394544869661331 }, { "start_logit": 3.59423565864563, "end_logit": 2.7441954612731934, "text": "Jonathan Stewart finished the drive with a 1-yard touchdown run, cutting the score to 10\u20137 with 11:28", "probability": 0.03304734453558922 }, { "start_logit": 2.306525468826294, "end_logit": 3.93585467338562, "text": "Newton completed 4 of 4 passes for 51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.030020782724022865 }, { "start_logit": 3.475926637649536, "end_logit": 2.7441954612731934, "text": "25 yards, while Jonathan Stewart finished the drive with a 1-yard touchdown run, cutting the score to 10\u20137 with 11:28", "probability": 0.0293599683791399 }, { "start_logit": 3.648800849914551, "end_logit": 2.56280255317688, "text": "Brad Nortman", "probability": 0.02911090850830078 }, { "start_logit": 3.552215814590454, "end_logit": 2.56280255317688, "text": "Jordan Norwood received Brad Nortman", "probability": 0.026430752128362656 }, { "start_logit": 2.958754062652588, "end_logit": 3.1129684448242188, "text": "14-yard line. Despite Denver's excellent field position, they could not get the ball into the end zone, so McManus", "probability": 0.025310827419161797 }, { "start_logit": 2.265733003616333, "end_logit": 3.6678528785705566, "text": "11:28 left in the second quarter. Later on, Broncos receiver Jordan Norwood", "probability": 0.022045224905014038 }, { "start_logit": 3.648800849914551, "end_logit": 2.146768569946289, "text": "Brad Nortman's short 28-yard punt surrounded by Panthers players, but none of them attempted to make a tackle, apparently thinking Norwood", "probability": 0.019203245639801025 }, { "start_logit": 3.5339319705963135, "end_logit": 2.2457644939422607, "text": "51 yards and rushed twice for 25", "probability": 0.018900839611887932 } ], "56bec8a13aeaaa14008c9436": [ { "start_logit": 3.838164806365967, "end_logit": 4.038670539855957, "text": "Jonathan Stewart", "probability": 0.13320334255695343 }, { "start_logit": 3.5511910915374756, "end_logit": 4.038670539855957, "text": "25 yards, while Jonathan Stewart", "probability": 0.09997332841157913 }, { "start_logit": 3.5446667671203613, "end_logit": 4.038670539855957, "text": "51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.09932315349578857 }, { "start_logit": 3.2812514305114746, "end_logit": 4.038670539855957, "text": "73-yard scoring drive. Newton completed 4 of 4 passes for 51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.07632217556238174 }, { "start_logit": 3.435955762863159, "end_logit": 3.7638535499572754, "text": "Jordan Norwood", "probability": 0.06768405437469482 }, { "start_logit": 3.116854429244995, "end_logit": 4.038670539855957, "text": "9-play, 73-yard scoring drive. Newton completed 4 of 4 passes for 51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.06475213915109634 }, { "start_logit": 3.0964152812957764, "end_logit": 4.038670539855957, "text": "4 of 4 passes for 51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.06344209611415863 }, { "start_logit": 3.222289562225342, "end_logit": 3.4879379272460938, "text": "Mario Addison", "probability": 0.04148239269852638 }, { "start_logit": 2.888259172439575, "end_logit": 3.7638535499572754, "text": "1-yard touchdown run, cutting the score to 10\u20137 with 11:28 left in the second quarter. Later on, Broncos receiver Jordan Norwood", "probability": 0.03914036974310875 }, { "start_logit": 3.112436532974243, "end_logit": 3.4879379272460938, "text": "61-yard return before Mario Addison", "probability": 0.03716679662466049 }, { "start_logit": 2.5505809783935547, "end_logit": 4.038670539855957, "text": "4 passes for 51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.03675569221377373 }, { "start_logit": 3.6901543140411377, "end_logit": 2.8596112728118896, "text": "Brad Nortman", "probability": 0.03533263877034187 }, { "start_logit": 3.838164806365967, "end_logit": 2.705648422241211, "text": "Jonathan Stewart finished the drive with a 1-yard touchdown run, cutting the score to 10\u20137 with 11:28", "probability": 0.03512295335531235 }, { "start_logit": 2.3008248805999756, "end_logit": 4.038670539855957, "text": "Newton completed 4 of 4 passes for 51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.028632350265979767 }, { "start_logit": 3.435955762863159, "end_logit": 2.8596112728118896, "text": "Jordan Norwood received Brad Nortman", "probability": 0.027401795610785484 }, { "start_logit": 3.159872055053711, "end_logit": 3.132835626602173, "text": "14-yard line. Despite Denver's excellent field position, they could not get the ball into the end zone, so McManus", "probability": 0.02732354961335659 }, { "start_logit": 3.5511910915374756, "end_logit": 2.705648422241211, "text": "25 yards, while Jonathan Stewart finished the drive with a 1-yard touchdown run, cutting the score to 10\u20137 with 11:28", "probability": 0.02636088617146015 }, { "start_logit": 2.382648229598999, "end_logit": 3.7638535499572754, "text": "11:28 left in the second quarter. Later on, Broncos receiver Jordan Norwood", "probability": 0.02360699325799942 }, { "start_logit": 3.5511910915374756, "end_logit": 2.354074001312256, "text": "25", "probability": 0.018546968698501587 }, { "start_logit": 3.5446667671203613, "end_logit": 2.354074001312256, "text": "51 yards and rushed twice for 25", "probability": 0.018426360562443733 } ], "56bec8a13aeaaa14008c9437": [ { "start_logit": 3.7523140907287598, "end_logit": 3.886561870574951, "text": "Jonathan Stewart", "probability": 0.11626846343278885 }, { "start_logit": 3.543781280517578, "end_logit": 3.886561870574951, "text": "51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.09438376128673553 }, { "start_logit": 3.537660837173462, "end_logit": 3.886561870574951, "text": "25 yards, while Jonathan Stewart", "probability": 0.0938078835606575 }, { "start_logit": 3.516279458999634, "end_logit": 3.8363242149353027, "text": "Jordan Norwood", "probability": 0.08732438832521439 }, { "start_logit": 3.3620517253875732, "end_logit": 3.886561870574951, "text": "73-yard scoring drive. Newton completed 4 of 4 passes for 51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.07869970053434372 }, { "start_logit": 3.1367321014404297, "end_logit": 3.886561870574951, "text": "4 of 4 passes for 51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.06282290816307068 }, { "start_logit": 3.1321778297424316, "end_logit": 3.886561870574951, "text": "9-play, 73-yard scoring drive. Newton completed 4 of 4 passes for 51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.06253745406866074 }, { "start_logit": 3.3762733936309814, "end_logit": 3.4633798599243164, "text": "Mario Addison", "probability": 0.0522833988070488 }, { "start_logit": 2.921562433242798, "end_logit": 3.8363242149353027, "text": "1-yard touchdown run, cutting the score to 10\u20137 with 11:28 left in the second quarter. Later on, Broncos receiver Jordan Norwood", "probability": 0.048178497701883316 }, { "start_logit": 3.180131673812866, "end_logit": 3.4633798599243164, "text": "61-yard return before Mario Addison", "probability": 0.042971525341272354 }, { "start_logit": 2.6109163761138916, "end_logit": 3.886561870574951, "text": "4 passes for 51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.03713293746113777 }, { "start_logit": 3.7523140907287598, "end_logit": 2.7339420318603516, "text": "Jonathan Stewart finished the drive with a 1-yard touchdown run, cutting the score to 10\u20137 with 11:28", "probability": 0.03671855106949806 }, { "start_logit": 3.537660837173462, "end_logit": 2.7339420318603516, "text": "25 yards, while Jonathan Stewart finished the drive with a 1-yard touchdown run, cutting the score to 10\u20137 with 11:28", "probability": 0.029625294730067253 }, { "start_logit": 2.363495111465454, "end_logit": 3.886561870574951, "text": "Newton completed 4 of 4 passes for 51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.02899383381009102 }, { "start_logit": 2.408050060272217, "end_logit": 3.8363242149353027, "text": "11:28 left in the second quarter. Later on, Broncos receiver Jordan Norwood", "probability": 0.028829528018832207 }, { "start_logit": 3.047762632369995, "end_logit": 3.087885618209839, "text": "14-yard line. Despite Denver's excellent field position, they could not get the ball into the end zone, so McManus", "probability": 0.025859400629997253 }, { "start_logit": 3.543781280517578, "end_logit": 2.3273003101348877, "text": "51 yards and rushed twice for 25", "probability": 0.019848080351948738 }, { "start_logit": 3.537660837173462, "end_logit": 2.3273003101348877, "text": "25", "probability": 0.01972697675228119 }, { "start_logit": 3.3620517253875732, "end_logit": 2.357227325439453, "text": "73-yard scoring drive. Newton completed 4 of 4", "probability": 0.01705264300107956 }, { "start_logit": 3.516279458999634, "end_logit": 2.1960599422454834, "text": "Jordan Norwood received Brad Nortman", "probability": 0.016934709623456 } ], "56bec8a13aeaaa14008c9438": [ { "start_logit": 3.569441556930542, "end_logit": 3.8537142276763916, "text": "51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.11419693380594254 }, { "start_logit": 3.5012423992156982, "end_logit": 3.8537142276763916, "text": "25 yards, while Jonathan Stewart", "probability": 0.10666844248771667 }, { "start_logit": 3.4296741485595703, "end_logit": 3.8537142276763916, "text": "73-yard scoring drive. Newton completed 4 of 4 passes for 51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.09930110722780228 }, { "start_logit": 3.3838768005371094, "end_logit": 3.8537142276763916, "text": "Jonathan Stewart", "probability": 0.09485594928264618 }, { "start_logit": 3.1317403316497803, "end_logit": 3.8537142276763916, "text": "9-play, 73-yard scoring drive. Newton completed 4 of 4 passes for 51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.07371624559164047 }, { "start_logit": 3.1310131549835205, "end_logit": 3.8537142276763916, "text": "4 of 4 passes for 51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.0736626610159874 }, { "start_logit": 3.267293930053711, "end_logit": 3.332782745361328, "text": "Mario Addison", "probability": 0.050141312181949615 }, { "start_logit": 3.264683485031128, "end_logit": 3.332782745361328, "text": "61-yard return before Mario Addison", "probability": 0.05001061037182808 }, { "start_logit": 2.51214861869812, "end_logit": 3.8537142276763916, "text": "4 passes for 51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.039671435952186584 }, { "start_logit": 3.548093795776367, "end_logit": 2.751561403274536, "text": "Brad Nortman", "probability": 0.03712993860244751 }, { "start_logit": 3.5012423992156982, "end_logit": 2.7381207942962646, "text": "25 yards, while Jonathan Stewart finished the drive with a 1-yard touchdown run, cutting the score to 10\u20137 with 11:28", "probability": 0.03495745733380318 }, { "start_logit": 3.3838768005371094, "end_logit": 2.7381207942962646, "text": "Jonathan Stewart finished the drive with a 1-yard touchdown run, cutting the score to 10\u20137 with 11:28", "probability": 0.031086279079318047 }, { "start_logit": 3.088738441467285, "end_logit": 3.03047776222229, "text": "14-yard line. Despite Denver's excellent field position, they could not get the ball into the end zone, so McManus", "probability": 0.030999919399619102 }, { "start_logit": 2.0782766342163086, "end_logit": 3.8537142276763916, "text": "Newton completed 4 of 4 passes for 51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.02570689655840397 }, { "start_logit": 2.8901524543762207, "end_logit": 3.01204252243042, "text": "Jordan Norwood", "probability": 0.024952242150902748 }, { "start_logit": 2.8731257915496826, "end_logit": 3.01204252243042, "text": "1-yard touchdown run, cutting the score to 10\u20137 with 11:28 left in the second quarter. Later on, Broncos receiver Jordan Norwood", "probability": 0.02453097701072693 }, { "start_logit": 3.569441556930542, "end_logit": 2.2752180099487305, "text": "51 yards and rushed twice for 25", "probability": 0.023557128384709358 }, { "start_logit": 3.4296741485595703, "end_logit": 2.3630988597869873, "text": "73-yard scoring drive. Newton completed 4 of 4", "probability": 0.02236599661409855 }, { "start_logit": 3.5012423992156982, "end_logit": 2.2752180099487305, "text": "25", "probability": 0.022004112601280212 }, { "start_logit": 3.4296741485595703, "end_logit": 2.2752180099487305, "text": "73-yard scoring drive. Newton completed 4 of 4 passes for 51 yards and rushed twice for 25", "probability": 0.02048434317111969 } ], "56bec8a13aeaaa14008c9439": [ { "start_logit": 3.7586584091186523, "end_logit": 3.962331533432007, "text": "Jonathan Stewart", "probability": 0.11990519613027573 }, { "start_logit": 3.5533952713012695, "end_logit": 3.962331533432007, "text": "25 yards, while Jonathan Stewart", "probability": 0.09765474498271942 }, { "start_logit": 3.521181344985962, "end_logit": 3.962331533432007, "text": "51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.09455900639295578 }, { "start_logit": 3.367278575897217, "end_logit": 3.962331533432007, "text": "73-yard scoring drive. Newton completed 4 of 4 passes for 51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.0810706615447998 }, { "start_logit": 3.4736456871032715, "end_logit": 3.7749431133270264, "text": "Jordan Norwood", "probability": 0.07476125657558441 }, { "start_logit": 3.133420944213867, "end_logit": 3.962331533432007, "text": "4 of 4 passes for 51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.0641653835773468 }, { "start_logit": 3.1209604740142822, "end_logit": 3.962331533432007, "text": "9-play, 73-yard scoring drive. Newton completed 4 of 4 passes for 51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.06337080895900726 }, { "start_logit": 3.359916925430298, "end_logit": 3.5978519916534424, "text": "Mario Addison", "probability": 0.05589529126882553 }, { "start_logit": 3.1738851070404053, "end_logit": 3.5978519916534424, "text": "61-yard return before Mario Addison", "probability": 0.046406906098127365 }, { "start_logit": 2.917994499206543, "end_logit": 3.7749431133270264, "text": "1-yard touchdown run, cutting the score to 10\u20137 with 11:28 left in the second quarter. Later on, Broncos receiver Jordan Norwood", "probability": 0.04289044067263603 }, { "start_logit": 2.548924446105957, "end_logit": 3.962331533432007, "text": "4 passes for 51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.035764917731285095 }, { "start_logit": 3.7586584091186523, "end_logit": 2.6652615070343018, "text": "Jonathan Stewart finished the drive with a 1-yard touchdown run, cutting the score to 10\u20137 with 11:28", "probability": 0.03277384862303734 }, { "start_logit": 3.6528265476226807, "end_logit": 2.6533701419830322, "text": "Brad Nortman", "probability": 0.029134057462215424 }, { "start_logit": 2.4488439559936523, "end_logit": 3.7749431133270264, "text": "11:28 left in the second quarter. Later on, Broncos receiver Jordan Norwood", "probability": 0.02682940848171711 }, { "start_logit": 3.5533952713012695, "end_logit": 2.6652615070343018, "text": "25 yards, while Jonathan Stewart finished the drive with a 1-yard touchdown run, cutting the score to 10\u20137 with 11:28", "probability": 0.0266921054571867 }, { "start_logit": 2.226320743560791, "end_logit": 3.962331533432007, "text": "Newton completed 4 of 4 passes for 51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.025903118774294853 }, { "start_logit": 3.4736456871032715, "end_logit": 2.6533701419830322, "text": "Jordan Norwood received Brad Nortman", "probability": 0.024354759603738785 }, { "start_logit": 3.5533952713012695, "end_logit": 2.3742735385894775, "text": "25", "probability": 0.019953005015850067 }, { "start_logit": 3.521181344985962, "end_logit": 2.3742735385894775, "text": "51 yards and rushed twice for 25", "probability": 0.019320489838719368 }, { "start_logit": 3.6528265476226807, "end_logit": 2.204332113265991, "text": "Brad Nortman's short 28-yard punt surrounded by Panthers players, but none of them attempted to make a tackle, apparently thinking Norwood", "probability": 0.01859457604587078 } ], "56d729180d65d21400198426": [ { "start_logit": 3.6049790382385254, "end_logit": 3.865290880203247, "text": "51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.10933974385261536 }, { "start_logit": 3.5096545219421387, "end_logit": 3.865290880203247, "text": "25 yards, while Jonathan Stewart", "probability": 0.09939834475517273 }, { "start_logit": 3.4972424507141113, "end_logit": 3.865290880203247, "text": "Jonathan Stewart", "probability": 0.09817223250865936 }, { "start_logit": 3.452943801879883, "end_logit": 3.865290880203247, "text": "73-yard scoring drive. Newton completed 4 of 4 passes for 51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.09391820430755615 }, { "start_logit": 3.1481146812438965, "end_logit": 3.865290880203247, "text": "9-play, 73-yard scoring drive. Newton completed 4 of 4 passes for 51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.06924117356538773 }, { "start_logit": 3.5164427757263184, "end_logit": 3.4889562129974365, "text": "Jordan Norwood", "probability": 0.06868896633386612 }, { "start_logit": 3.1232571601867676, "end_logit": 3.865290880203247, "text": "4 of 4 passes for 51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.0675412192940712 }, { "start_logit": 3.350127935409546, "end_logit": 3.3720486164093018, "text": "Mario Addison", "probability": 0.05174699053168297 }, { "start_logit": 3.2487454414367676, "end_logit": 3.3720486164093018, "text": "61-yard return before Mario Addison", "probability": 0.04675794020295143 }, { "start_logit": 2.8845114707946777, "end_logit": 3.4889562129974365, "text": "1-yard touchdown run, cutting the score to 10\u20137 with 11:28 left in the second quarter. Later on, Broncos receiver Jordan Norwood", "probability": 0.0365125946700573 }, { "start_logit": 3.5096545219421387, "end_logit": 2.7206368446350098, "text": "25 yards, while Jonathan Stewart finished the drive with a 1-yard touchdown run, cutting the score to 10\u20137 with 11:28", "probability": 0.03164186701178551 }, { "start_logit": 3.4972424507141113, "end_logit": 2.7206368446350098, "text": "Jonathan Stewart finished the drive with a 1-yard touchdown run, cutting the score to 10\u20137 with 11:28", "probability": 0.03125154972076416 }, { "start_logit": 3.627411127090454, "end_logit": 2.5761234760284424, "text": "Brad Nortman", "probability": 0.030806459486484528 }, { "start_logit": 2.260195016860962, "end_logit": 3.865290880203247, "text": "4 passes for 51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.028493493795394897 }, { "start_logit": 3.5164427757263184, "end_logit": 2.5761234760284424, "text": "Jordan Norwood received Brad Nortman", "probability": 0.02757077105343342 }, { "start_logit": 3.029438018798828, "end_logit": 2.97957706451416, "text": "14-yard line. Despite Denver's excellent field position, they could not get the ball into the end zone, so McManus", "probability": 0.02536080591380596 }, { "start_logit": 2.3867027759552, "end_logit": 3.4889562129974365, "text": "11:28 left in the second quarter. Later on, Broncos receiver Jordan Norwood", "probability": 0.022194594144821167 }, { "start_logit": 3.6049790382385254, "end_logit": 2.2695024013519287, "text": "51 yards and rushed twice for 25", "probability": 0.022168468683958054 }, { "start_logit": 3.5096545219421387, "end_logit": 2.2695024013519287, "text": "25", "probability": 0.0201528649777174 }, { "start_logit": 3.452943801879883, "end_logit": 2.2695024013519287, "text": "73-yard scoring drive. Newton completed 4 of 4 passes for 51 yards and rushed twice for 25", "probability": 0.019041791558265686 } ], "56d729180d65d21400198427": [ { "start_logit": 3.7853193283081055, "end_logit": 4.000263214111328, "text": "Jonathan Stewart", "probability": 0.1234506368637085 }, { "start_logit": 3.5247933864593506, "end_logit": 4.000263214111328, "text": "25 yards, while Jonathan Stewart", "probability": 0.09513676911592484 }, { "start_logit": 3.4932520389556885, "end_logit": 4.000263214111328, "text": "51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.09218282252550125 }, { "start_logit": 3.3250222206115723, "end_logit": 4.000263214111328, "text": "73-yard scoring drive. Newton completed 4 of 4 passes for 51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.07790921628475189 }, { "start_logit": 3.487731695175171, "end_logit": 3.823455572128296, "text": "Jordan Norwood", "probability": 0.07681854814291 }, { "start_logit": 3.11279034614563, "end_logit": 4.000263214111328, "text": "4 of 4 passes for 51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.06301118433475494 }, { "start_logit": 2.999197244644165, "end_logit": 4.000263214111328, "text": "9-play, 73-yard scoring drive. Newton completed 4 of 4 passes for 51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.0562451109290123 }, { "start_logit": 3.3750054836273193, "end_logit": 3.6210062503814697, "text": "Mario Addison", "probability": 0.056051481515169144 }, { "start_logit": 3.147304058074951, "end_logit": 3.6210062503814697, "text": "61-yard return before Mario Addison", "probability": 0.044637277722358704 }, { "start_logit": 2.9362142086029053, "end_logit": 3.823455572128296, "text": "1-yard touchdown run, cutting the score to 10\u20137 with 11:28 left in the second quarter. Later on, Broncos receiver Jordan Norwood", "probability": 0.044253237545490265 }, { "start_logit": 3.7853193283081055, "end_logit": 2.720527172088623, "text": "Jonathan Stewart finished the drive with a 1-yard touchdown run, cutting the score to 10\u20137 with 11:28", "probability": 0.03433294594287872 }, { "start_logit": 2.488151788711548, "end_logit": 4.000263214111328, "text": "4 passes for 51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.03373964503407478 }, { "start_logit": 3.6836140155792236, "end_logit": 2.7517898082733154, "text": "Brad Nortman", "probability": 0.03199765458703041 }, { "start_logit": 2.2878541946411133, "end_logit": 4.000263214111328, "text": "Newton completed 4 of 4 passes for 51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.027615472674369812 }, { "start_logit": 3.5247933864593506, "end_logit": 2.720527172088623, "text": "25 yards, while Jonathan Stewart finished the drive with a 1-yard touchdown run, cutting the score to 10\u20137 with 11:28", "probability": 0.02645854465663433 }, { "start_logit": 3.487731695175171, "end_logit": 2.7517898082733154, "text": "Jordan Norwood received Brad Nortman", "probability": 0.026305561885237694 }, { "start_logit": 3.0577640533447266, "end_logit": 3.1764872074127197, "text": "14-yard line. Despite Denver's excellent field position, they could not get the ball into the end zone, so McManus", "probability": 0.026167280972003937 }, { "start_logit": 2.398423671722412, "end_logit": 3.823455572128296, "text": "11:28 left in the second quarter. Later on, Broncos receiver Jordan Norwood", "probability": 0.025845535099506378 }, { "start_logit": 3.6836140155792236, "end_logit": 2.2549943923950195, "text": "Brad Nortman's short 28-yard punt surrounded by Panthers players, but none of them attempted to make a tackle, apparently thinking Norwood", "probability": 0.019469846040010452 }, { "start_logit": 3.5247933864593506, "end_logit": 2.355736017227173, "text": "25", "probability": 0.018371274694800377 } ], "56d729180d65d21400198428": [ { "start_logit": 3.56394624710083, "end_logit": 3.651012659072876, "text": "Jonathan Stewart", "probability": 0.09081339091062546 }, { "start_logit": 3.550938129425049, "end_logit": 3.6552228927612305, "text": "Jordan Norwood", "probability": 0.0900179073214531 }, { "start_logit": 3.54593563079834, "end_logit": 3.651012659072876, "text": "51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.08919238299131393 }, { "start_logit": 3.485745429992676, "end_logit": 3.651012659072876, "text": "25 yards, while Jonathan Stewart", "probability": 0.08398225158452988 }, { "start_logit": 3.3688817024230957, "end_logit": 3.651012659072876, "text": "73-yard scoring drive. Newton completed 4 of 4 passes for 51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.07471957802772522 }, { "start_logit": 3.3826370239257812, "end_logit": 3.444169282913208, "text": "Mario Addison", "probability": 0.0615994930267334 }, { "start_logit": 3.113823175430298, "end_logit": 3.651012659072876, "text": "4 of 4 passes for 51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.05789804086089134 }, { "start_logit": 3.1043734550476074, "end_logit": 3.651012659072876, "text": "9-play, 73-yard scoring drive. Newton completed 4 of 4 passes for 51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.05735350772738457 }, { "start_logit": 3.192586660385132, "end_logit": 3.444169282913208, "text": "61-yard return before Mario Addison", "probability": 0.0509377084672451 }, { "start_logit": 2.926837921142578, "end_logit": 3.6552228927612305, "text": "1-yard touchdown run, cutting the score to 10\u20137 with 11:28 left in the second quarter. Later on, Broncos receiver Jordan Norwood", "probability": 0.0482264868915081 }, { "start_logit": 3.56394624710083, "end_logit": 2.7323856353759766, "text": "Jonathan Stewart finished the drive with a 1-yard touchdown run, cutting the score to 10\u20137 with 11:28", "probability": 0.036240581423044205 }, { "start_logit": 3.485745429992676, "end_logit": 2.7323856353759766, "text": "25 yards, while Jonathan Stewart finished the drive with a 1-yard touchdown run, cutting the score to 10\u20137 with 11:28", "probability": 0.03351451829075813 }, { "start_logit": 2.5220425128936768, "end_logit": 3.651012659072876, "text": "4 passes for 51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.03203735873103142 }, { "start_logit": 2.5022456645965576, "end_logit": 3.6552228927612305, "text": "11:28 left in the second quarter. Later on, Broncos receiver Jordan Norwood", "probability": 0.031541887670755386 }, { "start_logit": 3.640136957168579, "end_logit": 2.5129430294036865, "text": "Brad Nortman", "probability": 0.03140375763177872 }, { "start_logit": 3.0167181491851807, "end_logit": 3.0976946353912354, "text": "14-yard line. Despite Denver's excellent field position, they could not get the ball into the end zone, so McManus", "probability": 0.030212638899683952 }, { "start_logit": 3.550938129425049, "end_logit": 2.5129430294036865, "text": "Jordan Norwood received Brad Nortman", "probability": 0.02872387319803238 }, { "start_logit": 2.356656074523926, "end_logit": 3.651012659072876, "text": "Newton completed 4 of 4 passes for 51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.027153775095939636 }, { "start_logit": 3.54593563079834, "end_logit": 2.2721340656280518, "text": "51 yards and rushed twice for 25", "probability": 0.022464068606495857 }, { "start_logit": 3.640136957168579, "end_logit": 2.155545949935913, "text": "Brad Nortman's short 28-yard punt surrounded by Panthers players, but none of them attempted to make a tackle, apparently thinking Norwood", "probability": 0.021966760978102684 } ], "56d729180d65d21400198429": [ { "start_logit": 3.5582683086395264, "end_logit": 3.8793492317199707, "text": "Jonathan Stewart", "probability": 0.10258684307336807 }, { "start_logit": 3.465519666671753, "end_logit": 3.8793492317199707, "text": "25 yards, while Jonathan Stewart", "probability": 0.09349995851516724 }, { "start_logit": 3.3825862407684326, "end_logit": 3.8793492317199707, "text": "73-yard scoring drive. Newton completed 4 of 4 passes for 51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.08605852723121643 }, { "start_logit": 3.382303237915039, "end_logit": 3.8793492317199707, "text": "51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.08603419363498688 }, { "start_logit": 3.2658886909484863, "end_logit": 3.8793492317199707, "text": "9-play, 73-yard scoring drive. Newton completed 4 of 4 passes for 51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.07657955586910248 }, { "start_logit": 3.454314947128296, "end_logit": 3.6107876300811768, "text": "Jordan Norwood", "probability": 0.07068228721618652 }, { "start_logit": 3.1760644912719727, "end_logit": 3.8793492317199707, "text": "4 of 4 passes for 51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.07000076770782471 }, { "start_logit": 3.2666077613830566, "end_logit": 3.4367012977600098, "text": "Mario Addison", "probability": 0.049224987626075745 }, { "start_logit": 2.9116370677948, "end_logit": 3.6107876300811768, "text": "1-yard touchdown run, cutting the score to 10\u20137 with 11:28 left in the second quarter. Later on, Broncos receiver Jordan Norwood", "probability": 0.041079822927713394 }, { "start_logit": 3.0833449363708496, "end_logit": 3.4367012977600098, "text": "61-yard return before Mario Addison", "probability": 0.04098223149776459 }, { "start_logit": 3.6105997562408447, "end_logit": 2.804323196411133, "text": "Brad Nortman", "probability": 0.03689274936914444 }, { "start_logit": 2.533615827560425, "end_logit": 3.8793492317199707, "text": "4 passes for 51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.03682059049606323 }, { "start_logit": 3.5582683086395264, "end_logit": 2.736829996109009, "text": "Jonathan Stewart finished the drive with a 1-yard touchdown run, cutting the score to 10\u20137 with 11:28", "probability": 0.03272668272256851 }, { "start_logit": 3.454314947128296, "end_logit": 2.804323196411133, "text": "Jordan Norwood received Brad Nortman", "probability": 0.03155495971441269 }, { "start_logit": 3.465519666671753, "end_logit": 2.736829996109009, "text": "25 yards, while Jonathan Stewart finished the drive with a 1-yard touchdown run, cutting the score to 10\u20137 with 11:28", "probability": 0.02982783503830433 }, { "start_logit": 2.3092143535614014, "end_logit": 3.8793492317199707, "text": "Newton completed 4 of 4 passes for 51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.029419440776109695 }, { "start_logit": 2.482809066772461, "end_logit": 3.6107876300811768, "text": "11:28 left in the second quarter. Later on, Broncos receiver Jordan Norwood", "probability": 0.02675412781536579 }, { "start_logit": 3.0144712924957275, "end_logit": 2.8607611656188965, "text": "14-yard line. Despite Denver's excellent field position, they could not get the ball into the end zone, so McManus", "probability": 0.021505851298570633 }, { "start_logit": 3.6105997562408447, "end_logit": 2.155895709991455, "text": "Brad Nortman's short 28-yard punt surrounded by Panthers players, but none of them attempted to make a tackle, apparently thinking Norwood", "probability": 0.019290022552013397 }, { "start_logit": 3.3825862407684326, "end_logit": 2.3409337997436523, "text": "73-yard scoring drive. Newton completed 4 of 4", "probability": 0.01847858726978302 } ], "56d729180d65d2140019842a": [ { "start_logit": 3.5391616821289062, "end_logit": 3.8496527671813965, "text": "Jonathan Stewart", "probability": 0.10272195935249329 }, { "start_logit": 3.441476821899414, "end_logit": 3.8496527671813965, "text": "25 yards, while Jonathan Stewart", "probability": 0.09316210448741913 }, { "start_logit": 3.3712158203125, "end_logit": 3.8496527671813965, "text": "51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.08684109151363373 }, { "start_logit": 3.368757486343384, "end_logit": 3.8496527671813965, "text": "73-yard scoring drive. Newton completed 4 of 4 passes for 51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.08662790060043335 }, { "start_logit": 3.4520647525787354, "end_logit": 3.5468807220458984, "text": "Jordan Norwood", "probability": 0.06955770403146744 }, { "start_logit": 3.1399824619293213, "end_logit": 3.8496527671813965, "text": "4 of 4 passes for 51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.06891314685344696 }, { "start_logit": 3.1376726627349854, "end_logit": 3.8496527671813965, "text": "9-play, 73-yard scoring drive. Newton completed 4 of 4 passes for 51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.0687541514635086 }, { "start_logit": 3.3457839488983154, "end_logit": 3.4767236709594727, "text": "Mario Addison", "probability": 0.05830683931708336 }, { "start_logit": 3.230137586593628, "end_logit": 3.4767236709594727, "text": "61-yard return before Mario Addison", "probability": 0.051939159631729126 }, { "start_logit": 2.886782646179199, "end_logit": 3.5468807220458984, "text": "1-yard touchdown run, cutting the score to 10\u20137 with 11:28 left in the second quarter. Later on, Broncos receiver Jordan Norwood", "probability": 0.039522685110569 }, { "start_logit": 3.5762979984283447, "end_logit": 2.7585530281066895, "text": "Brad Nortman", "probability": 0.03580411523580551 }, { "start_logit": 2.4549643993377686, "end_logit": 3.8496527671813965, "text": "4 passes for 51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.03473779931664467 }, { "start_logit": 3.5391616821289062, "end_logit": 2.725330352783203, "text": "Jonathan Stewart finished the drive with a 1-yard touchdown run, cutting the score to 10\u20137 with 11:28", "probability": 0.033371541649103165 }, { "start_logit": 3.4520647525787354, "end_logit": 2.7585530281066895, "text": "Jordan Norwood received Brad Nortman", "probability": 0.03162125498056412 }, { "start_logit": 3.441476821899414, "end_logit": 2.725330352783203, "text": "25 yards, while Jonathan Stewart finished the drive with a 1-yard touchdown run, cutting the score to 10\u20137 with 11:28", "probability": 0.03026580810546875 }, { "start_logit": 2.1704206466674805, "end_logit": 3.8496527671813965, "text": "Newton completed 4 of 4 passes for 51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.026135247200727463 }, { "start_logit": 2.4044744968414307, "end_logit": 3.5468807220458984, "text": "11:28 left in the second quarter. Later on, Broncos receiver Jordan Norwood", "probability": 0.024399593472480774 }, { "start_logit": 2.931791305541992, "end_logit": 2.89249587059021, "text": "14-yard line. Despite Denver's excellent field position, they could not get the ball into the end zone, so McManus", "probability": 0.021488090977072716 }, { "start_logit": 3.368757486343384, "end_logit": 2.3030810356140137, "text": "73-yard scoring drive. Newton completed 4 of 4", "probability": 0.01844973862171173 }, { "start_logit": 2.886782646179199, "end_logit": 2.725330352783203, "text": "1-yard touchdown run, cutting the score to 10\u20137 with 11:28", "probability": 0.01738007552921772 } ], "56d9c6e0dc89441400fdb7f0": [ { "start_logit": 3.8787615299224854, "end_logit": 4.048401832580566, "text": "Jonathan Stewart", "probability": 0.1396617442369461 }, { "start_logit": 3.531430721282959, "end_logit": 4.048401832580566, "text": "51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.09868104010820389 }, { "start_logit": 3.504683256149292, "end_logit": 4.048401832580566, "text": "25 yards, while Jonathan Stewart", "probability": 0.0960765853524208 }, { "start_logit": 3.2687714099884033, "end_logit": 4.048401832580566, "text": "73-yard scoring drive. Newton completed 4 of 4 passes for 51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.0758860781788826 }, { "start_logit": 3.495478868484497, "end_logit": 3.783457040786743, "text": "Jordan Norwood", "probability": 0.07303918898105621 }, { "start_logit": 3.1388301849365234, "end_logit": 4.048401832580566, "text": "9-play, 73-yard scoring drive. Newton completed 4 of 4 passes for 51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.06663915514945984 }, { "start_logit": 3.0591297149658203, "end_logit": 4.048401832580566, "text": "4 of 4 passes for 51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.06153411790728569 }, { "start_logit": 2.91961407661438, "end_logit": 3.783457040786743, "text": "1-yard touchdown run, cutting the score to 10\u20137 with 11:28 left in the second quarter. Later on, Broncos receiver Jordan Norwood", "probability": 0.041063982993364334 }, { "start_logit": 2.5390121936798096, "end_logit": 4.048401832580566, "text": "4 passes for 51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.03657899051904678 }, { "start_logit": 3.8787615299224854, "end_logit": 2.6956803798675537, "text": "Jonathan Stewart finished the drive with a 1-yard touchdown run, cutting the score to 10\u20137 with 11:28", "probability": 0.03610755875706673 }, { "start_logit": 3.200829267501831, "end_logit": 3.3610475063323975, "text": "Mario Addison", "probability": 0.03565669804811478 }, { "start_logit": 3.5853075981140137, "end_logit": 2.976044178009033, "text": "Brad Nortman", "probability": 0.0356379859149456 }, { "start_logit": 3.495478868484497, "end_logit": 2.976044178009033, "text": "Jordan Norwood received Brad Nortman", "probability": 0.03257625177502632 }, { "start_logit": 3.0631353855133057, "end_logit": 3.3610475063323975, "text": "61-yard return before Mario Addison", "probability": 0.031070014461874962 }, { "start_logit": 2.27350115776062, "end_logit": 4.048401832580566, "text": "Newton completed 4 of 4 passes for 51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.028049293905496597 }, { "start_logit": 3.1638262271881104, "end_logit": 3.156517744064331, "text": "14-yard line. Despite Denver's excellent field position, they could not get the ball into the end zone, so McManus", "probability": 0.02800559438765049 }, { "start_logit": 3.504683256149292, "end_logit": 2.6956803798675537, "text": "25 yards, while Jonathan Stewart finished the drive with a 1-yard touchdown run, cutting the score to 10\u20137 with 11:28", "probability": 0.02483922243118286 }, { "start_logit": 2.2967822551727295, "end_logit": 3.783457040786743, "text": "11:28 left in the second quarter. Later on, Broncos receiver Jordan Norwood", "probability": 0.022027673199772835 }, { "start_logit": 3.531430721282959, "end_logit": 2.3840129375457764, "text": "51 yards and rushed twice for 25", "probability": 0.018680939450860023 }, { "start_logit": 3.504683256149292, "end_logit": 2.3840129375457764, "text": "25", "probability": 0.01818789914250374 } ], "56d9c6e0dc89441400fdb7f4": [ { "start_logit": 3.7654659748077393, "end_logit": 3.986335515975952, "text": "Jonathan Stewart", "probability": 0.12200777977705002 }, { "start_logit": 3.5257465839385986, "end_logit": 3.986335515975952, "text": "25 yards, while Jonathan Stewart", "probability": 0.09600165486335754 }, { "start_logit": 3.491267204284668, "end_logit": 3.986335515975952, "text": "51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.0927480086684227 }, { "start_logit": 3.344554901123047, "end_logit": 3.986335515975952, "text": "73-yard scoring drive. Newton completed 4 of 4 passes for 51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.08009184896945953 }, { "start_logit": 3.47031831741333, "end_logit": 3.7863733768463135, "text": "Jordan Norwood", "probability": 0.07436425238847733 }, { "start_logit": 3.1337294578552246, "end_logit": 3.986335515975952, "text": "9-play, 73-yard scoring drive. Newton completed 4 of 4 passes for 51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.06486759334802628 }, { "start_logit": 3.1220805644989014, "end_logit": 3.986335515975952, "text": "4 of 4 passes for 51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.06411635875701904 }, { "start_logit": 3.3471786975860596, "end_logit": 3.5461015701293945, "text": "Mario Addison", "probability": 0.05170545354485512 }, { "start_logit": 3.147223711013794, "end_logit": 3.5461015701293945, "text": "61-yard return before Mario Addison", "probability": 0.04233475401997566 }, { "start_logit": 2.899245500564575, "end_logit": 3.7863733768463135, "text": "1-yard touchdown run, cutting the score to 10\u20137 with 11:28 left in the second quarter. Later on, Broncos receiver Jordan Norwood", "probability": 0.04200977087020874 }, { "start_logit": 2.538045883178711, "end_logit": 3.986335515975952, "text": "4 passes for 51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.03575410321354866 }, { "start_logit": 3.7654659748077393, "end_logit": 2.658435106277466, "text": "Jonathan Stewart finished the drive with a 1-yard touchdown run, cutting the score to 10\u20137 with 11:28", "probability": 0.03233610838651657 }, { "start_logit": 3.6843514442443848, "end_logit": 2.726583242416382, "text": "Brad Nortman", "probability": 0.03191952034831047 }, { "start_logit": 2.4842207431793213, "end_logit": 3.7863733768463135, "text": "11:28 left in the second quarter. Later on, Broncos receiver Jordan Norwood", "probability": 0.027740057557821274 }, { "start_logit": 3.084852457046509, "end_logit": 3.169029712677002, "text": "14-yard line. Despite Denver's excellent field position, they could not get the ball into the end zone, so McManus", "probability": 0.027280323207378387 }, { "start_logit": 2.231580972671509, "end_logit": 3.986335515975952, "text": "Newton completed 4 of 4 passes for 51 yards and rushed twice for 25 yards, while Jonathan Stewart", "probability": 0.026316598057746887 }, { "start_logit": 3.47031831741333, "end_logit": 2.726583242416382, "text": "Jordan Norwood received Brad Nortman", "probability": 0.025769321247935295 }, { "start_logit": 3.5257465839385986, "end_logit": 2.658435106277466, "text": "25 yards, while Jonathan Stewart finished the drive with a 1-yard touchdown run, cutting the score to 10\u20137 with 11:28", "probability": 0.02544362097978592 }, { "start_logit": 3.5257465839385986, "end_logit": 2.3507416248321533, "text": "25", "probability": 0.018704639747738838 }, { "start_logit": 3.6843514442443848, "end_logit": 2.1804964542388916, "text": "Brad Nortman's short 28-yard punt surrounded by Panthers players, but none of them attempted to make a tackle, apparently thinking Norwood", "probability": 0.01848817802965641 } ], "56bec9133aeaaa14008c9445": [ { "start_logit": 3.2316226959228516, "end_logit": 4.519567012786865, "text": "Mike Tolbert lost a fumble while being tackled by safety Darian Stewart", "probability": 0.15387073159217834 }, { "start_logit": 2.9869754314422607, "end_logit": 4.519567012786865, "text": "Darian Stewart", "probability": 0.12047777324914932 }, { "start_logit": 3.8143043518066406, "end_logit": 3.515490770339966, "text": "Danny Trevathan", "probability": 0.10095935314893723 }, { "start_logit": 3.110149383544922, "end_logit": 3.925417184829712, "text": "11 seconds left, Newton was sacked by DeMarcus Ware", "probability": 0.07522543519735336 }, { "start_logit": 3.8143043518066406, "end_logit": 3.04769229888916, "text": "Danny Trevathan recovered on the Broncos 40-yard line. However, the Panthers soon took the ball back when defensive end Kony Ealy", "probability": 0.06323891133069992 }, { "start_logit": 3.2316226959228516, "end_logit": 3.515490770339966, "text": "Mike Tolbert lost a fumble while being tackled by safety Darian Stewart, which linebacker Danny Trevathan", "probability": 0.056375592947006226 }, { "start_logit": 2.8062477111816406, "end_logit": 3.925417184829712, "text": "DeMarcus Ware", "probability": 0.055511362850666046 }, { "start_logit": 2.6044626235961914, "end_logit": 3.925417184829712, "text": "45-yard line. But with 11 seconds left, Newton was sacked by DeMarcus Ware", "probability": 0.045367807149887085 }, { "start_logit": 3.2316226959228516, "end_logit": 3.2764766216278076, "text": "Mike Tolbert", "probability": 0.04439037665724754 }, { "start_logit": 2.9869754314422607, "end_logit": 3.515490770339966, "text": "Darian Stewart, which linebacker Danny Trevathan", "probability": 0.0441410169005394 }, { "start_logit": 1.7192860841751099, "end_logit": 4.519567012786865, "text": "Carolina's next possession fullback Mike Tolbert lost a fumble while being tackled by safety Darian Stewart", "probability": 0.03391224145889282 }, { "start_logit": 3.139782190322876, "end_logit": 3.04769229888916, "text": "40-yard line. However, the Panthers soon took the ball back when defensive end Kony Ealy", "probability": 0.03221387788653374 }, { "start_logit": 3.1190571784973145, "end_logit": 3.04769229888916, "text": "Kony Ealy", "probability": 0.03155312314629555 }, { "start_logit": 3.390174150466919, "end_logit": 2.6446239948272705, "text": "19 yards to the Panthers 39-yard line with 1:55", "probability": 0.027652639895677567 }, { "start_logit": 2.4206621646881104, "end_logit": 3.515490770339966, "text": "Trevathan", "probability": 0.025055067613720894 }, { "start_logit": 1.9212861061096191, "end_logit": 3.925417184829712, "text": "Denver punt, Carolina drove to the Broncos 45-yard line. But with 11 seconds left, Newton was sacked by DeMarcus Ware", "probability": 0.02291121892631054 }, { "start_logit": 1.8413710594177246, "end_logit": 3.925417184829712, "text": "Newton was sacked by DeMarcus Ware", "probability": 0.02115151658654213 }, { "start_logit": 2.8905880451202393, "end_logit": 2.6446239948272705, "text": "39-yard line with 1:55", "probability": 0.016779117286205292 }, { "start_logit": 2.4206621646881104, "end_logit": 3.04769229888916, "text": "Trevathan recovered on the Broncos 40-yard line. However, the Panthers soon took the ball back when defensive end Kony Ealy", "probability": 0.01569398120045662 }, { "start_logit": 3.8143043518066406, "end_logit": 1.5048518180847168, "text": "Danny Trevathan recovered on the Broncos 40-yard line. However, the Panthers", "probability": 0.013518773019313812 } ], "56bec9133aeaaa14008c9446": [ { "start_logit": 3.329881429672241, "end_logit": 4.472723484039307, "text": "Mike Tolbert lost a fumble while being tackled by safety Darian Stewart", "probability": 0.17992722988128662 }, { "start_logit": 2.9411377906799316, "end_logit": 4.472723484039307, "text": "Darian Stewart", "probability": 0.12197413295507431 }, { "start_logit": 3.329881429672241, "end_logit": 3.7298331260681152, "text": "Mike Tolbert", "probability": 0.08559801429510117 }, { "start_logit": 3.093186378479004, "end_logit": 3.9538397789001465, "text": "11 seconds left, Newton was sacked by DeMarcus Ware", "probability": 0.08451879769563675 }, { "start_logit": 2.817979574203491, "end_logit": 3.9538397789001465, "text": "DeMarcus Ware", "probability": 0.06418482959270477 }, { "start_logit": 2.701038122177124, "end_logit": 3.9538397789001465, "text": "45-yard line. But with 11 seconds left, Newton was sacked by DeMarcus Ware", "probability": 0.057101212441921234 }, { "start_logit": 3.256692886352539, "end_logit": 3.0876293182373047, "text": "Danny Trevathan recovered on the Broncos 40-yard line. However, the Panthers soon took the ball back when defensive end Kony Ealy", "probability": 0.04185745492577553 }, { "start_logit": 3.329881429672241, "end_logit": 2.9939794540405273, "text": "Mike Tolbert lost a fumble while being tackled by safety Darian Stewart, which linebacker Danny Trevathan", "probability": 0.04100971296429634 }, { "start_logit": 3.256692886352539, "end_logit": 2.9939794540405273, "text": "Danny Trevathan", "probability": 0.03811546787619591 }, { "start_logit": 1.7724053859710693, "end_logit": 4.472723484039307, "text": "Carolina's next possession fullback Mike Tolbert lost a fumble while being tackled by safety Darian Stewart", "probability": 0.03790475055575371 }, { "start_logit": 3.1369967460632324, "end_logit": 3.0876293182373047, "text": "40-yard line. However, the Panthers soon took the ball back when defensive end Kony Ealy", "probability": 0.03713551536202431 }, { "start_logit": 3.1238982677459717, "end_logit": 3.0876293182373047, "text": "Kony Ealy", "probability": 0.03665228188037872 }, { "start_logit": 3.4202444553375244, "end_logit": 2.629009246826172, "text": "19 yards to the Panthers 39-yard line with 1:55", "probability": 0.03116205707192421 }, { "start_logit": 1.9830297231674194, "end_logit": 3.9538397789001465, "text": "Denver punt, Carolina drove to the Broncos 45-yard line. But with 11 seconds left, Newton was sacked by DeMarcus Ware", "probability": 0.02784956432878971 }, { "start_logit": 2.9411377906799316, "end_logit": 2.9939794540405273, "text": "Darian Stewart, which linebacker Danny Trevathan", "probability": 0.02780080772936344 }, { "start_logit": 1.8792545795440674, "end_logit": 3.9538397789001465, "text": "Newton was sacked by DeMarcus Ware", "probability": 0.025104379281401634 }, { "start_logit": 2.8970346450805664, "end_logit": 2.629009246826172, "text": "39-yard line with 1:55", "probability": 0.018467117100954056 }, { "start_logit": 1.7724053859710693, "end_logit": 3.7298331260681152, "text": "Carolina's next possession fullback Mike Tolbert", "probability": 0.018032686784863472 }, { "start_logit": 3.4202444553375244, "end_logit": 1.7724477052688599, "text": "19", "probability": 0.013232025317847729 }, { "start_logit": 2.0378506183624268, "end_logit": 3.0876293182373047, "text": "Broncos 40-yard line. However, the Panthers soon took the ball back when defensive end Kony Ealy", "probability": 0.012371896766126156 } ], "56bec9133aeaaa14008c9447": [ { "start_logit": 3.51454758644104, "end_logit": 4.469196319580078, "text": "Mike Tolbert lost a fumble while being tackled by safety Darian Stewart", "probability": 0.1705493927001953 }, { "start_logit": 3.0775890350341797, "end_logit": 4.469196319580078, "text": "Darian Stewart", "probability": 0.11017463356256485 }, { "start_logit": 3.708951473236084, "end_logit": 3.5493950843811035, "text": "Danny Trevathan", "probability": 0.0825684666633606 }, { "start_logit": 3.0707879066467285, "end_logit": 4.035060405731201, "text": "11 seconds left, Newton was sacked by DeMarcus Ware", "probability": 0.07089000940322876 }, { "start_logit": 3.51454758644104, "end_logit": 3.5493950843811035, "text": "Mike Tolbert lost a fumble while being tackled by safety Darian Stewart, which linebacker Danny Trevathan", "probability": 0.06798072159290314 }, { "start_logit": 3.51454758644104, "end_logit": 3.4250123500823975, "text": "Mike Tolbert", "probability": 0.060029804706573486 }, { "start_logit": 3.708951473236084, "end_logit": 3.1621038913726807, "text": "Danny Trevathan recovered on the Broncos 40-yard line. However, the Panthers soon took the ball back when defensive end Kony Ealy", "probability": 0.05605519190430641 }, { "start_logit": 2.6452016830444336, "end_logit": 4.035060405731201, "text": "DeMarcus Ware", "probability": 0.04631858691573143 }, { "start_logit": 2.598872661590576, "end_logit": 4.035060405731201, "text": "45-yard line. But with 11 seconds left, Newton was sacked by DeMarcus Ware", "probability": 0.04422163963317871 }, { "start_logit": 3.0775890350341797, "end_logit": 3.5493950843811035, "text": "Darian Stewart, which linebacker Danny Trevathan", "probability": 0.043915413320064545 }, { "start_logit": 3.1612226963043213, "end_logit": 3.1621038913726807, "text": "40-yard line. However, the Panthers soon took the ball back when defensive end Kony Ealy", "probability": 0.03241456300020218 }, { "start_logit": 3.0889484882354736, "end_logit": 3.1621038913726807, "text": "Kony Ealy", "probability": 0.030154483392834663 }, { "start_logit": 1.7722150087356567, "end_logit": 4.469196319580078, "text": "Carolina's next possession fullback Mike Tolbert lost a fumble while being tackled by safety Darian Stewart", "probability": 0.02986515685915947 }, { "start_logit": 1.7545076608657837, "end_logit": 4.469196319580078, "text": "ian Stewart", "probability": 0.02934097871184349 }, { "start_logit": 2.4979357719421387, "end_logit": 3.5493950843811035, "text": "Trevathan", "probability": 0.024596696719527245 }, { "start_logit": 3.3855674266815186, "end_logit": 2.6030681133270264, "text": "19 yards to the Panthers 39-yard line with 1:55", "probability": 0.023194536566734314 }, { "start_logit": 1.925500512123108, "end_logit": 4.035060405731201, "text": "Denver punt, Carolina drove to the Broncos 45-yard line. But with 11 seconds left, Newton was sacked by DeMarcus Ware", "probability": 0.022552410140633583 }, { "start_logit": 1.9088873863220215, "end_logit": 4.035060405731201, "text": "Newton was sacked by DeMarcus Ware", "probability": 0.022180842235684395 }, { "start_logit": 2.4979357719421387, "end_logit": 3.1621038913726807, "text": "Trevathan recovered on the Broncos 40-yard line. However, the Panthers soon took the ball back when defensive end Kony Ealy", "probability": 0.01669853739440441 }, { "start_logit": 1.6006908416748047, "end_logit": 4.035060405731201, "text": "Broncos 45-yard line. But with 11 seconds left, Newton was sacked by DeMarcus Ware", "probability": 0.0162978395819664 } ], "56bec9133aeaaa14008c9448": [ { "start_logit": 3.4859044551849365, "end_logit": 4.4972357749938965, "text": "Mike Tolbert lost a fumble while being tackled by safety Darian Stewart", "probability": 0.18056294322013855 }, { "start_logit": 2.958676815032959, "end_logit": 4.4972357749938965, "text": "Darian Stewart", "probability": 0.10657532513141632 }, { "start_logit": 3.7572505474090576, "end_logit": 3.473008632659912, "text": "Danny Trevathan", "probability": 0.08504652231931686 }, { "start_logit": 3.4859044551849365, "end_logit": 3.6311612129211426, "text": "Mike Tolbert", "probability": 0.07594465464353561 }, { "start_logit": 3.1428914070129395, "end_logit": 3.9377036094665527, "text": "11 seconds left, Newton was sacked by DeMarcus Ware", "probability": 0.07322482764720917 }, { "start_logit": 3.4859044551849365, "end_logit": 3.473008632659912, "text": "Mike Tolbert lost a fumble while being tackled by safety Darian Stewart, which linebacker Danny Trevathan", "probability": 0.06483543664216995 }, { "start_logit": 2.8456172943115234, "end_logit": 3.9377036094665527, "text": "DeMarcus Ware", "probability": 0.05439436063170433 }, { "start_logit": 3.7572505474090576, "end_logit": 3.0149457454681396, "text": "Danny Trevathan recovered on the Broncos 40-yard line. However, the Panthers soon took the ball back when defensive end Kony Ealy", "probability": 0.05379259213805199 }, { "start_logit": 2.5988402366638184, "end_logit": 3.9377036094665527, "text": "45-yard line. But with 11 seconds left, Newton was sacked by DeMarcus Ware", "probability": 0.0424991212785244 }, { "start_logit": 2.958676815032959, "end_logit": 3.473008632659912, "text": "Darian Stewart, which linebacker Danny Trevathan", "probability": 0.03826841711997986 }, { "start_logit": 1.6995631456375122, "end_logit": 4.4972357749938965, "text": "Carolina's next possession fullback Mike Tolbert lost a fumble while being tackled by safety Darian Stewart", "probability": 0.030257325619459152 }, { "start_logit": 3.141324520111084, "end_logit": 3.0149457454681396, "text": "Kony Ealy", "probability": 0.029055548831820488 }, { "start_logit": 3.0987637042999268, "end_logit": 3.0149457454681396, "text": "40-yard line. However, the Panthers soon took the ball back when defensive end Kony Ealy", "probability": 0.027844876050949097 }, { "start_logit": 3.3841793537139893, "end_logit": 2.683974504470825, "text": "19 yards to the Panthers 39-yard line with 1:55", "probability": 0.026604844257235527 }, { "start_logit": 1.9488484859466553, "end_logit": 3.9377036094665527, "text": "Denver punt, Carolina drove to the Broncos 45-yard line. But with 11 seconds left, Newton was sacked by DeMarcus Ware", "probability": 0.02218666300177574 }, { "start_logit": 2.376124143600464, "end_logit": 3.473008632659912, "text": "Trevathan", "probability": 0.021371793001890182 }, { "start_logit": 1.9067950248718262, "end_logit": 3.9377036094665527, "text": "Newton was sacked by DeMarcus Ware", "probability": 0.021272988989949226 }, { "start_logit": 1.670639157295227, "end_logit": 3.9377036094665527, "text": "Broncos 45-yard line. But with 11 seconds left, Newton was sacked by DeMarcus Ware", "probability": 0.01679837517440319 }, { "start_logit": 2.8722660541534424, "end_logit": 2.683974504470825, "text": "39-yard line with 1:55", "probability": 0.0159455556422472 }, { "start_logit": 2.376124143600464, "end_logit": 3.0149457454681396, "text": "Trevathan recovered on the Broncos 40-yard line. However, the Panthers soon took the ball back when defensive end Kony Ealy", "probability": 0.013517827726900578 } ], "56bec9133aeaaa14008c9449": [ { "start_logit": 3.5231099128723145, "end_logit": 4.485495090484619, "text": "Mike Tolbert lost a fumble while being tackled by safety Darian Stewart", "probability": 0.1874828189611435 }, { "start_logit": 3.0235254764556885, "end_logit": 4.485495090484619, "text": "Darian Stewart", "probability": 0.11376138031482697 }, { "start_logit": 3.763148307800293, "end_logit": 3.4070985317230225, "text": "Danny Trevathan", "probability": 0.08107131719589233 }, { "start_logit": 3.1426589488983154, "end_logit": 3.9615440368652344, "text": "11 seconds left, Newton was sacked by DeMarcus Ware", "probability": 0.07589002698659897 }, { "start_logit": 3.5231099128723145, "end_logit": 3.489185094833374, "text": "Mike Tolbert", "probability": 0.06922602653503418 }, { "start_logit": 3.5231099128723145, "end_logit": 3.4070985317230225, "text": "Mike Tolbert lost a fumble while being tackled by safety Darian Stewart, which linebacker Danny Trevathan", "probability": 0.06377048045396805 }, { "start_logit": 3.763148307800293, "end_logit": 3.053091287612915, "text": "Danny Trevathan recovered on the Broncos 40-yard line. However, the Panthers soon took the ball back when defensive end Kony Ealy", "probability": 0.056901492178440094 }, { "start_logit": 2.818638801574707, "end_logit": 3.9615440368652344, "text": "DeMarcus Ware", "probability": 0.05488637089729309 }, { "start_logit": 2.6694068908691406, "end_logit": 3.9615440368652344, "text": "45-yard line. But with 11 seconds left, Newton was sacked by DeMarcus Ware", "probability": 0.047277435660362244 }, { "start_logit": 3.0235254764556885, "end_logit": 3.4070985317230225, "text": "Darian Stewart, which linebacker Danny Trevathan", "probability": 0.0386948361992836 }, { "start_logit": 1.7766733169555664, "end_logit": 4.485495090484619, "text": "Carolina's next possession fullback Mike Tolbert lost a fumble while being tackled by safety Darian Stewart", "probability": 0.03269592672586441 }, { "start_logit": 3.140554189682007, "end_logit": 3.053091287612915, "text": "40-yard line. However, the Panthers soon took the ball back when defensive end Kony Ealy", "probability": 0.030530543997883797 }, { "start_logit": 3.079315185546875, "end_logit": 3.053091287612915, "text": "Kony Ealy", "probability": 0.028716975823044777 }, { "start_logit": 3.3683838844299316, "end_logit": 2.5738511085510254, "text": "19 yards to the Panthers 39-yard line with 1:55", "probability": 0.023743698373436928 }, { "start_logit": 1.973078966140747, "end_logit": 3.9615440368652344, "text": "Denver punt, Carolina drove to the Broncos 45-yard line. But with 11 seconds left, Newton was sacked by DeMarcus Ware", "probability": 0.02356364205479622 }, { "start_logit": 2.3501858711242676, "end_logit": 3.4070985317230225, "text": "Trevathan", "probability": 0.0197344608604908 }, { "start_logit": 2.3501858711242676, "end_logit": 3.053091287612915, "text": "Trevathan recovered on the Broncos 40-yard line. However, the Panthers soon took the ball back when defensive end Kony Ealy", "probability": 0.013851029798388481 }, { "start_logit": 2.8235995769500732, "end_logit": 2.5738511085510254, "text": "39-yard line with 1:55", "probability": 0.013770555146038532 }, { "start_logit": 3.763148307800293, "end_logit": 1.5261081457138062, "text": "Danny Trevathan recovered on the Broncos 40-yard line. However, the Panthers", "probability": 0.012358434498310089 }, { "start_logit": 1.7766733169555664, "end_logit": 3.489185094833374, "text": "Carolina's next possession fullback Mike Tolbert", "probability": 0.012072629295289516 } ], "56d729ec0d65d21400198430": [ { "start_logit": 3.5052287578582764, "end_logit": 4.379008769989014, "text": "Mike Tolbert lost a fumble while being tackled by safety Darian Stewart", "probability": 0.1613764762878418 }, { "start_logit": 3.7434122562408447, "end_logit": 3.5117528438568115, "text": "Danny Trevathan", "probability": 0.08602757751941681 }, { "start_logit": 3.143886089324951, "end_logit": 4.071651935577393, "text": "11 seconds left, Newton was sacked by DeMarcus Ware", "probability": 0.0826852098107338 }, { "start_logit": 3.5052287578582764, "end_logit": 3.6281826496124268, "text": "Mike Tolbert", "probability": 0.07616592198610306 }, { "start_logit": 2.698063850402832, "end_logit": 4.379008769989014, "text": "Darian Stewart", "probability": 0.07199346274137497 }, { "start_logit": 3.5052287578582764, "end_logit": 3.5117528438568115, "text": "Mike Tolbert lost a fumble while being tackled by safety Darian Stewart, which linebacker Danny Trevathan", "probability": 0.06779471784830093 }, { "start_logit": 2.818355083465576, "end_logit": 4.071651935577393, "text": "DeMarcus Ware", "probability": 0.05971060320734978 }, { "start_logit": 3.7434122562408447, "end_logit": 3.111346483230591, "text": "Danny Trevathan recovered on the Broncos 40-yard line. However, the Panthers soon took the ball back when defensive end Kony Ealy", "probability": 0.05764257162809372 }, { "start_logit": 2.707815647125244, "end_logit": 4.071651935577393, "text": "45-yard line. But with 11 seconds left, Newton was sacked by DeMarcus Ware", "probability": 0.0534619577229023 }, { "start_logit": 3.193087100982666, "end_logit": 3.111346483230591, "text": "40-yard line. 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But with 11 seconds left, Newton was sacked by DeMarcus Ware", "probability": 0.03975885361433029 }, { "start_logit": 2.984074831008911, "end_logit": 3.490022659301758, "text": "Darian Stewart, which linebacker Danny Trevathan", "probability": 0.0380047932267189 }, { "start_logit": 3.265693187713623, "end_logit": 3.088414192199707, "text": "Kony Ealy", "probability": 0.03370756655931473 }, { "start_logit": 1.7652760744094849, "end_logit": 4.500741958618164, "text": "Carolina's next possession fullback Mike Tolbert lost a fumble while being tackled by safety Darian Stewart", "probability": 0.03086530975997448 }, { "start_logit": 3.128648519515991, "end_logit": 3.088414192199707, "text": "40-yard line. 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However, the Panthers soon took the ball back when defensive end Kony Ealy", "probability": 0.0133057851344347 } ], "56d729ec0d65d21400198432": [ { "start_logit": 3.506474733352661, "end_logit": 4.412350654602051, "text": "Mike Tolbert lost a fumble while being tackled by safety Darian Stewart", "probability": 0.15518604218959808 }, { "start_logit": 3.0631513595581055, "end_logit": 4.412350654602051, "text": "Darian Stewart", "probability": 0.09961388260126114 }, { "start_logit": 3.6893420219421387, "end_logit": 3.57670521736145, "text": "Danny Trevathan", "probability": 0.0807894915342331 }, { "start_logit": 3.506474733352661, "end_logit": 3.682405471801758, "text": "Mike Tolbert", "probability": 0.07478965073823929 }, { "start_logit": 3.067201852798462, "end_logit": 4.076794624328613, "text": "11 seconds left, Newton was sacked by DeMarcus Ware", "probability": 0.071507029235363 }, { "start_logit": 3.506474733352661, "end_logit": 3.57670521736145, "text": "Mike Tolbert lost a fumble while being tackled by safety Darian Stewart, which linebacker Danny Trevathan", "probability": 0.06728783249855042 }, { "start_logit": 3.6893420219421387, "end_logit": 3.3302042484283447, "text": "Danny Trevathan recovered on the Broncos 40-yard line. 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However, the Panthers soon took the ball back when defensive end Kony Ealy", "probability": 0.03817961737513542 }, { "start_logit": 3.069063663482666, "end_logit": 3.3302042484283447, "text": "Kony Ealy", "probability": 0.033956073224544525 }, { "start_logit": 1.8404874801635742, "end_logit": 4.412350654602051, "text": "Carolina's next possession fullback Mike Tolbert lost a fumble while being tackled by safety Darian Stewart", "probability": 0.0293307825922966 }, { "start_logit": 2.0604562759399414, "end_logit": 4.076794624328613, "text": "Denver punt, Carolina drove to the Broncos 45-yard line. But with 11 seconds left, Newton was sacked by DeMarcus Ware", "probability": 0.026129120960831642 }, { "start_logit": 1.7060301303863525, "end_logit": 4.412350654602051, "text": "ian Stewart", "probability": 0.02564067766070366 }, { "start_logit": 2.4881510734558105, "end_logit": 3.57670521736145, "text": "Trevathan", "probability": 0.02430436573922634 }, { "start_logit": 3.3495514392852783, "end_logit": 2.6491668224334717, "text": "19 yards to the Panthers 39-yard line with 1:55", "probability": 0.022748924791812897 }, { "start_logit": 1.8419119119644165, "end_logit": 4.076794624328613, "text": "Newton was sacked by DeMarcus Ware", "probability": 0.02099965326488018 }, { "start_logit": 2.4881510734558105, "end_logit": 3.3302042484283447, "text": "Trevathan recovered on the Broncos 40-yard line. However, the Panthers soon took the ball back when defensive end Kony Ealy", "probability": 0.018994605168700218 }, { "start_logit": 2.9237186908721924, "end_logit": 2.6491668224334717, "text": "39-yard line with 1:55", "probability": 0.014860177412629128 } ], "56d729ec0d65d21400198434": [ { "start_logit": 3.4594931602478027, "end_logit": 4.424776554107666, "text": "Mike Tolbert lost a fumble while being tackled by safety Darian Stewart", "probability": 0.1572197526693344 }, { "start_logit": 3.05405592918396, "end_logit": 4.424776554107666, "text": "Darian Stewart", "probability": 0.10481607168912888 }, { "start_logit": 3.7039384841918945, "end_logit": 3.5378663539886475, "text": "Danny Trevathan", "probability": 0.08269671350717545 }, { "start_logit": 3.064911365509033, "end_logit": 4.054886817932129, "text": "11 seconds left, Newton was sacked by DeMarcus Ware", "probability": 0.0731983557343483 }, { "start_logit": 3.4594931602478027, "end_logit": 3.659576416015625, "text": "Mike Tolbert", "probability": 0.07314504683017731 }, { "start_logit": 3.4594931602478027, "end_logit": 3.5378663539886475, "text": "Mike Tolbert lost a fumble while being tackled by safety Darian Stewart, which linebacker Danny Trevathan", "probability": 0.06476297974586487 }, { "start_logit": 3.7039384841918945, "end_logit": 3.267008066177368, "text": "Danny Trevathan recovered on the Broncos 40-yard line. However, the Panthers soon took the ball back when defensive end Kony Ealy", "probability": 0.06307478249073029 }, { "start_logit": 2.6222572326660156, "end_logit": 4.054886817932129, "text": "45-yard line. But with 11 seconds left, Newton was sacked by DeMarcus Ware", "probability": 0.047017451375722885 }, { "start_logit": 3.05405592918396, "end_logit": 3.5378663539886475, "text": "Darian Stewart, which linebacker Danny Trevathan", "probability": 0.04317653179168701 }, { "start_logit": 2.519930124282837, "end_logit": 4.054886817932129, "text": "DeMarcus Ware", "probability": 0.04244425147771835 }, { "start_logit": 3.1056249141693115, "end_logit": 3.267008066177368, "text": "40-yard line. However, the Panthers soon took the ball back when defensive end Kony Ealy", "probability": 0.034674614667892456 }, { "start_logit": 3.051964521408081, "end_logit": 3.267008066177368, "text": "Kony Ealy", "probability": 0.03286300227046013 }, { "start_logit": 2.0996530055999756, "end_logit": 4.054886817932129, "text": "Denver punt, Carolina drove to the Broncos 45-yard line. But with 11 seconds left, Newton was sacked by DeMarcus Ware", "probability": 0.027880147099494934 }, { "start_logit": 1.6875485181808472, "end_logit": 4.424776554107666, "text": "Carolina's next possession fullback Mike Tolbert lost a fumble while being tackled by safety Darian Stewart", "probability": 0.026727687567472458 }, { "start_logit": 1.6693943738937378, "end_logit": 4.424776554107666, "text": "ian Stewart", "probability": 0.026246851310133934 }, { "start_logit": 1.9309828281402588, "end_logit": 4.054886817932129, "text": "Newton was sacked by DeMarcus Ware", "probability": 0.02355278842151165 }, { "start_logit": 2.4253530502319336, "end_logit": 3.5378663539886475, "text": "Trevathan", "probability": 0.02302532084286213 }, { "start_logit": 3.2837042808532715, "end_logit": 2.6184914112091064, "text": "19 yards to the Panthers 39-yard line with 1:55", "probability": 0.021662244573235512 }, { "start_logit": 2.4253530502319336, "end_logit": 3.267008066177368, "text": "Trevathan recovered on the Broncos 40-yard line. However, the Panthers soon took the ball back when defensive end Kony Ealy", "probability": 0.01756197027862072 }, { "start_logit": 2.865133285522461, "end_logit": 2.6184914112091064, "text": "39-yard line with 1:55", "probability": 0.01425345428287983 } ], "56d9c79edc89441400fdb804": [ { "start_logit": 3.613959789276123, "end_logit": 4.336019992828369, "text": "Mike Tolbert lost a fumble while being tackled by safety Darian Stewart", "probability": 0.1670481413602829 }, { "start_logit": 3.8221218585968018, "end_logit": 3.537069797515869, "text": "Danny Trevathan", "probability": 0.09252641350030899 }, { "start_logit": 2.828402042388916, "end_logit": 4.336019992828369, "text": "Darian Stewart", "probability": 0.07615146785974503 }, { "start_logit": 3.1301472187042236, "end_logit": 4.023736000061035, "text": "11 seconds left, Newton was sacked by DeMarcus Ware", "probability": 0.07535311579704285 }, { "start_logit": 3.613959789276123, "end_logit": 3.537069797515869, "text": "Mike Tolbert lost a fumble while being tackled by safety Darian Stewart, which linebacker Danny Trevathan", "probability": 0.07513841241598129 }, { "start_logit": 3.613959789276123, "end_logit": 3.490485191345215, "text": "Mike Tolbert", "probability": 0.07171838730573654 }, { "start_logit": 3.8221218585968018, "end_logit": 3.1535518169403076, "text": "Danny Trevathan recovered on the Broncos 40-yard line. However, the Panthers soon took the ball back when defensive end Kony Ealy", "probability": 0.06305301934480667 }, { "start_logit": 2.7799839973449707, "end_logit": 4.023736000061035, "text": "DeMarcus Ware", "probability": 0.05309178680181503 }, { "start_logit": 2.665114402770996, "end_logit": 4.023736000061035, "text": "45-yard line. But with 11 seconds left, Newton was sacked by DeMarcus Ware", "probability": 0.04733039811253548 }, { "start_logit": 3.2141668796539307, "end_logit": 3.1535518169403076, "text": "40-yard line. However, the Panthers soon took the ball back when defensive end Kony Ealy", "probability": 0.03433004394173622 }, { "start_logit": 2.828402042388916, "end_logit": 3.537069797515869, "text": "Darian Stewart, which linebacker Danny Trevathan", "probability": 0.03425300121307373 }, { "start_logit": 1.9509927034378052, "end_logit": 4.336019992828369, "text": "safety Darian Stewart", "probability": 0.03166826069355011 }, { "start_logit": 3.0934131145477295, "end_logit": 3.1535518169403076, "text": "Kony Ealy", "probability": 0.030425075441598892 }, { "start_logit": 2.097219705581665, "end_logit": 4.023736000061035, "text": "Denver punt, Carolina drove to the Broncos 45-yard line. But with 11 seconds left, Newton was sacked by DeMarcus Ware", "probability": 0.026822946965694427 }, { "start_logit": 2.567418336868286, "end_logit": 3.537069797515869, "text": "Trevathan", "probability": 0.02638486586511135 }, { "start_logit": 3.4085466861724854, "end_logit": 2.6314189434051514, "text": "19 yards to the Panthers 39-yard line with 1:55", "probability": 0.024736205115914345 }, { "start_logit": 1.9725650548934937, "end_logit": 4.023736000061035, "text": "Newton was sacked by DeMarcus Ware", "probability": 0.023679353296756744 }, { "start_logit": 2.567418336868286, "end_logit": 3.1535518169403076, "text": "Trevathan recovered on the Broncos 40-yard line. However, the Panthers soon took the ball back when defensive end Kony Ealy", "probability": 0.017980221658945084 }, { "start_logit": 1.9509927034378052, "end_logit": 3.537069797515869, "text": "safety Darian Stewart, which linebacker Danny Trevathan", "probability": 0.014244412072002888 }, { "start_logit": 2.843925714492798, "end_logit": 2.6314189434051514, "text": "39-yard line with 1:55", "probability": 0.014064401388168335 } ], "56d9c79edc89441400fdb805": [ { "start_logit": 3.4211645126342773, "end_logit": 4.489610195159912, "text": "Mike Tolbert lost a fumble while being tackled by safety Darian Stewart", "probability": 0.16505217552185059 }, { "start_logit": 3.010240077972412, "end_logit": 4.489610195159912, "text": "Darian Stewart", "probability": 0.10943569988012314 }, { "start_logit": 3.809873580932617, "end_logit": 3.5014488697052, "text": "Danny Trevathan", "probability": 0.09063215553760529 }, { "start_logit": 3.1256940364837646, "end_logit": 3.9995884895324707, "text": "11 seconds left, Newton was sacked by DeMarcus Ware", "probability": 0.07524649053812027 }, { "start_logit": 3.809873580932617, "end_logit": 3.1743903160095215, "text": "Danny Trevathan recovered on the Broncos 40-yard line. However, the Panthers soon took the ball back when defensive end Kony Ealy", "probability": 0.06534956395626068 }, { "start_logit": 3.4211645126342773, "end_logit": 3.5014488697052, "text": "Mike Tolbert lost a fumble while being tackled by safety Darian Stewart, which linebacker Danny Trevathan", "probability": 0.06144239008426666 }, { "start_logit": 2.8516504764556885, "end_logit": 3.9995884895324707, "text": "DeMarcus Ware", "probability": 0.05720985308289528 }, { "start_logit": 2.6884894371032715, "end_logit": 3.9995884895324707, "text": "45-yard line. But with 11 seconds left, Newton was sacked by DeMarcus Ware", "probability": 0.04859715327620506 }, { "start_logit": 3.4211645126342773, "end_logit": 3.1406829357147217, "text": "Mike Tolbert", "probability": 0.04283411055803299 }, { "start_logit": 3.010240077972412, "end_logit": 3.5014488697052, "text": "Darian Stewart, which linebacker Danny Trevathan", "probability": 0.040738604962825775 }, { "start_logit": 3.2140066623687744, "end_logit": 3.1743903160095215, "text": "Kony Ealy", "probability": 0.036013152450323105 }, { "start_logit": 3.163818597793579, "end_logit": 3.1743903160095215, "text": "40-yard line. However, the Panthers soon took the ball back when defensive end Kony Ealy", "probability": 0.034250326454639435 }, { "start_logit": 1.7462440729141235, "end_logit": 4.489610195159912, "text": "Carolina's next possession fullback Mike Tolbert lost a fumble while being tackled by safety Darian Stewart", "probability": 0.030918076634407043 }, { "start_logit": 3.4220492839813232, "end_logit": 2.636399269104004, "text": "19 yards to the Panthers 39-yard line with 1:55", "probability": 0.025892043486237526 }, { "start_logit": 2.534684181213379, "end_logit": 3.5014488697052, "text": "Trevathan", "probability": 0.025320637971162796 }, { "start_logit": 1.9458227157592773, "end_logit": 3.9995884895324707, "text": "Denver punt, Carolina drove to the Broncos 45-yard line. But with 11 seconds left, Newton was sacked by DeMarcus Ware", "probability": 0.023124627768993378 }, { "start_logit": 1.8443678617477417, "end_logit": 3.9995884895324707, "text": "Newton was sacked by DeMarcus Ware", "probability": 0.020893611013889313 }, { "start_logit": 2.534684181213379, "end_logit": 3.1743903160095215, "text": "Trevathan recovered on the Broncos 40-yard line. However, the Panthers soon took the ball back when defensive end Kony Ealy", "probability": 0.01825723610818386 }, { "start_logit": 2.953115940093994, "end_logit": 2.636399269104004, "text": "39-yard line with 1:55", "probability": 0.016199853271245956 }, { "start_logit": 3.809873580932617, "end_logit": 1.5277191400527954, "text": "Danny Trevathan recovered on the Broncos 40-yard line. However, the Panthers", "probability": 0.012592225335538387 } ], "56d9c79edc89441400fdb806": [ { "start_logit": 3.453505039215088, "end_logit": 4.447211742401123, "text": "Mike Tolbert lost a fumble while being tackled by safety Darian Stewart", "probability": 0.1585073620080948 }, { "start_logit": 3.095771074295044, "end_logit": 4.447211742401123, "text": "Darian Stewart", "probability": 0.11083775013685226 }, { "start_logit": 3.6807546615600586, "end_logit": 3.5630087852478027, "text": "Danny Trevathan", "probability": 0.08217472583055496 }, { "start_logit": 3.0877509117126465, "end_logit": 4.033705711364746, "text": "11 seconds left, Newton was sacked by DeMarcus Ware", "probability": 0.07271450757980347 }, { "start_logit": 3.453505039215088, "end_logit": 3.5630087852478027, "text": "Mike Tolbert lost a fumble while being tackled by safety Darian Stewart, which linebacker Danny Trevathan", "probability": 0.06547039747238159 }, { "start_logit": 3.453505039215088, "end_logit": 3.5229008197784424, "text": "Mike Tolbert", "probability": 0.0628964975476265 }, { "start_logit": 3.6807546615600586, "end_logit": 3.2053451538085938, "text": "Danny Trevathan recovered on the Broncos 40-yard line. However, the Panthers soon took the ball back when defensive end Kony Ealy", "probability": 0.057465460151433945 }, { "start_logit": 2.6817681789398193, "end_logit": 4.033705711364746, "text": "45-yard line. But with 11 seconds left, Newton was sacked by DeMarcus Ware", "probability": 0.048451267182826996 }, { "start_logit": 2.6298866271972656, "end_logit": 4.033705711364746, "text": "DeMarcus Ware", "probability": 0.0460016205906868 }, { "start_logit": 3.095771074295044, "end_logit": 3.5630087852478027, "text": "Darian Stewart, which linebacker Danny Trevathan", "probability": 0.04578078165650368 }, { "start_logit": 3.1766350269317627, "end_logit": 3.2053451538085938, "text": "40-yard line. However, the Panthers soon took the ball back when defensive end Kony Ealy", "probability": 0.034711264073848724 }, { "start_logit": 3.007857084274292, "end_logit": 3.2053451538085938, "text": "Kony Ealy", "probability": 0.029320495203137398 }, { "start_logit": 1.763745903968811, "end_logit": 4.447211742401123, "text": "Carolina's next possession fullback Mike Tolbert lost a fumble while being tackled by safety Darian Stewart", "probability": 0.029254743829369545 }, { "start_logit": 1.7212657928466797, "end_logit": 4.447211742401123, "text": "ian Stewart", "probability": 0.02803802862763405 }, { "start_logit": 2.5235462188720703, "end_logit": 3.5630087852478027, "text": "Trevathan", "probability": 0.025832651183009148 }, { "start_logit": 1.935792326927185, "end_logit": 4.033705711364746, "text": "Newton was sacked by DeMarcus Ware", "probability": 0.02297903783619404 }, { "start_logit": 3.388455629348755, "end_logit": 2.570115327835083, "text": "19 yards to the Panthers 39-yard line with 1:55", "probability": 0.022729309275746346 }, { "start_logit": 1.9200605154037476, "end_logit": 4.033705711364746, "text": "Denver punt, Carolina drove to the Broncos 45-yard line. But with 11 seconds left, Newton was sacked by DeMarcus Ware", "probability": 0.022620366886258125 }, { "start_logit": 2.5235462188720703, "end_logit": 3.2053451538085938, "text": "Trevathan recovered on the Broncos 40-yard line. However, the Panthers soon took the ball back when defensive end Kony Ealy", "probability": 0.018064988777041435 }, { "start_logit": 1.583054780960083, "end_logit": 4.033705711364746, "text": "Carolina drove to the Broncos 45-yard line. But with 11 seconds left, Newton was sacked by DeMarcus Ware", "probability": 0.016148779541254044 } ], "56d9c79edc89441400fdb807": [ { "start_logit": 3.353480577468872, "end_logit": 4.484940052032471, "text": "Mike Tolbert lost a fumble while being tackled by safety Darian Stewart", "probability": 0.16012102365493774 }, { "start_logit": 2.943970203399658, "end_logit": 4.484940052032471, "text": "Darian Stewart", "probability": 0.10631638020277023 }, { "start_logit": 3.707819700241089, "end_logit": 3.4515228271484375, "text": "Danny Trevathan", "probability": 0.08119484782218933 }, { "start_logit": 3.353480577468872, "end_logit": 3.7197105884552, "text": "Mike Tolbert", "probability": 0.07449262589216232 }, { "start_logit": 3.084630250930786, "end_logit": 3.973501682281494, "text": "11 seconds left, Newton was sacked by DeMarcus Ware", "probability": 0.07337925583124161 }, { "start_logit": 3.707819700241089, "end_logit": 3.175604820251465, "text": "Danny Trevathan recovered on the Broncos 40-yard line. However, the Panthers soon took the ball back when defensive end Kony Ealy", "probability": 0.06161675602197647 }, { "start_logit": 3.353480577468872, "end_logit": 3.4515228271484375, "text": "Mike Tolbert lost a fumble while being tackled by safety Darian Stewart, which linebacker Danny Trevathan", "probability": 0.05696927756071091 }, { "start_logit": 2.824009656906128, "end_logit": 3.973501682281494, "text": "DeMarcus Ware", "probability": 0.05654406547546387 }, { "start_logit": 2.706681728363037, "end_logit": 3.973501682281494, "text": "45-yard line. But with 11 seconds left, Newton was sacked by DeMarcus Ware", "probability": 0.05028427764773369 }, { "start_logit": 2.943970203399658, "end_logit": 3.4515228271484375, "text": "Darian Stewart, which linebacker Danny Trevathan", "probability": 0.03782620280981064 }, { "start_logit": 3.1791391372680664, "end_logit": 3.175604820251465, "text": "Kony Ealy", "probability": 0.036315806210041046 }, { "start_logit": 3.129768133163452, "end_logit": 3.175604820251465, "text": "40-yard line. However, the Panthers soon took the ball back when defensive end Kony Ealy", "probability": 0.03456640616059303 }, { "start_logit": 1.7030441761016846, "end_logit": 4.484940052032471, "text": "Carolina's next possession fullback Mike Tolbert lost a fumble while being tackled by safety Darian Stewart", "probability": 0.03073780983686447 }, { "start_logit": 3.432882070541382, "end_logit": 2.635246992111206, "text": "19 yards to the Panthers 39-yard line with 1:55", "probability": 0.027265937998890877 }, { "start_logit": 1.9010121822357178, "end_logit": 3.973501682281494, "text": "Denver punt, Carolina drove to the Broncos 45-yard line. But with 11 seconds left, Newton was sacked by DeMarcus Ware", "probability": 0.022466441616415977 }, { "start_logit": 2.393415689468384, "end_logit": 3.4515228271484375, "text": "Trevathan", "probability": 0.021811718121170998 }, { "start_logit": 1.8437925577163696, "end_logit": 3.973501682281494, "text": "Newton was sacked by DeMarcus Ware", "probability": 0.02121700905263424 }, { "start_logit": 2.393415689468384, "end_logit": 3.175604820251465, "text": "Trevathan recovered on the Broncos 40-yard line. However, the Panthers soon took the ball back when defensive end Kony Ealy", "probability": 0.01655237004160881 }, { "start_logit": 2.9011945724487305, "end_logit": 2.635246992111206, "text": "39-yard line with 1:55", "probability": 0.016021808609366417 }, { "start_logit": 1.7030441761016846, "end_logit": 3.7197105884552, "text": "Carolina's next possession fullback Mike Tolbert", "probability": 0.014300061389803886 } ], "56d9c79edc89441400fdb808": [ { "start_logit": 3.5510544776916504, "end_logit": 4.435145378112793, "text": "Mike Tolbert lost a fumble while being tackled by safety Darian Stewart", "probability": 0.18039928376674652 }, { "start_logit": 3.080427408218384, "end_logit": 4.435145378112793, "text": "Darian Stewart", "probability": 0.11267925053834915 }, { "start_logit": 3.757827043533325, "end_logit": 3.460348129272461, "text": "Danny Trevathan", "probability": 0.08369236439466476 }, { "start_logit": 3.1195123195648193, "end_logit": 3.952988624572754, "text": "11 seconds left, Newton was sacked by DeMarcus Ware", "probability": 0.072346992790699 }, { "start_logit": 3.5510544776916504, "end_logit": 3.460348129272461, "text": "Mike Tolbert lost a fumble while being tackled by safety Darian Stewart, which linebacker Danny Trevathan", "probability": 0.0680590271949768 }, { "start_logit": 3.5510544776916504, "end_logit": 3.4219250679016113, "text": "Mike Tolbert", "probability": 0.06549359112977982 }, { "start_logit": 3.757827043533325, "end_logit": 3.0350990295410156, "text": "Danny Trevathan recovered on the Broncos 40-yard line. However, the Panthers soon took the ball back when defensive end Kony Ealy", "probability": 0.05470191314816475 }, { "start_logit": 2.8358569145202637, "end_logit": 3.952988624572754, "text": "DeMarcus Ware", "probability": 0.054479166865348816 }, { "start_logit": 2.660738945007324, "end_logit": 3.952988624572754, "text": "45-yard line. But with 11 seconds left, Newton was sacked by DeMarcus Ware", "probability": 0.045727524906396866 }, { "start_logit": 3.080427408218384, "end_logit": 3.460348129272461, "text": "Darian Stewart, which linebacker Danny Trevathan", "probability": 0.042510371655225754 }, { "start_logit": 1.8417998552322388, "end_logit": 4.435145378112793, "text": "Carolina's next possession fullback Mike Tolbert lost a fumble while being tackled by safety Darian Stewart", "probability": 0.03265238553285599 }, { "start_logit": 3.2021450996398926, "end_logit": 3.0350990295410156, "text": "40-yard line. However, the Panthers soon took the ball back when defensive end Kony Ealy", "probability": 0.03138145059347153 }, { "start_logit": 3.3802661895751953, "end_logit": 2.6790432929992676, "text": "19 yards to the Panthers 39-yard line with 1:55", "probability": 0.026266179978847504 }, { "start_logit": 3.0172550678253174, "end_logit": 3.0350990295410156, "text": "Kony Ealy", "probability": 0.026084119454026222 }, { "start_logit": 2.068295478820801, "end_logit": 3.952988624572754, "text": "Denver punt, Carolina drove to the Broncos 45-yard line. But with 11 seconds left, Newton was sacked by DeMarcus Ware", "probability": 0.025286152958869934 }, { "start_logit": 2.4884629249572754, "end_logit": 3.460348129272461, "text": "Trevathan", "probability": 0.02351841889321804 }, { "start_logit": 2.4884629249572754, "end_logit": 3.0350990295410156, "text": "Trevathan recovered on the Broncos 40-yard line. However, the Panthers soon took the ball back when defensive end Kony Ealy", "probability": 0.01537180133163929 }, { "start_logit": 2.831756114959717, "end_logit": 2.6790432929992676, "text": "39-yard line with 1:55", "probability": 0.01517686527222395 }, { "start_logit": 1.8417998552322388, "end_logit": 3.460348129272461, "text": "Carolina's next possession fullback Mike Tolbert lost a fumble while being tackled by safety Darian Stewart, which linebacker Danny Trevathan", "probability": 0.012318727560341358 }, { "start_logit": 1.8417998552322388, "end_logit": 3.4219250679016113, "text": "Carolina's next possession fullback Mike Tolbert", "probability": 0.011854383163154125 } ], "56bec98e3aeaaa14008c9455": [ { "start_logit": 3.0579757690429688, "end_logit": 3.6704416275024414, "text": "Corey Brown", "probability": 0.14590199291706085 }, { "start_logit": 2.8234379291534424, "end_logit": 3.6704416275024414, "text": "42-yard pass to Corey Brown", "probability": 0.11539915204048157 }, { "start_logit": 3.1277217864990234, "end_logit": 2.8438994884490967, "text": "Emmanuel Sanders", "probability": 0.06845244020223618 }, { "start_logit": 3.094552993774414, "end_logit": 2.8438994884490967, "text": "Graham Gano hit the uprights on a 44-yard field goal attempt. After the miss, Manning completed a pair of passes to Emmanuel Sanders", "probability": 0.06621918827295303 }, { "start_logit": 3.094552993774414, "end_logit": 2.7255630493164062, "text": "Graham Gano", "probability": 0.0588289238512516 }, { "start_logit": 3.1277217864990234, "end_logit": 2.678274154663086, "text": "Emmanuel Sanders for gains of 25 and 22 yards, setting up McManus", "probability": 0.058004096150398254 }, { "start_logit": 2.8899550437927246, "end_logit": 2.8438994884490967, "text": "44-yard field goal attempt. After the miss, Manning completed a pair of passes to Emmanuel Sanders", "probability": 0.053966958075761795 }, { "start_logit": 3.0068020820617676, "end_logit": 2.7255630493164062, "text": "26-yard line, and it ended with no points when Graham Gano", "probability": 0.05388665571808815 }, { "start_logit": 2.187784433364868, "end_logit": 3.375117540359497, "text": "T. J. Ward", "probability": 0.0454866848886013 }, { "start_logit": 1.8704603910446167, "end_logit": 3.6704416275024414, "text": "Carolina got off to another strong start after the kickoff, with Newton completing a 42-yard pass to Corey Brown", "probability": 0.04449691250920296 }, { "start_logit": 2.0845131874084473, "end_logit": 3.375117540359497, "text": "Ginn and was intercepted by safety T. J. Ward", "probability": 0.04102364555001259 }, { "start_logit": 3.6222312450408936, "end_logit": 1.7473276853561401, "text": "Ted Ginn", "probability": 0.037490084767341614 }, { "start_logit": 3.6222312450408936, "end_logit": 1.5179994106292725, "text": "Ted Ginn Jr", "probability": 0.02980714850127697 }, { "start_logit": 2.416841506958008, "end_logit": 2.678274154663086, "text": "25 and 22 yards, setting up McManus", "probability": 0.028492283076047897 }, { "start_logit": 2.338576078414917, "end_logit": 2.750566005706787, "text": "Trevathan", "probability": 0.02832258678972721 }, { "start_logit": 2.3506600856781006, "end_logit": 2.678274154663086, "text": "McManus", "probability": 0.026667673140764236 }, { "start_logit": 3.6222312450408936, "end_logit": 1.4015189409255981, "text": "Ted Ginn Jr. on the Denver 35-yard line", "probability": 0.026529783383011818 }, { "start_logit": 2.187784433364868, "end_logit": 2.750566005706787, "text": "T. J. Ward. Ward fumbled the ball during the return, but Trevathan", "probability": 0.024358196184039116 }, { "start_logit": 3.6222312450408936, "end_logit": 1.2830288410186768, "text": "Ted Ginn Jr. on the Denver 35-yard line on their second offensive play. But the Broncos defense halted the drive on the 26", "probability": 0.02356535941362381 }, { "start_logit": 3.6222312450408936, "end_logit": 1.2630940675735474, "text": "Ted Ginn Jr. on the Denver 35", "probability": 0.023100243881344795 } ], "56bec98e3aeaaa14008c9456": [ { "start_logit": 2.9751474857330322, "end_logit": 3.5606184005737305, "text": "Corey Brown", "probability": 0.12216320633888245 }, { "start_logit": 2.840108871459961, "end_logit": 3.5606184005737305, "text": "42-yard pass to Corey Brown", "probability": 0.1067318320274353 }, { "start_logit": 3.124882459640503, "end_logit": 3.0316789150238037, "text": "26-yard line, and it ended with no points when Graham Gano", "probability": 0.0836092010140419 }, { "start_logit": 3.0672988891601562, "end_logit": 3.0316789150238037, "text": "Graham Gano", "probability": 0.07893070578575134 }, { "start_logit": 3.0875446796417236, "end_logit": 2.8802337646484375, "text": "Emmanuel Sanders", "probability": 0.06922557950019836 }, { "start_logit": 3.0672988891601562, "end_logit": 2.8802337646484375, "text": "Graham Gano hit the uprights on a 44-yard field goal attempt. After the miss, Manning completed a pair of passes to Emmanuel Sanders", "probability": 0.0678381621837616 }, { "start_logit": 3.0875446796417236, "end_logit": 2.763922929763794, "text": "Emmanuel Sanders for gains of 25 and 22 yards, setting up McManus", "probability": 0.06162451580166817 }, { "start_logit": 2.8297650814056396, "end_logit": 2.8802337646484375, "text": "44-yard field goal attempt. After the miss, Manning completed a pair of passes to Emmanuel Sanders", "probability": 0.05349516496062279 }, { "start_logit": 2.193833589553833, "end_logit": 3.3999085426330566, "text": "T. J. Ward", "probability": 0.0476238951086998 }, { "start_logit": 2.0149292945861816, "end_logit": 3.3999085426330566, "text": "Ginn and was intercepted by safety T. J. Ward", "probability": 0.039822421967983246 }, { "start_logit": 2.495356559753418, "end_logit": 2.763922929763794, "text": "McManus", "probability": 0.0340854786336422 }, { "start_logit": 2.475903034210205, "end_logit": 2.763922929763794, "text": "25 and 22 yards, setting up McManus", "probability": 0.033428821712732315 }, { "start_logit": 2.597958564758301, "end_logit": 2.62904691696167, "text": "Trevathan", "probability": 0.03300297260284424 }, { "start_logit": 3.4312453269958496, "end_logit": 1.6269713640213013, "text": "Ted Ginn Jr", "probability": 0.027877189218997955 }, { "start_logit": 3.4312453269958496, "end_logit": 1.5672096014022827, "text": "Ted Ginn", "probability": 0.02626001089811325 }, { "start_logit": 3.4312453269958496, "end_logit": 1.490973949432373, "text": "Ted Ginn Jr. on the Denver 35-yard line", "probability": 0.02433246560394764 }, { "start_logit": 3.4312453269958496, "end_logit": 1.4797635078430176, "text": "Ted Ginn Jr. on the Denver 35", "probability": 0.024061212316155434 }, { "start_logit": 1.8150125741958618, "end_logit": 3.0316789150238037, "text": "Gano", "probability": 0.022562379017472267 }, { "start_logit": 2.193833589553833, "end_logit": 2.62904691696167, "text": "T. J. Ward. Ward fumbled the ball during the return, but Trevathan", "probability": 0.022031491622328758 }, { "start_logit": 3.4312453269958496, "end_logit": 1.357555627822876, "text": "Ted Ginn Jr. on the Denver 35-yard line on their second offensive play. But the Broncos defense halted the drive on the 26", "probability": 0.02129332162439823 } ], "56bec98e3aeaaa14008c9457": [ { "start_logit": 3.000730514526367, "end_logit": 3.5693535804748535, "text": "Corey Brown", "probability": 0.12366312742233276 }, { "start_logit": 2.86687970161438, "end_logit": 3.5693535804748535, "text": "42-yard pass to Corey Brown", "probability": 0.10817071050405502 }, { "start_logit": 3.1648778915405273, "end_logit": 3.0182130336761475, "text": "26-yard line, and it ended with no points when Graham Gano", "probability": 0.08397912234067917 }, { "start_logit": 3.063418388366699, "end_logit": 3.0182130336761475, "text": "Graham Gano", "probability": 0.0758766308426857 }, { "start_logit": 3.0896997451782227, "end_logit": 2.8846640586853027, "text": "Emmanuel Sanders", "probability": 0.0681588426232338 }, { "start_logit": 3.063418388366699, "end_logit": 2.8846640586853027, "text": "Graham Gano hit the uprights on a 44-yard field goal attempt. 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But the Broncos defense halted the drive on the 26", "probability": 0.025082433596253395 }, { "start_logit": 3.2231733798980713, "end_logit": 1.715017557144165, "text": "45-yard pass to Ted Ginn", "probability": 0.02385355904698372 } ], "56d7282f0d65d2140019840c": [ { "start_logit": 2.919800281524658, "end_logit": 3.562014102935791, "text": "Corey Brown", "probability": 0.114125095307827 }, { "start_logit": 2.7559545040130615, "end_logit": 3.562014102935791, "text": "42-yard pass to Corey Brown", "probability": 0.09687767177820206 }, { "start_logit": 3.1459405422210693, "end_logit": 3.0924363136291504, "text": "26-yard line, and it ended with no points when Graham Gano", "probability": 0.08946587890386581 }, { "start_logit": 3.0480639934539795, "end_logit": 3.0924363136291504, "text": "Graham Gano", "probability": 0.08112415671348572 }, { "start_logit": 3.0711007118225098, "end_logit": 2.8316633701324463, "text": "Emmanuel Sanders", "probability": 0.06395918875932693 }, { "start_logit": 3.0480639934539795, "end_logit": 2.8316633701324463, "text": "Graham Gano hit the uprights on a 44-yard field goal attempt. After the miss, Manning completed a pair of passes to Emmanuel Sanders", "probability": 0.06250260025262833 }, { "start_logit": 3.0711007118225098, "end_logit": 2.7308661937713623, "text": "Emmanuel Sanders for gains of 25 and 22 yards, setting up McManus", "probability": 0.05782651528716087 }, { "start_logit": 2.916842460632324, "end_logit": 2.8316633701324463, "text": "44-yard field goal attempt. After the miss, Manning completed a pair of passes to Emmanuel Sanders", "probability": 0.05481623485684395 }, { "start_logit": 2.4589478969573975, "end_logit": 3.0218777656555176, "text": "T. J. Ward", "probability": 0.0419427715241909 }, { "start_logit": 2.508547782897949, "end_logit": 2.9064817428588867, "text": "Trevathan", "probability": 0.039271943271160126 }, { "start_logit": 1.8456956148147583, "end_logit": 3.562014102935791, "text": "Carolina got off to another strong start after the kickoff, with Newton completing a 42-yard pass to Corey Brown", "probability": 0.03898552432656288 }, { "start_logit": 2.4589478969573975, "end_logit": 2.9064817428588867, "text": "T. J. Ward. Ward fumbled the ball during the return, but Trevathan", "probability": 0.03737158328294754 }, { "start_logit": 2.5569140911102295, "end_logit": 2.7308661937713623, "text": "25 and 22 yards, setting up McManus", "probability": 0.034579504281282425 }, { "start_logit": 2.451280117034912, "end_logit": 2.7308661937713623, "text": "McManus", "probability": 0.0311130341142416 }, { "start_logit": 3.4375085830688477, "end_logit": 1.7204943895339966, "text": "Ted Ginn Jr", "probability": 0.030370863154530525 }, { "start_logit": 3.4375085830688477, "end_logit": 1.6115673780441284, "text": "Ted Ginn", "probability": 0.027236469089984894 }, { "start_logit": 1.9903138875961304, "end_logit": 3.0218777656555176, "text": "Ginn and was intercepted by safety T. J. Ward", "probability": 0.026250174269080162 }, { "start_logit": 3.4375085830688477, "end_logit": 1.5086770057678223, "text": "Ted Ginn Jr. on the Denver 35", "probability": 0.024573445320129395 }, { "start_logit": 3.4375085830688477, "end_logit": 1.4941128492355347, "text": "Ted Ginn Jr. on the Denver 35-yard line", "probability": 0.024218151345849037 }, { "start_logit": 1.9903138875961304, "end_logit": 2.9064817428588867, "text": "Ginn and was intercepted by safety T. J. Ward. Ward fumbled the ball during the return, but Trevathan", "probability": 0.02338925004005432 } ], "56d9c92bdc89441400fdb80e": [ { "start_logit": 2.931931257247925, "end_logit": 3.5917091369628906, "text": "Corey Brown", "probability": 0.1315770447254181 }, { "start_logit": 2.8308444023132324, "end_logit": 3.5917091369628906, "text": "42-yard pass to Corey Brown", "probability": 0.11892647296190262 }, { "start_logit": 3.0968525409698486, "end_logit": 2.6889517307281494, "text": "26-yard line, and it ended with no points when Graham Gano", "probability": 0.06291321665048599 }, { "start_logit": 2.966542959213257, "end_logit": 2.8075833320617676, "text": "Emmanuel Sanders", "probability": 0.062182776629924774 }, { "start_logit": 2.942380666732788, "end_logit": 2.8075833320617676, "text": "Graham Gano hit the uprights on a 44-yard field goal attempt. After the miss, Manning completed a pair of passes to Emmanuel Sanders", "probability": 0.06069830805063248 }, { "start_logit": 2.9167532920837402, "end_logit": 2.8075833320617676, "text": "44-yard field goal attempt. After the miss, Manning completed a pair of passes to Emmanuel Sanders", "probability": 0.05916254222393036 }, { "start_logit": 2.942380666732788, "end_logit": 2.6889517307281494, "text": "Graham Gano", "probability": 0.053908295929431915 }, { "start_logit": 2.966542959213257, "end_logit": 2.6036272048950195, "text": "Emmanuel Sanders for gains of 25 and 22 yards, setting up McManus", "probability": 0.05070996284484863 }, { "start_logit": 1.8690171241760254, "end_logit": 3.5917091369628906, "text": "Carolina got off to another strong start after the kickoff, with Newton completing a 42-yard pass to Corey Brown", "probability": 0.04545297473669052 }, { "start_logit": 1.9893015623092651, "end_logit": 3.420759916305542, "text": "T. J. Ward", "probability": 0.04320747032761574 }, { "start_logit": 1.966499924659729, "end_logit": 3.420759916305542, "text": "Ginn and was intercepted by safety T. J. Ward", "probability": 0.0422334223985672 }, { "start_logit": 3.558824300765991, "end_logit": 1.7620716094970703, "text": "Ted Ginn", "probability": 0.039521630853414536 }, { "start_logit": 3.558824300765991, "end_logit": 1.5592173337936401, "text": "Ted Ginn Jr", "probability": 0.03226533532142639 }, { "start_logit": 3.558824300765991, "end_logit": 1.4894143342971802, "text": "Ted Ginn Jr. on the Denver 35-yard line on their second offensive play. But the Broncos defense halted the drive on the 26", "probability": 0.030089933425188065 }, { "start_logit": 2.396524429321289, "end_logit": 2.6398847103118896, "text": "Trevathan", "probability": 0.02973608486354351 }, { "start_logit": 3.558824300765991, "end_logit": 1.4372973442077637, "text": "Ted Ginn Jr. on the Denver 35", "probability": 0.028561891987919807 }, { "start_logit": 2.3731086254119873, "end_logit": 2.6036272048950195, "text": "25 and 22 yards, setting up McManus", "probability": 0.02801354229450226 }, { "start_logit": 3.558824300765991, "end_logit": 1.4034926891326904, "text": "Ted Ginn Jr. on the Denver 35-yard line", "probability": 0.027612509205937386 }, { "start_logit": 3.1853034496307373, "end_logit": 1.7620716094970703, "text": "45-yard pass to Ted Ginn", "probability": 0.027203001081943512 }, { "start_logit": 2.299426317214966, "end_logit": 2.6036272048950195, "text": "McManus", "probability": 0.026023637503385544 } ], "56d9c92bdc89441400fdb80f": [ { "start_logit": 3.0127522945404053, "end_logit": 3.5156068801879883, "text": "Corey Brown", "probability": 0.1314026415348053 }, { "start_logit": 2.802485466003418, "end_logit": 3.5156068801879883, "text": "42-yard pass to Corey Brown", "probability": 0.10648447275161743 }, { "start_logit": 3.146637201309204, "end_logit": 2.9195215702056885, "text": "26-yard line, and it ended with no points when Graham Gano", "probability": 0.08276999741792679 }, { "start_logit": 3.0247552394866943, "end_logit": 2.9195215702056885, "text": "Graham Gano", "probability": 0.07327236980199814 }, { "start_logit": 3.0247552394866943, "end_logit": 2.8196160793304443, "text": "Graham Gano hit the uprights on a 44-yard field goal attempt. After the miss, Manning completed a pair of passes to Emmanuel Sanders", "probability": 0.06630583852529526 }, { "start_logit": 2.9500725269317627, "end_logit": 2.8196160793304443, "text": "Emmanuel Sanders", "probability": 0.0615343414247036 }, { "start_logit": 2.8704559803009033, "end_logit": 2.8196160793304443, "text": "44-yard field goal attempt. After the miss, Manning completed a pair of passes to Emmanuel Sanders", "probability": 0.05682513862848282 }, { "start_logit": 2.9500725269317627, "end_logit": 2.6480071544647217, "text": "Emmanuel Sanders for gains of 25 and 22 yards, setting up McManus", "probability": 0.051830898970365524 }, { "start_logit": 1.9918779134750366, "end_logit": 3.400172472000122, "text": "Ginn and was intercepted by safety T. J. Ward", "probability": 0.04218045622110367 }, { "start_logit": 1.9771976470947266, "end_logit": 3.400172472000122, "text": "T. J. Ward", "probability": 0.04156575724482536 }, { "start_logit": 3.5469086170196533, "end_logit": 1.6747201681137085, "text": "Ted Ginn", "probability": 0.03557116910815239 }, { "start_logit": 3.5469086170196533, "end_logit": 1.6169427633285522, "text": "Ted Ginn Jr", "probability": 0.03357420489192009 }, { "start_logit": 3.5469086170196533, "end_logit": 1.5487592220306396, "text": "Ted Ginn Jr. on the Denver 35-yard line on their second offensive play. But the Broncos defense halted the drive on the 26", "probability": 0.03136129677295685 }, { "start_logit": 2.422243595123291, "end_logit": 2.6480071544647217, "text": "25 and 22 yards, setting up McManus", "probability": 0.030574224889278412 }, { "start_logit": 3.5469086170196533, "end_logit": 1.4688405990600586, "text": "Ted Ginn Jr. on the Denver 35", "probability": 0.028952477499842644 }, { "start_logit": 2.2411179542541504, "end_logit": 2.7411322593688965, "text": "Trevathan", "probability": 0.0279986709356308 }, { "start_logit": 2.3269786834716797, "end_logit": 2.6480071544647217, "text": "McManus", "probability": 0.027796020731329918 }, { "start_logit": 3.176454782485962, "end_logit": 1.6747201681137085, "text": "45-yard pass to Ted Ginn", "probability": 0.024559080600738525 }, { "start_logit": 3.176454782485962, "end_logit": 1.6169427633285522, "text": "45-yard pass to Ted Ginn Jr", "probability": 0.023180333897471428 }, { "start_logit": 3.146637201309204, "end_logit": 1.6062719821929932, "text": "26-yard line, and it ended with no points when Graham Gano hit the uprights", "probability": 0.022260548546910286 } ], "56d9c92bdc89441400fdb810": [ { "start_logit": 2.9512882232666016, "end_logit": 3.553656578063965, "text": "Corey Brown", "probability": 0.11984053254127502 }, { "start_logit": 2.8539953231811523, "end_logit": 3.553656578063965, "text": "42-yard pass to Corey Brown", "probability": 0.10873014479875565 }, { "start_logit": 3.120429039001465, "end_logit": 2.900967597961426, "text": "Graham Gano hit the uprights on a 44-yard field goal attempt. After the miss, Manning completed a pair of passes to Emmanuel Sanders", "probability": 0.07389267534017563 }, { "start_logit": 3.0786662101745605, "end_logit": 2.900967597961426, "text": "Emmanuel Sanders", "probability": 0.07087026536464691 }, { "start_logit": 3.120429039001465, "end_logit": 2.8263700008392334, "text": "Graham Gano", "probability": 0.06858106702566147 }, { "start_logit": 3.0455403327941895, "end_logit": 2.8263700008392334, "text": "26-yard line, and it ended with no points when Graham Gano", "probability": 0.06363268941640854 }, { "start_logit": 3.0786662101745605, "end_logit": 2.675879955291748, "text": "Emmanuel Sanders for gains of 25 and 22 yards, setting up McManus", "probability": 0.05658609792590141 }, { "start_logit": 2.8387773036956787, "end_logit": 2.900967597961426, "text": "44-yard field goal attempt. After the miss, Manning completed a pair of passes to Emmanuel Sanders", "probability": 0.055754728615283966 }, { "start_logit": 2.0900559425354004, "end_logit": 3.4849908351898193, "text": "T. J. Ward", "probability": 0.04728833585977554 }, { "start_logit": 2.0153398513793945, "end_logit": 3.4849908351898193, "text": "Ginn and was intercepted by safety T. J. Ward", "probability": 0.04388391971588135 }, { "start_logit": 1.9281965494155884, "end_logit": 3.553656578063965, "text": "Carolina got off to another strong start after the kickoff, with Newton completing a 42-yard pass to Corey Brown", "probability": 0.04308048635721207 }, { "start_logit": 3.49875545501709, "end_logit": 1.7855325937271118, "text": "Ted Ginn", "probability": 0.03535730391740799 }, { "start_logit": 2.6400363445281982, "end_logit": 2.469804048538208, "text": "Trevathan", "probability": 0.029697341844439507 }, { "start_logit": 2.4107463359832764, "end_logit": 2.675879955291748, "text": "25 and 22 yards, setting up McManus", "probability": 0.029015876352787018 }, { "start_logit": 2.396951198577881, "end_logit": 2.675879955291748, "text": "McManus", "probability": 0.028618352487683296 }, { "start_logit": 3.49875545501709, "end_logit": 1.5505448579788208, "text": "Ted Ginn Jr. on the Denver 35-yard line", "probability": 0.027952801436185837 }, { "start_logit": 3.49875545501709, "end_logit": 1.4670625925064087, "text": "Ted Ginn Jr", "probability": 0.025713985785841942 }, { "start_logit": 3.49875545501709, "end_logit": 1.4312762022018433, "text": "Ted Ginn Jr. on the Denver 35", "probability": 0.024810053408145905 }, { "start_logit": 3.1438121795654297, "end_logit": 1.7855325937271118, "text": "45-yard pass to Ted Ginn", "probability": 0.02479301020503044 }, { "start_logit": 3.120429039001465, "end_logit": 1.6848554611206055, "text": "Graham Gano hit the uprights", "probability": 0.021900326013565063 } ], "56d9c92bdc89441400fdb811": [ { "start_logit": 2.9751157760620117, "end_logit": 3.618618965148926, "text": "42-yard pass to Corey Brown", "probability": 0.12344255298376083 }, { "start_logit": 2.929105281829834, "end_logit": 3.618618965148926, "text": "Corey Brown", "probability": 0.1178915798664093 }, { "start_logit": 3.137674570083618, "end_logit": 2.839542865753174, "text": "Emmanuel Sanders", "probability": 0.06663692742586136 }, { "start_logit": 3.1365914344787598, "end_logit": 2.839542865753174, "text": "Graham Gano hit the uprights on a 44-yard field goal attempt. After the miss, Manning completed a pair of passes to Emmanuel Sanders", "probability": 0.06656476855278015 }, { "start_logit": 3.1365914344787598, "end_logit": 2.8315582275390625, "text": "Graham Gano", "probability": 0.06603538990020752 }, { "start_logit": 3.0792486667633057, "end_logit": 2.8315582275390625, "text": "26-yard line, and it ended with no points when Graham Gano", "probability": 0.062355250120162964 }, { "start_logit": 3.137674570083618, "end_logit": 2.7490057945251465, "text": "Emmanuel Sanders for gains of 25 and 22 yards, setting up McManus", "probability": 0.06086886301636696 }, { "start_logit": 2.8898885250091553, "end_logit": 2.839542865753174, "text": "44-yard field goal attempt. After the miss, Manning completed a pair of passes to Emmanuel Sanders", "probability": 0.052011888474226 }, { "start_logit": 2.1205947399139404, "end_logit": 3.473259449005127, "text": "Ginn and was intercepted by safety T. J. Ward", "probability": 0.04541739076375961 }, { "start_logit": 2.099395513534546, "end_logit": 3.473259449005127, "text": "T. J. Ward", "probability": 0.04446471109986305 }, { "start_logit": 1.839125633239746, "end_logit": 3.618618965148926, "text": "Carolina got off to another strong start after the kickoff, with Newton completing a 42-yard pass to Corey Brown", "probability": 0.03963790088891983 }, { "start_logit": 3.6143128871917725, "end_logit": 1.6974037885665894, "text": "Ted Ginn", "probability": 0.034252434968948364 }, { "start_logit": 2.493375539779663, "end_logit": 2.7490057945251465, "text": "McManus", "probability": 0.03195799142122269 }, { "start_logit": 2.424694538116455, "end_logit": 2.7648708820343018, "text": "Trevathan", "probability": 0.03031391277909279 }, { "start_logit": 2.43373966217041, "end_logit": 2.7490057945251465, "text": "25 and 22 yards, setting up McManus", "probability": 0.03010786883533001 }, { "start_logit": 3.6143128871917725, "end_logit": 1.5420092344284058, "text": "Ted Ginn Jr", "probability": 0.029322735965251923 }, { "start_logit": 3.6143128871917725, "end_logit": 1.3996851444244385, "text": "Ted Ginn Jr. on the Denver 35-yard line", "probability": 0.025432785972952843 }, { "start_logit": 3.6143128871917725, "end_logit": 1.3987946510314941, "text": "Ted Ginn Jr. on the Denver 35-yard line on their second offensive play. But the Broncos defense halted the drive on the 26", "probability": 0.02541014552116394 }, { "start_logit": 3.6143128871917725, "end_logit": 1.3982830047607422, "text": "Ted Ginn Jr. on the Denver 35", "probability": 0.02539716102182865 }, { "start_logit": 3.1930794715881348, "end_logit": 1.6974037885665894, "text": "45-yard pass to Ted Ginn", "probability": 0.02247771807014942 } ], "56bec9e83aeaaa14008c945f": [ { "start_logit": 3.4086482524871826, "end_logit": 3.485839605331421, "text": "16-yard reception by Devin Funchess", "probability": 0.12354673445224762 }, { "start_logit": 3.2100133895874023, "end_logit": 3.485839605331421, "text": "50-yard line. A 16-yard reception by Devin Funchess", "probability": 0.10128971934318542 }, { "start_logit": 3.139831781387329, "end_logit": 3.485839605331421, "text": "Devin Funchess", "probability": 0.09442473202943802 }, { "start_logit": 3.4235739707946777, "end_logit": 2.8682610988616943, "text": "12-yard run by Stewart", "probability": 0.06762423366308212 }, { "start_logit": 3.4086482524871826, "end_logit": 2.8682610988616943, "text": "16-yard reception by Devin Funchess and a 12-yard run by Stewart", "probability": 0.06662241369485855 }, { "start_logit": 3.2100133895874023, "end_logit": 2.8682610988616943, "text": "50-yard line. 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On the next play, Ealy", "probability": 0.04598245769739151 }, { "start_logit": 2.40104079246521, "end_logit": 3.485839605331421, "text": "Funchess", "probability": 0.04510584846138954 }, { "start_logit": 3.2100133895874023, "end_logit": 2.6060616970062256, "text": "50-yard line. A 16-yard reception by Devin Funchess and a 12-yard run by Stewart then set up Gano", "probability": 0.04202257841825485 }, { "start_logit": 3.139831781387329, "end_logit": 2.6060616970062256, "text": "Devin Funchess and a 12-yard run by Stewart then set up Gano", "probability": 0.03917446732521057 }, { "start_logit": 2.5720930099487305, "end_logit": 2.962320327758789, "text": "Ealy", "probability": 0.03170723840594292 }, { "start_logit": 1.9624356031417847, "end_logit": 3.485839605331421, "text": "Carolina on the 50-yard line. 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A 16-yard reception by Devin Funchess and a 12-yard run by Stewart then set up Gano", "probability": 0.04662531986832619 }, { "start_logit": 2.95818829536438, "end_logit": 2.4337804317474365, "text": "Devin Funchess and a 12-yard run by Stewart then set up Gano", "probability": 0.0408606119453907 }, { "start_logit": 2.9347872734069824, "end_logit": 2.4337804317474365, "text": "16-yard reception by Devin Funchess and a 12-yard run by Stewart then set up Gano", "probability": 0.039915524423122406 }, { "start_logit": 2.1646413803100586, "end_logit": 3.1759400367736816, "text": "Funchess", "probability": 0.03881393373012543 }, { "start_logit": 2.6370649337768555, "end_logit": 2.491102933883667, "text": "Ealy", "probability": 0.0313861258327961 }, { "start_logit": 2.1646413803100586, "end_logit": 2.8967299461364746, "text": "Funchess and a 12-yard run by Stewart", "probability": 0.029358122497797012 }, { "start_logit": 1.8201045989990234, "end_logit": 3.1759400367736816, "text": "Carolina on the 50-yard line. A 16-yard reception by Devin Funchess", "probability": 0.027501553297042847 }, { "start_logit": 2.396976947784424, "end_logit": 2.491102933883667, "text": "third quarter, but early in the fourth, the Broncos drove to the Panthers 41-yard line. On the next play, Ealy", "probability": 0.024687018245458603 }, { "start_logit": 1.8979706764221191, "end_logit": 2.8967299461364746, "text": "Stewart", "probability": 0.02248612605035305 }, { "start_logit": 1.8201045989990234, "end_logit": 2.8967299461364746, "text": "Carolina on the 50-yard line. A 16-yard reception by Devin Funchess and a 12-yard run by Stewart", "probability": 0.02080165222287178 }, { "start_logit": 3.051410675048828, "end_logit": 1.6269060373306274, "text": "41-yard line. On the next play, Ealy knocked the ball out of Manning", "probability": 0.020015649497509003 } ], "56beca913aeaaa14008c946d": [ { "start_logit": 3.305771589279175, "end_logit": 4.046657085418701, "text": "Josh Norman", "probability": 0.17595216631889343 }, { "start_logit": 3.305771589279175, "end_logit": 3.6953535079956055, "text": "Josh Norman gave the Broncos a new set of downs. Then Anderson scored on a 2-yard touchdown run and Manning completed a pass to Bennie Fowler", "probability": 0.1238299235701561 }, { "start_logit": 3.0422868728637695, "end_logit": 3.6953535079956055, "text": "Bennie Fowler", "probability": 0.09514710307121277 }, { "start_logit": 2.756361722946167, "end_logit": 3.6953535079956055, "text": "2-yard touchdown run and Manning completed a pass to Bennie Fowler", "probability": 0.07148581743240356 }, { "start_logit": 2.3907477855682373, "end_logit": 4.046657085418701, "text": "Denver's offense was kept out of the end zone for three plays, but a holding penalty on cornerback Josh Norman", "probability": 0.07047008723020554 }, { "start_logit": 3.5245490074157715, "end_logit": 2.898195505142212, "text": "24-yard line with a chance to mount a game-winning drive, and soon faced 3rd-and-9", "probability": 0.06944453716278076 }, { "start_logit": 2.3669190406799316, "end_logit": 4.046657085418701, "text": "three plays, but a holding penalty on cornerback Josh Norman", "probability": 0.06881073862314224 }, { "start_logit": 3.5245490074157715, "end_logit": 2.4363467693328857, "text": "24-yard line with a chance to mount a game-winning drive, and soon faced 3rd-and-9. On the next play, Miller", "probability": 0.04375820979475975 }, { "start_logit": 2.0496127605438232, "end_logit": 3.6953535079956055, "text": "Anderson scored on a 2-yard touchdown run and Manning completed a pass to Bennie Fowler", "probability": 0.03526004031300545 }, { "start_logit": 2.72855806350708, "end_logit": 2.9735844135284424, "text": "Miller stripped the ball away from Newton, and after several players dove for it, it took a long bounce backwards and was recovered by Ward", "probability": 0.03378194198012352 }, { "start_logit": 3.0422868728637695, "end_logit": 2.467674970626831, "text": "Bennie Fowler for a 2-point conversion, giving Denver a 24\u201310 lead with 3:08", "probability": 0.02787543460726738 }, { "start_logit": 2.488431692123413, "end_logit": 2.9735844135284424, "text": "Ward", "probability": 0.026570452377200127 }, { "start_logit": 2.637721538543701, "end_logit": 2.7627854347229004, "text": "4:51", "probability": 0.02498537302017212 }, { "start_logit": 3.305771589279175, "end_logit": 2.0164387226104736, "text": "Josh Norman gave the Broncos a new set of downs. Then Anderson", "probability": 0.023103730753064156 }, { "start_logit": 2.4134154319763184, "end_logit": 2.898195505142212, "text": "3rd-and-9", "probability": 0.022860143333673477 }, { "start_logit": 2.72855806350708, "end_logit": 2.4363467693328857, "text": "Miller", "probability": 0.019740814343094826 }, { "start_logit": 3.305771589279175, "end_logit": 1.824110746383667, "text": "Josh Norman gave the Broncos a new set of downs. Then Anderson scored on a 2-yard touchdown run and Manning", "probability": 0.019061412662267685 }, { "start_logit": 2.1377530097961426, "end_logit": 2.9735844135284424, "text": "Newton, and after several players dove for it, it took a long bounce backwards and was recovered by Ward", "probability": 0.018711181357502937 }, { "start_logit": 1.9653000831604004, "end_logit": 2.898195505142212, "text": "Carolina got the ball on their own 24-yard line with a chance to mount a game-winning drive, and soon faced 3rd-and-9", "probability": 0.014603766612708569 }, { "start_logit": 2.72855806350708, "end_logit": 2.1310558319091797, "text": "Miller stripped the ball away from Newton", "probability": 0.014547185972332954 } ], "56beca913aeaaa14008c946e": [ { "start_logit": 3.1716904640197754, "end_logit": 4.153268814086914, "text": "Josh Norman", "probability": 0.17260383069515228 }, { "start_logit": 3.1716904640197754, "end_logit": 3.782273054122925, "text": "Josh Norman gave the Broncos a new set of downs. Then Anderson scored on a 2-yard touchdown run and Manning completed a pass to Bennie Fowler", "probability": 0.11910470575094223 }, { "start_logit": 2.9730618000030518, "end_logit": 3.782273054122925, "text": "Bennie Fowler", "probability": 0.09764852374792099 }, { "start_logit": 2.923121452331543, "end_logit": 3.782273054122925, "text": "2-yard touchdown run and Manning completed a pass to Bennie Fowler", "probability": 0.09289170801639557 }, { "start_logit": 2.357698678970337, "end_logit": 4.153268814086914, "text": "Denver's offense was kept out of the end zone for three plays, but a holding penalty on cornerback Josh Norman", "probability": 0.07647828757762909 }, { "start_logit": 2.3096368312835693, "end_logit": 4.153268814086914, "text": "three plays, but a holding penalty on cornerback Josh Norman", "probability": 0.07288956642150879 }, { "start_logit": 3.2761709690093994, "end_logit": 2.7080957889556885, "text": "24-yard line with a chance to mount a game-winning drive, and soon faced 3rd-and-9", "probability": 0.04516427963972092 }, { "start_logit": 2.045410394668579, "end_logit": 3.782273054122925, "text": "Anderson scored on a 2-yard touchdown run and Manning completed a pass to Bennie Fowler", "probability": 0.03861817717552185 }, { "start_logit": 3.2761709690093994, "end_logit": 2.531266212463379, "text": "24-yard line with a chance to mount a game-winning drive, and soon faced 3rd-and-9. On the next play, Miller", "probability": 0.037844158709049225 }, { "start_logit": 2.711941719055176, "end_logit": 2.932224988937378, "text": "Miller stripped the ball away from Newton, and after several players dove for it, it took a long bounce backwards and was recovered by Ward", "probability": 0.03214338421821594 }, { "start_logit": 2.5693225860595703, "end_logit": 2.864955186843872, "text": "4:51", "probability": 0.02605780027806759 }, { "start_logit": 2.4705233573913574, "end_logit": 2.932224988937378, "text": "Ward", "probability": 0.02524903044104576 }, { "start_logit": 2.601675033569336, "end_logit": 2.7080957889556885, "text": "3rd-and-9", "probability": 0.023007269948720932 }, { "start_logit": 3.1716904640197754, "end_logit": 2.125818967819214, "text": "Josh Norman gave the Broncos a new set of downs. Then Anderson", "probability": 0.022726891562342644 }, { "start_logit": 2.9730618000030518, "end_logit": 2.2892770767211914, "text": "Bennie Fowler for a 2-point conversion, giving Denver a 24\u201310 lead with 3:08", "probability": 0.021941468119621277 }, { "start_logit": 2.711941719055176, "end_logit": 2.531266212463379, "text": "Miller", "probability": 0.021525699645280838 }, { "start_logit": 2.2357757091522217, "end_logit": 2.932224988937378, "text": "Newton, and after several players dove for it, it took a long bounce backwards and was recovered by Ward", "probability": 0.019966188818216324 }, { "start_logit": 2.601675033569336, "end_logit": 2.531266212463379, "text": "3rd-and-9. On the next play, Miller", "probability": 0.01927831582725048 }, { "start_logit": 2.3750345706939697, "end_logit": 2.7080957889556885, "text": "Carolina got the ball on their own 24-yard line with a chance to mount a game-winning drive, and soon faced 3rd-and-9", "probability": 0.01834156922996044 }, { "start_logit": 3.1716904640197754, "end_logit": 1.8067901134490967, "text": "Josh Norman gave the Broncos a new set of downs. Then Anderson scored on a 2-yard touchdown run and Manning", "probability": 0.01651914417743683 } ], "56beca913aeaaa14008c946f": [ { "start_logit": 3.164998769760132, "end_logit": 4.1684956550598145, "text": "Josh Norman", "probability": 0.17163412272930145 }, { "start_logit": 3.164998769760132, "end_logit": 3.7558529376983643, "text": "Josh Norman gave the Broncos a new set of downs. Then Anderson scored on a 2-yard touchdown run and Manning completed a pass to Bennie Fowler", "probability": 0.11360443383455276 }, { "start_logit": 2.9422190189361572, "end_logit": 3.7558529376983643, "text": "Bennie Fowler", "probability": 0.09091661870479584 }, { "start_logit": 2.92374587059021, "end_logit": 3.7558529376983643, "text": "2-yard touchdown run and Manning completed a pass to Bennie Fowler", "probability": 0.0892525240778923 }, { "start_logit": 2.3755834102630615, "end_logit": 4.1684956550598145, "text": "Denver's offense was kept out of the end zone for three plays, but a holding penalty on cornerback Josh Norman", "probability": 0.07794080674648285 }, { "start_logit": 2.3311564922332764, "end_logit": 4.1684956550598145, "text": "three plays, but a holding penalty on cornerback Josh Norman", "probability": 0.07455392926931381 }, { "start_logit": 3.3055331707000732, "end_logit": 3.0353121757507324, "text": "24-yard line with a chance to mount a game-winning drive, and soon faced 3rd-and-9", "probability": 0.06360651552677155 }, { "start_logit": 2.061657190322876, "end_logit": 3.7558529376983643, "text": "Anderson scored on a 2-yard touchdown run and Manning completed a pass to Bennie Fowler", "probability": 0.03768947720527649 }, { "start_logit": 3.3055331707000732, "end_logit": 2.4944169521331787, "text": "24-yard line with a chance to mount a game-winning drive, and soon faced 3rd-and-9. On the next play, Miller", "probability": 0.03703342750668526 }, { "start_logit": 2.699348211288452, "end_logit": 2.890575647354126, "text": "Miller stripped the ball away from Newton, and after several players dove for it, it took a long bounce backwards and was recovered by Ward", "probability": 0.030017923563718796 }, { "start_logit": 2.487313985824585, "end_logit": 3.0353121757507324, "text": "3rd-and-9", "probability": 0.02806425653398037 }, { "start_logit": 2.345116138458252, "end_logit": 3.0353121757507324, "text": "Carolina got the ball on their own 24-yard line with a chance to mount a game-winning drive, and soon faced 3rd-and-9", "probability": 0.02434433437883854 }, { "start_logit": 2.4812028408050537, "end_logit": 2.857211112976074, "text": "4:51", "probability": 0.023342717438936234 }, { "start_logit": 2.4293317794799805, "end_logit": 2.890575647354126, "text": "Ward", "probability": 0.02291468344628811 }, { "start_logit": 3.164998769760132, "end_logit": 2.1082074642181396, "text": "Josh Norman gave the Broncos a new set of downs. Then Anderson", "probability": 0.021869152784347534 }, { "start_logit": 2.9422190189361572, "end_logit": 2.2871885299682617, "text": "Bennie Fowler for a 2-point conversion, giving Denver a 24\u201310 lead with 3:08", "probability": 0.02093197964131832 }, { "start_logit": 2.699348211288452, "end_logit": 2.4944169521331787, "text": "Miller", "probability": 0.020199058577418327 }, { "start_logit": 2.2737176418304443, "end_logit": 2.890575647354126, "text": "Newton, and after several players dove for it, it took a long bounce backwards and was recovered by Ward", "probability": 0.019612442702054977 }, { "start_logit": 2.487313985824585, "end_logit": 2.4944169521331787, "text": "3rd-and-9. On the next play, Miller", "probability": 0.01633976586163044 }, { "start_logit": 3.164998769760132, "end_logit": 1.8039289712905884, "text": "Josh Norman gave the Broncos a new set of downs. Then Anderson scored on a 2-yard touchdown run and Manning", "probability": 0.016131900250911713 } ], "56beca913aeaaa14008c9470": [ { "start_logit": 3.063791275024414, "end_logit": 4.098647117614746, "text": "Josh Norman", "probability": 0.15083079040050507 }, { "start_logit": 3.063791275024414, "end_logit": 3.730930805206299, "text": "Josh Norman gave the Broncos a new set of downs. Then Anderson scored on a 2-yard touchdown run and Manning completed a pass to Bennie Fowler", "probability": 0.1044221967458725 }, { "start_logit": 2.9734606742858887, "end_logit": 3.730930805206299, "text": "Bennie Fowler", "probability": 0.09540316462516785 }, { "start_logit": 2.838380813598633, "end_logit": 3.730930805206299, "text": "2-yard touchdown run and Manning completed a pass to Bennie Fowler", "probability": 0.0833486020565033 }, { "start_logit": 2.374260425567627, "end_logit": 4.098647117614746, "text": "three plays, but a holding penalty on cornerback Josh Norman", "probability": 0.07568861544132233 }, { "start_logit": 2.338785171508789, "end_logit": 4.098647117614746, "text": "Denver's offense was kept out of the end zone for three plays, but a holding penalty on cornerback Josh Norman", "probability": 0.0730506107211113 }, { "start_logit": 3.301074504852295, "end_logit": 3.1288485527038574, "text": "24-yard line with a chance to mount a game-winning drive, and soon faced 3rd-and-9", "probability": 0.07250411063432693 }, { "start_logit": 3.301074504852295, "end_logit": 2.497450351715088, "text": "24-yard line with a chance to mount a game-winning drive, and soon faced 3rd-and-9. On the next play, Miller", "probability": 0.0385611392557621 }, { "start_logit": 2.0622336864471436, "end_logit": 3.730930805206299, "text": "Anderson scored on a 2-yard touchdown run and Manning completed a pass to Bennie Fowler", "probability": 0.03835498169064522 }, { "start_logit": 2.5255117416381836, "end_logit": 3.1288485527038574, "text": "3rd-and-9", "probability": 0.03338412567973137 }, { "start_logit": 2.680952548980713, "end_logit": 2.9726614952087402, "text": "Miller stripped the ball away from Newton, and after several players dove for it, it took a long bounce backwards and was recovered by Ward", "probability": 0.03335922211408615 }, { "start_logit": 2.355743408203125, "end_logit": 3.1288485527038574, "text": "Carolina got the ball on their own 24-yard line with a chance to mount a game-winning drive, and soon faced 3rd-and-9", "probability": 0.028171537443995476 }, { "start_logit": 2.487576723098755, "end_logit": 2.9726614952087402, "text": "Ward", "probability": 0.02749374695122242 }, { "start_logit": 2.9734606742858887, "end_logit": 2.3532397747039795, "text": "Bennie Fowler for a 2-point conversion, giving Denver a 24\u201310 lead with 3:08", "probability": 0.02405686490237713 }, { "start_logit": 2.4530651569366455, "end_logit": 2.836710214614868, "text": "4:51", "probability": 0.023184770718216896 }, { "start_logit": 2.245941162109375, "end_logit": 2.9726614952087402, "text": "Newton, and after several players dove for it, it took a long bounce backwards and was recovered by Ward", "probability": 0.021592000499367714 }, { "start_logit": 3.063791275024414, "end_logit": 2.114891290664673, "text": "Josh Norman gave the Broncos a new set of downs. Then Anderson", "probability": 0.020747017115354538 }, { "start_logit": 2.680952548980713, "end_logit": 2.497450351715088, "text": "Miller", "probability": 0.02074122242629528 }, { "start_logit": 2.5255117416381836, "end_logit": 2.497450351715088, "text": "3rd-and-9. On the next play, Miller", "probability": 0.01775526814162731 }, { "start_logit": 3.063791275024414, "end_logit": 1.9360814094543457, "text": "Josh Norman gave the Broncos a new set of downs. Then Anderson scored on a 2-yard touchdown run and Manning", "probability": 0.017350006848573685 } ], "56beca913aeaaa14008c9471": [ { "start_logit": 3.2352523803710938, "end_logit": 4.113349437713623, "text": "Josh Norman", "probability": 0.16897818446159363 }, { "start_logit": 3.2352523803710938, "end_logit": 3.7840473651885986, "text": "Josh Norman gave the Broncos a new set of downs. Then Anderson scored on a 2-yard touchdown run and Manning completed a pass to Bennie Fowler", "probability": 0.12156721204519272 }, { "start_logit": 2.9642977714538574, "end_logit": 3.7840473651885986, "text": "Bennie Fowler", "probability": 0.09271342307329178 }, { "start_logit": 2.8070766925811768, "end_logit": 3.7840473651885986, "text": "2-yard touchdown run and Manning completed a pass to Bennie Fowler", "probability": 0.07922499626874924 }, { "start_logit": 2.3750126361846924, "end_logit": 4.113349437713623, "text": "three plays, but a holding penalty on cornerback Josh Norman", "probability": 0.07148804515600204 }, { "start_logit": 2.3286449909210205, "end_logit": 4.113349437713623, "text": "Denver's offense was kept out of the end zone for three plays, but a holding penalty on cornerback Josh Norman", "probability": 0.06824897974729538 }, { "start_logit": 3.2555088996887207, "end_logit": 3.0638890266418457, "text": "24-yard line with a chance to mount a game-winning drive, and soon faced 3rd-and-9", "probability": 0.060374435037374496 }, { "start_logit": 2.1142868995666504, "end_logit": 3.7840473651885986, "text": "Anderson scored on a 2-yard touchdown run and Manning completed a pass to Bennie Fowler", "probability": 0.03962666913866997 }, { "start_logit": 3.2555088996887207, "end_logit": 2.600642442703247, "text": "24-yard line with a chance to mount a game-winning drive, and soon faced 3rd-and-9. On the next play, Miller", "probability": 0.037989869713783264 }, { "start_logit": 2.7145843505859375, "end_logit": 2.9522342681884766, "text": "Miller stripped the ball away from Newton, and after several players dove for it, it took a long bounce backwards and was recovered by Ward", "probability": 0.03143702819943428 }, { "start_logit": 2.4775989055633545, "end_logit": 3.0638890266418457, "text": "3rd-and-9", "probability": 0.027733901515603065 }, { "start_logit": 2.3624684810638428, "end_logit": 3.0638890266418457, "text": "Carolina got the ball on their own 24-yard line with a chance to mount a game-winning drive, and soon faced 3rd-and-9", "probability": 0.02471783570945263 }, { "start_logit": 2.467573642730713, "end_logit": 2.9522342681884766, "text": "Ward", "probability": 0.024556482210755348 }, { "start_logit": 2.5388262271881104, "end_logit": 2.8620874881744385, "text": "4:51", "probability": 0.024096859619021416 }, { "start_logit": 3.2352523803710938, "end_logit": 2.1382908821105957, "text": "Josh Norman gave the Broncos a new set of downs. Then Anderson", "probability": 0.02344626374542713 }, { "start_logit": 2.9642977714538574, "end_logit": 2.3830323219299316, "text": "Bennie Fowler for a 2-point conversion, giving Denver a 24\u201310 lead with 3:08", "probability": 0.02283964864909649 }, { "start_logit": 2.7145843505859375, "end_logit": 2.600642442703247, "text": "Miller", "probability": 0.022118058055639267 }, { "start_logit": 3.2352523803710938, "end_logit": 2.068106174468994, "text": "Josh Norman gave the Broncos a new set of downs. Then Anderson scored on a 2-yard touchdown run and Manning", "probability": 0.021857114508748055 }, { "start_logit": 2.238743305206299, "end_logit": 2.9522342681884766, "text": "Newton, and after several players dove for it, it took a long bounce backwards and was recovered by Ward", "probability": 0.019533781334757805 }, { "start_logit": 2.4775989055633545, "end_logit": 2.600642442703247, "text": "3rd-and-9. On the next play, Miller", "probability": 0.01745121367275715 } ], "56d726b60d65d214001983ea": [ { "start_logit": 3.1991920471191406, "end_logit": 4.092054843902588, "text": "Josh Norman", "probability": 0.16499289870262146 }, { "start_logit": 3.1991920471191406, "end_logit": 3.770595073699951, "text": "Josh Norman gave the Broncos a new set of downs. Then Anderson scored on a 2-yard touchdown run and Manning completed a pass to Bennie Fowler", "probability": 0.11963466554880142 }, { "start_logit": 2.922772169113159, "end_logit": 3.770595073699951, "text": "2-yard touchdown run and Manning completed a pass to Bennie Fowler", "probability": 0.09074221551418304 }, { "start_logit": 2.9217262268066406, "end_logit": 3.770595073699951, "text": "Bennie Fowler", "probability": 0.09064736217260361 }, { "start_logit": 2.3691282272338867, "end_logit": 4.092054843902588, "text": "three plays, but a holding penalty on cornerback Josh Norman", "probability": 0.07194045186042786 }, { "start_logit": 2.3425557613372803, "end_logit": 4.092054843902588, "text": "Denver's offense was kept out of the end zone for three plays, but a holding penalty on cornerback Josh Norman", "probability": 0.07005397230386734 }, { "start_logit": 3.319607973098755, "end_logit": 2.984132766723633, "text": "24-yard line with a chance to mount a game-winning drive, and soon faced 3rd-and-9", "probability": 0.06146058812737465 }, { "start_logit": 2.0868923664093018, "end_logit": 3.770595073699951, "text": "Anderson scored on a 2-yard touchdown run and Manning completed a pass to Bennie Fowler", "probability": 0.03933612257242203 }, { "start_logit": 3.319607973098755, "end_logit": 2.5116093158721924, "text": "24-yard line with a chance to mount a game-winning drive, and soon faced 3rd-and-9. On the next play, Miller", "probability": 0.03831620141863823 }, { "start_logit": 2.7008635997772217, "end_logit": 2.971214771270752, "text": "Miller stripped the ball away from Newton, and after several players dove for it, it took a long bounce backwards and was recovered by Ward", "probability": 0.032679032534360886 }, { "start_logit": 2.4947855472564697, "end_logit": 2.984132766723633, "text": "3rd-and-9", "probability": 0.026938963681459427 }, { "start_logit": 2.5076534748077393, "end_logit": 2.971214771270752, "text": "Ward", "probability": 0.02693762630224228 }, { "start_logit": 2.5810563564300537, "end_logit": 2.864426612854004, "text": "4:51", "probability": 0.02605315111577511 }, { "start_logit": 2.4278035163879395, "end_logit": 2.984132766723633, "text": "Carolina got the ball on their own 24-yard line with a chance to mount a game-winning drive, and soon faced 3rd-and-9", "probability": 0.02519364468753338 }, { "start_logit": 2.9217262268066406, "end_logit": 2.422520399093628, "text": "Bennie Fowler for a 2-point conversion, giving Denver a 24\u201310 lead with 3:08", "probability": 0.023544739931821823 }, { "start_logit": 2.7008635997772217, "end_logit": 2.5116093158721924, "text": "Miller", "probability": 0.020637884736061096 }, { "start_logit": 3.1991920471191406, "end_logit": 2.0022354125976562, "text": "Josh Norman gave the Broncos a new set of downs. Then Anderson", "probability": 0.020411184057593346 }, { "start_logit": 3.1991920471191406, "end_logit": 1.8641380071640015, "text": "Josh Norman gave the Broncos a new set of downs. Then Anderson scored on a 2-yard touchdown run and Manning", "probability": 0.01777842827141285 }, { "start_logit": 2.4947855472564697, "end_logit": 2.5116093158721924, "text": "3rd-and-9. On the next play, Miller", "probability": 0.016794482246041298 }, { "start_logit": 1.9808449745178223, "end_logit": 2.971214771270752, "text": "Newton, and after several players dove for it, it took a long bounce backwards and was recovered by Ward", "probability": 0.015906300395727158 } ], "56d726b60d65d214001983eb": [ { "start_logit": 3.0902140140533447, "end_logit": 4.118814468383789, "text": "Josh Norman", "probability": 0.16723908483982086 }, { "start_logit": 3.0902140140533447, "end_logit": 3.6238434314727783, "text": "Josh Norman gave the Broncos a new set of downs. Then Anderson scored on a 2-yard touchdown run and Manning completed a pass to Bennie Fowler", "probability": 0.10194706171751022 }, { "start_logit": 2.4092066287994385, "end_logit": 4.118814468383789, "text": "three plays, but a holding penalty on cornerback Josh Norman", "probability": 0.08464085310697556 }, { "start_logit": 2.879244327545166, "end_logit": 3.6238434314727783, "text": "2-yard touchdown run and Manning completed a pass to Bennie Fowler", "probability": 0.08255661278963089 }, { "start_logit": 2.8788673877716064, "end_logit": 3.6238434314727783, "text": "Bennie Fowler", "probability": 0.08252546936273575 }, { "start_logit": 2.3765974044799805, "end_logit": 4.118814468383789, "text": "Denver's offense was kept out of the end zone for three plays, but a holding penalty on cornerback Josh Norman", "probability": 0.08192531764507294 }, { "start_logit": 3.2999448776245117, "end_logit": 3.0152995586395264, "text": "24-yard line with a chance to mount a game-winning drive, and soon faced 3rd-and-9", "probability": 0.06841833144426346 }, { "start_logit": 3.2999448776245117, "end_logit": 2.5290024280548096, "text": "24-yard line with a chance to mount a game-winning drive, and soon faced 3rd-and-9. On the next play, Miller", "probability": 0.04207035154104233 }, { "start_logit": 2.7556540966033936, "end_logit": 2.910407543182373, "text": "Miller stripped the ball away from Newton, and after several players dove for it, it took a long bounce backwards and was recovered by Ward", "probability": 0.03574668616056442 }, { "start_logit": 1.996412992477417, "end_logit": 3.6238434314727783, "text": "Anderson scored on a 2-yard touchdown run and Manning completed a pass to Bennie Fowler", "probability": 0.03414624184370041 }, { "start_logit": 2.440565586090088, "end_logit": 3.0152995586395264, "text": "3rd-and-9", "probability": 0.028970006853342056 }, { "start_logit": 2.5319464206695557, "end_logit": 2.910407543182373, "text": "Ward", "probability": 0.02858123742043972 }, { "start_logit": 2.330371618270874, "end_logit": 3.0152995586395264, "text": "Carolina got the ball on their own 24-yard line with a chance to mount a game-winning drive, and soon faced 3rd-and-9", "probability": 0.025947295129299164 }, { "start_logit": 2.7556540966033936, "end_logit": 2.5290024280548096, "text": "Miller", "probability": 0.024411460384726524 }, { "start_logit": 2.8788673877716064, "end_logit": 2.3099207878112793, "text": "Bennie Fowler for a 2-point conversion, giving Denver a 24\u201310 lead with 3:08", "probability": 0.02217985689640045 }, { "start_logit": 2.1909608840942383, "end_logit": 2.910407543182373, "text": "Newton, and after several players dove for it, it took a long bounce backwards and was recovered by Ward", "probability": 0.02032322995364666 }, { "start_logit": 2.440565586090088, "end_logit": 2.5290024280548096, "text": "3rd-and-9. On the next play, Miller", "probability": 0.01781363971531391 }, { "start_logit": 2.3323264122009277, "end_logit": 2.6087656021118164, "text": "4:51", "probability": 0.017313526943325996 }, { "start_logit": 3.0902140140533447, "end_logit": 1.8120486736297607, "text": "Josh Norman gave the Broncos a new set of downs", "probability": 0.016654139384627342 }, { "start_logit": 2.7556540966033936, "end_logit": 2.142727851867676, "text": "Miller stripped the ball away from Newton", "probability": 0.016589639708399773 } ], "56d726b60d65d214001983ec": [ { "start_logit": 3.2854158878326416, "end_logit": 4.09362268447876, "text": "Josh Norman", "probability": 0.18046046793460846 }, { "start_logit": 3.2854158878326416, "end_logit": 3.61236834526062, "text": "Josh Norman gave the Broncos a new set of downs. Then Anderson scored on a 2-yard touchdown run and Manning completed a pass to Bennie Fowler", "probability": 0.11152593046426773 }, { "start_logit": 2.8967154026031494, "end_logit": 3.61236834526062, "text": "Bennie Fowler", "probability": 0.07560758292675018 }, { "start_logit": 2.4131462574005127, "end_logit": 4.09362268447876, "text": "Denver's offense was kept out of the end zone for three plays, but a holding penalty on cornerback Josh Norman", "probability": 0.07543279230594635 }, { "start_logit": 3.3961341381073, "end_logit": 3.0508992671966553, "text": "24-yard line with a chance to mount a game-winning drive, and soon faced 3rd-and-9", "probability": 0.07105869799852371 }, { "start_logit": 2.349045753479004, "end_logit": 4.09362268447876, "text": "three plays, but a holding penalty on cornerback Josh Norman", "probability": 0.07074921578168869 }, { "start_logit": 2.793259620666504, "end_logit": 3.61236834526062, "text": "2-yard touchdown run and Manning completed a pass to Bennie Fowler", "probability": 0.06817658245563507 }, { "start_logit": 3.3961341381073, "end_logit": 2.506181001663208, "text": "24-yard line with a chance to mount a game-winning drive, and soon faced 3rd-and-9. On the next play, Miller", "probability": 0.04121441766619682 }, { "start_logit": 2.7304306030273438, "end_logit": 3.0227279663085938, "text": "4:51", "probability": 0.035503506660461426 }, { "start_logit": 2.114368438720703, "end_logit": 3.61236834526062, "text": "Anderson scored on a 2-yard touchdown run and Manning completed a pass to Bennie Fowler", "probability": 0.03457773104310036 }, { "start_logit": 2.706310749053955, "end_logit": 2.995795726776123, "text": "Miller stripped the ball away from Newton, and after several players dove for it, it took a long bounce backwards and was recovered by Ward", "probability": 0.0337364636361599 }, { "start_logit": 3.2854158878326416, "end_logit": 2.2226734161376953, "text": "Josh Norman gave the Broncos a new set of downs. Then Anderson", "probability": 0.027786824852228165 }, { "start_logit": 2.427457809448242, "end_logit": 3.0508992671966553, "text": "3rd-and-9", "probability": 0.026972834020853043 }, { "start_logit": 2.478395938873291, "end_logit": 2.995795726776123, "text": "Ward", "probability": 0.026860710233449936 }, { "start_logit": 2.3287837505340576, "end_logit": 3.0508992671966553, "text": "Carolina got the ball on their own 24-yard line with a chance to mount a game-winning drive, and soon faced 3rd-and-9", "probability": 0.02443840727210045 }, { "start_logit": 2.706310749053955, "end_logit": 2.506181001663208, "text": "Miller", "probability": 0.020675819367170334 }, { "start_logit": 3.2854158878326416, "end_logit": 1.9109220504760742, "text": "Josh Norman gave the Broncos a new set of downs. Then Anderson scored on a 2-yard touchdown run and Manning", "probability": 0.020344499498605728 }, { "start_logit": 2.8967154026031494, "end_logit": 2.286212205886841, "text": "Bennie Fowler for a 2-point conversion, giving Denver a 24\u201310 lead with 3:08", "probability": 0.020073499530553818 }, { "start_logit": 2.140540838241577, "end_logit": 2.995795726776123, "text": "Newton, and after several players dove for it, it took a long bounce backwards and was recovered by Ward", "probability": 0.019159702584147453 }, { "start_logit": 2.427457809448242, "end_logit": 2.506181001663208, "text": "3rd-and-9. On the next play, Miller", "probability": 0.0156443752348423 } ], "56d726b60d65d214001983ed": [ { "start_logit": 3.2786405086517334, "end_logit": 4.141616344451904, "text": "Josh Norman", "probability": 0.19423572719097137 }, { "start_logit": 3.2786405086517334, "end_logit": 3.517331123352051, "text": "Josh Norman gave the Broncos a new set of downs. Then Anderson scored on a 2-yard touchdown run and Manning completed a pass to Bennie Fowler", "probability": 0.10404126346111298 }, { "start_logit": 2.372422456741333, "end_logit": 4.141616344451904, "text": "Denver's offense was kept out of the end zone for three plays, but a holding penalty on cornerback Josh Norman", "probability": 0.07848086953163147 }, { "start_logit": 2.3656718730926514, "end_logit": 4.141616344451904, "text": "three plays, but a holding penalty on cornerback Josh Norman", "probability": 0.07795283198356628 }, { "start_logit": 3.4510350227355957, "end_logit": 2.9894325733184814, "text": "24-yard line with a chance to mount a game-winning drive, and soon faced 3rd-and-9", "probability": 0.07291422039270401 }, { "start_logit": 2.887866497039795, "end_logit": 3.517331123352051, "text": "Bennie Fowler", "probability": 0.0703873485326767 }, { "start_logit": 2.705003023147583, "end_logit": 3.517331123352051, "text": "2-yard touchdown run and Manning completed a pass to Bennie Fowler", "probability": 0.058624330908060074 }, { "start_logit": 3.4510350227355957, "end_logit": 2.5004546642303467, "text": "24-yard line with a chance to mount a game-winning drive, and soon faced 3rd-and-9. On the next play, Miller", "probability": 0.04471483454108238 }, { "start_logit": 2.7549402713775635, "end_logit": 2.948909044265747, "text": "Miller stripped the ball away from Newton, and after several players dove for it, it took a long bounce backwards and was recovered by Ward", "probability": 0.03490622714161873 }, { "start_logit": 2.726860761642456, "end_logit": 2.9404571056365967, "text": "4:51", "probability": 0.03365405648946762 }, { "start_logit": 2.0660905838012695, "end_logit": 3.517331123352051, "text": "Anderson scored on a 2-yard touchdown run and Manning completed a pass to Bennie Fowler", "probability": 0.030945807695388794 }, { "start_logit": 2.448352575302124, "end_logit": 2.9894325733184814, "text": "Carolina got the ball on their own 24-yard line with a chance to mount a game-winning drive, and soon faced 3rd-and-9", "probability": 0.02675177901983261 }, { "start_logit": 2.4380311965942383, "end_logit": 2.948909044265747, "text": "Ward", "probability": 0.025425583124160767 }, { "start_logit": 2.381721258163452, "end_logit": 2.9894325733184814, "text": "3rd-and-9", "probability": 0.025027358904480934 }, { "start_logit": 3.2786405086517334, "end_logit": 2.0495405197143555, "text": "Josh Norman gave the Broncos a new set of downs. Then Anderson", "probability": 0.023974651470780373 }, { "start_logit": 2.7549402713775635, "end_logit": 2.5004546642303467, "text": "Miller", "probability": 0.02229161746799946 }, { "start_logit": 2.887866497039795, "end_logit": 2.346494436264038, "text": "Bennie Fowler for a 2-point conversion, giving Denver a 24\u201310 lead with 3:08", "probability": 0.02182762883603573 }, { "start_logit": 3.2786405086517334, "end_logit": 1.7909671068191528, "text": "Josh Norman gave the Broncos a new set of downs", "probability": 0.01851208135485649 }, { "start_logit": 2.0980422496795654, "end_logit": 2.948909044265747, "text": "Newton, and after several players dove for it, it took a long bounce backwards and was recovered by Ward", "probability": 0.01809738017618656 }, { "start_logit": 3.2786405086517334, "end_logit": 1.7194530963897705, "text": "Josh Norman gave the Broncos a new set of downs. Then Anderson scored on a 2-yard touchdown run and Manning", "probability": 0.01723443530499935 } ], "56d726b60d65d214001983ee": [ { "start_logit": 3.1996216773986816, "end_logit": 4.157371997833252, "text": "Josh Norman", "probability": 0.1985872983932495 }, { "start_logit": 3.1996216773986816, "end_logit": 3.5121145248413086, "text": "Josh Norman gave the Broncos a new set of downs. Then Anderson scored on a 2-yard touchdown run and Manning completed a pass to Bennie Fowler", "probability": 0.1041644960641861 }, { "start_logit": 2.3081517219543457, "end_logit": 4.157371997833252, "text": "three plays, but a holding penalty on cornerback Josh Norman", "probability": 0.08143123239278793 }, { "start_logit": 2.8899121284484863, "end_logit": 3.5121145248413086, "text": "Bennie Fowler", "probability": 0.0764213278889656 }, { "start_logit": 2.2078354358673096, "end_logit": 4.157371997833252, "text": "Denver's offense was kept out of the end zone for three plays, but a holding penalty on cornerback Josh Norman", "probability": 0.07365873456001282 }, { "start_logit": 2.709690809249878, "end_logit": 3.5121145248413086, "text": "2-yard touchdown run and Manning completed a pass to Bennie Fowler", "probability": 0.06381834298372269 }, { "start_logit": 3.2731399536132812, "end_logit": 2.8771371841430664, "text": "24-yard line with a chance to mount a game-winning drive, and soon faced 3rd-and-9", "probability": 0.05941295251250267 }, { "start_logit": 2.773892879486084, "end_logit": 2.9920144081115723, "text": "4:51", "probability": 0.04045306518673897 }, { "start_logit": 2.7352406978607178, "end_logit": 2.9119977951049805, "text": "Miller stripped the ball away from Newton, and after several players dove for it, it took a long bounce backwards and was recovered by Ward", "probability": 0.0359264500439167 }, { "start_logit": 2.104886770248413, "end_logit": 3.5121145248413086, "text": "Anderson scored on a 2-yard touchdown run and Manning completed a pass to Bennie Fowler", "probability": 0.034856393933296204 }, { "start_logit": 3.2731399536132812, "end_logit": 2.3268957138061523, "text": "24-yard line with a chance to mount a game-winning drive, and soon faced 3rd-and-9. On the next play, Miller", "probability": 0.034270014613866806 }, { "start_logit": 2.4737112522125244, "end_logit": 2.9119977951049805, "text": "Ward", "probability": 0.027658799663186073 }, { "start_logit": 2.4562432765960693, "end_logit": 2.8771371841430664, "text": "3rd-and-9", "probability": 0.026248684152960777 }, { "start_logit": 2.4492950439453125, "end_logit": 2.8771371841430664, "text": "Carolina got the ball on their own 24-yard line with a chance to mount a game-winning drive, and soon faced 3rd-and-9", "probability": 0.02606692910194397 }, { "start_logit": 3.1996216773986816, "end_logit": 2.037738800048828, "text": "Josh Norman gave the Broncos a new set of downs. Then Anderson", "probability": 0.023845503106713295 }, { "start_logit": 2.8899121284484863, "end_logit": 2.1742658615112305, "text": "Bennie Fowler for a 2-point conversion, giving Denver a 24\u201310 lead with 3:08", "probability": 0.020053686574101448 }, { "start_logit": 2.7352406978607178, "end_logit": 2.3268957138061523, "text": "Miller", "probability": 0.02001279406249523 }, { "start_logit": 2.1413495540618896, "end_logit": 2.9119977951049805, "text": "Newton, and after several players dove for it, it took a long bounce backwards and was recovered by Ward", "probability": 0.019837671890854836 }, { "start_logit": 3.1996216773986816, "end_logit": 1.7639949321746826, "text": "Josh Norman gave the Broncos a new set of downs. Then Anderson scored on a 2-yard touchdown run and Manning", "probability": 0.01813513971865177 }, { "start_logit": 2.4562432765960693, "end_logit": 2.3268957138061523, "text": "3rd-and-9. On the next play, Miller", "probability": 0.015140516683459282 } ], "56d9cb47dc89441400fdb832": [ { "start_logit": 3.2233211994171143, "end_logit": 4.297918796539307, "text": "Josh Norman", "probability": 0.2219703197479248 }, { "start_logit": 2.4496469497680664, "end_logit": 4.297918796539307, "text": "three plays, but a holding penalty on cornerback Josh Norman", "probability": 0.10239819437265396 }, { "start_logit": 2.435408592224121, "end_logit": 4.297918796539307, "text": "Denver's offense was kept out of the end zone for three plays, but a holding penalty on cornerback Josh Norman", "probability": 0.10095055401325226 }, { "start_logit": 3.2233211994171143, "end_logit": 3.464385509490967, "text": "Josh Norman gave the Broncos a new set of downs. Then Anderson scored on a 2-yard touchdown run and Manning completed a pass to Bennie Fowler", "probability": 0.09644860774278641 }, { "start_logit": 2.849790096282959, "end_logit": 3.464385509490967, "text": "Bennie Fowler", "probability": 0.06638552248477936 }, { "start_logit": 2.7632720470428467, "end_logit": 3.464385509490967, "text": "2-yard touchdown run and Manning completed a pass to Bennie Fowler", "probability": 0.06088341772556305 }, { "start_logit": 3.2316396236419678, "end_logit": 2.922636032104492, "text": "24-yard line with a chance to mount a game-winning drive, and soon faced 3rd-and-9", "probability": 0.05657568946480751 }, { "start_logit": 3.2316396236419678, "end_logit": 2.48150897026062, "text": "24-yard line with a chance to mount a game-winning drive, and soon faced 3rd-and-9. On the next play, Miller", "probability": 0.03639575093984604 }, { "start_logit": 2.709131956100464, "end_logit": 2.916934013366699, "text": "4:51", "probability": 0.033360399305820465 }, { "start_logit": 2.0277090072631836, "end_logit": 3.464385509490967, "text": "Anderson scored on a 2-yard touchdown run and Manning completed a pass to Bennie Fowler", "probability": 0.029177503660321236 }, { "start_logit": 2.5737144947052, "end_logit": 2.854816198348999, "text": "Miller stripped the ball away from Newton, and after several players dove for it, it took a long bounce backwards and was recovered by Ward", "probability": 0.027380581945180893 }, { "start_logit": 2.4389703273773193, "end_logit": 2.922636032104492, "text": "3rd-and-9", "probability": 0.025608133524656296 }, { "start_logit": 2.4364190101623535, "end_logit": 2.854816198348999, "text": "Ward", "probability": 0.02386799454689026 }, { "start_logit": 2.5737144947052, "end_logit": 2.48150897026062, "text": "Miller", "probability": 0.018850263208150864 }, { "start_logit": 3.2233211994171143, "end_logit": 1.8283504247665405, "text": "Josh Norman gave the Broncos a new set of downs. Then Anderson", "probability": 0.01878342777490616 }, { "start_logit": 2.0966639518737793, "end_logit": 2.854816198348999, "text": "Newton, and after several players dove for it, it took a long bounce backwards and was recovered by Ward", "probability": 0.016992690041661263 }, { "start_logit": 2.0041205883026123, "end_logit": 2.922636032104492, "text": "Carolina got the ball on their own 24-yard line with a chance to mount a game-winning drive, and soon faced 3rd-and-9", "probability": 0.01657772995531559 }, { "start_logit": 2.4389703273773193, "end_logit": 2.48150897026062, "text": "3rd-and-9. On the next play, Miller", "probability": 0.016473988071084023 }, { "start_logit": 2.849790096282959, "end_logit": 2.0506081581115723, "text": "Bennie Fowler for a 2-point conversion, giving Denver a 24\u201310 lead with 3:08", "probability": 0.016146473586559296 }, { "start_logit": 3.2233211994171143, "end_logit": 1.5881625413894653, "text": "Josh Norman gave the Broncos a new set of downs. Then Anderson scored on a 2-yard touchdown run and Manning", "probability": 0.014772793278098106 } ], "56d9cb47dc89441400fdb833": [ { "start_logit": 3.135270595550537, "end_logit": 4.204133033752441, "text": "Josh Norman", "probability": 0.20026801526546478 }, { "start_logit": 2.4316465854644775, "end_logit": 4.204133033752441, "text": "three plays, but a holding penalty on cornerback Josh Norman", "probability": 0.09909036755561829 }, { "start_logit": 2.4036600589752197, "end_logit": 4.204133033752441, "text": "Denver's offense was kept out of the end zone for three plays, but a holding penalty on cornerback Josh Norman", "probability": 0.0963556244969368 }, { "start_logit": 3.135270595550537, "end_logit": 3.325488567352295, "text": "Josh Norman gave the Broncos a new set of downs. Then Anderson scored on a 2-yard touchdown run and Manning completed a pass to Bennie Fowler", "probability": 0.08318042755126953 }, { "start_logit": 3.468526601791382, "end_logit": 2.9455888271331787, "text": "24-yard line with a chance to mount a game-winning drive, and soon faced 3rd-and-9", "probability": 0.07938967645168304 }, { "start_logit": 2.868600845336914, "end_logit": 3.325488567352295, "text": "Bennie Fowler", "probability": 0.0637100487947464 }, { "start_logit": 2.689534902572632, "end_logit": 3.325488567352295, "text": "2-yard touchdown run and Manning completed a pass to Bennie Fowler", "probability": 0.05326483026146889 }, { "start_logit": 3.468526601791382, "end_logit": 2.398542642593384, "text": "24-yard line with a chance to mount a game-winning drive, and soon faced 3rd-and-9. On the next play, Miller", "probability": 0.04593935236334801 }, { "start_logit": 2.664361000061035, "end_logit": 2.8699326515197754, "text": "4:51", "probability": 0.03293535113334656 }, { "start_logit": 2.601109266281128, "end_logit": 2.882554054260254, "text": "Miller stripped the ball away from Newton, and after several players dove for it, it took a long bounce backwards and was recovered by Ward", "probability": 0.0313093401491642 }, { "start_logit": 2.435879945755005, "end_logit": 2.9455888271331787, "text": "3rd-and-9", "probability": 0.028267752379179 }, { "start_logit": 2.4926400184631348, "end_logit": 2.882554054260254, "text": "Ward", "probability": 0.028090933337807655 }, { "start_logit": 2.015558958053589, "end_logit": 3.325488567352295, "text": "Anderson scored on a 2-yard touchdown run and Manning completed a pass to Bennie Fowler", "probability": 0.027147915214300156 }, { "start_logit": 2.3115861415863037, "end_logit": 2.9455888271331787, "text": "Carolina got the ball on their own 24-yard line with a chance to mount a game-winning drive, and soon faced 3rd-and-9", "probability": 0.024963827803730965 }, { "start_logit": 2.868600845336914, "end_logit": 2.1807124614715576, "text": "Bennie Fowler for a 2-point conversion, giving Denver a 24\u201310 lead with 3:08", "probability": 0.020278606563806534 }, { "start_logit": 2.601109266281128, "end_logit": 2.398542642593384, "text": "Miller", "probability": 0.019296133890748024 }, { "start_logit": 3.135270595550537, "end_logit": 1.8376731872558594, "text": "Josh Norman gave the Broncos a new set of downs. Then Anderson", "probability": 0.01878759264945984 }, { "start_logit": 2.435879945755005, "end_logit": 2.398542642593384, "text": "3rd-and-9. On the next play, Miller", "probability": 0.016357319429516792 }, { "start_logit": 1.9339333772659302, "end_logit": 2.882554054260254, "text": "Newton, and after several players dove for it, it took a long bounce backwards and was recovered by Ward", "probability": 0.01606656238436699 }, { "start_logit": 1.8850634098052979, "end_logit": 2.882554054260254, "text": "several players dove for it, it took a long bounce backwards and was recovered by Ward", "probability": 0.0153002655133605 } ], "56d9cb47dc89441400fdb834": [ { "start_logit": 3.2355520725250244, "end_logit": 4.158572673797607, "text": "Josh Norman", "probability": 0.20392431318759918 }, { "start_logit": 3.2355520725250244, "end_logit": 3.4329476356506348, "text": "Josh Norman gave the Broncos a new set of downs. Then Anderson scored on a 2-yard touchdown run and Manning completed a pass to Bennie Fowler", "probability": 0.09870384633541107 }, { "start_logit": 2.3804852962493896, "end_logit": 4.158572673797607, "text": "Denver's offense was kept out of the end zone for three plays, but a holding penalty on cornerback Josh Norman", "probability": 0.08671974390745163 }, { "start_logit": 2.3297319412231445, "end_logit": 4.158572673797607, "text": "three plays, but a holding penalty on cornerback Josh Norman", "probability": 0.08242827653884888 }, { "start_logit": 3.439392566680908, "end_logit": 2.9733779430389404, "text": "24-yard line with a chance to mount a game-winning drive, and soon faced 3rd-and-9", "probability": 0.07643144577741623 }, { "start_logit": 2.8560256958007812, "end_logit": 3.4329476356506348, "text": "Bennie Fowler", "probability": 0.06753171235322952 }, { "start_logit": 2.709235191345215, "end_logit": 3.4329476356506348, "text": "2-yard touchdown run and Manning completed a pass to Bennie Fowler", "probability": 0.058311935514211655 }, { "start_logit": 3.439392566680908, "end_logit": 2.3635222911834717, "text": "24-yard line with a chance to mount a game-winning drive, and soon faced 3rd-and-9. On the next play, Miller", "probability": 0.041535086929798126 }, { "start_logit": 2.6934280395507812, "end_logit": 2.9126875400543213, "text": "4:51", "probability": 0.03411507233977318 }, { "start_logit": 2.6578428745269775, "end_logit": 2.8974831104278564, "text": "Miller stripped the ball away from Newton, and after several players dove for it, it took a long bounce backwards and was recovered by Ward", "probability": 0.032425656914711 }, { "start_logit": 2.0520756244659424, "end_logit": 3.4329476356506348, "text": "Anderson scored on a 2-yard touchdown run and Manning completed a pass to Bennie Fowler", "probability": 0.030224334448575974 }, { "start_logit": 2.393435001373291, "end_logit": 2.9733779430389404, "text": "3rd-and-9", "probability": 0.026854589581489563 }, { "start_logit": 2.4651525020599365, "end_logit": 2.8974831104278564, "text": "Ward", "probability": 0.02674265019595623 }, { "start_logit": 2.326437473297119, "end_logit": 2.9733779430389404, "text": "Carolina got the ball on their own 24-yard line with a chance to mount a game-winning drive, and soon faced 3rd-and-9", "probability": 0.02511434257030487 }, { "start_logit": 3.2355520725250244, "end_logit": 2.0347657203674316, "text": "Josh Norman gave the Broncos a new set of downs. Then Anderson", "probability": 0.024384362623095512 }, { "start_logit": 2.8560256958007812, "end_logit": 2.2662060260772705, "text": "Bennie Fowler for a 2-point conversion, giving Denver a 24\u201310 lead with 3:08", "probability": 0.02102801203727722 }, { "start_logit": 2.6578428745269775, "end_logit": 2.3635222911834717, "text": "Miller", "probability": 0.019010454416275024 }, { "start_logit": 1.8931773900985718, "end_logit": 2.8974831104278564, "text": "several players dove for it, it took a long bounce backwards and was recovered by Ward", "probability": 0.015093804337084293 }, { "start_logit": 1.8699527978897095, "end_logit": 2.8974831104278564, "text": "Newton, and after several players dove for it, it took a long bounce backwards and was recovered by Ward", "probability": 0.014747299253940582 }, { "start_logit": 3.2355520725250244, "end_logit": 1.5268445014953613, "text": "Josh Norman gave the Broncos a new set of downs. Then Anderson scored on a 2-yard touchdown run and Manning", "probability": 0.014673173427581787 } ], "56d9cb47dc89441400fdb835": [ { "start_logit": 3.1741485595703125, "end_logit": 4.170544147491455, "text": "Josh Norman", "probability": 0.1928277462720871 }, { "start_logit": 3.1741485595703125, "end_logit": 3.477760076522827, "text": "Josh Norman gave the Broncos a new set of downs. Then Anderson scored on a 2-yard touchdown run and Manning completed a pass to Bennie Fowler", "probability": 0.09644890576601028 }, { "start_logit": 2.4618680477142334, "end_logit": 4.170544147491455, "text": "three plays, but a holding penalty on cornerback Josh Norman", "probability": 0.09458667039871216 }, { "start_logit": 2.2611405849456787, "end_logit": 4.170544147491455, "text": "Denver's offense was kept out of the end zone for three plays, but a holding penalty on cornerback Josh Norman", "probability": 0.07738469541072845 }, { "start_logit": 3.455151081085205, "end_logit": 2.9661319255828857, "text": "24-yard line with a chance to mount a game-winning drive, and soon faced 3rd-and-9", "probability": 0.07658393681049347 }, { "start_logit": 2.8854141235351562, "end_logit": 3.477760076522827, "text": "Bennie Fowler", "probability": 0.07226060330867767 }, { "start_logit": 2.6984546184539795, "end_logit": 3.477760076522827, "text": "2-yard touchdown run and Manning completed a pass to Bennie Fowler", "probability": 0.05993851646780968 }, { "start_logit": 2.7481794357299805, "end_logit": 2.9493985176086426, "text": "4:51", "probability": 0.03713955357670784 }, { "start_logit": 3.455151081085205, "end_logit": 2.215635061264038, "text": "24-yard line with a chance to mount a game-winning drive, and soon faced 3rd-and-9. On the next play, Miller", "probability": 0.03615771606564522 }, { "start_logit": 2.6826486587524414, "end_logit": 2.984731435775757, "text": "Miller stripped the ball away from Newton, and after several players dove for it, it took a long bounce backwards and was recovered by Ward", "probability": 0.03603479266166687 }, { "start_logit": 2.0714874267578125, "end_logit": 3.477760076522827, "text": "Anderson scored on a 2-yard touchdown run and Manning completed a pass to Bennie Fowler", "probability": 0.032019730657339096 }, { "start_logit": 2.5190141201019287, "end_logit": 2.984731435775757, "text": "Ward", "probability": 0.030595412477850914 }, { "start_logit": 2.438990831375122, "end_logit": 2.9661319255828857, "text": "Carolina got the ball on their own 24-yard line with a chance to mount a game-winning drive, and soon faced 3rd-and-9", "probability": 0.027722029015421867 }, { "start_logit": 2.3193225860595703, "end_logit": 2.9661319255828857, "text": "3rd-and-9", "probability": 0.02459539659321308 }, { "start_logit": 3.1741485595703125, "end_logit": 1.9267847537994385, "text": "Josh Norman gave the Broncos a new set of downs. Then Anderson", "probability": 0.020451119169592857 }, { "start_logit": 2.8854141235351562, "end_logit": 2.1975691318511963, "text": "Bennie Fowler for a 2-point conversion, giving Denver a 24\u201310 lead with 3:08", "probability": 0.02008729614317417 }, { "start_logit": 1.9560508728027344, "end_logit": 2.984731435775757, "text": "Newton, and after several players dove for it, it took a long bounce backwards and was recovered by Ward", "probability": 0.01742466911673546 }, { "start_logit": 2.6826486587524414, "end_logit": 2.215635061264038, "text": "Miller", "probability": 0.016699664294719696 }, { "start_logit": 3.1741485595703125, "end_logit": 1.6834498643875122, "text": "Josh Norman gave the Broncos a new set of downs. Then Anderson scored on a 2-yard touchdown run and Manning", "probability": 0.01603386364877224 }, { "start_logit": 3.1741485595703125, "end_logit": 1.6172990798950195, "text": "Josh Norman gave the Broncos a new set of downs", "probability": 0.015007533133029938 } ], "56d9cb47dc89441400fdb836": [ { "start_logit": 3.2368860244750977, "end_logit": 4.168748378753662, "text": "Josh Norman", "probability": 0.20773321390151978 }, { "start_logit": 3.2368860244750977, "end_logit": 3.4706308841705322, "text": "Josh Norman gave the Broncos a new set of downs. Then Anderson scored on a 2-yard touchdown run and Manning completed a pass to Bennie Fowler", "probability": 0.10335160791873932 }, { "start_logit": 2.3733372688293457, "end_logit": 4.168748378753662, "text": "Denver's offense was kept out of the end zone for three plays, but a holding penalty on cornerback Josh Norman", "probability": 0.08759342133998871 }, { "start_logit": 2.3218414783477783, "end_logit": 4.168748378753662, "text": "three plays, but a holding penalty on cornerback Josh Norman", "probability": 0.08319692313671112 }, { "start_logit": 2.8822286128997803, "end_logit": 3.4706308841705322, "text": "Bennie Fowler", "probability": 0.07249224931001663 }, { "start_logit": 3.4018123149871826, "end_logit": 2.9297969341278076, "text": "24-yard line with a chance to mount a game-winning drive, and soon faced 3rd-and-9", "probability": 0.07096803188323975 }, { "start_logit": 2.5754356384277344, "end_logit": 3.4706308841705322, "text": "2-yard touchdown run and Manning completed a pass to Bennie Fowler", "probability": 0.05333999544382095 }, { "start_logit": 3.4018123149871826, "end_logit": 2.377837896347046, "text": "24-yard line with a chance to mount a game-winning drive, and soon faced 3rd-and-9. On the next play, Miller", "probability": 0.04086485505104065 }, { "start_logit": 2.0448150634765625, "end_logit": 3.4706308841705322, "text": "Anderson scored on a 2-yard touchdown run and Manning completed a pass to Bennie Fowler", "probability": 0.031376712024211884 }, { "start_logit": 2.6212635040283203, "end_logit": 2.8835337162017822, "text": "4:51", "probability": 0.031044362112879753 }, { "start_logit": 2.638704538345337, "end_logit": 2.8445069789886475, "text": "Miller stripped the ball away from Newton, and after several players dove for it, it took a long bounce backwards and was recovered by Ward", "probability": 0.03038143366575241 }, { "start_logit": 2.476015090942383, "end_logit": 2.8445069789886475, "text": "Ward", "probability": 0.025819823145866394 }, { "start_logit": 2.378296136856079, "end_logit": 2.9297969341278076, "text": "3rd-and-9", "probability": 0.025500888004899025 }, { "start_logit": 3.2368860244750977, "end_logit": 2.0670816898345947, "text": "Josh Norman gave the Broncos a new set of downs. Then Anderson", "probability": 0.025395900011062622 }, { "start_logit": 2.2497923374176025, "end_logit": 2.9297969341278076, "text": "Carolina got the ball on their own 24-yard line with a chance to mount a game-winning drive, and soon faced 3rd-and-9", "probability": 0.02242574281990528 }, { "start_logit": 2.8822286128997803, "end_logit": 2.251089572906494, "text": "Bennie Fowler for a 2-point conversion, giving Denver a 24\u201310 lead with 3:08", "probability": 0.0214117132127285 }, { "start_logit": 2.638704538345337, "end_logit": 2.377837896347046, "text": "Miller", "probability": 0.019051820039749146 }, { "start_logit": 2.0472896099090576, "end_logit": 2.8445069789886475, "text": "Newton, and after several players dove for it, it took a long bounce backwards and was recovered by Ward", "probability": 0.016817446798086166 }, { "start_logit": 3.2368860244750977, "end_logit": 1.638879418373108, "text": "Josh Norman gave the Broncos a new set of downs. Then Anderson scored on a 2-yard touchdown run and Manning", "probability": 0.016549989581108093 }, { "start_logit": 2.378296136856079, "end_logit": 2.377837896347046, "text": "3rd-and-9. On the next play, Miller", "probability": 0.014683937653899193 } ], "56becaf93aeaaa14008c9481": [ { "start_logit": 3.3905251026153564, "end_logit": 3.1079463958740234, "text": "Luke Kuechly", "probability": 0.10421034693717957 }, { "start_logit": 3.205373764038086, "end_logit": 3.1079463958740234, "text": "Charles Johnson had four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly", "probability": 0.08659657090902328 }, { "start_logit": 3.1905860900878906, "end_logit": 2.9624130725860596, "text": "seven total tackles, a fumble recovery, and an interception. McManus", "probability": 0.07376903295516968 }, { "start_logit": 3.1501169204711914, "end_logit": 2.9624130725860596, "text": "five total tackles and two sacks. Ward had seven total tackles, a fumble recovery, and an interception. McManus", "probability": 0.07084326446056366 }, { "start_logit": 2.972137451171875, "end_logit": 3.1079463958740234, "text": "four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly", "probability": 0.06858158856630325 }, { "start_logit": 3.205373764038086, "end_logit": 2.5935921669006348, "text": "Charles Johnson", "probability": 0.05177493393421173 }, { "start_logit": 3.451561450958252, "end_logit": 2.3356456756591797, "text": "six receptions for 83", "probability": 0.05116968974471092 }, { "start_logit": 3.3905251026153564, "end_logit": 2.3879001140594482, "text": "Luke Kuechly had 11 total tackles, while Thomas Davis had seven", "probability": 0.05072228983044624 }, { "start_logit": 3.3600826263427734, "end_logit": 2.3356456756591797, "text": "83", "probability": 0.04669646546244621 }, { "start_logit": 3.3905251026153564, "end_logit": 2.270700693130493, "text": "Luke Kuechly had 11 total tackles, while Thomas Davis", "probability": 0.04511279985308647 }, { "start_logit": 3.205373764038086, "end_logit": 2.3879001140594482, "text": "Charles Johnson had four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly had 11 total tackles, while Thomas Davis had seven", "probability": 0.0421491414308548 }, { "start_logit": 3.451561450958252, "end_logit": 2.123046636581421, "text": "six receptions for 83 yards. Anderson", "probability": 0.04136967286467552 }, { "start_logit": 3.3600826263427734, "end_logit": 2.123046636581421, "text": "83 yards. Anderson", "probability": 0.03775317594408989 }, { "start_logit": 3.205373764038086, "end_logit": 2.270700693130493, "text": "Charles Johnson had four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly had 11 total tackles, while Thomas Davis", "probability": 0.03748775273561478 }, { "start_logit": 3.451561450958252, "end_logit": 1.9307518005371094, "text": "six", "probability": 0.034132614731788635 }, { "start_logit": 2.972137451171875, "end_logit": 2.3879001140594482, "text": "four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly had 11 total tackles, while Thomas Davis had seven", "probability": 0.03338070213794708 }, { "start_logit": 2.844618797302246, "end_logit": 2.4892075061798096, "text": "four passes for 80 yards, while Ginn had four receptions for 74. Ealy", "probability": 0.03251710534095764 }, { "start_logit": 2.7850112915039062, "end_logit": 2.4892075061798096, "text": "45 yards on six carries. Brown caught four passes for 80 yards, while Ginn had four receptions for 74. Ealy", "probability": 0.030635476112365723 }, { "start_logit": 3.3386731147766113, "end_logit": 1.9352519512176514, "text": "six total tackles (five solo), 2\u00bd sacks, and two forced fumbles. Ware had five total tackles and two sacks. Ward", "probability": 0.030626479536294937 }, { "start_logit": 3.3386731147766113, "end_logit": 1.9301522970199585, "text": "six total tackles (five solo), 2\u00bd sacks, and two forced fumbles. Ware had five total tackles and two sacks. Ward had seven", "probability": 0.030470706522464752 } ], "56becaf93aeaaa14008c9482": [ { "start_logit": 3.220696449279785, "end_logit": 3.091998338699341, "text": "seven total tackles, a fumble recovery, and an interception. McManus", "probability": 0.08699928969144821 }, { "start_logit": 3.2626888751983643, "end_logit": 2.943918466567993, "text": "Luke Kuechly", "probability": 0.0782424807548523 }, { "start_logit": 3.1099560260772705, "end_logit": 3.091998338699341, "text": "five total tackles and two sacks. Ward had seven total tackles, a fumble recovery, and an interception. McManus", "probability": 0.07787927240133286 }, { "start_logit": 3.202460289001465, "end_logit": 2.943918466567993, "text": "Charles Johnson had four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly", "probability": 0.07366913557052612 }, { "start_logit": 2.9718151092529297, "end_logit": 2.943918466567993, "text": "four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly", "probability": 0.05849485471844673 }, { "start_logit": 3.202460289001465, "end_logit": 2.6621127128601074, "text": "Charles Johnson", "probability": 0.05557749792933464 }, { "start_logit": 3.4694719314575195, "end_logit": 2.3304405212402344, "text": "six receptions for 83", "probability": 0.05209754407405853 }, { "start_logit": 3.4694719314575195, "end_logit": 2.274888515472412, "text": "six receptions for 83 yards. Anderson", "probability": 0.04928234592080116 }, { "start_logit": 3.386206865310669, "end_logit": 2.3304405212402344, "text": "83", "probability": 0.04793531820178032 }, { "start_logit": 3.2626888751983643, "end_logit": 2.447218179702759, "text": "Luke Kuechly had 11 total tackles, while Thomas Davis had seven", "probability": 0.04761331528425217 }, { "start_logit": 3.386206865310669, "end_logit": 2.274888515472412, "text": "83 yards. Anderson", "probability": 0.04534505307674408 }, { "start_logit": 3.202460289001465, "end_logit": 2.447218179702759, "text": "Charles Johnson had four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly had 11 total tackles, while Thomas Davis had seven", "probability": 0.04483027011156082 }, { "start_logit": 3.2626888751983643, "end_logit": 2.3737778663635254, "text": "Luke Kuechly had 11 total tackles, while Thomas Davis", "probability": 0.044241905212402344 }, { "start_logit": 3.202460289001465, "end_logit": 2.3737778663635254, "text": "Charles Johnson had four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly had 11 total tackles, while Thomas Davis", "probability": 0.04165592044591904 }, { "start_logit": 2.9718151092529297, "end_logit": 2.447218179702759, "text": "four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly had 11 total tackles, while Thomas Davis had seven", "probability": 0.03559618443250656 }, { "start_logit": 3.4694719314575195, "end_logit": 1.9019007682800293, "text": "six", "probability": 0.03393945097923279 }, { "start_logit": 2.9718151092529297, "end_logit": 2.3737778663635254, "text": "four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly had 11 total tackles, while Thomas Davis", "probability": 0.03307567909359932 }, { "start_logit": 2.8548591136932373, "end_logit": 2.447218179702759, "text": "Thomas Davis had seven", "probability": 0.03166723623871803 }, { "start_logit": 3.318603992462158, "end_logit": 1.9600930213928223, "text": "six total tackles (five solo), 2\u00bd sacks, and two forced fumbles. Ware had five total tackles and two sacks. Ward", "probability": 0.030935438349843025 }, { "start_logit": 3.318603992462158, "end_logit": 1.9596515893936157, "text": "six total tackles (five solo), 2\u00bd sacks, and two forced fumbles. Ware had five total tackles and two sacks. Ward had seven", "probability": 0.030921783298254013 } ], "56becaf93aeaaa14008c9483": [ { "start_logit": 3.380903482437134, "end_logit": 3.075805425643921, "text": "Luke Kuechly", "probability": 0.1042371466755867 }, { "start_logit": 3.2063241004943848, "end_logit": 3.075805425643921, "text": "Charles Johnson had four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly", "probability": 0.08753939718008041 }, { "start_logit": 2.9195685386657715, "end_logit": 3.075805425643921, "text": "four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly", "probability": 0.06571540981531143 }, { "start_logit": 3.380903482437134, "end_logit": 2.4698495864868164, "text": "Luke Kuechly had 11 total tackles, while Thomas Davis had seven", "probability": 0.0568668507039547 }, { "start_logit": 3.380903482437134, "end_logit": 2.421107053756714, "text": "Luke Kuechly had 11 total tackles, while Thomas Davis", "probability": 0.054161496460437775 }, { "start_logit": 3.4353833198547363, "end_logit": 2.3365230560302734, "text": "six receptions for 83", "probability": 0.052555300295352936 }, { "start_logit": 3.2063241004943848, "end_logit": 2.53582763671875, "text": "Charles Johnson", "probability": 0.051014579832553864 }, { "start_logit": 3.4353833198547363, "end_logit": 2.2812373638153076, "text": "six receptions for 83 yards. Anderson", "probability": 0.04972859099507332 }, { "start_logit": 3.366570472717285, "end_logit": 2.3365230560302734, "text": "83", "probability": 0.04906044900417328 }, { "start_logit": 3.2063241004943848, "end_logit": 2.4698495864868164, "text": "Charles Johnson had four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly had 11 total tackles, while Thomas Davis had seven", "probability": 0.04775736853480339 }, { "start_logit": 3.366570472717285, "end_logit": 2.2812373638153076, "text": "83 yards. Anderson", "probability": 0.046421732753515244 }, { "start_logit": 3.2063241004943848, "end_logit": 2.421107053756714, "text": "Charles Johnson had four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly had 11 total tackles, while Thomas Davis", "probability": 0.04548536241054535 }, { "start_logit": 3.166015386581421, "end_logit": 2.3888683319091797, "text": "seven total tackles, a fumble recovery, and an interception. McManus", "probability": 0.042302392423152924 }, { "start_logit": 3.152275323867798, "end_logit": 2.3888683319091797, "text": "five total tackles and two sacks. Ward had seven total tackles, a fumble recovery, and an interception. McManus", "probability": 0.04172510653734207 }, { "start_logit": 2.9195685386657715, "end_logit": 2.4698495864868164, "text": "four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly had 11 total tackles, while Thomas Davis had seven", "probability": 0.03585122898221016 }, { "start_logit": 3.4353833198547363, "end_logit": 1.917016625404358, "text": "six", "probability": 0.03454833850264549 }, { "start_logit": 2.8770625591278076, "end_logit": 2.4698495864868164, "text": "Thomas Davis had seven", "probability": 0.03435928001999855 }, { "start_logit": 2.9195685386657715, "end_logit": 2.421107053756714, "text": "four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly had 11 total tackles, while Thomas Davis", "probability": 0.034145645797252655 }, { "start_logit": 2.860638380050659, "end_logit": 2.4698495864868164, "text": "11 total tackles, while Thomas Davis had seven", "probability": 0.03379956632852554 }, { "start_logit": 2.8770625591278076, "end_logit": 2.421107053756714, "text": "Thomas Davis", "probability": 0.03272467106580734 } ], "56becaf93aeaaa14008c9484": [ { "start_logit": 3.3513824939727783, "end_logit": 2.8852968215942383, "text": "Luke Kuechly", "probability": 0.0813663899898529 }, { "start_logit": 3.156642198562622, "end_logit": 3.075756549835205, "text": "seven total tackles, a fumble recovery, and an interception. McManus", "probability": 0.08101888000965118 }, { "start_logit": 3.320286512374878, "end_logit": 2.8852968215942383, "text": "Charles Johnson had four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly", "probability": 0.07887519896030426 }, { "start_logit": 3.1004979610443115, "end_logit": 3.075756549835205, "text": "five total tackles and two sacks. Ward had seven total tackles, a fumble recovery, and an interception. McManus", "probability": 0.07659544050693512 }, { "start_logit": 3.3513824939727783, "end_logit": 2.5337536334991455, "text": "Luke Kuechly had 11 total tackles, while Thomas Davis had seven", "probability": 0.0572495236992836 }, { "start_logit": 3.320286512374878, "end_logit": 2.5337536334991455, "text": "Charles Johnson had four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly had 11 total tackles, while Thomas Davis had seven", "probability": 0.0554966926574707 }, { "start_logit": 3.4240670204162598, "end_logit": 2.357266902923584, "text": "six receptions for 83", "probability": 0.05160492658615112 }, { "start_logit": 3.320286512374878, "end_logit": 2.4522712230682373, "text": "Charles Johnson", "probability": 0.051154013723134995 }, { "start_logit": 2.878396511077881, "end_logit": 2.8852968215942383, "text": "four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly", "probability": 0.050702568143606186 }, { "start_logit": 3.3711133003234863, "end_logit": 2.357266902923584, "text": "83", "probability": 0.04894334822893143 }, { "start_logit": 3.4240670204162598, "end_logit": 2.152954339981079, "text": "six receptions for 83 yards. Anderson", "probability": 0.042068734765052795 }, { "start_logit": 3.3513824939727783, "end_logit": 2.2182776927948, "text": "Luke Kuechly had 11 total tackles, while Thomas Davis", "probability": 0.04176018759608269 }, { "start_logit": 3.320286512374878, "end_logit": 2.2182776927948, "text": "Charles Johnson had four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly had 11 total tackles, while Thomas Davis", "probability": 0.04048159718513489 }, { "start_logit": 3.3711133003234863, "end_logit": 2.152954339981079, "text": "83 yards. Anderson", "probability": 0.03989899531006813 }, { "start_logit": 2.878396511077881, "end_logit": 2.5337536334991455, "text": "four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly had 11 total tackles, while Thomas Davis had seven", "probability": 0.035674408078193665 }, { "start_logit": 3.3711133003234863, "end_logit": 2.012004852294922, "text": "83 yards. Anderson was the game's leading rusher with 90 yards and a touchdown, along with four receptions for 10 yards. Miller", "probability": 0.034653592854738235 }, { "start_logit": 3.303459405899048, "end_logit": 2.0648856163024902, "text": "six total tackles (five solo), 2\u00bd sacks, and two forced fumbles. Ware had five total tackles and two sacks. Ward", "probability": 0.03414541855454445 }, { "start_logit": 3.4240670204162598, "end_logit": 1.9094442129135132, "text": "six", "probability": 0.03297647833824158 }, { "start_logit": 2.7953710556030273, "end_logit": 2.5337536334991455, "text": "Thomas Davis had seven", "probability": 0.032832127064466476 }, { "start_logit": 2.8532328605651855, "end_logit": 2.465768575668335, "text": "45 yards on six carries. Brown caught four passes for 80 yards, while Ginn had four receptions for 74. Ealy", "probability": 0.03250144049525261 } ], "56becaf93aeaaa14008c9485": [ { "start_logit": 3.3628616333007812, "end_logit": 2.9927234649658203, "text": "Luke Kuechly", "probability": 0.08397532999515533 }, { "start_logit": 3.2488925457000732, "end_logit": 3.102208375930786, "text": "seven total tackles, a fumble recovery, and an interception. McManus", "probability": 0.08359961211681366 }, { "start_logit": 3.3191370964050293, "end_logit": 2.9927234649658203, "text": "Charles Johnson had four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly", "probability": 0.08038266003131866 }, { "start_logit": 3.1108367443084717, "end_logit": 3.102208375930786, "text": "five total tackles and two sacks. Ward had seven total tackles, a fumble recovery, and an interception. McManus", "probability": 0.07281944900751114 }, { "start_logit": 3.3191370964050293, "end_logit": 2.669001340866089, "text": "Charles Johnson", "probability": 0.058152925223112106 }, { "start_logit": 2.8997905254364014, "end_logit": 2.9927234649658203, "text": "four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly", "probability": 0.05284970998764038 }, { "start_logit": 3.3628616333007812, "end_logit": 2.4680888652801514, "text": "Luke Kuechly had 11 total tackles, while Thomas Davis", "probability": 0.04969422146677971 }, { "start_logit": 3.3628616333007812, "end_logit": 2.466641902923584, "text": "Luke Kuechly had 11 total tackles, while Thomas Davis had seven", "probability": 0.04962235689163208 }, { "start_logit": 3.3191370964050293, "end_logit": 2.4680888652801514, "text": "Charles Johnson had four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly had 11 total tackles, while Thomas Davis", "probability": 0.04756816104054451 }, { "start_logit": 3.3191370964050293, "end_logit": 2.466641902923584, "text": "Charles Johnson had four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly had 11 total tackles, while Thomas Davis had seven", "probability": 0.0474993921816349 }, { "start_logit": 3.464190721511841, "end_logit": 2.2573485374450684, "text": "six receptions for 83 yards. Anderson", "probability": 0.044544000178575516 }, { "start_logit": 3.464190721511841, "end_logit": 2.256680965423584, "text": "six receptions for 83", "probability": 0.04451427608728409 }, { "start_logit": 3.3583638668060303, "end_logit": 2.2573485374450684, "text": "83 yards. Anderson", "probability": 0.04007089138031006 }, { "start_logit": 3.3583638668060303, "end_logit": 2.256680965423584, "text": "83", "probability": 0.0400441475212574 }, { "start_logit": 3.0885121822357178, "end_logit": 2.4680888652801514, "text": "Thomas Davis", "probability": 0.03777090087532997 }, { "start_logit": 3.0885121822357178, "end_logit": 2.466641902923584, "text": "Thomas Davis had seven", "probability": 0.03771628066897392 }, { "start_logit": 3.464190721511841, "end_logit": 2.020195722579956, "text": "six", "probability": 0.03513944894075394 }, { "start_logit": 2.9228875637054443, "end_logit": 2.4531614780426025, "text": "four passes for 80 yards, while Ginn had four receptions for 74. Ealy", "probability": 0.031531497836112976 }, { "start_logit": 2.8997905254364014, "end_logit": 2.4680888652801514, "text": "four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly had 11 total tackles, while Thomas Davis", "probability": 0.0312749445438385 }, { "start_logit": 2.8997905254364014, "end_logit": 2.466641902923584, "text": "four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly had 11 total tackles, while Thomas Davis had seven", "probability": 0.031229715794324875 } ], "56d7270c0d65d214001983f4": [ { "start_logit": 3.363466739654541, "end_logit": 3.088352918624878, "text": "Luke Kuechly", "probability": 0.09533606469631195 }, { "start_logit": 3.200573205947876, "end_logit": 3.088352918624878, "text": "Charles Johnson had four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly", "probability": 0.08100531995296478 }, { "start_logit": 3.1618082523345947, "end_logit": 3.0829105377197266, "text": "seven total tackles, a fumble recovery, and an interception. McManus", "probability": 0.0775022804737091 }, { "start_logit": 3.1416614055633545, "end_logit": 3.0829105377197266, "text": "five total tackles and two sacks. Ward had seven total tackles, a fumble recovery, and an interception. McManus", "probability": 0.07595650851726532 }, { "start_logit": 2.911623477935791, "end_logit": 3.088352918624878, "text": "four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly", "probability": 0.06067701056599617 }, { "start_logit": 3.363466739654541, "end_logit": 2.465233564376831, "text": "Luke Kuechly had 11 total tackles, while Thomas Davis had seven", "probability": 0.05112578347325325 }, { "start_logit": 3.200573205947876, "end_logit": 2.6212642192840576, "text": "Charles Johnson", "probability": 0.05077611654996872 }, { "start_logit": 3.363466739654541, "end_logit": 2.4504876136779785, "text": "Luke Kuechly had 11 total tackles, while Thomas Davis", "probability": 0.05037741735577583 }, { "start_logit": 3.4454851150512695, "end_logit": 2.3358280658721924, "text": "six receptions for 83", "probability": 0.048759575933218 }, { "start_logit": 3.3675968647003174, "end_logit": 2.3358280658721924, "text": "83", "probability": 0.04510592669248581 }, { "start_logit": 3.4454851150512695, "end_logit": 2.2445218563079834, "text": "six receptions for 83 yards. Anderson", "probability": 0.04450475051999092 }, { "start_logit": 3.200573205947876, "end_logit": 2.465233564376831, "text": "Charles Johnson had four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly had 11 total tackles, while Thomas Davis had seven", "probability": 0.043440643697977066 }, { "start_logit": 3.200573205947876, "end_logit": 2.4504876136779785, "text": "Charles Johnson had four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly had 11 total tackles, while Thomas Davis", "probability": 0.0428047776222229 }, { "start_logit": 3.3675968647003174, "end_logit": 2.2445218563079834, "text": "83 yards. Anderson", "probability": 0.0411699004471302 }, { "start_logit": 3.4454851150512695, "end_logit": 1.9358998537063599, "text": "six", "probability": 0.03268687427043915 }, { "start_logit": 2.911623477935791, "end_logit": 2.465233564376831, "text": "four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly had 11 total tackles, while Thomas Davis had seven", "probability": 0.03253920003771782 }, { "start_logit": 2.911623477935791, "end_logit": 2.4504876136779785, "text": "four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly had 11 total tackles, while Thomas Davis", "probability": 0.03206290677189827 }, { "start_logit": 2.8940937519073486, "end_logit": 2.465233564376831, "text": "Thomas Davis had seven", "probability": 0.03197377547621727 }, { "start_logit": 2.8940937519073486, "end_logit": 2.4504876136779785, "text": "Thomas Davis", "probability": 0.0315057598054409 }, { "start_logit": 2.8530967235565186, "end_logit": 2.465233564376831, "text": "11 total tackles, while Thomas Davis had seven", "probability": 0.030689451843500137 } ], "56d7270c0d65d214001983f5": [ { "start_logit": 3.355564832687378, "end_logit": 3.0871388912200928, "text": "Luke Kuechly", "probability": 0.09468782693147659 }, { "start_logit": 3.1951851844787598, "end_logit": 3.0871388912200928, "text": "Charles Johnson had four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly", "probability": 0.0806569904088974 }, { "start_logit": 3.1619815826416016, "end_logit": 3.0802688598632812, "text": "seven total tackles, a fumble recovery, and an interception. McManus", "probability": 0.07748870551586151 }, { "start_logit": 3.143674612045288, "end_logit": 3.0802688598632812, "text": "five total tackles and two sacks. Ward had seven total tackles, a fumble recovery, and an interception. McManus", "probability": 0.07608304172754288 }, { "start_logit": 2.9080312252044678, "end_logit": 3.0871388912200928, "text": "four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly", "probability": 0.06052471324801445 }, { "start_logit": 3.355564832687378, "end_logit": 2.460538387298584, "text": "Luke Kuechly had 11 total tackles, while Thomas Davis had seven", "probability": 0.05060167610645294 }, { "start_logit": 3.1951851844787598, "end_logit": 2.6160483360290527, "text": "Charles Johnson", "probability": 0.05035587400197983 }, { "start_logit": 3.355564832687378, "end_logit": 2.453329563140869, "text": "Luke Kuechly had 11 total tackles, while Thomas Davis", "probability": 0.05023820698261261 }, { "start_logit": 3.448486328125, "end_logit": 2.347397565841675, "text": "six receptions for 83", "probability": 0.04958884418010712 }, { "start_logit": 3.370635509490967, "end_logit": 2.347397565841675, "text": "83", "probability": 0.045874737203121185 }, { "start_logit": 3.448486328125, "end_logit": 2.249164581298828, "text": "six receptions for 83 yards. Anderson", "probability": 0.044949181377887726 }, { "start_logit": 3.1951851844787598, "end_logit": 2.460538387298584, "text": "Charles Johnson had four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly had 11 total tackles, while Thomas Davis had seven", "probability": 0.043103545904159546 }, { "start_logit": 3.1951851844787598, "end_logit": 2.453329563140869, "text": "Charles Johnson had four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly had 11 total tackles, while Thomas Davis", "probability": 0.042793937027454376 }, { "start_logit": 3.370635509490967, "end_logit": 2.249164581298828, "text": "83 yards. Anderson", "probability": 0.04158259555697441 }, { "start_logit": 3.448486328125, "end_logit": 1.943102478981018, "text": "six", "probability": 0.03309791535139084 }, { "start_logit": 2.9080312252044678, "end_logit": 2.460538387298584, "text": "four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly had 11 total tackles, while Thomas Davis had seven", "probability": 0.03234473243355751 }, { "start_logit": 2.9080312252044678, "end_logit": 2.453329563140869, "text": "four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly had 11 total tackles, while Thomas Davis", "probability": 0.032112400978803635 }, { "start_logit": 2.888118267059326, "end_logit": 2.460538387298584, "text": "Thomas Davis had seven", "probability": 0.031707026064395905 }, { "start_logit": 2.888118267059326, "end_logit": 2.453329563140869, "text": "Thomas Davis", "probability": 0.031479280441999435 }, { "start_logit": 3.3227219581604004, "end_logit": 1.9945921897888184, "text": "six total tackles (five solo), 2\u00bd sacks, and two forced fumbles. Ware had five total tackles and two sacks. Ward", "probability": 0.030728664249181747 } ], "56d7270c0d65d214001983f6": [ { "start_logit": 3.2076380252838135, "end_logit": 3.080538272857666, "text": "seven total tackles, a fumble recovery, and an interception. McManus", "probability": 0.08455333113670349 }, { "start_logit": 3.2602250576019287, "end_logit": 2.939805269241333, "text": "Luke Kuechly", "probability": 0.07741931825876236 }, { "start_logit": 3.0954947471618652, "end_logit": 3.080538272857666, "text": "five total tackles and two sacks. Ward had seven total tackles, a fumble recovery, and an interception. McManus", "probability": 0.0755835771560669 }, { "start_logit": 3.2190680503845215, "end_logit": 2.939805269241333, "text": "Charles Johnson had four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly", "probability": 0.07429766654968262 }, { "start_logit": 2.9653096199035645, "end_logit": 2.939805269241333, "text": "four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly", "probability": 0.0576460137963295 }, { "start_logit": 3.2190680503845215, "end_logit": 2.652798652648926, "text": "Charles Johnson", "probability": 0.05576089397072792 }, { "start_logit": 3.444535255432129, "end_logit": 2.392298698425293, "text": "six receptions for 83 yards. Anderson", "probability": 0.0538412481546402 }, { "start_logit": 3.444535255432129, "end_logit": 2.3165431022644043, "text": "six receptions for 83", "probability": 0.04991314560174942 }, { "start_logit": 3.355778455734253, "end_logit": 2.392298698425293, "text": "83 yards. Anderson", "probability": 0.04926842451095581 }, { "start_logit": 3.2602250576019287, "end_logit": 2.430083751678467, "text": "Luke Kuechly had 11 total tackles, while Thomas Davis had seven", "probability": 0.046502891927957535 }, { "start_logit": 3.355778455734253, "end_logit": 2.3165431022644043, "text": "83", "probability": 0.0456739105284214 }, { "start_logit": 3.2602250576019287, "end_logit": 2.4014458656311035, "text": "Luke Kuechly had 11 total tackles, while Thomas Davis", "probability": 0.04519003629684448 }, { "start_logit": 3.2190680503845215, "end_logit": 2.430083751678467, "text": "Charles Johnson had four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly had 11 total tackles, while Thomas Davis had seven", "probability": 0.044627830386161804 }, { "start_logit": 3.2190680503845215, "end_logit": 2.4014458656311035, "text": "Charles Johnson had four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly had 11 total tackles, while Thomas Davis", "probability": 0.043367914855480194 }, { "start_logit": 2.9653096199035645, "end_logit": 2.430083751678467, "text": "four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly had 11 total tackles, while Thomas Davis had seven", "probability": 0.03462580591440201 }, { "start_logit": 2.9653096199035645, "end_logit": 2.4014458656311035, "text": "four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly had 11 total tackles, while Thomas Davis", "probability": 0.033648259937763214 }, { "start_logit": 3.444535255432129, "end_logit": 1.8934756517410278, "text": "six", "probability": 0.03269482031464577 }, { "start_logit": 2.699397563934326, "end_logit": 2.6226208209991455, "text": "141 yards with one interception and zero touchdowns. Sanders", "probability": 0.032176122069358826 }, { "start_logit": 2.8882217407226562, "end_logit": 2.430083751678467, "text": "Thomas Davis had seven", "probability": 0.03205686807632446 }, { "start_logit": 2.8882217407226562, "end_logit": 2.4014458656311035, "text": "Thomas Davis", "probability": 0.031151847913861275 } ], "56d7270c0d65d214001983f7": [ { "start_logit": 3.3414461612701416, "end_logit": 2.9931294918060303, "text": "Luke Kuechly", "probability": 0.08791498094797134 }, { "start_logit": 3.2175750732421875, "end_logit": 3.1136038303375244, "text": "seven total tackles, a fumble recovery, and an interception. McManus", "probability": 0.08761683851480484 }, { "start_logit": 3.081026077270508, "end_logit": 3.1136038303375244, "text": "five total tackles and two sacks. Ward had seven total tackles, a fumble recovery, and an interception. McManus", "probability": 0.07643374055624008 }, { "start_logit": 3.1626622676849365, "end_logit": 2.9931294918060303, "text": "Charles Johnson had four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly", "probability": 0.07352212071418762 }, { "start_logit": 2.8652594089508057, "end_logit": 2.9931294918060303, "text": "four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly", "probability": 0.054608169943094254 }, { "start_logit": 3.4317333698272705, "end_logit": 2.346951484680176, "text": "six receptions for 83 yards. Anderson", "probability": 0.05042460188269615 }, { "start_logit": 3.1626622676849365, "end_logit": 2.6135199069976807, "text": "Charles Johnson", "probability": 0.050298575311899185 }, { "start_logit": 3.3414461612701416, "end_logit": 2.428802967071533, "text": "Luke Kuechly had 11 total tackles, while Thomas Davis", "probability": 0.050001051276922226 }, { "start_logit": 3.3414461612701416, "end_logit": 2.4140405654907227, "text": "Luke Kuechly had 11 total tackles, while Thomas Davis had seven", "probability": 0.04926830902695656 }, { "start_logit": 3.4317333698272705, "end_logit": 2.300689220428467, "text": "six receptions for 83", "probability": 0.048145003616809845 }, { "start_logit": 3.3410654067993164, "end_logit": 2.346951484680176, "text": "83 yards. Anderson", "probability": 0.04605385661125183 }, { "start_logit": 3.3410654067993164, "end_logit": 2.300689220428467, "text": "83", "probability": 0.04397183284163475 }, { "start_logit": 3.1626622676849365, "end_logit": 2.428802967071533, "text": "Charles Johnson had four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly had 11 total tackles, while Thomas Davis", "probability": 0.04181518778204918 }, { "start_logit": 3.1626622676849365, "end_logit": 2.4140405654907227, "text": "Charles Johnson had four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly had 11 total tackles, while Thomas Davis had seven", "probability": 0.041202444583177567 }, { "start_logit": 3.4317333698272705, "end_logit": 1.973388671875, "text": "six", "probability": 0.03470613434910774 }, { "start_logit": 2.952810764312744, "end_logit": 2.428802967071533, "text": "Thomas Davis", "probability": 0.03389977291226387 }, { "start_logit": 2.952810764312744, "end_logit": 2.4140405654907227, "text": "Thomas Davis had seven", "probability": 0.033403005450963974 }, { "start_logit": 3.312586545944214, "end_logit": 2.0535829067230225, "text": "six total tackles (five solo), 2\u00bd sacks, and two forced fumbles. Ware had five total tackles and two sacks. Ward", "probability": 0.033380236476659775 }, { "start_logit": 2.7066516876220703, "end_logit": 2.609541416168213, "text": "141 yards with one interception and zero touchdowns. Sanders", "probability": 0.03175301477313042 }, { "start_logit": 2.8963475227355957, "end_logit": 2.4144210815429688, "text": "four passes for 80 yards, while Ginn had four receptions for 74. Ealy", "probability": 0.03158123791217804 } ], "56d7270c0d65d214001983f8": [ { "start_logit": 3.3852288722991943, "end_logit": 2.948152542114258, "text": "Luke Kuechly", "probability": 0.08484645932912827 }, { "start_logit": 3.3567585945129395, "end_logit": 2.948152542114258, "text": "Charles Johnson had four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly", "probability": 0.08246490359306335 }, { "start_logit": 3.113448143005371, "end_logit": 3.0529048442840576, "text": "seven total tackles, a fumble recovery, and an interception. McManus", "probability": 0.07179500162601471 }, { "start_logit": 3.0431978702545166, "end_logit": 3.0529048442840576, "text": "five total tackles and two sacks. Ward had seven total tackles, a fumble recovery, and an interception. McManus", "probability": 0.06692443788051605 }, { "start_logit": 3.3567585945129395, "end_logit": 2.6952078342437744, "text": "Charles Johnson", "probability": 0.06403490155935287 }, { "start_logit": 3.3852288722991943, "end_logit": 2.5265352725982666, "text": "Luke Kuechly had 11 total tackles, while Thomas Davis had seven", "probability": 0.055657994002103806 }, { "start_logit": 3.3567585945129395, "end_logit": 2.5265352725982666, "text": "Charles Johnson had four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly had 11 total tackles, while Thomas Davis had seven", "probability": 0.05409575626254082 }, { "start_logit": 3.3852288722991943, "end_logit": 2.4825079441070557, "text": "Luke Kuechly had 11 total tackles, while Thomas Davis", "probability": 0.0532606840133667 }, { "start_logit": 3.3567585945129395, "end_logit": 2.4825079441070557, "text": "Charles Johnson had four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly had 11 total tackles, while Thomas Davis", "probability": 0.05176573246717453 }, { "start_logit": 2.835836172103882, "end_logit": 2.948152542114258, "text": "four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly", "probability": 0.048981886357069016 }, { "start_logit": 3.4199888706207275, "end_logit": 2.314134359359741, "text": "six receptions for 83", "probability": 0.04659926891326904 }, { "start_logit": 3.381324529647827, "end_logit": 2.314134359359741, "text": "83", "probability": 0.04483192786574364 }, { "start_logit": 3.4199888706207275, "end_logit": 2.1348166465759277, "text": "six receptions for 83 yards. Anderson", "probability": 0.03894955292344093 }, { "start_logit": 3.381324529647827, "end_logit": 2.1348166465759277, "text": "83 yards. Anderson", "probability": 0.03747231885790825 }, { "start_logit": 3.381324529647827, "end_logit": 2.078723669052124, "text": "83 yards. Anderson was the game's leading rusher with 90 yards and a touchdown, along with four receptions for 10 yards. Miller", "probability": 0.035428259521722794 }, { "start_logit": 2.90236759185791, "end_logit": 2.5265352725982666, "text": "Thomas Davis had seven", "probability": 0.03434183448553085 }, { "start_logit": 2.90236759185791, "end_logit": 2.4825079441070557, "text": "Thomas Davis", "probability": 0.03286265209317207 }, { "start_logit": 3.3125672340393066, "end_logit": 2.0534706115722656, "text": "six total tackles (five solo), 2\u00bd sacks, and two forced fumbles. Ware had five total tackles and two sacks. Ward", "probability": 0.03224939852952957 }, { "start_logit": 2.835836172103882, "end_logit": 2.5265352725982666, "text": "four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly had 11 total tackles, while Thomas Davis had seven", "probability": 0.032131377607584 }, { "start_logit": 2.62691068649292, "end_logit": 2.7094242572784424, "text": "13 of 23", "probability": 0.03130559250712395 } ], "56d9ccacdc89441400fdb842": [ { "start_logit": 3.062941551208496, "end_logit": 3.0907366275787354, "text": "seven total tackles, a fumble recovery, and an interception. McManus", "probability": 0.07828044146299362 }, { "start_logit": 3.3615055084228516, "end_logit": 2.7869980335235596, "text": "Luke Kuechly", "probability": 0.07787641137838364 }, { "start_logit": 3.29559326171875, "end_logit": 2.7869980335235596, "text": "Charles Johnson had four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly", "probability": 0.072908915579319 }, { "start_logit": 2.9711220264434814, "end_logit": 3.0907366275787354, "text": "five total tackles and two sacks. Ward had seven total tackles, a fumble recovery, and an interception. McManus", "probability": 0.07141289860010147 }, { "start_logit": 3.29559326171875, "end_logit": 2.6954245567321777, "text": "Charles Johnson", "probability": 0.06652898341417313 }, { "start_logit": 3.4351916313171387, "end_logit": 2.3582706451416016, "text": "six receptions for 83", "probability": 0.05460263416171074 }, { "start_logit": 3.3615055084228516, "end_logit": 2.405639886856079, "text": "Luke Kuechly had 11 total tackles, while Thomas Davis", "probability": 0.0531843937933445 }, { "start_logit": 3.3910229206085205, "end_logit": 2.3582706451416016, "text": "83", "probability": 0.05224337801337242 }, { "start_logit": 3.29559326171875, "end_logit": 2.405639886856079, "text": "Charles Johnson had four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly had 11 total tackles, while Thomas Davis", "probability": 0.04979192093014717 }, { "start_logit": 3.3615055084228516, "end_logit": 2.307523488998413, "text": "Luke Kuechly had 11 total tackles, while Thomas Davis had seven", "probability": 0.048213981091976166 }, { "start_logit": 2.8528621196746826, "end_logit": 2.7869980335235596, "text": "four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly", "probability": 0.04682793468236923 }, { "start_logit": 3.29559326171875, "end_logit": 2.307523488998413, "text": "Charles Johnson had four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly had 11 total tackles, while Thomas Davis had seven", "probability": 0.045138560235500336 }, { "start_logit": 3.4351916313171387, "end_logit": 2.0708179473876953, "text": "six receptions for 83 yards. Anderson", "probability": 0.0409613698720932 }, { "start_logit": 3.3910229206085205, "end_logit": 2.0708179473876953, "text": "83 yards. Anderson", "probability": 0.03919152170419693 }, { "start_logit": 2.810429096221924, "end_logit": 2.5427122116088867, "text": "45 yards on six carries. Brown caught four passes for 80 yards, while Ginn had four receptions for 74. Ealy", "probability": 0.0351547971367836 }, { "start_logit": 3.4351916313171387, "end_logit": 1.9018208980560303, "text": "six", "probability": 0.034592337906360626 }, { "start_logit": 3.3910229206085205, "end_logit": 1.932770848274231, "text": "83 yards. Anderson was the game's leading rusher with 90 yards and a touchdown, along with four receptions for 10 yards. Miller", "probability": 0.034138087183237076 }, { "start_logit": 3.2704648971557617, "end_logit": 2.042243480682373, "text": "six total tackles (five solo), 2\u00bd sacks, and two forced fumbles. Ware had five total tackles and two sacks. Ward", "probability": 0.03376173600554466 }, { "start_logit": 2.692685842514038, "end_logit": 2.603524923324585, "text": "141 yards with one interception and zero touchdowns. Sanders", "probability": 0.03320932388305664 }, { "start_logit": 2.8528621196746826, "end_logit": 2.405639886856079, "text": "four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly had 11 total tackles, while Thomas Davis", "probability": 0.03198035806417465 } ], "56d9ccacdc89441400fdb843": [ { "start_logit": 2.9995572566986084, "end_logit": 2.9570791721343994, "text": "seven total tackles, a fumble recovery, and an interception. McManus", "probability": 0.07487710565328598 }, { "start_logit": 3.268404483795166, "end_logit": 2.668503761291504, "text": "Luke Kuechly", "probability": 0.0734143927693367 }, { "start_logit": 2.9426746368408203, "end_logit": 2.9570791721343994, "text": "five total tackles and two sacks. Ward had seven total tackles, a fumble recovery, and an interception. McManus", "probability": 0.07073675096035004 }, { "start_logit": 3.179886817932129, "end_logit": 2.7147092819213867, "text": "Charles Johnson", "probability": 0.07037287205457687 }, { "start_logit": 3.179886817932129, "end_logit": 2.668503761291504, "text": "Charles Johnson had four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly", "probability": 0.06719523668289185 }, { "start_logit": 3.49621319770813, "end_logit": 2.2282257080078125, "text": "six receptions for 83", "probability": 0.0593617707490921 }, { "start_logit": 3.49621319770813, "end_logit": 2.0536656379699707, "text": "six receptions for 83 yards. Anderson", "probability": 0.0498536080121994 }, { "start_logit": 2.877747058868408, "end_logit": 2.668503761291504, "text": "four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly", "probability": 0.04967305064201355 }, { "start_logit": 3.3134307861328125, "end_logit": 2.2282257080078125, "text": "83", "probability": 0.04944536089897156 }, { "start_logit": 3.268404483795166, "end_logit": 2.2410945892333984, "text": "Luke Kuechly had 11 total tackles, while Thomas Davis", "probability": 0.0478806234896183 }, { "start_logit": 3.268404483795166, "end_logit": 2.201207160949707, "text": "Luke Kuechly had 11 total tackles, while Thomas Davis had seven", "probability": 0.04600837454199791 }, { "start_logit": 3.179886817932129, "end_logit": 2.2410945892333984, "text": "Charles Johnson had four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly had 11 total tackles, while Thomas Davis", "probability": 0.04382450506091118 }, { "start_logit": 3.179886817932129, "end_logit": 2.201207160949707, "text": "Charles Johnson had four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly had 11 total tackles, while Thomas Davis had seven", "probability": 0.0421108640730381 }, { "start_logit": 3.49621319770813, "end_logit": 1.8802995681762695, "text": "six", "probability": 0.041918378323316574 }, { "start_logit": 3.3134307861328125, "end_logit": 2.0536656379699707, "text": "83 yards. Anderson", "probability": 0.041525520384311676 }, { "start_logit": 3.3134307861328125, "end_logit": 1.926472544670105, "text": "83 yards. Anderson was the game's leading rusher with 90 yards and a touchdown, along with four receptions for 10 yards. Miller", "probability": 0.0365658700466156 }, { "start_logit": 2.755280017852783, "end_logit": 2.4741718769073486, "text": "141 yards with one interception and zero touchdowns. Sanders", "probability": 0.036185696721076965 }, { "start_logit": 3.2541263103485107, "end_logit": 1.927254557609558, "text": "six total tackles (five solo), 2\u00bd sacks, and two forced fumbles. Ware had five total tackles and two sacks. Ward", "probability": 0.034487348049879074 }, { "start_logit": 2.877747058868408, "end_logit": 2.2410945892333984, "text": "four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly had 11 total tackles, while Thomas Davis", "probability": 0.0323965959250927 }, { "start_logit": 2.6375303268432617, "end_logit": 2.4741718769073486, "text": "zero touchdowns. Sanders", "probability": 0.032166119664907455 } ], "56d9ccacdc89441400fdb844": [ { "start_logit": 3.420140504837036, "end_logit": 2.8590807914733887, "text": "Luke Kuechly", "probability": 0.09458903968334198 }, { "start_logit": 3.266282081604004, "end_logit": 2.8590807914733887, "text": "Charles Johnson had four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly", "probability": 0.0810999944806099 }, { "start_logit": 3.420140504837036, "end_logit": 2.497982978820801, "text": "Luke Kuechly had 11 total tackles, while Thomas Davis", "probability": 0.06592009961605072 }, { "start_logit": 3.266282081604004, "end_logit": 2.5283846855163574, "text": "Charles Johnson", "probability": 0.058264147490262985 }, { "start_logit": 3.420140504837036, "end_logit": 2.356161117553711, "text": "Luke Kuechly had 11 total tackles, while Thomas Davis had seven", "probability": 0.05720386654138565 }, { "start_logit": 3.266282081604004, "end_logit": 2.497982978820801, "text": "Charles Johnson had four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly had 11 total tackles, while Thomas Davis", "probability": 0.05651947110891342 }, { "start_logit": 3.436527967453003, "end_logit": 2.2976772785186768, "text": "six receptions for 83", "probability": 0.05484578758478165 }, { "start_logit": 3.392282009124756, "end_logit": 2.2976772785186768, "text": "83", "probability": 0.05247199907898903 }, { "start_logit": 2.7935776710510254, "end_logit": 2.8590807914733887, "text": "four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly", "probability": 0.05055078864097595 }, { "start_logit": 3.266282081604004, "end_logit": 2.356161117553711, "text": "Charles Johnson had four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly had 11 total tackles, while Thomas Davis had seven", "probability": 0.04904622584581375 }, { "start_logit": 3.130589246749878, "end_logit": 2.4180285930633545, "text": "seven total tackles, a fumble recovery, and an interception. McManus", "probability": 0.04555579647421837 }, { "start_logit": 3.436527967453003, "end_logit": 2.0765581130981445, "text": "six receptions for 83 yards. Anderson", "probability": 0.04396555572748184 }, { "start_logit": 3.392282009124756, "end_logit": 2.0765581130981445, "text": "83 yards. Anderson", "probability": 0.04206265136599541 }, { "start_logit": 3.0170986652374268, "end_logit": 2.4180285930633545, "text": "five total tackles and two sacks. Ward had seven total tackles, a fumble recovery, and an interception. McManus", "probability": 0.04066823422908783 }, { "start_logit": 3.436527967453003, "end_logit": 1.9077446460723877, "text": "six", "probability": 0.03713621944189072 }, { "start_logit": 2.7935776710510254, "end_logit": 2.497982978820801, "text": "four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly had 11 total tackles, while Thomas Davis", "probability": 0.03522939234972 }, { "start_logit": 2.7807247638702393, "end_logit": 2.497982978820801, "text": "Thomas Davis", "probability": 0.03477947786450386 }, { "start_logit": 2.791478395462036, "end_logit": 2.4575326442718506, "text": "45 yards on six carries. Brown caught four passes for 80 yards, while Ginn had four receptions for 74. Ealy", "probability": 0.03376183658838272 }, { "start_logit": 3.3074772357940674, "end_logit": 1.9241626262664795, "text": "six total tackles (five solo), 2\u00bd sacks, and two forced fumbles. Ware had five total tackles and two sacks. Ward", "probability": 0.03318042308092117 }, { "start_logit": 3.392282009124756, "end_logit": 1.8384121656417847, "text": "83 yards. Anderson was the game's leading rusher with 90 yards and a touchdown, along with four receptions for 10 yards. Miller", "probability": 0.03314905986189842 } ], "56d9ccacdc89441400fdb845": [ { "start_logit": 3.379298448562622, "end_logit": 2.9118552207946777, "text": "Luke Kuechly", "probability": 0.09097787737846375 }, { "start_logit": 3.152149200439453, "end_logit": 3.0676703453063965, "text": "seven total tackles, a fumble recovery, and an interception. McManus", "probability": 0.08471409976482391 }, { "start_logit": 3.149780035018921, "end_logit": 3.0676703453063965, "text": "five total tackles and two sacks. Ward had seven total tackles, a fumble recovery, and an interception. McManus", "probability": 0.08451361209154129 }, { "start_logit": 3.1722540855407715, "end_logit": 2.9118552207946777, "text": "Charles Johnson had four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly", "probability": 0.07396350055932999 }, { "start_logit": 3.379298448562622, "end_logit": 2.442596912384033, "text": "Luke Kuechly had 11 total tackles, while Thomas Davis had seven", "probability": 0.05690356716513634 }, { "start_logit": 2.8612146377563477, "end_logit": 2.9118552207946777, "text": "four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly", "probability": 0.0541919469833374 }, { "start_logit": 3.429130792617798, "end_logit": 2.336632013320923, "text": "six receptions for 83", "probability": 0.053797412663698196 }, { "start_logit": 3.3793861865997314, "end_logit": 2.336632013320923, "text": "83", "probability": 0.05118674412369728 }, { "start_logit": 3.379298448562622, "end_logit": 2.2586610317230225, "text": "Luke Kuechly had 11 total tackles, while Thomas Davis", "probability": 0.047343142330646515 }, { "start_logit": 3.1722540855407715, "end_logit": 2.442596912384033, "text": "Charles Johnson had four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly had 11 total tackles, while Thomas Davis had seven", "probability": 0.046261657029390335 }, { "start_logit": 3.1722540855407715, "end_logit": 2.417322874069214, "text": "Charles Johnson", "probability": 0.045107077807188034 }, { "start_logit": 3.429130792617798, "end_logit": 2.0428109169006348, "text": "six receptions for 83 yards. Anderson", "probability": 0.040101125836372375 }, { "start_logit": 3.1722540855407715, "end_logit": 2.2586610317230225, "text": "Charles Johnson had four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly had 11 total tackles, while Thomas Davis", "probability": 0.03848918899893761 }, { "start_logit": 3.3793861865997314, "end_logit": 2.0428109169006348, "text": "83 yards. Anderson", "probability": 0.03815511241555214 }, { "start_logit": 3.429130792617798, "end_logit": 1.8949310779571533, "text": "six", "probability": 0.034588608890771866 }, { "start_logit": 2.8612146377563477, "end_logit": 2.442596912384033, "text": "four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly had 11 total tackles, while Thomas Davis had seven", "probability": 0.03389522060751915 }, { "start_logit": 3.3069915771484375, "end_logit": 1.9418294429779053, "text": "six total tackles (five solo), 2\u00bd sacks, and two forced fumbles. Ware had five total tackles and two sacks. Ward", "probability": 0.032081637531518936 }, { "start_logit": 2.8038387298583984, "end_logit": 2.442596912384033, "text": "Thomas Davis had seven", "probability": 0.0320051945745945 }, { "start_logit": 2.7662901878356934, "end_logit": 2.450883150100708, "text": "45 yards on six carries. Brown caught four passes for 80 yards, while Ginn had four receptions for 74. Ealy", "probability": 0.03108222410082817 }, { "start_logit": 3.3069915771484375, "end_logit": 1.8958839178085327, "text": "six total tackles (five solo), 2\u00bd sacks, and two forced fumbles. Ware had five total tackles and two sacks. Ward had seven", "probability": 0.030640970915555954 } ], "56d9ccacdc89441400fdb846": [ { "start_logit": 3.2895009517669678, "end_logit": 3.111549139022827, "text": "Luke Kuechly", "probability": 0.10460026562213898 }, { "start_logit": 3.176947832107544, "end_logit": 2.9953930377960205, "text": "seven total tackles, a fumble recovery, and an interception. McManus", "probability": 0.08321576565504074 }, { "start_logit": 3.165717363357544, "end_logit": 2.9953930377960205, "text": "five total tackles and two sacks. Ward had seven total tackles, a fumble recovery, and an interception. McManus", "probability": 0.08228644728660583 }, { "start_logit": 2.936823606491089, "end_logit": 3.111549139022827, "text": "four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly", "probability": 0.0735134705901146 }, { "start_logit": 3.2895009517669678, "end_logit": 2.5089497566223145, "text": "Luke Kuechly had 11 total tackles, while Thomas Davis had seven", "probability": 0.05725680664181709 }, { "start_logit": 3.4411489963531494, "end_logit": 2.348825454711914, "text": "six receptions for 83", "probability": 0.056773532181978226 }, { "start_logit": 2.6705517768859863, "end_logit": 3.111549139022827, "text": "Charles Johnson had four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly", "probability": 0.056328270584344864 }, { "start_logit": 3.3739101886749268, "end_logit": 2.348825454711914, "text": "83", "probability": 0.053081657737493515 }, { "start_logit": 3.2895009517669678, "end_logit": 2.322026491165161, "text": "Luke Kuechly had 11 total tackles, while Thomas Davis", "probability": 0.047494951635599136 }, { "start_logit": 2.936823606491089, "end_logit": 2.5089497566223145, "text": "four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly had 11 total tackles, while Thomas Davis had seven", "probability": 0.04024030268192291 }, { "start_logit": 2.8926124572753906, "end_logit": 2.5089497566223145, "text": "11 total tackles, while Thomas Davis had seven", "probability": 0.038499996066093445 }, { "start_logit": 3.4411489963531494, "end_logit": 1.9230655431747437, "text": "six", "probability": 0.03708862513303757 }, { "start_logit": 3.4411489963531494, "end_logit": 1.9177050590515137, "text": "six receptions for 83 yards. Anderson", "probability": 0.03689035773277283 }, { "start_logit": 3.326375961303711, "end_logit": 1.9693808555603027, "text": "six total tackles (five solo), 2\u00bd sacks, and two forced fumbles. Ware had five total tackles and two sacks. Ward had seven", "probability": 0.03463459014892578 }, { "start_logit": 3.3739101886749268, "end_logit": 1.9177050590515137, "text": "83 yards. Anderson", "probability": 0.03449144959449768 }, { "start_logit": 2.7962498664855957, "end_logit": 2.4631643295288086, "text": "four passes for 80 yards, while Ginn had four receptions for 74. Ealy", "probability": 0.033398471772670746 }, { "start_logit": 2.936823606491089, "end_logit": 2.322026491165161, "text": "four total tackles, a sack, and a forced fumble. Linebacker Luke Kuechly had 11 total tackles, while Thomas Davis", "probability": 0.03337964043021202 }, { "start_logit": 2.723886251449585, "end_logit": 2.5089497566223145, "text": "Thomas Davis had seven", "probability": 0.03252248466014862 }, { "start_logit": 2.764873504638672, "end_logit": 2.4631643295288086, "text": "45 yards on six carries. Brown caught four passes for 80 yards, while Ginn had four receptions for 74. Ealy", "probability": 0.03236681967973709 }, { "start_logit": 2.8926124572753906, "end_logit": 2.322026491165161, "text": "11 total tackles, while Thomas Davis", "probability": 0.03193602338433266 } ], "56becb823aeaaa14008c948b": [ { "start_logit": 3.554318904876709, "end_logit": 3.0390796661376953, "text": "244 yards by the Baltimore Ravens in Super Bowl XXXV", "probability": 0.11848092824220657 }, { "start_logit": 3.554318904876709, "end_logit": 2.8935911655426025, "text": "244 yards by the Baltimore Ravens", "probability": 0.10243861377239227 }, { "start_logit": 2.982581377029419, "end_logit": 3.0561089515686035, "text": "315 to 194) and first downs (21 to 11", "probability": 0.06803647428750992 }, { "start_logit": 3.554318904876709, "end_logit": 2.4492671489715576, "text": "244 yards by the Baltimore Ravens in Super Bowl XXXV. Only seven", "probability": 0.06568951904773712 }, { "start_logit": 3.0931806564331055, "end_logit": 2.8935911655426025, "text": "194 yards and 11 first downs were both the lowest totals ever by a Super Bowl winning team. The previous record was 244 yards by the Baltimore Ravens", "probability": 0.06459422409534454 }, { "start_logit": 2.788360118865967, "end_logit": 3.0561089515686035, "text": "21 to 11", "probability": 0.05602637678384781 }, { "start_logit": 3.104769706726074, "end_logit": 2.650247812271118, "text": "45 yards set by John Taylor", "probability": 0.05123232677578926 }, { "start_logit": 2.982581377029419, "end_logit": 2.7677674293518066, "text": "315 to 194", "probability": 0.05099371820688248 }, { "start_logit": 3.0691237449645996, "end_logit": 2.650247812271118, "text": "61-yard punt return set a new record, surpassing the old record of 45 yards set by John Taylor", "probability": 0.04943829029798508 }, { "start_logit": 2.531303644180298, "end_logit": 3.0390796661376953, "text": "Baltimore Ravens in Super Bowl XXXV", "probability": 0.04259498417377472 }, { "start_logit": 3.104769706726074, "end_logit": 2.363316297531128, "text": "45 yards set by John Taylor in Super Bowl XXIII", "probability": 0.0384531170129776 }, { "start_logit": 3.0691237449645996, "end_logit": 2.363316297531128, "text": "61-yard punt return set a new record, surpassing the old record of 45 yards set by John Taylor in Super Bowl XXIII", "probability": 0.03710654005408287 }, { "start_logit": 2.531303644180298, "end_logit": 2.8935911655426025, "text": "Baltimore Ravens", "probability": 0.03682762384414673 }, { "start_logit": 2.9646875858306885, "end_logit": 2.4492671489715576, "text": "seven", "probability": 0.03642692416906357 }, { "start_logit": 3.554318904876709, "end_logit": 1.816627025604248, "text": "244 yards by the Baltimore Ravens in Super Bowl XXXV. 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Within the central area of the park one can still find old trees dating from that period: maidenhair tree", "probability": 0.05978614464402199 }, { "start_logit": 3.705658197402954, "end_logit": 2.557135581970215, "text": "15.5 ha, was formally a royal garden. There are over 100", "probability": 0.05971759185194969 }, { "start_logit": 3.705658197402954, "end_logit": 2.3965072631835938, "text": "15.5", "probability": 0.05085601657629013 }, { "start_logit": 3.3880202770233154, "end_logit": 2.6512653827667236, "text": "Saxon Garden", "probability": 0.04775667563080788 }, { "start_logit": 2.3172168731689453, "end_logit": 3.6311869621276855, "text": "Tomb of the Unknown Soldier is situated. In the 19th century the Krasi\u0144ski Palace Garden was remodelled by Franciszek Szanior", "probability": 0.043607838451862335 }, { "start_logit": 3.3880202770233154, "end_logit": 2.557135581970215, "text": "Saxon Garden, covering the area of 15.5 ha, was formally a royal garden. 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In the 19th century the Krasi\u0144ski Palace Garden was remodelled by Franciszek Szanior", "probability": 0.037560753524303436 }, { "start_logit": 3.705658197402954, "end_logit": 2.0915398597717285, "text": "15", "probability": 0.03748839348554611 }, { "start_logit": 3.705658197402954, "end_logit": 2.081733465194702, "text": "15.5 ha, was formally a royal garden", "probability": 0.03712255880236626 }, { "start_logit": 3.3880202770233154, "end_logit": 2.3965072631835938, "text": "Saxon Garden, covering the area of 15.5", "probability": 0.03701639547944069 }, { "start_logit": 3.0146567821502686, "end_logit": 2.557135581970215, "text": "100", "probability": 0.029922951012849808 }, { "start_logit": 3.2709789276123047, "end_logit": 2.2220637798309326, "text": "19th century the Krasi\u0144ski Palace Garden", "probability": 0.0276569202542305 }, { "start_logit": 3.3880202770233154, "end_logit": 2.0915398597717285, "text": "Saxon Garden, covering the area of 15", "probability": 0.027286527678370476 }, { "start_logit": 3.3880202770233154, "end_logit": 2.081733465194702, "text": "Saxon Garden, covering the area of 15.5 ha, was formally a royal garden", "probability": 0.027020258828997612 }, { "start_logit": 2.4114513397216797, "end_logit": 3.012004852294922, "text": "Warsaw Ghetto Uprising", "probability": 0.025797802954912186 } ], "57337ddc4776f41900660bbb": [ { "start_logit": 3.181964159011841, "end_logit": 3.8950650691986084, "text": "Kabaty Woods", "probability": 0.09117637574672699 }, { "start_logit": 3.00003981590271, "end_logit": 3.8950650691986084, "text": "13 natural reserves in Warsaw \u2013 among others, Bielany Forest, Kabaty Woods", "probability": 0.07601050287485123 }, { "start_logit": 3.00003981590271, "end_logit": 3.8729000091552734, "text": "13 natural reserves in Warsaw \u2013 among others, Bielany Forest", "probability": 0.07434426993131638 }, { "start_logit": 3.181964159011841, "end_logit": 3.6030936241149902, "text": "Kabaty Woods, Czerniak\u00f3w Lake", "probability": 0.06808961182832718 }, { "start_logit": 2.7399680614471436, "end_logit": 3.8950650691986084, "text": "Bielany Forest, Kabaty Woods", "probability": 0.058603812009096146 }, { "start_logit": 3.233872413635254, "end_logit": 3.3798372745513916, "text": "oxbow lakes, like Czerniak\u00f3w Lake", "probability": 0.05736739560961723 }, { "start_logit": 2.7399680614471436, "end_logit": 3.8729000091552734, "text": "Bielany Forest", "probability": 0.05731915310025215 }, { "start_logit": 3.00003981590271, "end_logit": 3.6030936241149902, "text": "13 natural reserves in Warsaw \u2013 among others, Bielany Forest, Kabaty Woods, Czerniak\u00f3w Lake", "probability": 0.05676385760307312 }, { "start_logit": 3.233872413635254, "end_logit": 3.3184375762939453, "text": "oxbow lakes", "probability": 0.053951017558574677 }, { "start_logit": 3.233872413635254, "end_logit": 3.2018041610717773, "text": "oxbow lakes, like Czerniak\u00f3w Lake, the lakes in the \u0141azienki or Wilan\u00f3w Parks, Kamionek Lake", "probability": 0.04801162704825401 }, { "start_logit": 2.7399680614471436, "end_logit": 3.6030936241149902, "text": "Bielany Forest, Kabaty Woods, Czerniak\u00f3w Lake", "probability": 0.04376472160220146 }, { "start_logit": 2.446833848953247, "end_logit": 3.8950650691986084, "text": "Warsaw \u2013 among others, Bielany Forest, Kabaty Woods", "probability": 0.043713875114917755 }, { "start_logit": 2.446833848953247, "end_logit": 3.8729000091552734, "text": "Warsaw \u2013 among others, Bielany Forest", "probability": 0.042755600064992905 }, { "start_logit": 3.233872413635254, "end_logit": 3.020127534866333, "text": "oxbow lakes, like Czerniak\u00f3w Lake, the lakes in the \u0141azienki", "probability": 0.040035489946603775 }, { "start_logit": 2.8859617710113525, "end_logit": 3.2018041610717773, "text": "Wilan\u00f3w Parks, Kamionek Lake", "probability": 0.03390397131443024 }, { "start_logit": 2.4628348350524902, "end_logit": 3.6030936241149902, "text": "Czerniak\u00f3w Lake", "probability": 0.0331716313958168 }, { "start_logit": 2.446833848953247, "end_logit": 3.6030936241149902, "text": "Warsaw \u2013 among others, Bielany Forest, Kabaty Woods, Czerniak\u00f3w Lake", "probability": 0.0326450876891613 }, { "start_logit": 3.181964159011841, "end_logit": 2.7881059646606445, "text": "Kabaty Woods, Czerniak\u00f3w", "probability": 0.0301394984126091 }, { "start_logit": 2.558271646499634, "end_logit": 3.3798372745513916, "text": "several lakes in Warsaw \u2013 mainly the oxbow lakes, like Czerniak\u00f3w Lake", "probability": 0.029191438108682632 }, { "start_logit": 2.5531063079833984, "end_logit": 3.3798372745513916, "text": "hundreds of bird species. There are also several lakes in Warsaw \u2013 mainly the oxbow lakes, like Czerniak\u00f3w Lake", "probability": 0.02904103882610798 } ], "57337ddc4776f41900660bbc": [ { "start_logit": 3.217259645462036, "end_logit": 4.017845630645752, "text": "Kabaty Woods", "probability": 0.10069281607866287 }, { "start_logit": 2.919219493865967, "end_logit": 4.017845630645752, "text": "13 natural reserves in Warsaw \u2013 among others, Bielany Forest, Kabaty Woods", "probability": 0.07474138587713242 }, { "start_logit": 3.217259645462036, "end_logit": 3.618809938430786, "text": "Kabaty Woods, Czerniak\u00f3w Lake", "probability": 0.06756151467561722 }, { "start_logit": 2.919219493865967, "end_logit": 3.869793176651001, "text": "13 natural reserves in Warsaw \u2013 among others, Bielany Forest", "probability": 0.06445593386888504 }, { "start_logit": 2.699573278427124, "end_logit": 4.017845630645752, "text": "Bielany Forest, Kabaty Woods", "probability": 0.060002584010362625 }, { "start_logit": 3.230093240737915, "end_logit": 3.46868896484375, "text": "oxbow lakes, like Czerniak\u00f3w Lake", "probability": 0.05889469012618065 }, { "start_logit": 2.6622331142425537, "end_logit": 4.017845630645752, "text": "Warsaw \u2013 among others, Bielany Forest, Kabaty Woods", "probability": 0.05780338868498802 }, { "start_logit": 2.699573278427124, "end_logit": 3.869793176651001, "text": "Bielany Forest", "probability": 0.05174539238214493 }, { "start_logit": 2.919219493865967, "end_logit": 3.618809938430786, "text": "13 natural reserves in Warsaw \u2013 among others, Bielany Forest, Kabaty Woods, Czerniak\u00f3w Lake", "probability": 0.05014900490641594 }, { "start_logit": 2.6622331142425537, "end_logit": 3.869793176651001, "text": "Warsaw \u2013 among others, Bielany Forest", "probability": 0.04984883964061737 }, { "start_logit": 3.230093240737915, "end_logit": 3.2476019859313965, "text": "oxbow lakes", "probability": 0.04721276834607124 }, { "start_logit": 3.230093240737915, "end_logit": 3.2013683319091797, "text": "oxbow lakes, like Czerniak\u00f3w Lake, the lakes in the \u0141azienki or Wilan\u00f3w Parks, Kamionek Lake", "probability": 0.04507961869239807 }, { "start_logit": 2.699573278427124, "end_logit": 3.618809938430786, "text": "Bielany Forest, Kabaty Woods, Czerniak\u00f3w Lake", "probability": 0.040259744971990585 }, { "start_logit": 2.6622331142425537, "end_logit": 3.618809938430786, "text": "Warsaw \u2013 among others, Bielany Forest, Kabaty Woods, Czerniak\u00f3w Lake", "probability": 0.03878416121006012 }, { "start_logit": 3.230093240737915, "end_logit": 3.015110492706299, "text": "oxbow lakes, like Czerniak\u00f3w Lake, the lakes in the \u0141azienki", "probability": 0.03741878643631935 }, { "start_logit": 2.6819512844085693, "end_logit": 3.46868896484375, "text": "hundreds of bird species. There are also several lakes in Warsaw \u2013 mainly the oxbow lakes, like Czerniak\u00f3w Lake", "probability": 0.034042488783597946 }, { "start_logit": 2.4630136489868164, "end_logit": 3.618809938430786, "text": "Czerniak\u00f3w Lake", "probability": 0.031778570264577866 }, { "start_logit": 3.217259645462036, "end_logit": 2.8103318214416504, "text": "Kabaty Woods, Czerniak\u00f3w", "probability": 0.030101068317890167 }, { "start_logit": 2.8161470890045166, "end_logit": 3.2013683319091797, "text": "Wilan\u00f3w Parks, Kamionek Lake", "probability": 0.02979927882552147 }, { "start_logit": 2.5430591106414795, "end_logit": 3.46868896484375, "text": "several lakes in Warsaw \u2013 mainly the oxbow lakes, like Czerniak\u00f3w Lake", "probability": 0.029627922922372818 } ], "57337ddc4776f41900660bba": [ { "start_logit": 3.160400629043579, "end_logit": 3.87229323387146, "text": "Kabaty Woods", "probability": 0.08915513008832932 }, { "start_logit": 3.160400629043579, "end_logit": 3.620919942855835, "text": "Kabaty Woods, Czerniak\u00f3w Lake", "probability": 0.06933879852294922 }, { "start_logit": 3.3858819007873535, "end_logit": 3.389101505279541, "text": "oxbow lakes, like Czerniak\u00f3w Lake", "probability": 0.06890077143907547 }, { "start_logit": 2.8539633750915527, "end_logit": 3.87229323387146, "text": "13 natural reserves in Warsaw \u2013 among others, Bielany Forest, Kabaty Woods", "probability": 0.0656239315867424 }, { "start_logit": 3.3858819007873535, "end_logit": 3.2605137825012207, "text": "oxbow lakes, like Czerniak\u00f3w Lake, the lakes in the \u0141azienki or Wilan\u00f3w Parks, Kamionek Lake", "probability": 0.06058695912361145 }, { "start_logit": 3.3858819007873535, "end_logit": 3.254042863845825, "text": "oxbow lakes", "probability": 0.06019618362188339 }, { "start_logit": 2.8539633750915527, "end_logit": 3.76657772064209, "text": "13 natural reserves in Warsaw \u2013 among others, Bielany Forest", "probability": 0.05904058367013931 }, { "start_logit": 2.6728785037994385, "end_logit": 3.87229323387146, "text": "Bielany Forest, Kabaty Woods", "probability": 0.054754290729761124 }, { "start_logit": 3.3858819007873535, "end_logit": 3.099052667617798, "text": "oxbow lakes, like Czerniak\u00f3w Lake, the lakes in the \u0141azienki", "probability": 0.051553431898355484 }, { "start_logit": 2.8539633750915527, "end_logit": 3.620919942855835, "text": "13 natural reserves in Warsaw \u2013 among others, Bielany Forest, Kabaty Woods, Czerniak\u00f3w Lake", "probability": 0.051037829369306564 }, { "start_logit": 2.6728785037994385, "end_logit": 3.76657772064209, "text": "Bielany Forest", "probability": 0.04926136136054993 }, { "start_logit": 2.6728785037994385, "end_logit": 3.620919942855835, "text": "Bielany Forest, Kabaty Woods, Czerniak\u00f3w Lake", "probability": 0.04258416220545769 }, { "start_logit": 2.3566367626190186, "end_logit": 3.87229323387146, "text": "Warsaw \u2013 among others, Bielany Forest, Kabaty Woods", "probability": 0.0399094857275486 }, { "start_logit": 2.905496835708618, "end_logit": 3.2605137825012207, "text": "Wilan\u00f3w Parks, Kamionek Lake", "probability": 0.03747577592730522 }, { "start_logit": 2.3566367626190186, "end_logit": 3.76657772064209, "text": "Warsaw \u2013 among others, Bielany Forest", "probability": 0.03590579330921173 }, { "start_logit": 2.4763734340667725, "end_logit": 3.620919942855835, "text": "Czerniak\u00f3w Lake", "probability": 0.03498702868819237 }, { "start_logit": 2.7058918476104736, "end_logit": 3.389101505279541, "text": "hundreds of bird species. There are also several lakes in Warsaw \u2013 mainly the oxbow lakes, like Czerniak\u00f3w Lake", "probability": 0.03490665927529335 }, { "start_logit": 3.3858819007873535, "end_logit": 2.6284563541412354, "text": "oxbow lakes, like Czerniak\u00f3w Lake, the lakes in the \u0141azienki or Wilan\u00f3w Parks", "probability": 0.032201800495386124 }, { "start_logit": 3.3858819007873535, "end_logit": 2.6077263355255127, "text": "oxbow lakes, like Czerniak\u00f3w Lake, the lakes in the \u0141azienki or Wilan\u00f3w Parks, Kamionek", "probability": 0.0315411351621151 }, { "start_logit": 2.3566367626190186, "end_logit": 3.620919942855835, "text": "Warsaw \u2013 among others, Bielany Forest, Kabaty Woods, Czerniak\u00f3w Lake", "probability": 0.031038885936141014 } ], "57337ddc4776f41900660bbd": [ { "start_logit": 3.1613504886627197, "end_logit": 3.857435941696167, "text": "Kabaty Woods", "probability": 0.08680582791566849 }, { "start_logit": 3.445253610610962, "end_logit": 3.4166786670684814, "text": "oxbow lakes, like Czerniak\u00f3w Lake", "probability": 0.07420410960912704 }, { "start_logit": 3.1613504886627197, "end_logit": 3.560781717300415, "text": "Kabaty Woods, Czerniak\u00f3w Lake", "probability": 0.06452284753322601 }, { "start_logit": 3.445253610610962, "end_logit": 3.2690258026123047, "text": "oxbow lakes, like Czerniak\u00f3w Lake, the lakes in the \u0141azienki or Wilan\u00f3w Parks, Kamionek Lake", "probability": 0.0640181377530098 }, { "start_logit": 2.823187828063965, "end_logit": 3.857435941696167, "text": "13 natural reserves in Warsaw \u2013 among others, Bielany Forest, Kabaty Woods", "probability": 0.06189944967627525 }, { "start_logit": 3.445253610610962, "end_logit": 3.2314515113830566, "text": "oxbow lakes", "probability": 0.06165735796093941 }, { "start_logit": 2.823187828063965, "end_logit": 3.772081136703491, "text": "13 natural reserves in Warsaw \u2013 among others, Bielany Forest", "probability": 0.05683523416519165 }, { "start_logit": 3.445253610610962, "end_logit": 3.118068218231201, "text": "oxbow lakes, like Czerniak\u00f3w Lake, the lakes in the \u0141azienki", "probability": 0.05504821240901947 }, { "start_logit": 2.686824321746826, "end_logit": 3.857435941696167, "text": "Bielany Forest, Kabaty Woods", "probability": 0.05400882288813591 }, { "start_logit": 2.686824321746826, "end_logit": 3.772081136703491, "text": "Bielany Forest", "probability": 0.04959016293287277 }, { "start_logit": 2.823187828063965, "end_logit": 3.560781717300415, "text": "13 natural reserves in Warsaw \u2013 among others, Bielany Forest, Kabaty Woods, Czerniak\u00f3w Lake", "probability": 0.04600989818572998 }, { "start_logit": 2.3905956745147705, "end_logit": 3.857435941696167, "text": "Warsaw \u2013 among others, Bielany Forest, Kabaty Woods", "probability": 0.04016190394759178 }, { "start_logit": 2.686824321746826, "end_logit": 3.560781717300415, "text": "Bielany Forest, Kabaty Woods, Czerniak\u00f3w Lake", "probability": 0.04014482721686363 }, { "start_logit": 2.918940544128418, "end_logit": 3.2690258026123047, "text": "Wilan\u00f3w Parks, Kamionek Lake", "probability": 0.037820592522621155 }, { "start_logit": 2.3905956745147705, "end_logit": 3.772081136703491, "text": "Warsaw \u2013 among others, Bielany Forest", "probability": 0.03687611594796181 }, { "start_logit": 2.7139432430267334, "end_logit": 3.4166786670684814, "text": "hundreds of bird species. There are also several lakes in Warsaw \u2013 mainly the oxbow lakes, like Czerniak\u00f3w Lake", "probability": 0.03571280092000961 }, { "start_logit": 3.445253610610962, "end_logit": 2.650465250015259, "text": "oxbow lakes, like Czerniak\u00f3w Lake, the lakes in the \u0141azienki or Wilan\u00f3w Parks, Kamionek", "probability": 0.03448781743645668 }, { "start_logit": 3.445253610610962, "end_logit": 2.6319875717163086, "text": "oxbow lakes, like Czerniak\u00f3w Lake, the lakes in the \u0141azienki or Wilan\u00f3w Parks", "probability": 0.033856406807899475 }, { "start_logit": 3.1613504886627197, "end_logit": 2.9019343852996826, "text": "Kabaty Woods, Czerniak\u00f3w", "probability": 0.033387184143066406 }, { "start_logit": 2.489393949508667, "end_logit": 3.560781717300415, "text": "Czerniak\u00f3w Lake", "probability": 0.032952360808849335 } ], "57337ddc4776f41900660bbe": [ { "start_logit": 3.20526385307312, "end_logit": 3.9939050674438477, "text": "Kabaty Woods", "probability": 0.09996358305215836 }, { "start_logit": 2.9871034622192383, "end_logit": 3.9939050674438477, "text": "13 natural reserves in Warsaw \u2013 among others, Bielany Forest, Kabaty Woods", "probability": 0.08037034422159195 }, { "start_logit": 2.9871034622192383, "end_logit": 3.8013763427734375, "text": "13 natural reserves in Warsaw \u2013 among others, Bielany Forest", "probability": 0.06629513949155807 }, { "start_logit": 3.325167179107666, "end_logit": 3.454136848449707, "text": "oxbow lakes, like Czerniak\u00f3w Lake", "probability": 0.06568961590528488 }, { "start_logit": 3.20526385307312, "end_logit": 3.546309232711792, "text": "Kabaty Woods, Czerniak\u00f3w Lake", "probability": 0.06389300525188446 }, { "start_logit": 2.668938636779785, "end_logit": 3.9939050674438477, "text": "Bielany Forest, Kabaty Woods", "probability": 0.0584680512547493 }, { "start_logit": 2.5667524337768555, "end_logit": 3.9939050674438477, "text": "Warsaw \u2013 among others, Bielany Forest, Kabaty Woods", "probability": 0.05278855189681053 }, { "start_logit": 2.9871034622192383, "end_logit": 3.546309232711792, "text": "13 natural reserves in Warsaw \u2013 among others, Bielany Forest, Kabaty Woods, Czerniak\u00f3w Lake", "probability": 0.051369763910770416 }, { "start_logit": 3.325167179107666, "end_logit": 3.1953327655792236, "text": "oxbow lakes, like Czerniak\u00f3w Lake, the lakes in the \u0141azienki or Wilan\u00f3w Parks, Kamionek Lake", "probability": 0.05071070045232773 }, { "start_logit": 3.325167179107666, "end_logit": 3.153877019882202, "text": "oxbow lakes", "probability": 0.04865140840411186 }, { "start_logit": 2.668938636779785, "end_logit": 3.8013763427734375, "text": "Bielany Forest", "probability": 0.04822857677936554 }, { "start_logit": 2.5667524337768555, "end_logit": 3.8013763427734375, "text": "Warsaw \u2013 among others, Bielany Forest", "probability": 0.04354372248053551 }, { "start_logit": 3.325167179107666, "end_logit": 2.997325897216797, "text": "oxbow lakes, like Czerniak\u00f3w Lake, the lakes in the \u0141azienki", "probability": 0.041601233184337616 }, { "start_logit": 2.668938636779785, "end_logit": 3.546309232711792, "text": "Bielany Forest, Kabaty Woods, Czerniak\u00f3w Lake", "probability": 0.03737061843276024 }, { "start_logit": 2.5667524337768555, "end_logit": 3.546309232711792, "text": "Warsaw \u2013 among others, Bielany Forest, Kabaty Woods, Czerniak\u00f3w Lake", "probability": 0.033740490674972534 }, { "start_logit": 2.6206483840942383, "end_logit": 3.454136848449707, "text": "hundreds of bird species. There are also several lakes in Warsaw \u2013 mainly the oxbow lakes, like Czerniak\u00f3w Lake", "probability": 0.032473426312208176 }, { "start_logit": 2.6048364639282227, "end_logit": 3.454136848449707, "text": "several lakes in Warsaw \u2013 mainly the oxbow lakes, like Czerniak\u00f3w Lake", "probability": 0.03196399658918381 }, { "start_logit": 2.8510537147521973, "end_logit": 3.1953327655792236, "text": "Wilan\u00f3w Parks, Kamionek Lake", "probability": 0.031564198434352875 }, { "start_logit": 3.20526385307312, "end_logit": 2.83935284614563, "text": "Kabaty Woods, Czerniak\u00f3w", "probability": 0.03150837868452072 }, { "start_logit": 2.4427363872528076, "end_logit": 3.546309232711792, "text": "Czerniak\u00f3w Lake", "probability": 0.02980518527328968 } ], "57337ea24776f41900660bd0": [ { "start_logit": 3.921555995941162, "end_logit": 3.3990848064422607, "text": "219,000", "probability": 0.0782875046133995 }, { "start_logit": 3.8753199577331543, "end_logit": 3.3990848064422607, "text": "638,000, Jews constituted 219,000", "probability": 0.07475020736455917 }, { "start_logit": 3.921555995941162, "end_logit": 3.3337926864624023, "text": "219,000 (around 34% percent). Warsaw's prewar Jewish population of more than 350,000", "probability": 0.07333926856517792 }, { "start_logit": 3.8753199577331543, "end_logit": 3.3337926864624023, "text": "638,000, Jews constituted 219,000 (around 34% percent). Warsaw's prewar Jewish population of more than 350,000", "probability": 0.07002554833889008 }, { "start_logit": 3.2872226238250732, "end_logit": 3.9188268184661865, "text": "1897", "probability": 0.0698113739490509 }, { "start_logit": 3.201974630355835, "end_logit": 3.9188268184661865, "text": "Russian census of 1897", "probability": 0.06410669535398483 }, { "start_logit": 3.8753199577331543, "end_logit": 3.177520275115967, "text": "638,000", "probability": 0.05989467352628708 }, { "start_logit": 3.361147403717041, "end_logit": 3.6719183921813965, "text": "350,000 constituted about 30 percent of the city's total population. In 1933", "probability": 0.05872192606329918 }, { "start_logit": 3.119426965713501, "end_logit": 3.6719183921813965, "text": "1933", "probability": 0.04611291363835335 }, { "start_logit": 3.361147403717041, "end_logit": 3.3337926864624023, "text": "350,000", "probability": 0.04187493771314621 }, { "start_logit": 3.018871784210205, "end_logit": 3.6719183921813965, "text": "30 percent of the city's total population. In 1933", "probability": 0.04170152172446251 }, { "start_logit": 3.2872226238250732, "end_logit": 3.3990848064422607, "text": "1897, out of the total population of 638,000, Jews constituted 219,000", "probability": 0.04151500388979912 }, { "start_logit": 3.921555995941162, "end_logit": 2.717273235321045, "text": "219,000 (around 34% percent). Warsaw's prewar Jewish population of more than 350,000 constituted about 30 percent", "probability": 0.039590004831552505 }, { "start_logit": 3.201974630355835, "end_logit": 3.3990848064422607, "text": "Russian census of 1897, out of the total population of 638,000, Jews constituted 219,000", "probability": 0.03812258318066597 }, { "start_logit": 2.630079507827759, "end_logit": 3.9188268184661865, "text": "foreign-born inhabitants. In addition to the Polish majority, there was a significant Jewish minority in Warsaw. According to Russian census of 1897", "probability": 0.03618532791733742 }, { "start_logit": 2.623765707015991, "end_logit": 3.9188268184661865, "text": "Jewish minority in Warsaw. According to Russian census of 1897", "probability": 0.03595758229494095 }, { "start_logit": 3.2872226238250732, "end_logit": 3.177520275115967, "text": "1897, out of the total population of 638,000", "probability": 0.03326447680592537 }, { "start_logit": 2.5253148078918457, "end_logit": 3.9188268184661865, "text": "Polish majority, there was a significant Jewish minority in Warsaw. According to Russian census of 1897", "probability": 0.032586198300123215 }, { "start_logit": 2.7694852352142334, "end_logit": 3.6719183921813965, "text": "more than 350,000 constituted about 30 percent of the city's total population. In 1933", "probability": 0.0324970968067646 }, { "start_logit": 3.8753199577331543, "end_logit": 2.539832592010498, "text": "638", "probability": 0.031655121594667435 } ], "57337ea24776f41900660bd3": [ { "start_logit": 3.915179491043091, "end_logit": 3.4296376705169678, "text": "219,000", "probability": 0.08602819591760635 }, { "start_logit": 3.8629233837127686, "end_logit": 3.4296376705169678, "text": "638,000, Jews constituted 219,000", "probability": 0.08164813369512558 }, { "start_logit": 3.915179491043091, "end_logit": 3.291708469390869, "text": "219,000 (around 34% percent). Warsaw's prewar Jewish population of more than 350,000", "probability": 0.0749443769454956 }, { "start_logit": 3.8629233837127686, "end_logit": 3.291708469390869, "text": "638,000, Jews constituted 219,000 (around 34% percent). Warsaw's prewar Jewish population of more than 350,000", "probability": 0.07112860679626465 }, { "start_logit": 3.212895631790161, "end_logit": 3.8733677864074707, "text": "Russian census of 1897", "probability": 0.06642819941043854 }, { "start_logit": 3.8629233837127686, "end_logit": 3.200706720352173, "text": "638,000", "probability": 0.06494157761335373 }, { "start_logit": 3.147568464279175, "end_logit": 3.8733677864074707, "text": "1897", "probability": 0.06222730875015259 }, { "start_logit": 3.39404034614563, "end_logit": 3.401989459991455, "text": "350,000 constituted about 30 percent of the city's total population. In 1933", "probability": 0.049694184213876724 }, { "start_logit": 3.39404034614563, "end_logit": 3.291708469390869, "text": "350,000", "probability": 0.04450524225831032 }, { "start_logit": 3.212895631790161, "end_logit": 3.4296376705169678, "text": "Russian census of 1897, out of the total population of 638,000, Jews constituted 219,000", "probability": 0.0426228828728199 }, { "start_logit": 3.915179491043091, "end_logit": 2.720881223678589, "text": "219,000 (around 34% percent). Warsaw's prewar Jewish population of more than 350,000 constituted about 30 percent", "probability": 0.04234789311885834 }, { "start_logit": 2.7242984771728516, "end_logit": 3.8733677864074707, "text": "Jewish minority in Warsaw. According to Russian census of 1897", "probability": 0.04075278341770172 }, { "start_logit": 3.147568464279175, "end_logit": 3.4296376705169678, "text": "1897, out of the total population of 638,000, Jews constituted 219,000", "probability": 0.03992744907736778 }, { "start_logit": 2.6345138549804688, "end_logit": 3.8733677864074707, "text": "foreign-born inhabitants. In addition to the Polish majority, there was a significant Jewish minority in Warsaw. According to Russian census of 1897", "probability": 0.03725326806306839 }, { "start_logit": 3.212895631790161, "end_logit": 3.200706720352173, "text": "Russian census of 1897, out of the total population of 638,000", "probability": 0.03390153497457504 }, { "start_logit": 3.8629233837127686, "end_logit": 2.543670892715454, "text": "638", "probability": 0.03366478160023689 }, { "start_logit": 2.9975497722625732, "end_logit": 3.401989459991455, "text": "1933", "probability": 0.03342809900641441 }, { "start_logit": 3.147568464279175, "end_logit": 3.200706720352173, "text": "1897, out of the total population of 638,000", "probability": 0.03175763040781021 }, { "start_logit": 2.9457802772521973, "end_logit": 3.401989459991455, "text": "30 percent of the city's total population. In 1933", "probability": 0.031741585582494736 }, { "start_logit": 2.4525744915008545, "end_logit": 3.8733677864074707, "text": "Polish majority, there was a significant Jewish minority in Warsaw. According to Russian census of 1897", "probability": 0.031056245788931847 } ], "57337ea24776f41900660bd2": [ { "start_logit": 3.927201509475708, "end_logit": 3.4322667121887207, "text": "219,000", "probability": 0.0877775177359581 }, { "start_logit": 3.864806652069092, "end_logit": 3.4322667121887207, "text": "638,000, Jews constituted 219,000", "probability": 0.08246800303459167 }, { "start_logit": 3.927201509475708, "end_logit": 3.28804087638855, "text": "219,000 (around 34% percent). Warsaw's prewar Jewish population of more than 350,000", "probability": 0.0759882926940918 }, { "start_logit": 3.864806652069092, "end_logit": 3.28804087638855, "text": "638,000, Jews constituted 219,000 (around 34% percent). Warsaw's prewar Jewish population of more than 350,000", "probability": 0.07139188051223755 }, { "start_logit": 3.864806652069092, "end_logit": 3.2028825283050537, "text": "638,000", "probability": 0.06556393951177597 }, { "start_logit": 3.41198992729187, "end_logit": 3.617910146713257, "text": "350,000 constituted about 30 percent of the city's total population. In 1933", "probability": 0.06313257664442062 }, { "start_logit": 3.306408166885376, "end_logit": 3.660076856613159, "text": "Russian census of 1897", "probability": 0.059253331273794174 }, { "start_logit": 3.306408166885376, "end_logit": 3.4322667121887207, "text": "Russian census of 1897, out of the total population of 638,000, Jews constituted 219,000", "probability": 0.04718197509646416 }, { "start_logit": 3.0866200923919678, "end_logit": 3.617910146713257, "text": "1933", "probability": 0.04559814929962158 }, { "start_logit": 3.41198992729187, "end_logit": 3.28804087638855, "text": "350,000", "probability": 0.0453934520483017 }, { "start_logit": 2.98311185836792, "end_logit": 3.660076856613159, "text": "1897", "probability": 0.04288513585925102 }, { "start_logit": 3.927201509475708, "end_logit": 2.68477201461792, "text": "219,000 (around 34% percent). Warsaw's prewar Jewish population of more than 350,000 constituted about 30 percent", "probability": 0.04156716912984848 }, { "start_logit": 2.9753072261810303, "end_logit": 3.617910146713257, "text": "30 percent of the city's total population. In 1933", "probability": 0.04079478606581688 }, { "start_logit": 3.306408166885376, "end_logit": 3.2028825283050537, "text": "Russian census of 1897, out of the total population of 638,000", "probability": 0.03751075267791748 }, { "start_logit": 3.864806652069092, "end_logit": 2.5570342540740967, "text": "638", "probability": 0.034369777888059616 }, { "start_logit": 2.98311185836792, "end_logit": 3.4322667121887207, "text": "1897, out of the total population of 638,000, Jews constituted 219,000", "probability": 0.03414839133620262 }, { "start_logit": 2.7706923484802246, "end_logit": 3.617910146713257, "text": "more than 350,000 constituted about 30 percent of the city's total population. In 1933", "probability": 0.03324615955352783 }, { "start_logit": 2.668135404586792, "end_logit": 3.660076856613159, "text": "foreign-born inhabitants. In addition to the Polish majority, there was a significant Jewish minority in Warsaw. According to Russian census of 1897", "probability": 0.03129784017801285 }, { "start_logit": 3.0866200923919678, "end_logit": 3.226125478744507, "text": "1933, out of 1,178,914 inhabitants 833,500 were of Polish mother tongue. World War II", "probability": 0.030817493796348572 }, { "start_logit": 2.984846830368042, "end_logit": 3.28804087638855, "text": "34% percent). Warsaw's prewar Jewish population of more than 350,000", "probability": 0.029613330960273743 } ], "57337ea24776f41900660bd1": [ { "start_logit": 3.9169559478759766, "end_logit": 3.406919240951538, "text": "219,000", "probability": 0.07805121690034866 }, { "start_logit": 3.8735785484313965, "end_logit": 3.406919240951538, "text": "638,000, Jews constituted 219,000", "probability": 0.07473790645599365 }, { "start_logit": 3.9169559478759766, "end_logit": 3.3357131481170654, "text": "219,000 (around 34% percent). Warsaw's prewar Jewish population of more than 350,000", "probability": 0.07268675416707993 }, { "start_logit": 3.2932770252227783, "end_logit": 3.9199233055114746, "text": "1897", "probability": 0.06987377256155014 }, { "start_logit": 3.8735785484313965, "end_logit": 3.3357131481170654, "text": "638,000, Jews constituted 219,000 (around 34% percent). Warsaw's prewar Jewish population of more than 350,000", "probability": 0.0696011632680893 }, { "start_logit": 3.214064836502075, "end_logit": 3.9199233055114746, "text": "Russian census of 1897", "probability": 0.06455245614051819 }, { "start_logit": 3.8735785484313965, "end_logit": 3.1982200145721436, "text": "638,000", "probability": 0.060660216957330704 }, { "start_logit": 3.357372522354126, "end_logit": 3.667043447494507, "text": "350,000 constituted about 30 percent of the city's total population. In 1933", "probability": 0.05785302817821503 }, { "start_logit": 3.1231448650360107, "end_logit": 3.667043447494507, "text": "1933", "probability": 0.0457722544670105 }, { "start_logit": 3.2932770252227783, "end_logit": 3.406919240951538, "text": "1897, out of the total population of 638,000, Jews constituted 219,000", "probability": 0.04183302819728851 }, { "start_logit": 3.357372522354126, "end_logit": 3.3357131481170654, "text": "350,000", "probability": 0.04153662547469139 }, { "start_logit": 3.0130674839019775, "end_logit": 3.667043447494507, "text": "30 percent of the city's total population. In 1933", "probability": 0.041001174598932266 }, { "start_logit": 3.9169559478759766, "end_logit": 2.705843448638916, "text": "219,000 (around 34% percent). Warsaw's prewar Jewish population of more than 350,000 constituted about 30 percent", "probability": 0.03871740400791168 }, { "start_logit": 3.214064836502075, "end_logit": 3.406919240951538, "text": "Russian census of 1897, out of the total population of 638,000, Jews constituted 219,000", "probability": 0.038647186011075974 }, { "start_logit": 2.6500027179718018, "end_logit": 3.9199233055114746, "text": "foreign-born inhabitants. In addition to the Polish majority, there was a significant Jewish minority in Warsaw. According to Russian census of 1897", "probability": 0.03672347217798233 }, { "start_logit": 2.632394552230835, "end_logit": 3.9199233055114746, "text": "Jewish minority in Warsaw. According to Russian census of 1897", "probability": 0.03608248010277748 }, { "start_logit": 2.5721383094787598, "end_logit": 3.9199233055114746, "text": "Polish majority, there was a significant Jewish minority in Warsaw. According to Russian census of 1897", "probability": 0.03397250548005104 }, { "start_logit": 3.2932770252227783, "end_logit": 3.1982200145721436, "text": "1897, out of the total population of 638,000", "probability": 0.03395333141088486 }, { "start_logit": 2.772886037826538, "end_logit": 3.667043447494507, "text": "more than 350,000 constituted about 30 percent of the city's total population. In 1933", "probability": 0.03224681690335274 }, { "start_logit": 3.8735785484313965, "end_logit": 2.5428311824798584, "text": "638", "probability": 0.03149722144007683 } ], "57337ea24776f41900660bd4": [ { "start_logit": 3.924466609954834, "end_logit": 3.4203405380249023, "text": "219,000", "probability": 0.08017530292272568 }, { "start_logit": 3.8677756786346436, "end_logit": 3.4203405380249023, "text": "638,000, Jews constituted 219,000", "probability": 0.07575654238462448 }, { "start_logit": 3.2857871055603027, "end_logit": 3.927135944366455, "text": "1897", "probability": 0.07026904821395874 }, { "start_logit": 3.924466609954834, "end_logit": 3.287306547164917, "text": "219,000 (around 34% percent). Warsaw's prewar Jewish population of more than 350,000", "probability": 0.07018828392028809 }, { "start_logit": 3.243928909301758, "end_logit": 3.927135944366455, "text": "Russian census of 1897", "probability": 0.06738842278718948 }, { "start_logit": 3.8677756786346436, "end_logit": 3.287306547164917, "text": "638,000, Jews constituted 219,000 (around 34% percent). Warsaw's prewar Jewish population of more than 350,000", "probability": 0.06631994247436523 }, { "start_logit": 3.8677756786346436, "end_logit": 3.1863834857940674, "text": "638,000", "probability": 0.059953395277261734 }, { "start_logit": 3.3979361057281494, "end_logit": 3.6154441833496094, "text": "350,000 constituted about 30 percent of the city's total population. In 1933", "probability": 0.05755772814154625 }, { "start_logit": 3.09295392036438, "end_logit": 3.6154441833496094, "text": "1933", "probability": 0.042427908629179 }, { "start_logit": 3.2857871055603027, "end_logit": 3.4203405380249023, "text": "1897, out of the total population of 638,000, Jews constituted 219,000", "probability": 0.04233169183135033 }, { "start_logit": 3.3979361057281494, "end_logit": 3.287306547164917, "text": "350,000", "probability": 0.04145676642656326 }, { "start_logit": 2.7457382678985596, "end_logit": 3.927135944366455, "text": "Jewish minority in Warsaw. According to Russian census of 1897", "probability": 0.04094717651605606 }, { "start_logit": 3.243928909301758, "end_logit": 3.4203405380249023, "text": "Russian census of 1897, out of the total population of 638,000, Jews constituted 219,000", "probability": 0.040596332401037216 }, { "start_logit": 3.924466609954834, "end_logit": 2.70236873626709, "text": "219,000 (around 34% percent). Warsaw's prewar Jewish population of more than 350,000 constituted about 30 percent", "probability": 0.03910474106669426 }, { "start_logit": 2.685525894165039, "end_logit": 3.927135944366455, "text": "foreign-born inhabitants. In addition to the Polish majority, there was a significant Jewish minority in Warsaw. According to Russian census of 1897", "probability": 0.03855440020561218 }, { "start_logit": 2.954956531524658, "end_logit": 3.6154441833496094, "text": "30 percent of the city's total population. In 1933", "probability": 0.03695899620652199 }, { "start_logit": 3.2857871055603027, "end_logit": 3.1863834857940674, "text": "1897, out of the total population of 638,000", "probability": 0.03350112959742546 }, { "start_logit": 2.52705454826355, "end_logit": 3.927135944366455, "text": "Polish majority, there was a significant Jewish minority in Warsaw. According to Russian census of 1897", "probability": 0.03290414437651634 }, { "start_logit": 3.243928909301758, "end_logit": 3.1863834857940674, "text": "Russian census of 1897, out of the total population of 638,000", "probability": 0.03212776407599449 }, { "start_logit": 3.8677756786346436, "end_logit": 2.542179584503174, "text": "638", "probability": 0.031480345875024796 } ], "57339555d058e614000b5df4": [ { "start_logit": 3.3773574829101562, "end_logit": 3.7714290618896484, "text": "1816", "probability": 0.18360185623168945 }, { "start_logit": 3.35649037361145, "end_logit": 2.9651389122009277, "text": "2,000", "probability": 0.0802873894572258 }, { "start_logit": 3.3773574829101562, "end_logit": 2.783001661300659, "text": "1816, when the partitions of Poland separated Warsaw from the oldest and most influential Polish academic center, in Krak\u00f3w", "probability": 0.06832955777645111 }, { "start_logit": 3.3773574829101562, "end_logit": 2.7437472343444824, "text": "1816, when the partitions of Poland", "probability": 0.0656992644071579 }, { "start_logit": 3.0224549770355225, "end_logit": 2.9651389122009277, "text": "Warsaw University of Technology is the second academic school of technology in the country, and one of the largest in East-Central Europe, employing 2,000", "probability": 0.05748802423477173 }, { "start_logit": 3.35649037361145, "end_logit": 2.5279500484466553, "text": "2,000 professors. Other institutions for higher education include the Medical University of Warsaw", "probability": 0.05185355618596077 }, { "start_logit": 3.3773574829101562, "end_logit": 2.5027077198028564, "text": "1816, when the partitions of Poland separated Warsaw from the oldest and most influential Polish academic center, in Krak\u00f3w. Warsaw University of Technology", "probability": 0.05162716656923294 }, { "start_logit": 2.8086907863616943, "end_logit": 2.8946502208709717, "text": "1818", "probability": 0.04326413944363594 }, { "start_logit": 2.741931438446045, "end_logit": 2.8946502208709717, "text": "Warsaw School of Economics, the oldest and most renowned economic university in the country, and the Warsaw University of Life Sciences the largest agricultural university founded in 1818", "probability": 0.04047014191746712 }, { "start_logit": 2.7277534008026123, "end_logit": 2.8946502208709717, "text": "Warsaw University of Life Sciences the largest agricultural university founded in 1818", "probability": 0.039900414645671844 }, { "start_logit": 2.8134303092956543, "end_logit": 2.783001661300659, "text": "Krak\u00f3w", "probability": 0.0388774648308754 }, { "start_logit": 1.7932978868484497, "end_logit": 3.7714290618896484, "text": "The University of Warsaw was established in 1816", "probability": 0.03766419366002083 }, { "start_logit": 3.3773574829101562, "end_logit": 2.1529288291931152, "text": "1816, when the partitions of Poland separated Warsaw", "probability": 0.03638910502195358 }, { "start_logit": 3.0224549770355225, "end_logit": 2.5027077198028564, "text": "Warsaw University of Technology", "probability": 0.036203134804964066 }, { "start_logit": 1.6056976318359375, "end_logit": 3.7714290618896484, "text": "Warsaw was established in 1816", "probability": 0.03122158721089363 }, { "start_logit": 2.8134303092956543, "end_logit": 2.5027077198028564, "text": "Krak\u00f3w. Warsaw University of Technology", "probability": 0.02937433496117592 }, { "start_logit": 2.4890894889831543, "end_logit": 2.783001661300659, "text": "partitions of Poland separated Warsaw from the oldest and most influential Polish academic center, in Krak\u00f3w", "probability": 0.02810855582356453 }, { "start_logit": 3.3773574829101562, "end_logit": 1.8848813772201538, "text": "1816, when the partitions of Poland separated Warsaw from the oldest and most influential Polish academic center", "probability": 0.027832992374897003 }, { "start_logit": 2.4890894889831543, "end_logit": 2.7437472343444824, "text": "partitions of Poland", "probability": 0.027026552706956863 }, { "start_logit": 2.1809394359588623, "end_logit": 2.9651389122009277, "text": "East-Central Europe, employing 2,000", "probability": 0.024780601263046265 } ], "57339555d058e614000b5df5": [ { "start_logit": 3.393535852432251, "end_logit": 3.763359785079956, "text": "1816", "probability": 0.19063468277454376 }, { "start_logit": 3.4083914756774902, "end_logit": 3.052919387817383, "text": "2,000", "probability": 0.0950852781534195 }, { "start_logit": 3.393535852432251, "end_logit": 2.813493490219116, "text": "1816, when the partitions of Poland", "probability": 0.07373611629009247 }, { "start_logit": 3.393535852432251, "end_logit": 2.7057127952575684, "text": "1816, when the partitions of Poland separated Warsaw from the oldest and most influential Polish academic center, in Krak\u00f3w", "probability": 0.06620210409164429 }, { "start_logit": 2.853572368621826, "end_logit": 3.052919387817383, "text": "Warsaw University of Technology is the second academic school of technology in the country, and one of the largest in East-Central Europe, employing 2,000", "probability": 0.054595697671175 }, { "start_logit": 3.4083914756774902, "end_logit": 2.448267698287964, "text": "2,000 professors. Other institutions for higher education include the Medical University of Warsaw", "probability": 0.05194171518087387 }, { "start_logit": 2.8072080612182617, "end_logit": 2.908810615539551, "text": "1818", "probability": 0.04512705281376839 }, { "start_logit": 3.393535852432251, "end_logit": 2.278404951095581, "text": "1816, when the partitions of Poland separated Warsaw from the oldest and most influential Polish academic center, in Krak\u00f3w. Warsaw University of Technology", "probability": 0.043181151151657104 }, { "start_logit": 2.709277391433716, "end_logit": 2.908810615539551, "text": "Warsaw School of Economics, the oldest and most renowned economic university in the country, and the Warsaw University of Life Sciences the largest agricultural university founded in 1818", "probability": 0.04091722145676613 }, { "start_logit": 2.6821963787078857, "end_logit": 2.908810615539551, "text": "Warsaw University of Life Sciences the largest agricultural university founded in 1818", "probability": 0.03982403129339218 }, { "start_logit": 2.866546630859375, "end_logit": 2.7057127952575684, "text": "Krak\u00f3w", "probability": 0.03908437117934227 }, { "start_logit": 1.8053035736083984, "end_logit": 3.763359785079956, "text": "The University of Warsaw was established in 1816", "probability": 0.03894408419728279 }, { "start_logit": 3.393535852432251, "end_logit": 1.9678089618682861, "text": "1816, when the partitions of Poland separated Warsaw", "probability": 0.031652215868234634 }, { "start_logit": 3.4083914756774902, "end_logit": 1.890402913093567, "text": "2,000 professors", "probability": 0.029733004048466682 }, { "start_logit": 3.393535852432251, "end_logit": 1.8684815168380737, "text": "1816, when the partitions of Poland separated Warsaw from the oldest and most influential Polish academic center", "probability": 0.02865937538444996 }, { "start_logit": 2.4155995845794678, "end_logit": 2.813493490219116, "text": "partitions of Poland", "probability": 0.0277311522513628 }, { "start_logit": 2.16398024559021, "end_logit": 3.052919387817383, "text": "East-Central Europe, employing 2,000", "probability": 0.02739507518708706 }, { "start_logit": 2.866546630859375, "end_logit": 2.278404951095581, "text": "Krak\u00f3w. Warsaw University of Technology", "probability": 0.025493286550045013 }, { "start_logit": 2.853572368621826, "end_logit": 2.278404951095581, "text": "Warsaw University of Technology", "probability": 0.025164654478430748 }, { "start_logit": 2.4155995845794678, "end_logit": 2.7057127952575684, "text": "partitions of Poland separated Warsaw from the oldest and most influential Polish academic center, in Krak\u00f3w", "probability": 0.024897700175642967 } ], "57339555d058e614000b5df6": [ { "start_logit": 3.3822133541107178, "end_logit": 3.736468553543091, "text": "1816", "probability": 0.17531372606754303 }, { "start_logit": 3.358408212661743, "end_logit": 2.9633305072784424, "text": "2,000", "probability": 0.07901469618082047 }, { "start_logit": 3.3822133541107178, "end_logit": 2.727522611618042, "text": "1816, when the partitions of Poland", "probability": 0.06391992419958115 }, { "start_logit": 3.3822133541107178, "end_logit": 2.720470666885376, "text": "1816, when the partitions of Poland separated Warsaw from the oldest and most influential Polish academic center, in Krak\u00f3w", "probability": 0.0634707435965538 }, { "start_logit": 3.3822133541107178, "end_logit": 2.6877262592315674, "text": "1816, when the partitions of Poland separated Warsaw from the oldest and most influential Polish academic center, in Krak\u00f3w. Warsaw University of Technology", "probability": 0.06142609193921089 }, { "start_logit": 3.0310518741607666, "end_logit": 2.9633305072784424, "text": "Warsaw University of Technology is the second academic school of technology in the country, and one of the largest in East-Central Europe, employing 2,000", "probability": 0.05695591866970062 }, { "start_logit": 3.358408212661743, "end_logit": 2.5020053386688232, "text": "2,000 professors. Other institutions for higher education include the Medical University of Warsaw", "probability": 0.049814630299806595 }, { "start_logit": 2.836796522140503, "end_logit": 2.955641746520996, "text": "Warsaw School of Economics, the oldest and most renowned economic university in the country, and the Warsaw University of Life Sciences the largest agricultural university founded in 1818", "probability": 0.0465409979224205 }, { "start_logit": 2.8312244415283203, "end_logit": 2.955641746520996, "text": "1818", "probability": 0.04628238454461098 }, { "start_logit": 2.7813668251037598, "end_logit": 2.955641746520996, "text": "Warsaw University of Life Sciences the largest agricultural university founded in 1818", "probability": 0.04403143376111984 }, { "start_logit": 3.0310518741607666, "end_logit": 2.6877262592315674, "text": "Warsaw University of Technology", "probability": 0.04323599115014076 }, { "start_logit": 2.800631284713745, "end_logit": 2.720470666885376, "text": "Krak\u00f3w", "probability": 0.03548099100589752 }, { "start_logit": 2.800631284713745, "end_logit": 2.6877262592315674, "text": "Krak\u00f3w. Warsaw University of Technology", "probability": 0.034338001161813736 }, { "start_logit": 3.3822133541107178, "end_logit": 2.085928201675415, "text": "1816, when the partitions of Poland separated Warsaw", "probability": 0.03365079686045647 }, { "start_logit": 1.6699824333190918, "end_logit": 3.736468553543091, "text": "The University of Warsaw was established in 1816", "probability": 0.03163760155439377 }, { "start_logit": 1.6008095741271973, "end_logit": 3.736468553543091, "text": "Warsaw was established in 1816", "probability": 0.02952311560511589 }, { "start_logit": 2.5057084560394287, "end_logit": 2.727522611618042, "text": "partitions of Poland", "probability": 0.026605719700455666 }, { "start_logit": 3.3822133541107178, "end_logit": 1.8452590703964233, "text": "1816, when the partitions of Poland separated Warsaw from the oldest and most influential Polish academic center", "probability": 0.026452945545315742 }, { "start_logit": 2.5057084560394287, "end_logit": 2.720470666885376, "text": "partitions of Poland separated Warsaw from the oldest and most influential Polish academic center, in Krak\u00f3w", "probability": 0.026418760418891907 }, { "start_logit": 2.836796522140503, "end_logit": 2.368988037109375, "text": "Warsaw School of Economics", "probability": 0.02588542178273201 } ], "57339555d058e614000b5df3": [ { "start_logit": 3.388460636138916, "end_logit": 3.799635887145996, "text": "1816", "probability": 0.19105756282806396 }, { "start_logit": 3.3616435527801514, "end_logit": 2.958808660507202, "text": "2,000", "probability": 0.0802326425909996 }, { "start_logit": 3.388460636138916, "end_logit": 2.776991128921509, "text": "1816, when the partitions of Poland", "probability": 0.06871243566274643 }, { "start_logit": 3.388460636138916, "end_logit": 2.652329921722412, "text": "1816, when the partitions of Poland separated Warsaw from the oldest and most influential Polish academic center, in Krak\u00f3w", "probability": 0.06065904721617699 }, { "start_logit": 3.388460636138916, "end_logit": 2.5494093894958496, "text": "1816, when the partitions of Poland separated Warsaw from the oldest and most influential Polish academic center, in Krak\u00f3w. Warsaw University of Technology", "probability": 0.05472651496529579 }, { "start_logit": 2.946366786956787, "end_logit": 2.958808660507202, "text": "Warsaw University of Technology is the second academic school of technology in the country, and one of the largest in East-Central Europe, employing 2,000", "probability": 0.052966177463531494 }, { "start_logit": 3.3616435527801514, "end_logit": 2.4339661598205566, "text": "2,000 professors. Other institutions for higher education include the Medical University of Warsaw", "probability": 0.04746951535344124 }, { "start_logit": 2.8409018516540527, "end_logit": 2.9512939453125, "text": "1818", "probability": 0.04730774462223053 }, { "start_logit": 2.8131959438323975, "end_logit": 2.9512939453125, "text": "Warsaw School of Economics, the oldest and most renowned economic university in the country, and the Warsaw University of Life Sciences the largest agricultural university founded in 1818", "probability": 0.046015046536922455 }, { "start_logit": 2.7666006088256836, "end_logit": 2.9512939453125, "text": "Warsaw University of Life Sciences the largest agricultural university founded in 1818", "probability": 0.0439201295375824 }, { "start_logit": 1.831892967224121, "end_logit": 3.799635887145996, "text": "The University of Warsaw was established in 1816", "probability": 0.040286123752593994 }, { "start_logit": 2.946366786956787, "end_logit": 2.5494093894958496, "text": "Warsaw University of Technology", "probability": 0.03517214581370354 }, { "start_logit": 2.8375401496887207, "end_logit": 2.652329921722412, "text": "Krak\u00f3w", "probability": 0.03496502712368965 }, { "start_logit": 3.388460636138916, "end_logit": 2.0124764442443848, "text": "1816, when the partitions of Poland separated Warsaw", "probability": 0.03198974207043648 }, { "start_logit": 2.8375401496887207, "end_logit": 2.5494093894958496, "text": "Krak\u00f3w. 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See also the Vr\u0161ovci", "probability": 0.032183676958084106 }, { "start_logit": 2.5198137760162354, "end_logit": 2.9315085411071777, "text": "Warsz being a shortened form of the masculine name of Slavic origin Warcis\u0142aw", "probability": 0.03172457963228226 }, { "start_logit": 2.900714159011841, "end_logit": 2.487117290496826, "text": "Warszewa and Warszowa), meaning \"belonging to Warsz", "probability": 0.029772968962788582 }, { "start_logit": 2.2635908126831055, "end_logit": 3.116291046142578, "text": "Warsaw's name in the Polish language is Warszawa", "probability": 0.029537217691540718 } ], "57332442d058e614000b5722": [ { "start_logit": 3.183175802230835, "end_logit": 3.2002577781677246, "text": "Mariensztat neighbourhood", "probability": 0.08294222503900528 }, { "start_logit": 3.0437495708465576, "end_logit": 3.2157957553863525, "text": "Warszawa, approximately /v\u0251\u02d0r\u02c8\u0283\u0251\u02d0v\u0259/ (also formerly spelled Warszewa and Warszowa", "probability": 0.07327769696712494 }, { "start_logit": 3.0337963104248047, "end_logit": 3.2157957553863525, "text": "Warszowa", "probability": 0.07255194336175919 }, { "start_logit": 2.916828155517578, "end_logit": 3.2157957553863525, "text": "Warszewa and Warszowa", "probability": 0.06454318761825562 }, { "start_logit": 3.0437495708465576, "end_logit": 3.061548948287964, "text": "Warszawa", "probability": 0.06280340999364853 }, { "start_logit": 3.183175802230835, "end_logit": 2.865575075149536, "text": "Mariensztat neighbourhood. See also the Vr\u0161ovci family", "probability": 0.05935056880116463 }, { "start_logit": 3.183175802230835, "end_logit": 2.8366947174072266, "text": "Mariensztat neighbourhood. See also the Vr\u0161ovci", "probability": 0.057661041617393494 }, { "start_logit": 2.944979429244995, "end_logit": 2.9664366245269775, "text": "Warcis\u0142aw; see also etymology of Wroc\u0142aw. Folk etymology attributes the city name to a fisherman, Wars, and his wife, Sawa", "probability": 0.05173461139202118 }, { "start_logit": 3.0337963104248047, "end_logit": 2.8713266849517822, "text": "Warszowa), meaning \"belonging to Warsz\", Warsz being a shortened form of the masculine name of Slavic origin Warcis\u0142aw", "probability": 0.05141004920005798 }, { "start_logit": 3.0437495708465576, "end_logit": 2.8033852577209473, "text": "Warszawa, approximately /v\u0251\u02d0r\u02c8\u0283\u0251\u02d0v\u0259/ (also formerly spelled Warszewa", "probability": 0.04851366952061653 }, { "start_logit": 2.944979429244995, "end_logit": 2.8713266849517822, "text": "Warcis\u0142aw", "probability": 0.04704087972640991 }, { "start_logit": 2.615518808364868, "end_logit": 3.2002577781677246, "text": "12th/13th-century nobleman who owned a village located at the modern-day site of Mariensztat neighbourhood", "probability": 0.04701598733663559 }, { "start_logit": 2.916828155517578, "end_logit": 2.8033852577209473, "text": "Warszewa", "probability": 0.04273098334670067 }, { "start_logit": 2.7370429039001465, "end_logit": 2.9664366245269775, "text": "Sawa", "probability": 0.04202188923954964 }, { "start_logit": 2.577106237411499, "end_logit": 2.9664366245269775, "text": "Wars, and his wife, Sawa", "probability": 0.03581095114350319 }, { "start_logit": 3.0337963104248047, "end_logit": 2.46498966217041, "text": "Warszowa), meaning \"belonging to Warsz", "probability": 0.03424350172281265 }, { "start_logit": 2.615518808364868, "end_logit": 2.8366947174072266, "text": "12th/13th-century nobleman who owned a village located at the modern-day site of Mariensztat neighbourhood. See also the Vr\u0161ovci", "probability": 0.032685261219739914 }, { "start_logit": 2.7370429039001465, "end_logit": 2.6829450130462646, "text": "Sawa. According to legend, Sawa was a mermaid living in the Vistula River", "probability": 0.031648747622966766 }, { "start_logit": 2.534184455871582, "end_logit": 2.8713266849517822, "text": "Warsz being a shortened form of the masculine name of Slavic origin Warcis\u0142aw", "probability": 0.031193876639008522 }, { "start_logit": 2.4269986152648926, "end_logit": 2.9664366245269775, "text": "Slavic origin Warcis\u0142aw; see also etymology of Wroc\u0142aw. Folk etymology attributes the city name to a fisherman, Wars, and his wife, Sawa", "probability": 0.03081945888698101 } ], "57332442d058e614000b5723": [ { "start_logit": 3.2244343757629395, "end_logit": 3.2294156551361084, "text": "Mariensztat neighbourhood", "probability": 0.08491194248199463 }, { "start_logit": 3.0764591693878174, "end_logit": 3.2824549674987793, "text": "Warszawa, approximately /v\u0251\u02d0r\u02c8\u0283\u0251\u02d0v\u0259/ (also formerly spelled Warszewa and Warszowa", "probability": 0.07722160965204239 }, { "start_logit": 3.015695333480835, "end_logit": 3.2824549674987793, "text": "Warszowa", "probability": 0.07266901433467865 }, { "start_logit": 3.0764591693878174, "end_logit": 3.2160563468933105, "text": "Warszawa", "probability": 0.07226072251796722 }, { "start_logit": 2.885521650314331, "end_logit": 3.2824549674987793, "text": "Warszewa and Warszowa", "probability": 0.06379924714565277 }, { "start_logit": 3.2244343757629395, "end_logit": 2.921715259552002, "text": "Mariensztat neighbourhood. See also the Vr\u0161ovci family", "probability": 0.062421806156635284 }, { "start_logit": 3.2244343757629395, "end_logit": 2.7962777614593506, "text": "Mariensztat neighbourhood. See also the Vr\u0161ovci", "probability": 0.05506294220685959 }, { "start_logit": 2.9696810245513916, "end_logit": 3.0221147537231445, "text": "Warcis\u0142aw; see also etymology of Wroc\u0142aw. Folk etymology attributes the city name to a fisherman, Wars, and his wife, Sawa", "probability": 0.053493522107601166 }, { "start_logit": 3.015695333480835, "end_logit": 2.932936668395996, "text": "Warszowa), meaning \"belonging to Warsz\", Warsz being a shortened form of the masculine name of Slavic origin Warcis\u0142aw", "probability": 0.0512336790561676 }, { "start_logit": 2.9696810245513916, "end_logit": 2.932936668395996, "text": "Warcis\u0142aw", "probability": 0.048929598182439804 }, { "start_logit": 3.0764591693878174, "end_logit": 2.7481651306152344, "text": "Warszawa, approximately /v\u0251\u02d0r\u02c8\u0283\u0251\u02d0v\u0259/ (also formerly spelled Warszewa", "probability": 0.04525843635201454 }, { "start_logit": 2.594125270843506, "end_logit": 3.2294156551361084, "text": "12th/13th-century nobleman who owned a village located at the modern-day site of Mariensztat neighbourhood", "probability": 0.045209433883428574 }, { "start_logit": 2.710045337677002, "end_logit": 3.0221147537231445, "text": "Sawa", "probability": 0.041261304169893265 }, { "start_logit": 2.885521650314331, "end_logit": 2.7481651306152344, "text": "Warszewa", "probability": 0.037391819059848785 }, { "start_logit": 2.579951524734497, "end_logit": 3.0221147537231445, "text": "Wars, and his wife, Sawa", "probability": 0.03622795268893242 }, { "start_logit": 2.539289951324463, "end_logit": 2.932936668395996, "text": "Warsz being a shortened form of the masculine name of Slavic origin Warcis\u0142aw", "probability": 0.03181670978665352 }, { "start_logit": 2.249289035797119, "end_logit": 3.2160563468933105, "text": "Warsaw's name in the Polish language is Warszawa", "probability": 0.0315985232591629 }, { "start_logit": 2.4283509254455566, "end_logit": 3.0221147537231445, "text": "Slavic origin Warcis\u0142aw; see also etymology of Wroc\u0142aw. Folk etymology attributes the city name to a fisherman, Wars, and his wife, Sawa", "probability": 0.031131824478507042 }, { "start_logit": 2.594125270843506, "end_logit": 2.7962777614593506, "text": "12th/13th-century nobleman who owned a village located at the modern-day site of Mariensztat neighbourhood. See also the Vr\u0161ovci", "probability": 0.029317006468772888 }, { "start_logit": 3.015695333480835, "end_logit": 2.356323003768921, "text": "Warszowa), meaning \"belonging to Warsz", "probability": 0.028782952576875687 } ], "57332442d058e614000b5724": [ { "start_logit": 3.21852970123291, "end_logit": 3.359492540359497, "text": "Warszawa, approximately /v\u0251\u02d0r\u02c8\u0283\u0251\u02d0v\u0259/ (also formerly spelled Warszewa and Warszowa", "probability": 0.08832310140132904 }, { "start_logit": 3.21852970123291, "end_logit": 3.309000015258789, "text": "Warszawa", "probability": 0.08397418260574341 }, { "start_logit": 3.031888008117676, "end_logit": 3.359492540359497, "text": "Warszowa", "probability": 0.0732852965593338 }, { "start_logit": 3.2394824028015137, "end_logit": 3.148195743560791, "text": "Mariensztat neighbourhood", "probability": 0.07301449030637741 }, { "start_logit": 2.9855196475982666, "end_logit": 3.359492540359497, "text": "Warszewa and Warszowa", "probability": 0.06996477395296097 }, { "start_logit": 3.2394824028015137, "end_logit": 2.950477361679077, "text": "Mariensztat neighbourhood. See also the Vr\u0161ovci family", "probability": 0.05991574004292488 }, { "start_logit": 3.2394824028015137, "end_logit": 2.8996784687042236, "text": "Mariensztat neighbourhood. See also the Vr\u0161ovci", "probability": 0.05694812536239624 }, { "start_logit": 3.0362720489501953, "end_logit": 3.0662882328033447, "text": "Warcis\u0142aw", "probability": 0.054901447147130966 }, { "start_logit": 3.031888008117676, "end_logit": 3.0662882328033447, "text": "Warszowa), meaning \"belonging to Warsz\", Warsz being a shortened form of the masculine name of Slavic origin Warcis\u0142aw", "probability": 0.05466128885746002 }, { "start_logit": 3.0362720489501953, "end_logit": 2.9713783264160156, "text": "Warcis\u0142aw; see also etymology of Wroc\u0142aw. Folk etymology attributes the city name to a fisherman, Wars, and his wife, Sawa", "probability": 0.049930401146411896 }, { "start_logit": 3.21852970123291, "end_logit": 2.7519571781158447, "text": "Warszawa, approximately /v\u0251\u02d0r\u02c8\u0283\u0251\u02d0v\u0259/ (also formerly spelled Warszewa", "probability": 0.04810885712504387 }, { "start_logit": 2.9855196475982666, "end_logit": 2.7519571781158447, "text": "Warszewa", "probability": 0.038109228014945984 }, { "start_logit": 2.5810329914093018, "end_logit": 3.148195743560791, "text": "12th/13th-century nobleman who owned a village located at the modern-day site of Mariensztat neighbourhood", "probability": 0.037796203047037125 }, { "start_logit": 2.585324764251709, "end_logit": 3.0662882328033447, "text": "Warsz being a shortened form of the masculine name of Slavic origin Warcis\u0142aw", "probability": 0.03497358039021492 }, { "start_logit": 2.6273281574249268, "end_logit": 2.9713783264160156, "text": "Sawa", "probability": 0.03317132964730263 }, { "start_logit": 2.5810329914093018, "end_logit": 2.8996784687042236, "text": "12th/13th-century nobleman who owned a village located at the modern-day site of Mariensztat neighbourhood. See also the Vr\u0161ovci", "probability": 0.029479382559657097 }, { "start_logit": 2.1583001613616943, "end_logit": 3.309000015258789, "text": "Warsaw's name in the Polish language is Warszawa", "probability": 0.029086671769618988 }, { "start_logit": 2.3996260166168213, "end_logit": 3.0662882328033447, "text": "Warsz\", Warsz being a shortened form of the masculine name of Slavic origin Warcis\u0142aw", "probability": 0.029046382755041122 }, { "start_logit": 2.0757930278778076, "end_logit": 3.359492540359497, "text": "Polish language is Warszawa, approximately /v\u0251\u02d0r\u02c8\u0283\u0251\u02d0v\u0259/ (also formerly spelled Warszewa and Warszowa", "probability": 0.028170214965939522 }, { "start_logit": 3.031888008117676, "end_logit": 2.3661139011383057, "text": "Warszowa), meaning \"belonging to Warsz", "probability": 0.02713925950229168 } ], "57332562d058e614000b5730": [ { "start_logit": 3.135648488998413, "end_logit": 4.124660015106201, "text": "Boles\u0142aw II of Masovia, established this settlement, the modern-day Warsaw, in about 1300", "probability": 0.0982176885008812 }, { "start_logit": 2.96490478515625, "end_logit": 4.124660015106201, "text": "1300", "probability": 0.08280123025178909 }, { "start_logit": 3.0415050983428955, "end_logit": 3.9769644737243652, "text": "Br\u00f3dno (9th/10th century) and Jazd\u00f3w", "probability": 0.07711886614561081 }, { "start_logit": 3.0228219032287598, "end_logit": 3.9769644737243652, "text": "9th/10th century) and Jazd\u00f3w", "probability": 0.07569138705730438 }, { "start_logit": 2.853403329849243, "end_logit": 3.9769644737243652, "text": "Jazd\u00f3w", "probability": 0.0638953298330307 }, { "start_logit": 2.6017823219299316, "end_logit": 4.124660015106201, "text": "about 1300", "probability": 0.057588353753089905 }, { "start_logit": 3.022294521331787, "end_logit": 3.6651432514190674, "text": "1413", "probability": 0.05538540706038475 }, { "start_logit": 2.887970209121704, "end_logit": 3.746494770050049, "text": "Warszowa", "probability": 0.05252784490585327 }, { "start_logit": 2.504591226577759, "end_logit": 4.124660015106201, "text": "P\u0142ock, Boles\u0142aw II of Masovia, established this settlement, the modern-day Warsaw, in about 1300", "probability": 0.05225468799471855 }, { "start_logit": 2.474658250808716, "end_logit": 4.124660015106201, "text": "Prince of P\u0142ock, Boles\u0142aw II of Masovia, established this settlement, the modern-day Warsaw, in about 1300", "probability": 0.05071372538805008 }, { "start_logit": 3.0415050983428955, "end_logit": 3.4775209426879883, "text": "Br\u00f3dno", "probability": 0.046800967305898666 }, { "start_logit": 2.592794179916382, "end_logit": 3.746494770050049, "text": "Jazd\u00f3w was raided by nearby clans and dukes, a new similar settlement was established on the site of a small fishing village called Warszowa", "probability": 0.0391017310321331 }, { "start_logit": 2.6654505729675293, "end_logit": 3.6651432514190674, "text": "14th century it became one of the seats of the Dukes of Masovia, becoming the official capital of Masovian Duchy in 1413", "probability": 0.03876322880387306 }, { "start_logit": 2.827766180038452, "end_logit": 3.424459934234619, "text": "1526", "probability": 0.03584141284227371 }, { "start_logit": 2.273080587387085, "end_logit": 3.9769644737243652, "text": "Warsaw were located in Br\u00f3dno (9th/10th century) and Jazd\u00f3w", "probability": 0.035763323307037354 }, { "start_logit": 2.379420757293701, "end_logit": 3.746494770050049, "text": "fishing village called Warszowa", "probability": 0.031588517129421234 }, { "start_logit": 3.135648488998413, "end_logit": 2.982363700866699, "text": "Boles\u0142aw II of Masovia, established this settlement, the modern-day Warsaw, in about 1300. In the beginning of the 14th century", "probability": 0.0313398540019989 }, { "start_logit": 2.96490478515625, "end_logit": 2.982363700866699, "text": "1300. In the beginning of the 14th century", "probability": 0.02642066963016987 }, { "start_logit": 3.0974411964416504, "end_logit": 2.774963140487671, "text": "12th/13th century", "probability": 0.024514926597476006 }, { "start_logit": 2.4129080772399902, "end_logit": 3.424459934234619, "text": "Polish Crown in 1526", "probability": 0.023670891299843788 } ], "57332562d058e614000b5731": [ { "start_logit": 3.0001378059387207, "end_logit": 4.144742488861084, "text": "1300", "probability": 0.09111247211694717 }, { "start_logit": 2.8051328659057617, "end_logit": 4.144742488861084, "text": "about 1300", "probability": 0.07497013360261917 }, { "start_logit": 3.014719247817993, "end_logit": 3.8918488025665283, "text": "Warszowa", "probability": 0.07179267704486847 }, { "start_logit": 3.004784345626831, "end_logit": 3.8166215419769287, "text": "9th/10th century) and Jazd\u00f3w", "probability": 0.0659317597746849 }, { "start_logit": 2.630091428756714, "end_logit": 4.144742488861084, "text": "Prince of P\u0142ock, Boles\u0142aw II of Masovia, established this settlement, the modern-day Warsaw, in about 1300", "probability": 0.06293158233165741 }, { "start_logit": 2.5817577838897705, "end_logit": 4.144742488861084, "text": "Boles\u0142aw II of Masovia, established this settlement, the modern-day Warsaw, in about 1300", "probability": 0.059962231665849686 }, { "start_logit": 2.537456750869751, "end_logit": 4.144742488861084, "text": "P\u0142ock, Boles\u0142aw II of Masovia, established this settlement, the modern-day Warsaw, in about 1300", "probability": 0.05736382678151131 }, { "start_logit": 2.8590474128723145, "end_logit": 3.8166215419769287, "text": "Jazd\u00f3w", "probability": 0.05699041485786438 }, { "start_logit": 2.853670835494995, "end_logit": 3.8166215419769287, "text": "Br\u00f3dno (9th/10th century) and Jazd\u00f3w", "probability": 0.05668484419584274 }, { "start_logit": 2.943666934967041, "end_logit": 3.5473499298095703, "text": "1413", "probability": 0.04738147184252739 }, { "start_logit": 2.288550853729248, "end_logit": 4.144742488861084, "text": "The Prince of P\u0142ock, Boles\u0142aw II of Masovia, established this settlement, the modern-day Warsaw, in about 1300", "probability": 0.044723886996507645 }, { "start_logit": 2.50216007232666, "end_logit": 3.8918488025665283, "text": "Jazd\u00f3w was raided by nearby clans and dukes, a new similar settlement was established on the site of a small fishing village called Warszowa", "probability": 0.04300098866224289 }, { "start_logit": 2.82849383354187, "end_logit": 3.522287368774414, "text": "1526", "probability": 0.0411817766726017 }, { "start_logit": 2.853670835494995, "end_logit": 3.4736688137054443, "text": "Br\u00f3dno", "probability": 0.040227629244327545 }, { "start_logit": 2.3747451305389404, "end_logit": 3.8918488025665283, "text": "fishing village called Warszowa", "probability": 0.03785671666264534 }, { "start_logit": 2.694331645965576, "end_logit": 3.5473499298095703, "text": "14th century it became one of the seats of the Dukes of Masovia, becoming the official capital of Masovian Duchy in 1413", "probability": 0.036925263702869415 }, { "start_logit": 2.2985570430755615, "end_logit": 3.8166215419769287, "text": "10th century) and Jazd\u00f3w", "probability": 0.032537490129470825 }, { "start_logit": 3.0001378059387207, "end_logit": 2.9660792350769043, "text": "1300. In the beginning of the 14th century", "probability": 0.028034374117851257 }, { "start_logit": 3.0407090187072754, "end_logit": 2.8365323543548584, "text": "12th/13th century", "probability": 0.025647740811109543 }, { "start_logit": 3.004784345626831, "end_logit": 2.8365323543548584, "text": "9th/10th century) and Jazd\u00f3w (12th/13th century", "probability": 0.024742716923356056 } ], "57332562d058e614000b5732": [ { "start_logit": 3.0413200855255127, "end_logit": 4.141343593597412, "text": "Boles\u0142aw II of Masovia, established this settlement, the modern-day Warsaw, in about 1300", "probability": 0.08707917481660843 }, { "start_logit": 2.9935104846954346, "end_logit": 4.141343593597412, "text": "1300", "probability": 0.08301391452550888 }, { "start_logit": 3.1509976387023926, "end_logit": 3.9390666484832764, "text": "Warszowa", "probability": 0.07937773317098618 }, { "start_logit": 2.8517982959747314, "end_logit": 4.141343593597412, "text": "about 1300", "probability": 0.07204536348581314 }, { "start_logit": 3.0082826614379883, "end_logit": 3.866455554962158, "text": "9th/10th century) and Jazd\u00f3w", "probability": 0.06400057673454285 }, { "start_logit": 2.9661333560943604, "end_logit": 3.866455554962158, "text": "Br\u00f3dno (9th/10th century) and Jazd\u00f3w", "probability": 0.06135907396674156 }, { "start_logit": 2.5774545669555664, "end_logit": 4.141343593597412, "text": "Prince of P\u0142ock, Boles\u0142aw II of Masovia, established this settlement, the modern-day Warsaw, in about 1300", "probability": 0.054759565740823746 }, { "start_logit": 2.851792812347412, "end_logit": 3.866455554962158, "text": "Jazd\u00f3w", "probability": 0.054729461669921875 }, { "start_logit": 2.97800874710083, "end_logit": 3.5946521759033203, "text": "1413", "probability": 0.04731440544128418 }, { "start_logit": 2.4056639671325684, "end_logit": 4.141343593597412, "text": "P\u0142ock, Boles\u0142aw II of Masovia, established this settlement, the modern-day Warsaw, in about 1300", "probability": 0.04611606523394585 }, { "start_logit": 2.9661333560943604, "end_logit": 3.4977290630340576, "text": "Br\u00f3dno", "probability": 0.04243681952357292 }, { "start_logit": 2.5131006240844727, "end_logit": 3.9390666484832764, "text": "Jazd\u00f3w was raided by nearby clans and dukes, a new similar settlement was established on the site of a small fishing village called Warszowa", "probability": 0.04194341227412224 }, { "start_logit": 2.303025007247925, "end_logit": 4.141343593597412, "text": "The Prince of P\u0142ock, Boles\u0142aw II of Masovia, established this settlement, the modern-day Warsaw, in about 1300", "probability": 0.041617561131715775 }, { "start_logit": 2.7442591190338135, "end_logit": 3.5946521759033203, "text": "14th century it became one of the seats of the Dukes of Masovia, becoming the official capital of Masovian Duchy in 1413", "probability": 0.037452179938554764 }, { "start_logit": 2.8085060119628906, "end_logit": 3.5065386295318604, "text": "1526", "probability": 0.03656890243291855 }, { "start_logit": 2.3194572925567627, "end_logit": 3.9390666484832764, "text": "fishing village called Warszowa", "probability": 0.03455933928489685 }, { "start_logit": 2.329282522201538, "end_logit": 3.866455554962158, "text": "10th century) and Jazd\u00f3w", "probability": 0.032456204295158386 }, { "start_logit": 3.0413200855255127, "end_logit": 3.0203444957733154, "text": "Boles\u0142aw II of Masovia, established this settlement, the modern-day Warsaw, in about 1300. 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In the beginning of the 14th century", "probability": 0.027058707550168037 } ], "57332562d058e614000b5733": [ { "start_logit": 3.0830366611480713, "end_logit": 4.125820159912109, "text": "Boles\u0142aw II of Masovia, established this settlement, the modern-day Warsaw, in about 1300", "probability": 0.09389796853065491 }, { "start_logit": 2.95609450340271, "end_logit": 4.125820159912109, "text": "1300", "probability": 0.08270392566919327 }, { "start_logit": 3.0531005859375, "end_logit": 3.9438018798828125, "text": "Br\u00f3dno (9th/10th century) and Jazd\u00f3w", "probability": 0.07596363127231598 }, { "start_logit": 3.007403612136841, "end_logit": 3.9438018798828125, "text": "9th/10th century) and Jazd\u00f3w", "probability": 0.07257041335105896 }, { "start_logit": 2.6843175888061523, "end_logit": 4.125820159912109, "text": "about 1300", "probability": 0.06302238255739212 }, { "start_logit": 2.8346095085144043, "end_logit": 3.9438018798828125, "text": "Jazd\u00f3w", "probability": 0.0610542967915535 }, { "start_logit": 3.015876531600952, "end_logit": 3.727825403213501, "text": "1413", "probability": 0.05897148698568344 }, { "start_logit": 2.4687435626983643, "end_logit": 4.125820159912109, "text": "P\u0142ock, Boles\u0142aw II of Masovia, established this settlement, the modern-day Warsaw, in about 1300", "probability": 0.050800979137420654 }, { "start_logit": 3.0531005859375, "end_logit": 3.5364010334014893, "text": "Br\u00f3dno", "probability": 0.05054447054862976 }, { "start_logit": 2.4407670497894287, "end_logit": 4.125820159912109, "text": "Prince of P\u0142ock, Boles\u0142aw II of Masovia, established this settlement, the modern-day Warsaw, in about 1300", "probability": 0.04939946159720421 }, { "start_logit": 2.7696449756622314, "end_logit": 3.721757411956787, "text": "Warszowa", "probability": 0.04582156613469124 }, { "start_logit": 2.6829380989074707, "end_logit": 3.727825403213501, "text": "14th century it became one of the seats of the Dukes of Masovia, becoming the official capital of Masovian Duchy in 1413", "probability": 0.04227162152528763 }, { "start_logit": 2.891055107116699, "end_logit": 3.467933177947998, "text": "1526", "probability": 0.04013867676258087 }, { "start_logit": 2.295738697052002, "end_logit": 3.9438018798828125, "text": "10th century) and Jazd\u00f3w", "probability": 0.035619478672742844 }, { "start_logit": 2.504680871963501, "end_logit": 3.721757411956787, "text": "Jazd\u00f3w was raided by nearby clans and dukes, a new similar settlement was established on the site of a small fishing village called Warszowa", "probability": 0.03515583649277687 }, { "start_logit": 2.444411039352417, "end_logit": 3.721757411956787, "text": "fishing village called Warszowa", "probability": 0.033099573105573654 }, { "start_logit": 3.0830366611480713, "end_logit": 2.9784257411956787, "text": "Boles\u0142aw II of Masovia, established this settlement, the modern-day Warsaw, in about 1300. 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In 1573", "probability": 0.05559317022562027 }, { "start_logit": 3.4934141635894775, "end_logit": 3.7605490684509277, "text": "1596", "probability": 0.05553307756781578 }, { "start_logit": 3.3271167278289795, "end_logit": 3.8271992206573486, "text": "General Sejm, permanent from 1569. In 1573 the city gave its name to the Warsaw Confederation", "probability": 0.050266116857528687 }, { "start_logit": 3.3271167278289795, "end_logit": 3.7377400398254395, "text": "General Sejm, permanent from 1569", "probability": 0.04596461355686188 }, { "start_logit": 3.2747840881347656, "end_logit": 3.7605490684509277, "text": "Sigismund III Vasa moved his court from Krak\u00f3w to Warsaw in 1596", "probability": 0.04462742060422897 }, { "start_logit": 3.240387201309204, "end_logit": 3.7377400398254395, "text": "1529, Warsaw for the first time became the seat of the General Sejm, permanent from 1569", "probability": 0.04214612767100334 }, { "start_logit": 3.240387201309204, "end_logit": 3.538919687271118, "text": "1529", "probability": 0.03454705327749252 }, { "start_logit": 2.7043352127075195, "end_logit": 4.014657497406006, "text": "the General Sejm, permanent from 1569. In 1573", "probability": 0.032524965703487396 }, { "start_logit": 2.8217310905456543, "end_logit": 3.7605490684509277, "text": "King Sigismund III Vasa moved his court from Krak\u00f3w to Warsaw in 1596", "probability": 0.028368957340717316 }, { "start_logit": 2.7043352127075195, "end_logit": 3.8271992206573486, "text": "the General Sejm, permanent from 1569. 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In 1573", "probability": 0.049470946192741394 }, { "start_logit": 3.395035743713379, "end_logit": 3.755939483642578, "text": "1596", "probability": 0.04887557029724121 }, { "start_logit": 3.121020555496216, "end_logit": 3.836984395980835, "text": "General Sejm, permanent from 1569. In 1573 the city gave its name to the Warsaw Confederation", "probability": 0.0402982272207737 }, { "start_logit": 3.121020555496216, "end_logit": 3.8242690563201904, "text": "General Sejm, permanent from 1569", "probability": 0.03978905826807022 }, { "start_logit": 3.128587007522583, "end_logit": 3.755939483642578, "text": "Sigismund III Vasa moved his court from Krak\u00f3w to Warsaw in 1596", "probability": 0.037443336099386215 }, { "start_logit": 2.6460072994232178, "end_logit": 4.042062759399414, "text": "the General Sejm, permanent from 1569. 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In 1573 the city gave its name to the Warsaw Confederation", "probability": 0.029081149026751518 }, { "start_logit": 2.717064380645752, "end_logit": 3.886084794998169, "text": "the General Sejm, permanent from 1569. 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In 1573", "probability": 0.055216871201992035 }, { "start_logit": 3.444070816040039, "end_logit": 3.849670171737671, "text": "Warsaw Confederation", "probability": 0.05294141173362732 }, { "start_logit": 3.416910171508789, "end_logit": 3.866842031478882, "text": "1529, Warsaw for the first time became the seat of the General Sejm, permanent from 1569", "probability": 0.05241522192955017 }, { "start_logit": 3.310591697692871, "end_logit": 3.866842031478882, "text": "General Sejm, permanent from 1569", "probability": 0.047128528356552124 }, { "start_logit": 3.310591697692871, "end_logit": 3.849670171737671, "text": "General Sejm, permanent from 1569. In 1573 the city gave its name to the Warsaw Confederation", "probability": 0.046326152980327606 }, { "start_logit": 3.2054593563079834, "end_logit": 3.870042562484741, "text": "Sigismund III Vasa moved his court from Krak\u00f3w to Warsaw in 1596", "probability": 0.04256134107708931 }, { "start_logit": 3.416910171508789, "end_logit": 3.6238698959350586, "text": "1529", "probability": 0.04110890254378319 }, { "start_logit": 2.922498941421509, "end_logit": 3.870042562484741, "text": "King Sigismund III Vasa moved his court from Krak\u00f3w to Warsaw in 1596", "probability": 0.03207208588719368 }, { "start_logit": 2.7520461082458496, "end_logit": 4.025232315063477, "text": "the General Sejm, permanent from 1569. 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In 1573", "probability": 0.07805902510881424 }, { "start_logit": 3.7598745822906494, "end_logit": 3.7725565433502197, "text": "1573 the city gave its name to the Warsaw Confederation", "probability": 0.0713554322719574 }, { "start_logit": 3.458364725112915, "end_logit": 4.062216758728027, "text": "1529, Warsaw for the first time became the seat of the General Sejm, permanent from 1569. In 1573", "probability": 0.07051487267017365 }, { "start_logit": 3.351013660430908, "end_logit": 4.062216758728027, "text": "General Sejm, permanent from 1569. In 1573", "probability": 0.06333720684051514 }, { "start_logit": 3.5600059032440186, "end_logit": 3.794928789138794, "text": "1569", "probability": 0.059750474989414215 }, { "start_logit": 3.5600059032440186, "end_logit": 3.7725565433502197, "text": "1569. In 1573 the city gave its name to the Warsaw Confederation", "probability": 0.0584285669028759 }, { "start_logit": 3.5347702503204346, "end_logit": 3.7725565433502197, "text": "Warsaw Confederation", "probability": 0.05697253346443176 }, { "start_logit": 3.458364725112915, "end_logit": 3.8058273792266846, "text": "1529", "probability": 0.05456728860735893 }, { "start_logit": 3.458364725112915, "end_logit": 3.794928789138794, "text": "1529, Warsaw for the first time became the seat of the General Sejm, permanent from 1569", "probability": 0.05397580936551094 }, { "start_logit": 3.4141409397125244, "end_logit": 3.7576305866241455, "text": "1596", "probability": 0.049750179052352905 }, { "start_logit": 3.351013660430908, "end_logit": 3.794928789138794, "text": "General Sejm, permanent from 1569", "probability": 0.04848163574934006 }, { "start_logit": 3.351013660430908, "end_logit": 3.7725565433502197, "text": "General Sejm, permanent from 1569. In 1573 the city gave its name to the Warsaw Confederation", "probability": 0.04740903526544571 }, { "start_logit": 2.789813995361328, "end_logit": 4.062216758728027, "text": "the General Sejm, permanent from 1569. In 1573", "probability": 0.03613540902733803 }, { "start_logit": 2.789813995361328, "end_logit": 3.794928789138794, "text": "the General Sejm, permanent from 1569", "probability": 0.027659934014081955 }, { "start_logit": 2.789813995361328, "end_logit": 3.7725565433502197, "text": "the General Sejm, permanent from 1569. In 1573 the city gave its name to the Warsaw Confederation", "probability": 0.02704799175262451 }, { "start_logit": 2.771024227142334, "end_logit": 3.7576305866241455, "text": "Sigismund III Vasa moved his court from Krak\u00f3w to Warsaw in 1596", "probability": 0.02615126222372055 }, { "start_logit": 2.747606039047241, "end_logit": 3.7576305866241455, "text": "King Sigismund III Vasa moved his court from Krak\u00f3w to Warsaw in 1596", "probability": 0.025545954704284668 }, { "start_logit": 2.4359123706817627, "end_logit": 4.062216758728027, "text": "Warsaw for the first time became the seat of the General Sejm, permanent from 1569. In 1573", "probability": 0.025365028530359268 }, { "start_logit": 2.677042245864868, "end_logit": 3.7725565433502197, "text": "the Warsaw Confederation", "probability": 0.02416345104575157 } ], "57332a734776f41900660726": [ { "start_logit": 3.5021140575408936, "end_logit": 4.027300834655762, "text": "1806", "probability": 0.09480553865432739 }, { "start_logit": 3.3362481594085693, "end_logit": 4.113833904266357, "text": "1796", "probability": 0.08757491409778595 }, { "start_logit": 3.5021140575408936, "end_logit": 3.9028704166412354, "text": "1806, Warsaw was made the capital of the newly created Duchy of Warsaw. Following the Congress of Vienna of 1815", "probability": 0.08371324092149734 }, { "start_logit": 3.3362481594085693, "end_logit": 4.027300834655762, "text": "1796, when it was annexed by the Kingdom of Prussia to become the capital of the province of South Prussia. Liberated by Napoleon's army in 1806", "probability": 0.08031544089317322 }, { "start_logit": 3.2492690086364746, "end_logit": 4.027300834655762, "text": "Napoleon's army in 1806", "probability": 0.07362484931945801 }, { "start_logit": 3.2492690086364746, "end_logit": 3.9028704166412354, "text": "Napoleon's army in 1806, Warsaw was made the capital of the newly created Duchy of Warsaw. Following the Congress of Vienna of 1815", "probability": 0.06501072645187378 }, { "start_logit": 3.1023290157318115, "end_logit": 3.9028704166412354, "text": "Congress of Vienna of 1815", "probability": 0.056126728653907776 }, { "start_logit": 3.0150654315948486, "end_logit": 3.9028704166412354, "text": "1815", "probability": 0.05143652856349945 }, { "start_logit": 2.8684334754943848, "end_logit": 4.027300834655762, "text": "Kingdom of Prussia to become the capital of the province of South Prussia. Liberated by Napoleon's army in 1806", "probability": 0.05030713602900505 }, { "start_logit": 2.8586196899414062, "end_logit": 4.027300834655762, "text": "South Prussia. Liberated by Napoleon's army in 1806", "probability": 0.04981585219502449 }, { "start_logit": 3.3362481594085693, "end_logit": 3.346611499786377, "text": "1796, when it was annexed by the Kingdom of Prussia", "probability": 0.04066111147403717 }, { "start_logit": 3.0096046924591064, "end_logit": 3.516005039215088, "text": "Congress Poland, a constitutional monarchy under a personal union with Imperial Russia. The Royal University of Warsaw was established in 1816", "probability": 0.03474454581737518 }, { "start_logit": 2.391505718231201, "end_logit": 4.113833904266357, "text": "Polish\u2013Lithuanian Commonwealth until 1796", "probability": 0.03404735028743744 }, { "start_logit": 3.5021140575408936, "end_logit": 2.9482920169830322, "text": "1806, Warsaw was made the capital of the newly created Duchy of Warsaw", "probability": 0.03222745656967163 }, { "start_logit": 2.888005495071411, "end_logit": 3.516005039215088, "text": "1816", "probability": 0.030766408890485764 }, { "start_logit": 3.3362481594085693, "end_logit": 3.0528640747070312, "text": "1796, when it was annexed by the Kingdom of Prussia to become the capital of the province of South Prussia", "probability": 0.03031143918633461 }, { "start_logit": 2.8285698890686035, "end_logit": 3.516005039215088, "text": "Imperial Russia. The Royal University of Warsaw was established in 1816", "probability": 0.028991064056754112 }, { "start_logit": 2.8684334754943848, "end_logit": 3.346611499786377, "text": "Kingdom of Prussia", "probability": 0.025468889623880386 }, { "start_logit": 3.2492690086364746, "end_logit": 2.9482920169830322, "text": "Napoleon's army in 1806, Warsaw was made the capital of the newly created Duchy of Warsaw", "probability": 0.025027470663189888 }, { "start_logit": 2.1700944900512695, "end_logit": 4.027300834655762, "text": "the Kingdom of Prussia to become the capital of the province of South Prussia. Liberated by Napoleon's army in 1806", "probability": 0.025023313239216805 } ], "57332a734776f41900660727": [ { "start_logit": 3.516045570373535, "end_logit": 4.068385124206543, "text": "1806", "probability": 0.10023271292448044 }, { "start_logit": 3.516045570373535, "end_logit": 3.914764165878296, "text": "1806, Warsaw was made the capital of the newly created Duchy of Warsaw. Following the Congress of Vienna of 1815", "probability": 0.085959292948246 }, { "start_logit": 3.2593936920166016, "end_logit": 4.068385124206543, "text": "Napoleon's army in 1806", "probability": 0.07754378020763397 }, { "start_logit": 3.19279146194458, "end_logit": 4.068385124206543, "text": "1796, when it was annexed by the Kingdom of Prussia to become the capital of the province of South Prussia. Liberated by Napoleon's army in 1806", "probability": 0.07254742830991745 }, { "start_logit": 3.19279146194458, "end_logit": 3.985919952392578, "text": "1796", "probability": 0.06680482625961304 }, { "start_logit": 3.2593936920166016, "end_logit": 3.914764165878296, "text": "Napoleon's army in 1806, Warsaw was made the capital of the newly created Duchy of Warsaw. Following the Congress of Vienna of 1815", "probability": 0.06650134176015854 }, { "start_logit": 2.957913875579834, "end_logit": 4.068385124206543, "text": "South Prussia. Liberated by Napoleon's army in 1806", "probability": 0.057360902428627014 }, { "start_logit": 3.057265281677246, "end_logit": 3.914764165878296, "text": "Congress of Vienna of 1815", "probability": 0.05433092638850212 }, { "start_logit": 3.0494229793548584, "end_logit": 3.914764165878296, "text": "1815", "probability": 0.05390649661421776 }, { "start_logit": 2.7625434398651123, "end_logit": 4.068385124206543, "text": "Kingdom of Prussia to become the capital of the province of South Prussia. Liberated by Napoleon's army in 1806", "probability": 0.04718106985092163 }, { "start_logit": 3.19279146194458, "end_logit": 3.5200142860412598, "text": "1796, when it was annexed by the Kingdom of Prussia", "probability": 0.04192447289824486 }, { "start_logit": 3.1558916568756104, "end_logit": 3.5404014587402344, "text": "Congress Poland, a constitutional monarchy under a personal union with Imperial Russia. The Royal University of Warsaw was established in 1816", "probability": 0.04123786464333534 }, { "start_logit": 3.516045570373535, "end_logit": 3.0056910514831543, "text": "1806, Warsaw was made the capital of the newly created Duchy of Warsaw", "probability": 0.03463277593255043 }, { "start_logit": 2.9241929054260254, "end_logit": 3.5404014587402344, "text": "Imperial Russia. The Royal University of Warsaw was established in 1816", "probability": 0.032709259539842606 }, { "start_logit": 2.8394575119018555, "end_logit": 3.5404014587402344, "text": "1816", "probability": 0.030051808804273605 }, { "start_logit": 2.3042356967926025, "end_logit": 4.068385124206543, "text": "the Kingdom of Prussia to become the capital of the province of South Prussia. 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Liberated by Napoleon's army in 1806", "probability": 0.026583733037114143 } ], "57332a734776f41900660728": [ { "start_logit": 3.306323289871216, "end_logit": 4.085672855377197, "text": "1796", "probability": 0.08999060094356537 }, { "start_logit": 3.4017701148986816, "end_logit": 3.939999580383301, "text": "1806", "probability": 0.08558230847120285 }, { "start_logit": 3.306323289871216, "end_logit": 3.939999580383301, "text": "1796, when it was annexed by the Kingdom of Prussia to become the capital of the province of South Prussia. Liberated by Napoleon's army in 1806", "probability": 0.07779144495725632 }, { "start_logit": 3.4017701148986816, "end_logit": 3.8321316242218018, "text": "1806, Warsaw was made the capital of the newly created Duchy of Warsaw. Following the Congress of Vienna of 1815", "probability": 0.07683119922876358 }, { "start_logit": 3.2272446155548096, "end_logit": 3.939999580383301, "text": "Napoleon's army in 1806", "probability": 0.07187674194574356 }, { "start_logit": 3.2272446155548096, "end_logit": 3.8321316242218018, "text": "Napoleon's army in 1806, Warsaw was made the capital of the newly created Duchy of Warsaw. Following the Congress of Vienna of 1815", "probability": 0.06452707946300507 }, { "start_logit": 3.0495119094848633, "end_logit": 3.8321316242218018, "text": "Congress of Vienna of 1815", "probability": 0.054019879549741745 }, { "start_logit": 2.9065639972686768, "end_logit": 3.939999580383301, "text": "South Prussia. Liberated by Napoleon's army in 1806", "probability": 0.05215771868824959 }, { "start_logit": 3.006355047225952, "end_logit": 3.8321316242218018, "text": "1815", "probability": 0.051738157868385315 }, { "start_logit": 2.827770471572876, "end_logit": 3.939999580383301, "text": "Kingdom of Prussia to become the capital of the province of South Prussia. Liberated by Napoleon's army in 1806", "probability": 0.048205770552158356 }, { "start_logit": 3.306323289871216, "end_logit": 3.406641960144043, "text": "1796, when it was annexed by the Kingdom of Prussia", "probability": 0.04563495144248009 }, { "start_logit": 3.1306025981903076, "end_logit": 3.485499858856201, "text": "Congress Poland, a constitutional monarchy under a personal union with Imperial Russia. The Royal University of Warsaw was established in 1816", "probability": 0.041421953588724136 }, { "start_logit": 3.4017701148986816, "end_logit": 2.990224838256836, "text": "1806, Warsaw was made the capital of the newly created Duchy of Warsaw", "probability": 0.03310564532876015 }, { "start_logit": 2.877359390258789, "end_logit": 3.485499858856201, "text": "Imperial Russia. The Royal University of Warsaw was established in 1816", "probability": 0.032155007123947144 }, { "start_logit": 2.8364193439483643, "end_logit": 3.485499858856201, "text": "1816", "probability": 0.030865170061588287 }, { "start_logit": 2.234959602355957, "end_logit": 4.085672855377197, "text": "Polish\u2013Lithuanian Commonwealth until 1796", "probability": 0.030825471505522728 }, { "start_logit": 3.306323289871216, "end_logit": 3.014164924621582, "text": "1796, when it was annexed by the Kingdom of Prussia to become the capital of the province of South Prussia", "probability": 0.030821017920970917 }, { "start_logit": 2.827770471572876, "end_logit": 3.406641960144043, "text": "Kingdom of Prussia", "probability": 0.028279045596718788 }, { "start_logit": 3.2272446155548096, "end_logit": 2.990224838256836, "text": "Napoleon's army in 1806, Warsaw was made the capital of the newly created Duchy of Warsaw", "probability": 0.027803950011730194 }, { "start_logit": 3.1306025981903076, "end_logit": 3.0338006019592285, "text": "Congress Poland", "probability": 0.026366963982582092 } ], "57332a734776f41900660729": [ { "start_logit": 3.5121610164642334, "end_logit": 4.060599327087402, "text": "1806", "probability": 0.09330009669065475 }, { "start_logit": 3.5121610164642334, "end_logit": 3.985502004623413, "text": "1806, Warsaw was made the capital of the newly created Duchy of Warsaw. Following the Congress of Vienna of 1815", "probability": 0.08655010908842087 }, { "start_logit": 3.3511295318603516, "end_logit": 4.1358513832092285, "text": "1796", "probability": 0.08563049882650375 }, { "start_logit": 3.3511295318603516, "end_logit": 4.060599327087402, "text": "1796, when it was annexed by the Kingdom of Prussia to become the capital of the province of South Prussia. Liberated by Napoleon's army in 1806", "probability": 0.07942311465740204 }, { "start_logit": 3.287897825241089, "end_logit": 4.060599327087402, "text": "Napoleon's army in 1806", "probability": 0.07455655932426453 }, { "start_logit": 3.287897825241089, "end_logit": 3.985502004623413, "text": "Napoleon's army in 1806, Warsaw was made the capital of the newly created Duchy of Warsaw. Following the Congress of Vienna of 1815", "probability": 0.06916260719299316 }, { "start_logit": 3.075122594833374, "end_logit": 3.985502004623413, "text": "1815", "probability": 0.0559067465364933 }, { "start_logit": 2.96309757232666, "end_logit": 4.060599327087402, "text": "South Prussia. Liberated by Napoleon's army in 1806", "probability": 0.05387989804148674 }, { "start_logit": 2.8921496868133545, "end_logit": 4.060599327087402, "text": "Kingdom of Prussia to become the capital of the province of South Prussia. Liberated by Napoleon's army in 1806", "probability": 0.05018969997763634 }, { "start_logit": 2.893160581588745, "end_logit": 3.985502004623413, "text": "Congress of Vienna of 1815", "probability": 0.04660571366548538 }, { "start_logit": 3.3511295318603516, "end_logit": 3.4212465286254883, "text": "1796, when it was annexed by the Kingdom of Prussia", "probability": 0.04190631955862045 }, { "start_logit": 2.958819627761841, "end_logit": 3.571526288986206, "text": "Congress Poland, a constitutional monarchy under a personal union with Imperial Russia. The Royal University of Warsaw was established in 1816", "probability": 0.03289782255887985 }, { "start_logit": 2.9113142490386963, "end_logit": 3.571526288986206, "text": "1816", "probability": 0.03137154132127762 }, { "start_logit": 3.3511295318603516, "end_logit": 3.1249256134033203, "text": "1796, when it was annexed by the Kingdom of Prussia to become the capital of the province of South Prussia", "probability": 0.03115939348936081 }, { "start_logit": 3.5121610164642334, "end_logit": 2.9616143703460693, "text": "1806, Warsaw was made the capital of the newly created Duchy of Warsaw", "probability": 0.031088437885046005 }, { "start_logit": 2.3280887603759766, "end_logit": 4.1358513832092285, "text": "Polish\u2013Lithuanian Commonwealth until 1796", "probability": 0.03078417293727398 }, { "start_logit": 2.880608081817627, "end_logit": 3.571526288986206, "text": "Imperial Russia. The Royal University of Warsaw was established in 1816", "probability": 0.030422871932387352 }, { "start_logit": 2.8921496868133545, "end_logit": 3.4212465286254883, "text": "Kingdom of Prussia", "probability": 0.026481779292225838 }, { "start_logit": 3.287897825241089, "end_logit": 2.9616143703460693, "text": "Napoleon's army in 1806, Warsaw was made the capital of the newly created Duchy of Warsaw", "probability": 0.024842919781804085 }, { "start_logit": 2.1476967334747314, "end_logit": 4.060599327087402, "text": "the Kingdom of Prussia to become the capital of the province of South Prussia. Liberated by Napoleon's army in 1806", "probability": 0.02383979968726635 } ], "57332a734776f4190066072a": [ { "start_logit": 3.5644214153289795, "end_logit": 4.0486931800842285, "text": "1806", "probability": 0.09583862870931625 }, { "start_logit": 3.395944356918335, "end_logit": 4.14915657043457, "text": "1796", "probability": 0.08953706175088882 }, { "start_logit": 3.5644214153289795, "end_logit": 3.9264347553253174, "text": "1806, Warsaw was made the capital of the newly created Duchy of Warsaw. Following the Congress of Vienna of 1815", "probability": 0.08480951189994812 }, { "start_logit": 3.395944356918335, "end_logit": 4.0486931800842285, "text": "1796, when it was annexed by the Kingdom of Prussia to become the capital of the province of South Prussia. Liberated by Napoleon's army in 1806", "probability": 0.08097891509532928 }, { "start_logit": 3.24294376373291, "end_logit": 4.0486931800842285, "text": "Napoleon's army in 1806", "probability": 0.06949038058519363 }, { "start_logit": 3.24294376373291, "end_logit": 3.9264347553253174, "text": "Napoleon's army in 1806, Warsaw was made the capital of the newly created Duchy of Warsaw. Following the Congress of Vienna of 1815", "probability": 0.0614933967590332 }, { "start_logit": 3.078369617462158, "end_logit": 3.9264347553253174, "text": "1815", "probability": 0.05216209590435028 }, { "start_logit": 3.0532097816467285, "end_logit": 3.9264347553253174, "text": "Congress of Vienna of 1815", "probability": 0.05086607486009598 }, { "start_logit": 2.8958423137664795, "end_logit": 4.0486931800842285, "text": "South Prussia. Liberated by Napoleon's army in 1806", "probability": 0.04911118000745773 }, { "start_logit": 2.8680672645568848, "end_logit": 4.0486931800842285, "text": "Kingdom of Prussia to become the capital of the province of South Prussia. Liberated by Napoleon's army in 1806", "probability": 0.04776589199900627 }, { "start_logit": 3.395944356918335, "end_logit": 3.4438247680664062, "text": "1796, when it was annexed by the Kingdom of Prussia", "probability": 0.044226352125406265 }, { "start_logit": 3.142845392227173, "end_logit": 3.5970773696899414, "text": "Congress Poland, a constitutional monarchy under a personal union with Imperial Russia. The Royal University of Warsaw was established in 1816", "probability": 0.04002378508448601 }, { "start_logit": 2.966940402984619, "end_logit": 3.5970773696899414, "text": "Imperial Russia. The Royal University of Warsaw was established in 1816", "probability": 0.03356786444783211 }, { "start_logit": 2.9360387325286865, "end_logit": 3.5970773696899414, "text": "1816", "probability": 0.03254643455147743 }, { "start_logit": 3.5644214153289795, "end_logit": 2.933479070663452, "text": "1806, Warsaw was made the capital of the newly created Duchy of Warsaw", "probability": 0.031420230865478516 }, { "start_logit": 2.3250739574432373, "end_logit": 4.14915657043457, "text": "Polish\u2013Lithuanian Commonwealth until 1796", "probability": 0.03068525530397892 }, { "start_logit": 3.395944356918335, "end_logit": 3.0724143981933594, "text": "1796, when it was annexed by the Kingdom of Prussia to become the capital of the province of South Prussia", "probability": 0.030505608767271042 }, { "start_logit": 2.8680672645568848, "end_logit": 3.4438247680664062, "text": "Kingdom of Prussia", "probability": 0.026087168604135513 }, { "start_logit": 2.199610948562622, "end_logit": 4.0486931800842285, "text": "the Kingdom of Prussia to become the capital of the province of South Prussia. Liberated by Napoleon's army in 1806", "probability": 0.02447998709976673 }, { "start_logit": 3.142845392227173, "end_logit": 3.1023550033569336, "text": "Congress Poland, a constitutional monarchy under a personal union with Imperial Russia", "probability": 0.02440411038696766 } ], "57332b66d058e614000b5758": [ { "start_logit": 3.1123108863830566, "end_logit": 3.9428200721740723, "text": "11 November and set up what became the Second Polish Republic, with Warsaw the capital. In the course of the Polish-Bolshevik War of 1920", "probability": 0.08235020190477371 }, { "start_logit": 3.0714948177337646, "end_logit": 3.823164463043213, "text": "4 August 1915 until November 1918", "probability": 0.07014109939336777 }, { "start_logit": 3.021667718887329, "end_logit": 3.823164463043213, "text": "November 1918", "probability": 0.06673185527324677 }, { "start_logit": 3.0714948177337646, "end_logit": 3.675591230392456, "text": "4 August 1915", "probability": 0.06051770597696304 }, { "start_logit": 2.8004977703094482, "end_logit": 3.9428200721740723, "text": "Polish-Bolshevik War of 1920", "probability": 0.060290075838565826 }, { "start_logit": 2.7830002307891846, "end_logit": 3.9428200721740723, "text": "1920", "probability": 0.05924435332417488 }, { "start_logit": 2.7127509117126465, "end_logit": 3.9428200721740723, "text": "Second Polish Republic, with Warsaw the capital. In the course of the Polish-Bolshevik War of 1920", "probability": 0.05522528663277626 }, { "start_logit": 3.0714948177337646, "end_logit": 3.541364908218384, "text": "4 August 1915 until November 1918. The Allied Armistice terms required in Article 12", "probability": 0.052916206419467926 }, { "start_logit": 2.7567148208618164, "end_logit": 3.823164463043213, "text": "1915 until November 1918", "probability": 0.05119946971535683 }, { "start_logit": 3.021667718887329, "end_logit": 3.541364908218384, "text": "November 1918. The Allied Armistice terms required in Article 12", "probability": 0.050344157963991165 }, { "start_logit": 2.891167402267456, "end_logit": 3.555314779281616, "text": "1914, which included Warsaw. Germany did so, and underground leader Pi\u0142sudski", "probability": 0.044805556535720825 }, { "start_logit": 2.7567148208618164, "end_logit": 3.675591230392456, "text": "1915", "probability": 0.04417487978935242 }, { "start_logit": 2.846036672592163, "end_logit": 3.555314779281616, "text": "Pi\u0142sudski", "probability": 0.04282839596271515 }, { "start_logit": 2.541583776473999, "end_logit": 3.823164463043213, "text": "August 1915 until November 1918", "probability": 0.0412890762090683 }, { "start_logit": 2.7567148208618164, "end_logit": 3.541364908218384, "text": "1915 until November 1918. The Allied Armistice terms required in Article 12", "probability": 0.03862614557147026 }, { "start_logit": 2.7330143451690674, "end_logit": 3.541364908218384, "text": "Allied Armistice terms required in Article 12", "probability": 0.03772146254777908 }, { "start_logit": 2.450657367706299, "end_logit": 3.823164463043213, "text": "1918", "probability": 0.03770044073462486 }, { "start_logit": 2.282111406326294, "end_logit": 3.9428200721740723, "text": "November and set up what became the Second Polish Republic, with Warsaw the capital. In the course of the Polish-Bolshevik War of 1920", "probability": 0.035901591181755066 }, { "start_logit": 2.541583776473999, "end_logit": 3.675591230392456, "text": "August 1915", "probability": 0.0356241911649704 }, { "start_logit": 3.0714948177337646, "end_logit": 3.0498173236846924, "text": "4 August 1915 until November 1918. The Allied Armistice terms required in Article 12 that Germany withdraw from areas controlled by Russia in 1914", "probability": 0.03236773610115051 } ], "57332b66d058e614000b5759": [ { "start_logit": 3.215580940246582, "end_logit": 3.8635315895080566, "text": "4 August 1915 until November 1918", "probability": 0.08300424367189407 }, { "start_logit": 3.0288100242614746, "end_logit": 3.9617555141448975, "text": "11 November and set up what became the Second Polish Republic, with Warsaw the capital. In the course of the Polish-Bolshevik War of 1920", "probability": 0.07597044855356216 }, { "start_logit": 3.045881509780884, "end_logit": 3.8635315895080566, "text": "November 1918", "probability": 0.07004882395267487 }, { "start_logit": 3.215580940246582, "end_logit": 3.670254945755005, "text": "4 August 1915", "probability": 0.0684165507555008 }, { "start_logit": 2.895357608795166, "end_logit": 3.9617555141448975, "text": "Polish-Bolshevik War of 1920", "probability": 0.0664793998003006 }, { "start_logit": 2.8316056728363037, "end_logit": 3.9617555141448975, "text": "Second Polish Republic, with Warsaw the capital. In the course of the Polish-Bolshevik War of 1920", "probability": 0.06237348914146423 }, { "start_logit": 2.71486234664917, "end_logit": 3.9617555141448975, "text": "1920", "probability": 0.05550076812505722 }, { "start_logit": 3.215580940246582, "end_logit": 3.3160762786865234, "text": "4 August 1915 until November 1918. The Allied Armistice terms required in Article 12", "probability": 0.04801130294799805 }, { "start_logit": 2.6419517993927, "end_logit": 3.8635315895080566, "text": "1915 until November 1918", "probability": 0.04677097499370575 }, { "start_logit": 3.215580940246582, "end_logit": 3.25993275642395, "text": "4 August 1915 until November 1918. The Allied Armistice terms required in Article 12 that Germany withdraw from areas controlled by Russia in 1914", "probability": 0.04539003595709801 }, { "start_logit": 3.0194270610809326, "end_logit": 3.4402339458465576, "text": "1914, which included Warsaw. Germany did so, and underground leader Pi\u0142sudski", "probability": 0.044676169753074646 }, { "start_logit": 3.045881509780884, "end_logit": 3.3160762786865234, "text": "November 1918. The Allied Armistice terms required in Article 12", "probability": 0.04051760956645012 }, { "start_logit": 2.6419517993927, "end_logit": 3.670254945755005, "text": "1915", "probability": 0.038551151752471924 }, { "start_logit": 3.045881509780884, "end_logit": 3.25993275642395, "text": "November 1918. The Allied Armistice terms required in Article 12 that Germany withdraw from areas controlled by Russia in 1914", "probability": 0.03830550238490105 }, { "start_logit": 2.8530261516571045, "end_logit": 3.4402339458465576, "text": "Pi\u0142sudski", "probability": 0.03782760724425316 }, { "start_logit": 2.417330265045166, "end_logit": 3.8635315895080566, "text": "1918", "probability": 0.0373615100979805 }, { "start_logit": 3.0194270610809326, "end_logit": 3.25993275642395, "text": "1914", "probability": 0.03730543330311775 }, { "start_logit": 2.353445291519165, "end_logit": 3.8635315895080566, "text": "Germany from 4 August 1915 until November 1918", "probability": 0.03504932299256325 }, { "start_logit": 2.335359811782837, "end_logit": 3.8635315895080566, "text": "August 1915 until November 1918", "probability": 0.03442113846540451 }, { "start_logit": 2.225372076034546, "end_logit": 3.9617555141448975, "text": "Warsaw on 11 November and set up what became the Second Polish Republic, with Warsaw the capital. In the course of the Polish-Bolshevik War of 1920", "probability": 0.03401857614517212 } ], "57332b66d058e614000b575a": [ { "start_logit": 3.090177536010742, "end_logit": 3.9513416290283203, "text": "11 November and set up what became the Second Polish Republic, with Warsaw the capital. In the course of the Polish-Bolshevik War of 1920", "probability": 0.08019229769706726 }, { "start_logit": 3.136752128601074, "end_logit": 3.8034110069274902, "text": "4 August 1915 until November 1918", "probability": 0.07246265560388565 }, { "start_logit": 3.0811526775360107, "end_logit": 3.8034110069274902, "text": "November 1918", "probability": 0.06854370981454849 }, { "start_logit": 3.136752128601074, "end_logit": 3.658463478088379, "text": "4 August 1915", "probability": 0.06268510222434998 }, { "start_logit": 2.792738676071167, "end_logit": 3.9513416290283203, "text": "1920", "probability": 0.05956026911735535 }, { "start_logit": 3.136752128601074, "end_logit": 3.5718088150024414, "text": "4 August 1915 until November 1918. The Allied Armistice terms required in Article 12", "probability": 0.05748184770345688 }, { "start_logit": 3.0811526775360107, "end_logit": 3.5718088150024414, "text": "November 1918. The Allied Armistice terms required in Article 12", "probability": 0.0543731264770031 }, { "start_logit": 2.6808574199676514, "end_logit": 3.9513416290283203, "text": "Polish-Bolshevik War of 1920", "probability": 0.053255848586559296 }, { "start_logit": 2.600498676300049, "end_logit": 3.9513416290283203, "text": "Second Polish Republic, with Warsaw the capital. In the course of the Polish-Bolshevik War of 1920", "probability": 0.04914369806647301 }, { "start_logit": 2.742706775665283, "end_logit": 3.8034110069274902, "text": "1915 until November 1918", "probability": 0.04886327311396599 }, { "start_logit": 2.952402353286743, "end_logit": 3.5609421730041504, "text": "1914, which included Warsaw. Germany did so, and underground leader Pi\u0142sudski", "probability": 0.04728783294558525 }, { "start_logit": 2.8789265155792236, "end_logit": 3.5609421730041504, "text": "Pi\u0142sudski", "probability": 0.04393789544701576 }, { "start_logit": 2.742706775665283, "end_logit": 3.658463478088379, "text": "1915", "probability": 0.04227003827691078 }, { "start_logit": 2.582775831222534, "end_logit": 3.8034110069274902, "text": "August 1915 until November 1918", "probability": 0.041641395539045334 }, { "start_logit": 2.742706775665283, "end_logit": 3.5718088150024414, "text": "1915 until November 1918. The Allied Armistice terms required in Article 12", "probability": 0.038761358708143234 }, { "start_logit": 3.136752128601074, "end_logit": 3.12882137298584, "text": "4 August 1915 until November 1918. The Allied Armistice terms required in Article 12 that Germany withdraw from areas controlled by Russia in 1914", "probability": 0.03690997138619423 }, { "start_logit": 2.4502501487731934, "end_logit": 3.8034110069274902, "text": "1918", "probability": 0.03647289797663689 }, { "start_logit": 2.582775831222534, "end_logit": 3.658463478088379, "text": "August 1915", "probability": 0.036022644490003586 }, { "start_logit": 2.646906614303589, "end_logit": 3.5718088150024414, "text": "Allied Armistice terms required in Article 12", "probability": 0.03522034361958504 }, { "start_logit": 3.0811526775360107, "end_logit": 3.12882137298584, "text": "November 1918. The Allied Armistice terms required in Article 12 that Germany withdraw from areas controlled by Russia in 1914", "probability": 0.034913815557956696 } ], "57332b66d058e614000b575b": [ { "start_logit": 3.0969669818878174, "end_logit": 4.009624481201172, "text": "11 November and set up what became the Second Polish Republic, with Warsaw the capital. 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Germany did so, and underground leader Pi\u0142sudski", "probability": 0.045595236122608185 }, { "start_logit": 2.9088521003723145, "end_logit": 3.570333957672119, "text": "Pi\u0142sudski", "probability": 0.04486431926488876 }, { "start_logit": 2.711766481399536, "end_logit": 3.6437160968780518, "text": "1915", "probability": 0.03964398801326752 }, { "start_logit": 2.4940414428710938, "end_logit": 3.8268160820007324, "text": "August 1915 until November 1918", "probability": 0.038294803351163864 }, { "start_logit": 2.711766481399536, "end_logit": 3.5873234272003174, "text": "1915 until November 1918. The Allied Armistice terms required in Article 12", "probability": 0.03747022524476051 }, { "start_logit": 2.6939609050750732, "end_logit": 3.5873234272003174, "text": "Allied Armistice terms required in Article 12", "probability": 0.03680894896388054 }, { "start_logit": 2.2482028007507324, "end_logit": 4.009624481201172, "text": "November and set up what became the Second Polish Republic, with Warsaw the capital. In the course of the Polish-Bolshevik War of 1920", "probability": 0.03595556691288948 }, { "start_logit": 2.2445428371429443, "end_logit": 4.009624481201172, "text": "Warsaw on 11 November and set up what became the Second Polish Republic, with Warsaw the capital. In the course of the Polish-Bolshevik War of 1920", "probability": 0.03582422062754631 }, { "start_logit": 2.424731731414795, "end_logit": 3.8268160820007324, "text": "1918", "probability": 0.03573049604892731 }, { "start_logit": 3.1088953018188477, "end_logit": 3.104625940322876, "text": "4 August 1915 until November 1918. The Allied Armistice terms required in Article 12 that Germany withdraw from areas controlled by Russia in 1914", "probability": 0.03439728543162346 } ], "57332b66d058e614000b575c": [ { "start_logit": 3.0985686779022217, "end_logit": 3.995412826538086, "text": "11 November and set up what became the Second Polish Republic, with Warsaw the capital. In the course of the Polish-Bolshevik War of 1920", "probability": 0.08037235587835312 }, { "start_logit": 3.1292407512664795, "end_logit": 3.8506789207458496, "text": "4 August 1915 until November 1918", "probability": 0.07170840352773666 }, { "start_logit": 3.061602830886841, "end_logit": 3.8506789207458496, "text": "November 1918", "probability": 0.06701862066984177 }, { "start_logit": 2.8390567302703857, "end_logit": 3.995412826538086, "text": "Polish-Bolshevik War of 1920", "probability": 0.062001485377550125 }, { "start_logit": 2.803447961807251, "end_logit": 3.995412826538086, "text": "1920", "probability": 0.05983250215649605 }, { "start_logit": 2.7936649322509766, "end_logit": 3.995412826538086, "text": "Second Polish Republic, with Warsaw the capital. In the course of the Polish-Bolshevik War of 1920", "probability": 0.05925002694129944 }, { "start_logit": 3.1292407512664795, "end_logit": 3.6573445796966553, "text": "4 August 1915", "probability": 0.059102535247802734 }, { "start_logit": 3.1292407512664795, "end_logit": 3.6059720516204834, "text": "4 August 1915 until November 1918. The Allied Armistice terms required in Article 12", "probability": 0.05614296346902847 }, { "start_logit": 3.061602830886841, "end_logit": 3.6059720516204834, "text": "November 1918. The Allied Armistice terms required in Article 12", "probability": 0.05247114598751068 }, { "start_logit": 2.7425107955932617, "end_logit": 3.8506789207458496, "text": "1915 until November 1918", "probability": 0.04870970547199249 }, { "start_logit": 2.965635299682617, "end_logit": 3.560753583908081, "text": "1914, which included Warsaw. Germany did so, and underground leader Pi\u0142sudski", "probability": 0.04556216299533844 }, { "start_logit": 2.884247303009033, "end_logit": 3.560753583908081, "text": "Pi\u0142sudski", "probability": 0.042000818997621536 }, { "start_logit": 2.7425107955932617, "end_logit": 3.6573445796966553, "text": "1915", "probability": 0.040146857500076294 }, { "start_logit": 2.5482842922210693, "end_logit": 3.8506789207458496, "text": "August 1915 until November 1918", "probability": 0.040111035108566284 }, { "start_logit": 2.7425107955932617, "end_logit": 3.6059720516204834, "text": "1915 until November 1918. The Allied Armistice terms required in Article 12", "probability": 0.03813648968935013 }, { "start_logit": 2.488981008529663, "end_logit": 3.8506789207458496, "text": "1918", "probability": 0.03780147805809975 }, { "start_logit": 2.721863269805908, "end_logit": 3.6059720516204834, "text": "Allied Armistice terms required in Article 12", "probability": 0.03735712170600891 }, { "start_logit": 3.1292407512664795, "end_logit": 3.124075412750244, "text": "4 August 1915 until November 1918. The Allied Armistice terms required in Article 12 that Germany withdraw from areas controlled by Russia in 1914", "probability": 0.034674495458602905 }, { "start_logit": 2.2540171146392822, "end_logit": 3.995412826538086, "text": "November and set up what became the Second Polish Republic, with Warsaw the capital. 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All higher education institutions were immediately closed and Warsaw's entire Jewish population \u2013 several hundred thousand", "probability": 0.05844328552484512 }, { "start_logit": 2.4490301609039307, "end_logit": 3.7753522396087646, "text": "September 1939 began the Second World War, Warsaw was defended till September 27", "probability": 0.053951628506183624 }, { "start_logit": 2.745591640472412, "end_logit": 3.4593303203582764, "text": "1 September 1939", "probability": 0.052911847829818726 }, { "start_logit": 2.661470651626587, "end_logit": 3.4593303203582764, "text": "1939", "probability": 0.04864292964339256 }, { "start_logit": 2.574556350708008, "end_logit": 3.4593303203582764, "text": "German Invasion of Poland on 1 September 1939", "probability": 0.044593695551157 }, { "start_logit": 3.1695058345794678, "end_logit": 2.8226680755615234, "text": "General Government", "probability": 0.042771827429533005 }, { "start_logit": 2.178731679916382, "end_logit": 3.7753522396087646, "text": "Second World War, Warsaw was defended till September 27", "probability": 0.04117327928543091 }, { "start_logit": 2.8006653785705566, "end_logit": 3.134845495223999, "text": "several hundred thousand", "probability": 0.04041561111807823 }, { "start_logit": 2.3590455055236816, "end_logit": 3.5611586570739746, "text": "Final Solution\" on 19 April 1943", "probability": 0.0398017019033432 }, { "start_logit": 2.4490301609039307, "end_logit": 3.4593303203582764, "text": "September 1939", "probability": 0.03933308273553848 }, { "start_logit": 2.9154610633850098, "end_logit": 2.9909791946411133, "text": "19 April 1943, Jewish fighters launched the Warsaw Ghetto Uprising", "probability": 0.03925762698054314 }, { "start_logit": 2.7314000129699707, "end_logit": 3.134845495223999, "text": "the General Government, a German Nazi colonial administration. All higher education institutions were immediately closed and Warsaw's entire Jewish population \u2013 several hundred thousand", "probability": 0.03771096095442772 }, { "start_logit": 3.0153067111968994, "end_logit": 2.8226680755615234, "text": "September 27. Central Poland, including Warsaw, came under the rule of the General Government", "probability": 0.03665976971387863 }, { "start_logit": 3.1695058345794678, "end_logit": 2.4893546104431152, "text": "General Government, a German Nazi colonial administration", "probability": 0.030647948384284973 }, { "start_logit": 2.033496618270874, "end_logit": 3.5611586570739746, "text": "1943", "probability": 0.028742032125592232 } ], "57332c1e4776f4190066073b": [ { "start_logit": 2.9455013275146484, "end_logit": 3.827188730239868, "text": "September 27", "probability": 0.10482824593782425 }, { "start_logit": 2.7400331497192383, "end_logit": 3.827188730239868, "text": "1 September 1939 began the Second World War, Warsaw was defended till September 27", "probability": 0.08535807579755783 }, { "start_logit": 2.670884609222412, "end_logit": 3.827188730239868, "text": "1939 began the Second World War, Warsaw was defended till September 27", "probability": 0.07965517789125443 }, { "start_logit": 2.567068099975586, "end_logit": 3.827188730239868, "text": "German Invasion of Poland on 1 September 1939 began the Second World War, Warsaw was defended till September 27", "probability": 0.07180040329694748 }, { "start_logit": 2.386777877807617, "end_logit": 3.827188730239868, "text": "Second World War, Warsaw was defended till September 27", "probability": 0.059955332428216934 }, { "start_logit": 2.8116166591644287, "end_logit": 3.365736722946167, "text": "19 April 1943", "probability": 0.057799890637397766 }, { "start_logit": 2.341350555419922, "end_logit": 3.827188730239868, "text": "September 1939 began the Second World War, Warsaw was defended till September 27", "probability": 0.05729265883564949 }, { "start_logit": 2.7400331497192383, "end_logit": 3.4133083820343018, "text": "1 September 1939", "probability": 0.05642852559685707 }, { "start_logit": 2.670884609222412, "end_logit": 3.4133083820343018, "text": "1939", "probability": 0.05265844985842705 }, { "start_logit": 2.567068099975586, "end_logit": 3.4133083820343018, "text": "German Invasion of Poland on 1 September 1939", "probability": 0.04746580868959427 }, { "start_logit": 2.925126791000366, "end_logit": 3.008159637451172, "text": "General Government, a German Nazi colonial administration. All higher education institutions were immediately closed and Warsaw's entire Jewish population \u2013 several hundred thousand", "probability": 0.045282475650310516 }, { "start_logit": 2.341350555419922, "end_logit": 3.4133083820343018, "text": "September 1939", "probability": 0.03787503391504288 }, { "start_logit": 2.334798812866211, "end_logit": 3.365736722946167, "text": "Final Solution\" on 19 April 1943", "probability": 0.03587961196899414 }, { "start_logit": 2.8116166591644287, "end_logit": 2.882371187210083, "text": "19 April 1943, Jewish fighters launched the Warsaw Ghetto Uprising", "probability": 0.035645440220832825 }, { "start_logit": 2.6764020919799805, "end_logit": 3.008159637451172, "text": "several hundred thousand", "probability": 0.0353110246360302 }, { "start_logit": 2.64447283744812, "end_logit": 3.008159637451172, "text": "the General Government, a German Nazi colonial administration. 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Central Poland, including Warsaw, came under the rule of the General Government, a German Nazi colonial administration", "probability": 0.024317029863595963 } ], "57332c1e4776f4190066073c": [ { "start_logit": 2.994992733001709, "end_logit": 3.8051908016204834, "text": "September 27", "probability": 0.09429574012756348 }, { "start_logit": 2.700629949569702, "end_logit": 3.8051908016204834, "text": "1939 began the Second World War, Warsaw was defended till September 27", "probability": 0.07025092095136642 }, { "start_logit": 2.687540292739868, "end_logit": 3.8051908016204834, "text": "1 September 1939 began the Second World War, Warsaw was defended till September 27", "probability": 0.06933735311031342 }, { "start_logit": 2.8908727169036865, "end_logit": 3.561448335647583, "text": "19 April 1943", "probability": 0.0665912851691246 }, { "start_logit": 3.2050657272338867, "end_logit": 3.1401824951171875, "text": "General Government, a German Nazi colonial administration. 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All higher education institutions were immediately closed and Warsaw's entire Jewish population \u2013 several hundred thousand", "probability": 0.05967295914888382 }, { "start_logit": 2.4243030548095703, "end_logit": 3.727100372314453, "text": "September 1939 began the Second World War, Warsaw was defended till September 27", "probability": 0.05388229340314865 }, { "start_logit": 2.7331631183624268, "end_logit": 3.3182363510131836, "text": "1 September 1939", "probability": 0.048754509538412094 }, { "start_logit": 2.817563056945801, "end_logit": 3.1547868251800537, "text": "several hundred thousand", "probability": 0.045048899948596954 }, { "start_logit": 2.3974101543426514, "end_logit": 3.5665290355682373, "text": "Final Solution\" on 19 April 1943", "probability": 0.04467158764600754 }, { "start_logit": 3.098693609237671, "end_logit": 2.8204002380371094, "text": "General Government", "probability": 0.04271254315972328 }, { "start_logit": 2.5925235748291016, "end_logit": 3.3182363510131836, "text": "1939", "probability": 0.042358048260211945 }, { "start_logit": 2.1759281158447266, "end_logit": 3.727100372314453, "text": "Second World War, Warsaw was defended till September 27", "probability": 0.042031820863485336 }, { "start_logit": 2.726213216781616, "end_logit": 3.1547868251800537, "text": "the General Government, a German Nazi colonial administration. All higher education institutions were immediately closed and Warsaw's entire Jewish population \u2013 several hundred thousand", "probability": 0.041116051375865936 }, { "start_logit": 2.5449676513671875, "end_logit": 3.3182363510131836, "text": "German Invasion of Poland on 1 September 1939", "probability": 0.04039081931114197 }, { "start_logit": 2.9228618144989014, "end_logit": 2.9200823307037354, "text": "19 April 1943, Jewish fighters launched the Warsaw Ghetto Uprising", "probability": 0.03958073630928993 }, { "start_logit": 2.9464986324310303, "end_logit": 2.8204002380371094, "text": "September 27. Central Poland, including Warsaw, came under the rule of the General Government", "probability": 0.03668241947889328 }, { "start_logit": 2.4243030548095703, "end_logit": 3.3182363510131836, "text": "September 1939", "probability": 0.03579964116215706 }, { "start_logit": 2.068540573120117, "end_logit": 3.5665290355682373, "text": "1943", "probability": 0.03215179219841957 }, { "start_logit": 3.098693609237671, "end_logit": 2.494687557220459, "text": "General Government, a German Nazi colonial administration", "probability": 0.0308389775454998 } ], "57332c1e4776f4190066073e": [ { "start_logit": 2.912018060684204, "end_logit": 3.7360713481903076, "text": "September 27", "probability": 0.09168817102909088 }, { "start_logit": 2.715510368347168, "end_logit": 3.7360713481903076, "text": "1 September 1939 began the Second World War, Warsaw was defended till September 27", "probability": 0.07533056288957596 }, { "start_logit": 2.9125168323516846, "end_logit": 3.515900135040283, "text": "19 April 1943", "probability": 0.07360560446977615 }, { "start_logit": 2.6237142086029053, "end_logit": 3.7360713481903076, "text": "German Invasion of Poland on 1 September 1939 began the Second World War, Warsaw was defended till September 27", "probability": 0.06872338056564331 }, { "start_logit": 2.583892345428467, "end_logit": 3.7360713481903076, "text": "1939 began the Second World War, Warsaw was defended till September 27", "probability": 0.06604044884443283 }, { "start_logit": 3.0763604640960693, "end_logit": 3.0859670639038086, "text": "General Government, a German Nazi colonial administration. All higher education institutions were immediately closed and Warsaw's entire Jewish population \u2013 several hundred thousand", "probability": 0.05640917271375656 }, { "start_logit": 2.715510368347168, "end_logit": 3.3389599323272705, "text": "1 September 1939", "probability": 0.050641633570194244 }, { "start_logit": 2.2999744415283203, "end_logit": 3.7360713481903076, "text": "September 1939 began the Second World War, Warsaw was defended till September 27", "probability": 0.04971715062856674 }, { "start_logit": 2.6237142086029053, "end_logit": 3.3389599323272705, "text": "German Invasion of Poland on 1 September 1939", "probability": 0.046199921518564224 }, { "start_logit": 2.223637819290161, "end_logit": 3.7360713481903076, "text": "Second World War, Warsaw was defended till September 27", "probability": 0.0460631400346756 }, { "start_logit": 2.583892345428467, "end_logit": 3.3389599323272705, "text": "1939", "probability": 0.04439631476998329 }, { "start_logit": 2.8260576725006104, "end_logit": 3.0859670639038086, "text": "several hundred thousand", "probability": 0.0439181849360466 }, { "start_logit": 3.0763604640960693, "end_logit": 2.80509352684021, "text": "General Government", "probability": 0.04259590059518814 }, { "start_logit": 2.2797796726226807, "end_logit": 3.515900135040283, "text": "Final Solution\" on 19 April 1943", "probability": 0.03909458592534065 }, { "start_logit": 2.705349922180176, "end_logit": 3.0859670639038086, "text": "the General Government, a German Nazi colonial administration. All higher education institutions were immediately closed and Warsaw's entire Jewish population \u2013 several hundred thousand", "probability": 0.038924384862184525 }, { "start_logit": 2.9125168323516846, "end_logit": 2.814944267272949, "text": "19 April 1943, Jewish fighters launched the Warsaw Ghetto Uprising", "probability": 0.036516521126031876 }, { "start_logit": 2.912018060684204, "end_logit": 2.80509352684021, "text": "September 27. Central Poland, including Warsaw, came under the rule of the General Government", "probability": 0.036140549927949905 }, { "start_logit": 2.2999744415283203, "end_logit": 3.3389599323272705, "text": "September 1939", "probability": 0.033422794193029404 }, { "start_logit": 3.0763604640960693, "end_logit": 2.4834022521972656, "text": "General Government, a German Nazi colonial administration", "probability": 0.030878711491823196 }, { "start_logit": 2.715510368347168, "end_logit": 2.80509352684021, "text": "1 September 1939 began the Second World War, Warsaw was defended till September 27. Central Poland, including Warsaw, came under the rule of the General Government", "probability": 0.02969290316104889 } ], "57332e48d058e614000b5762": [ { "start_logit": 3.398777961730957, "end_logit": 3.089953899383545, "text": "150,000", "probability": 0.09493129700422287 }, { "start_logit": 3.398777961730957, "end_logit": 3.0884764194488525, "text": "150,000 and 200,000", "probability": 0.09479112178087234 }, { "start_logit": 3.331573486328125, "end_logit": 2.9484851360321045, "text": "July 1944", "probability": 0.07705199718475342 }, { "start_logit": 3.1402430534362793, "end_logit": 3.0884764194488525, "text": "200,000", "probability": 0.07319603860378265 }, { "start_logit": 3.0158820152282715, "end_logit": 2.9297659397125244, "text": "AK", "probability": 0.055150724947452545 }, { "start_logit": 3.0158820152282715, "end_logit": 2.8457937240600586, "text": "AK) to try to seize control of Warsaw from the Germans before the Red Army arrived. Thus, on 1 August 1944", "probability": 0.05070869252085686 }, { "start_logit": 3.5528955459594727, "end_logit": 2.3011412620544434, "text": "63 days. Eventually the Home Army fighters and civilians assisting them were forced to capitulate. They were transported to PoW camps", "probability": 0.05032280460000038 }, { "start_logit": 3.5528955459594727, "end_logit": 2.2781763076782227, "text": "63 days. Eventually the Home Army fighters and civilians assisting them were forced to capitulate. They were transported to PoW camps in Germany", "probability": 0.04918031394481659 }, { "start_logit": 2.88116717338562, "end_logit": 2.9297659397125244, "text": "underground Home Army (AK", "probability": 0.048199791461229324 }, { "start_logit": 2.88116717338562, "end_logit": 2.8457937240600586, "text": "underground Home Army (AK) to try to seize control of Warsaw from the Germans before the Red Army arrived. Thus, on 1 August 1944", "probability": 0.044317640364170074 }, { "start_logit": 3.331573486328125, "end_logit": 2.334839105606079, "text": "July 1944, the Red Army was deep into Polish territory and pursuing the Germans toward Warsaw", "probability": 0.04171387851238251 }, { "start_logit": 2.714627981185913, "end_logit": 2.9297659397125244, "text": "London gave orders to the underground Home Army (AK", "probability": 0.04080544412136078 }, { "start_logit": 3.105116605758667, "end_logit": 2.5038414001464844, "text": "48 hours", "probability": 0.03938479349017143 }, { "start_logit": 2.88116717338562, "end_logit": 2.7264437675476074, "text": "underground Home Army", "probability": 0.03933176025748253 }, { "start_logit": 3.5528955459594727, "end_logit": 1.98633873462677, "text": "63", "probability": 0.0367322713136673 }, { "start_logit": 2.6899681091308594, "end_logit": 2.8457937240600586, "text": "1 August 1944", "probability": 0.03660494461655617 }, { "start_logit": 3.5528955459594727, "end_logit": 1.9269959926605225, "text": "63 days", "probability": 0.034615907818078995 }, { "start_logit": 2.714627981185913, "end_logit": 2.7264437675476074, "text": "London gave orders to the underground Home Army", "probability": 0.033297859132289886 }, { "start_logit": 2.4103190898895264, "end_logit": 2.9297659397125244, "text": "Polish government-in-exile in London gave orders to the underground Home Army (AK", "probability": 0.030099444091320038 }, { "start_logit": 3.331573486328125, "end_logit": 1.9905362129211426, "text": "July 1944, the Red Army", "probability": 0.02956322953104973 } ], "57332e48d058e614000b5763": [ { "start_logit": 3.4530279636383057, "end_logit": 3.2242507934570312, "text": "July 1944", "probability": 0.11809001117944717 }, { "start_logit": 3.514923334121704, "end_logit": 3.039640188217163, "text": "150,000", "probability": 0.1044524684548378 }, { "start_logit": 3.514923334121704, "end_logit": 3.039139986038208, "text": "150,000 and 200,000", "probability": 0.10440023243427277 }, { "start_logit": 3.3120062351226807, "end_logit": 3.039139986038208, "text": "200,000", "probability": 0.08522669970989227 }, { "start_logit": 2.8236780166625977, "end_logit": 2.975033760070801, "text": "AK", "probability": 0.04905197024345398 }, { "start_logit": 3.4530279636383057, "end_logit": 2.314424991607666, "text": "July 1944, the Red Army was deep into Polish territory and pursuing the Germans toward Warsaw", "probability": 0.04754239320755005 }, { "start_logit": 3.4053151607513428, "end_logit": 2.3528287410736084, "text": "63 days. Eventually the Home Army fighters and civilians assisting them were forced to capitulate. They were transported to PoW camps in Germany", "probability": 0.047101859003305435 }, { "start_logit": 2.8236780166625977, "end_logit": 2.922316312789917, "text": "AK) to try to seize control of Warsaw from the Germans before the Red Army arrived. Thus, on 1 August 1944", "probability": 0.046533066779375076 }, { "start_logit": 3.4053151607513428, "end_logit": 2.2030324935913086, "text": "63 days. Eventually the Home Army fighters and civilians assisting them were forced to capitulate. They were transported to PoW camps", "probability": 0.04054921865463257 }, { "start_logit": 2.3526053428649902, "end_logit": 3.2242507934570312, "text": "1944", "probability": 0.03929215297102928 }, { "start_logit": 2.964433193206787, "end_logit": 2.472203493118286, "text": "48 hours", "probability": 0.03415146842598915 }, { "start_logit": 2.492770195007324, "end_logit": 2.922316312789917, "text": "1 August 1944", "probability": 0.033423371613025665 }, { "start_logit": 2.391177177429199, "end_logit": 3.000108480453491, "text": "Polish government-in-exile in London gave orders to the underground Home Army", "probability": 0.032637257128953934 }, { "start_logit": 2.3856449127197266, "end_logit": 3.000108480453491, "text": "underground Home Army", "probability": 0.032457198947668076 }, { "start_logit": 2.391177177429199, "end_logit": 2.975033760070801, "text": "Polish government-in-exile in London gave orders to the underground Home Army (AK", "probability": 0.03182905912399292 }, { "start_logit": 2.3856449127197266, "end_logit": 2.975033760070801, "text": "underground Home Army (AK", "probability": 0.03165345638990402 }, { "start_logit": 2.3580918312072754, "end_logit": 3.000108480453491, "text": "the underground Home Army", "probability": 0.031575094908475876 }, { "start_logit": 2.3580918312072754, "end_logit": 2.975033760070801, "text": "the underground Home Army (AK", "probability": 0.030793212354183197 }, { "start_logit": 2.3856449127197266, "end_logit": 2.922316312789917, "text": "underground Home Army (AK) to try to seize control of Warsaw from the Germans before the Red Army arrived. Thus, on 1 August 1944", "probability": 0.030027994886040688 }, { "start_logit": 2.3580918312072754, "end_logit": 2.922316312789917, "text": "the underground Home Army (AK) to try to seize control of Warsaw from the Germans before the Red Army arrived. Thus, on 1 August 1944", "probability": 0.02921191044151783 } ], "57332e48d058e614000b5764": [ { "start_logit": 3.3705971240997314, "end_logit": 3.119368553161621, "text": "150,000", "probability": 0.09413716197013855 }, { "start_logit": 3.3705971240997314, "end_logit": 3.084700107574463, "text": "150,000 and 200,000", "probability": 0.0909295454621315 }, { "start_logit": 3.1529457569122314, "end_logit": 3.084700107574463, "text": "200,000", "probability": 0.07314424961805344 }, { "start_logit": 3.02486515045166, "end_logit": 2.9867517948150635, "text": "July 1944", "probability": 0.05834677815437317 }, { "start_logit": 2.9282824993133545, "end_logit": 3.0062334537506104, "text": "AK", "probability": 0.054017242044210434 }, { "start_logit": 3.323258638381958, "end_logit": 2.5817697048187256, "text": "48 hours", "probability": 0.052447665482759476 }, { "start_logit": 3.5753424167633057, "end_logit": 2.2824580669403076, "text": "63 days. Eventually the Home Army fighters and civilians assisting them were forced to capitulate. They were transported to PoW camps in Germany", "probability": 0.05002825707197189 }, { "start_logit": 2.9282824993133545, "end_logit": 2.9176735877990723, "text": "AK) to try to seize control of Warsaw from the Germans before the Red Army arrived. Thus, on 1 August 1944", "probability": 0.04943918436765671 }, { "start_logit": 3.5753424167633057, "end_logit": 2.2414042949676514, "text": "63 days. Eventually the Home Army fighters and civilians assisting them were forced to capitulate. They were transported to PoW camps", "probability": 0.04801598936319351 }, { "start_logit": 2.7836880683898926, "end_logit": 3.0062334537506104, "text": "London gave orders to the underground Home Army (AK", "probability": 0.04674508795142174 }, { "start_logit": 2.782344102859497, "end_logit": 3.0062334537506104, "text": "underground Home Army (AK", "probability": 0.046682294458150864 }, { "start_logit": 2.782344102859497, "end_logit": 2.9176735877990723, "text": "underground Home Army (AK) to try to seize control of Warsaw from the Germans before the Red Army arrived. Thus, on 1 August 1944", "probability": 0.042725902050733566 }, { "start_logit": 3.5753424167633057, "end_logit": 2.119992733001709, "text": "63 days", "probability": 0.042526304721832275 }, { "start_logit": 2.7836880683898926, "end_logit": 2.8968265056610107, "text": "London gave orders to the underground Home Army", "probability": 0.041900668293237686 }, { "start_logit": 2.782344102859497, "end_logit": 2.8968265056610107, "text": "underground Home Army", "probability": 0.041844408959150314 }, { "start_logit": 2.6516947746276855, "end_logit": 2.9176735877990723, "text": "1 August 1944", "probability": 0.037493057548999786 }, { "start_logit": 3.5753424167633057, "end_logit": 1.974843144416809, "text": "63", "probability": 0.036780696362257004 }, { "start_logit": 3.323258638381958, "end_logit": 2.119992733001709, "text": "48 hours, was partially successful, however it went on for 63 days", "probability": 0.03305057808756828 }, { "start_logit": 2.372227191925049, "end_logit": 3.0062334537506104, "text": "the underground Home Army (AK", "probability": 0.03097710572183132 }, { "start_logit": 2.2982358932495117, "end_logit": 3.0062334537506104, "text": "Polish government-in-exile in London gave orders to the underground Home Army (AK", "probability": 0.028767798095941544 } ], "57332e48d058e614000b5765": [ { "start_logit": 3.362313747406006, "end_logit": 3.0966148376464844, "text": "150,000", "probability": 0.0935339406132698 }, { "start_logit": 3.362313747406006, "end_logit": 3.0113368034362793, "text": "150,000 and 200,000", "probability": 0.08588819950819016 }, { "start_logit": 3.1937687397003174, "end_logit": 3.030122995376587, "text": "July 1944", "probability": 0.07394248247146606 }, { "start_logit": 3.17775559425354, "end_logit": 3.0113368034362793, "text": "200,000", "probability": 0.07141359895467758 }, { "start_logit": 3.697862148284912, "end_logit": 2.2456915378570557, "text": "63 days. Eventually the Home Army fighters and civilians assisting them were forced to capitulate. They were transported to PoW camps in Germany", "probability": 0.05586564913392067 }, { "start_logit": 3.697862148284912, "end_logit": 2.205517292022705, "text": "63 days. Eventually the Home Army fighters and civilians assisting them were forced to capitulate. They were transported to PoW camps", "probability": 0.05366576462984085 }, { "start_logit": 2.94647479057312, "end_logit": 2.9341490268707275, "text": "AK", "probability": 0.05245835706591606 }, { "start_logit": 2.94647479057312, "end_logit": 2.8448071479797363, "text": "AK) to try to seize control of Warsaw from the Germans before the Red Army arrived. Thus, on 1 August 1944", "probability": 0.047974880784749985 }, { "start_logit": 3.697862148284912, "end_logit": 2.077789545059204, "text": "63", "probability": 0.04723086953163147 }, { "start_logit": 2.8036835193634033, "end_logit": 2.9553005695343018, "text": "underground Home Army", "probability": 0.046450160443782806 }, { "start_logit": 2.8036835193634033, "end_logit": 2.9341490268707275, "text": "underground Home Army (AK", "probability": 0.045477982610464096 }, { "start_logit": 2.707730531692505, "end_logit": 2.9553005695343018, "text": "London gave orders to the underground Home Army", "probability": 0.04220028221607208 }, { "start_logit": 2.8036835193634033, "end_logit": 2.8448071479797363, "text": "underground Home Army (AK) to try to seize control of Warsaw from the Germans before the Red Army arrived. Thus, on 1 August 1944", "probability": 0.04159111902117729 }, { "start_logit": 2.707730531692505, "end_logit": 2.9341490268707275, "text": "London gave orders to the underground Home Army (AK", "probability": 0.041317056864500046 }, { "start_logit": 3.1613173484802246, "end_logit": 2.4529402256011963, "text": "48 hours", "probability": 0.040191419422626495 }, { "start_logit": 3.697862148284912, "end_logit": 1.89724862575531, "text": "63 days", "probability": 0.0394291989505291 }, { "start_logit": 2.6262001991271973, "end_logit": 2.8448071479797363, "text": "1 August 1944", "probability": 0.03482735529541969 }, { "start_logit": 2.3431100845336914, "end_logit": 2.9553005695343018, "text": "the underground Home Army", "probability": 0.029306409880518913 }, { "start_logit": 2.3431100845336914, "end_logit": 2.9341490268707275, "text": "the underground Home Army (AK", "probability": 0.02869304083287716 }, { "start_logit": 2.2418622970581055, "end_logit": 3.030122995376587, "text": "1944", "probability": 0.02854212000966072 } ], "57332e48d058e614000b5766": [ { "start_logit": 3.4318742752075195, "end_logit": 3.137097120285034, "text": "150,000 and 200,000", "probability": 0.09932927042245865 }, { "start_logit": 3.4318742752075195, "end_logit": 3.1361401081085205, "text": "150,000", "probability": 0.0992342084646225 }, { "start_logit": 3.2054288387298584, "end_logit": 3.137097120285034, "text": "200,000", "probability": 0.07920145243406296 }, { "start_logit": 3.206331968307495, "end_logit": 3.060401439666748, "text": "July 1944", "probability": 0.07342039793729782 }, { "start_logit": 3.00703501701355, "end_logit": 2.8726255893707275, "text": "AK", "probability": 0.04985552281141281 }, { "start_logit": 3.00703501701355, "end_logit": 2.862821578979492, "text": "AK) to try to seize control of Warsaw from the Germans before the Red Army arrived. Thus, on 1 August 1944", "probability": 0.04936913400888443 }, { "start_logit": 3.6089987754821777, "end_logit": 2.2288408279418945, "text": "63 days. Eventually the Home Army fighters and civilians assisting them were forced to capitulate. They were transported to PoW camps", "probability": 0.04781351238489151 }, { "start_logit": 3.6089987754821777, "end_logit": 2.2208871841430664, "text": "63 days. Eventually the Home Army fighters and civilians assisting them were forced to capitulate. They were transported to PoW camps in Germany", "probability": 0.0474347285926342 }, { "start_logit": 2.9072046279907227, "end_logit": 2.8726255893707275, "text": "underground Home Army (AK", "probability": 0.0451187789440155 }, { "start_logit": 2.9072046279907227, "end_logit": 2.862821578979492, "text": "underground Home Army (AK) to try to seize control of Warsaw from the Germans before the Red Army arrived. Thus, on 1 August 1944", "probability": 0.04467860981822014 }, { "start_logit": 2.9072046279907227, "end_logit": 2.849926233291626, "text": "underground Home Army", "probability": 0.04410615190863609 }, { "start_logit": 3.153202772140503, "end_logit": 2.5381317138671875, "text": "48 hours", "probability": 0.041297558695077896 }, { "start_logit": 3.6089987754821777, "end_logit": 2.063964366912842, "text": "63 days", "probability": 0.04054578021168709 }, { "start_logit": 2.761709451675415, "end_logit": 2.8726255893707275, "text": "London gave orders to the underground Home Army (AK", "probability": 0.03900944069027901 }, { "start_logit": 2.761709451675415, "end_logit": 2.849926233291626, "text": "London gave orders to the underground Home Army", "probability": 0.038133930414915085 }, { "start_logit": 3.6089987754821777, "end_logit": 1.9451866149902344, "text": "63", "probability": 0.03600486367940903 }, { "start_logit": 3.206331968307495, "end_logit": 2.2877252101898193, "text": "July 1944, the Red Army was deep into Polish territory and pursuing the Germans toward Warsaw", "probability": 0.033903758972883224 }, { "start_logit": 2.5627782344818115, "end_logit": 2.862821578979492, "text": "1 August 1944", "probability": 0.03166046366095543 }, { "start_logit": 3.206331968307495, "end_logit": 2.166968822479248, "text": "July 1944, the Red Army", "probability": 0.030047191306948662 }, { "start_logit": 2.3058218955993652, "end_logit": 3.060401439666748, "text": "1944", "probability": 0.02983529306948185 } ], "57332f81d058e614000b5776": [ { "start_logit": 2.4972083568573, "end_logit": 3.7614197731018066, "text": "conquering Soviets", "probability": 0.1034260094165802 }, { "start_logit": 2.2458808422088623, "end_logit": 3.7614197731018066, "text": "Communist regime set up by the conquering Soviets", "probability": 0.08044139295816422 }, { "start_logit": 2.196533203125, "end_logit": 3.7614197731018066, "text": "the conquering Soviets", "probability": 0.07656817883253098 }, { "start_logit": 2.883302688598633, "end_logit": 3.046764850616455, "text": "1980", "probability": 0.07446253299713135 }, { "start_logit": 1.9235776662826538, "end_logit": 3.7614197731018066, "text": "II, under a Communist regime set up by the conquering Soviets", "probability": 0.05827808380126953 }, { "start_logit": 1.9028302431106567, "end_logit": 3.7614197731018066, "text": "World War II, under a Communist regime set up by the conquering Soviets", "probability": 0.05708140879869461 }, { "start_logit": 2.744127035140991, "end_logit": 2.9041996002197266, "text": "Palace of Culture and Science, a gift from the Soviet Union", "probability": 0.05617969483137131 }, { "start_logit": 2.932978391647339, "end_logit": 2.584717035293579, "text": "Bricks for Warsaw", "probability": 0.04929999262094498 }, { "start_logit": 2.744127035140991, "end_logit": 2.743577718734741, "text": "Palace of Culture and Science", "probability": 0.04784340411424637 }, { "start_logit": 1.9235776662826538, "end_logit": 3.538637638092041, "text": "II", "probability": 0.04663931950926781 }, { "start_logit": 1.9028302431106567, "end_logit": 3.538637638092041, "text": "World War II", "probability": 0.045681633055210114 }, { "start_logit": 2.932978391647339, "end_logit": 2.358901023864746, "text": "Bricks for Warsaw\" campaign was initiated, and large prefabricated housing projects were erected in Warsaw to address the housing shortage", "probability": 0.0393347442150116 }, { "start_logit": 2.883302688598633, "end_logit": 2.3788764476776123, "text": "1980, Warsaw's historic Old Town", "probability": 0.03818367049098015 }, { "start_logit": 2.3298254013061523, "end_logit": 2.9041996002197266, "text": "Soviet Union", "probability": 0.03712362423539162 }, { "start_logit": 2.2458808422088623, "end_logit": 2.9450631141662598, "text": "Communist regime", "probability": 0.03555825352668762 }, { "start_logit": 2.3855903148651123, "end_logit": 2.743577718734741, "text": "Warsaw to address the housing shortage, along with other typical buildings of an Eastern Bloc city, such as the Palace of Culture and Science", "probability": 0.033428091555833817 }, { "start_logit": 2.2160439491271973, "end_logit": 2.9041996002197266, "text": "Eastern Bloc city, such as the Palace of Culture and Science, a gift from the Soviet Union", "probability": 0.03313108906149864 }, { "start_logit": 2.4972083568573, "end_logit": 2.584717035293579, "text": "conquering Soviets, the \"Bricks for Warsaw", "probability": 0.031885579228401184 }, { "start_logit": 2.2160439491271973, "end_logit": 2.743577718734741, "text": "Eastern Bloc city, such as the Palace of Culture and Science", "probability": 0.028214892372488976 }, { "start_logit": 2.932978391647339, "end_logit": 1.9914244413375854, "text": "Bricks for Warsaw\" campaign", "probability": 0.027238497510552406 } ], "57332f81d058e614000b5777": [ { "start_logit": 2.5659828186035156, "end_logit": 3.692265272140503, "text": "conquering Soviets", "probability": 0.11855315417051315 }, { "start_logit": 2.228126049041748, "end_logit": 3.692265272140503, "text": "Communist regime set up by the conquering Soviets", "probability": 0.08456361293792725 }, { "start_logit": 2.130805015563965, "end_logit": 3.692265272140503, "text": "the conquering Soviets", "probability": 0.07672163099050522 }, { "start_logit": 2.8204078674316406, "end_logit": 2.9344966411590576, "text": "1980", "probability": 0.07166610658168793 }, { "start_logit": 1.99313223361969, "end_logit": 3.692265272140503, "text": "World War II, under a Communist regime set up by the conquering Soviets", "probability": 0.06685397028923035 }, { "start_logit": 1.9187692403793335, "end_logit": 3.692265272140503, "text": "II, under a Communist regime set up by the conquering Soviets", "probability": 0.06206284090876579 }, { "start_logit": 2.7603600025177, "end_logit": 2.8297932147979736, "text": "Palace of Culture and Science, a gift from the Soviet Union", "probability": 0.06078033521771431 }, { "start_logit": 1.99313223361969, "end_logit": 3.260470151901245, "text": "World War II", "probability": 0.04341111704707146 }, { "start_logit": 2.7603600025177, "end_logit": 2.4843556880950928, "text": "Palace of Culture and Science", "probability": 0.043027039617300034 }, { "start_logit": 1.9187692403793335, "end_logit": 3.260470151901245, "text": "II", "probability": 0.04030003771185875 }, { "start_logit": 2.7454206943511963, "end_logit": 2.4208621978759766, "text": "Bricks for Warsaw", "probability": 0.039781250059604645 }, { "start_logit": 1.4447041749954224, "end_logit": 3.692265272140503, "text": "War II, under a Communist regime set up by the conquering Soviets", "probability": 0.03863206505775452 }, { "start_logit": 2.260934829711914, "end_logit": 2.8297932147979736, "text": "Soviet Union", "probability": 0.03688632696866989 }, { "start_logit": 2.8204078674316406, "end_logit": 2.240657091140747, "text": "1980, Warsaw's historic Old Town", "probability": 0.03580823168158531 }, { "start_logit": 2.170733690261841, "end_logit": 2.8297932147979736, "text": "Eastern Bloc city, such as the Palace of Culture and Science, a gift from the Soviet Union", "probability": 0.03370479494333267 }, { "start_logit": 2.5659828186035156, "end_logit": 2.4208621978759766, "text": "conquering Soviets, the \"Bricks for Warsaw", "probability": 0.033246785402297974 }, { "start_logit": 2.7454206943511963, "end_logit": 2.2077174186706543, "text": "Bricks for Warsaw\" campaign was initiated, and large prefabricated housing projects were erected in Warsaw to address the housing shortage", "probability": 0.03214482590556145 }, { "start_logit": 2.228126049041748, "end_logit": 2.623133420944214, "text": "Communist regime", "probability": 0.029031233862042427 }, { "start_logit": 2.7454206943511963, "end_logit": 2.0603089332580566, "text": "Bricks for Warsaw\" campaign", "probability": 0.02773910015821457 }, { "start_logit": 1.4447041749954224, "end_logit": 3.260470151901245, "text": "War II", "probability": 0.025085438042879105 } ], "57332f81d058e614000b5778": [ { "start_logit": 2.4393460750579834, "end_logit": 3.471914529800415, "text": "conquering Soviets", "probability": 0.08818557858467102 }, { "start_logit": 2.8292088508605957, "end_logit": 2.968358278274536, "text": "1980", "probability": 0.07870842516422272 }, { "start_logit": 2.8302979469299316, "end_logit": 2.9043681621551514, "text": "Palace of Culture and Science, a gift from the Soviet Union", "probability": 0.07391003519296646 }, { "start_logit": 2.1527481079101562, "end_logit": 3.471914529800415, "text": "Communist regime set up by the conquering Soviets", "probability": 0.06621090322732925 }, { "start_logit": 2.8302979469299316, "end_logit": 2.7527105808258057, "text": "Palace of Culture and Science", "probability": 0.06350962817668915 }, { "start_logit": 2.034884452819824, "end_logit": 3.471914529800415, "text": "the conquering Soviets", "probability": 0.05884939432144165 }, { "start_logit": 2.9342222213745117, "end_logit": 2.519383668899536, "text": "Bricks for Warsaw", "probability": 0.05580081418156624 }, { "start_logit": 1.8769221305847168, "end_logit": 3.471914529800415, "text": "II, under a Communist regime set up by the conquering Soviets", "probability": 0.05025046318769455 }, { "start_logit": 1.8183567523956299, "end_logit": 3.471914529800415, "text": "World War II, under a Communist regime set up by the conquering Soviets", "probability": 0.04739202931523323 }, { "start_logit": 2.9342222213745117, "end_logit": 2.3407366275787354, "text": "Bricks for Warsaw\" campaign was initiated, and large prefabricated housing projects were erected in Warsaw to address the housing shortage", "probability": 0.04667186364531517 }, { "start_logit": 2.8292088508605957, "end_logit": 2.3820955753326416, "text": "1980, Warsaw's historic Old Town", "probability": 0.04379358887672424 }, { "start_logit": 2.2399723529815674, "end_logit": 2.9043681621551514, "text": "Soviet Union", "probability": 0.040957026183605194 }, { "start_logit": 2.3577961921691895, "end_logit": 2.7527105808258057, "text": "Warsaw to address the housing shortage, along with other typical buildings of an Eastern Bloc city, such as the Palace of Culture and Science", "probability": 0.039594486355781555 }, { "start_logit": 1.8769221305847168, "end_logit": 3.21401047706604, "text": "II", "probability": 0.038826994597911835 }, { "start_logit": 2.1405510902404785, "end_logit": 2.9043681621551514, "text": "Eastern Bloc city, such as the Palace of Culture and Science, a gift from the Soviet Union", "probability": 0.03708089515566826 }, { "start_logit": 1.8183567523956299, "end_logit": 3.21401047706604, "text": "World War II", "probability": 0.036618366837501526 }, { "start_logit": 2.9342222213745117, "end_logit": 2.03977108001709, "text": "Bricks for Warsaw\" campaign", "probability": 0.03454200550913811 }, { "start_logit": 2.4393460750579834, "end_logit": 2.519383668899536, "text": "conquering Soviets, the \"Bricks for Warsaw", "probability": 0.03401877358555794 }, { "start_logit": 2.1527481079101562, "end_logit": 2.7820944786071777, "text": "Communist regime", "probability": 0.03321579098701477 }, { "start_logit": 2.1405510902404785, "end_logit": 2.7527105808258057, "text": "Eastern Bloc city, such as the Palace of Culture and Science", "probability": 0.031862977892160416 } ], "57332f81d058e614000b5779": [ { "start_logit": 2.4148194789886475, "end_logit": 3.6354317665100098, "text": "conquering Soviets", "probability": 0.09526218473911285 }, { "start_logit": 2.2575719356536865, "end_logit": 3.6354317665100098, "text": "Communist regime set up by the conquering Soviets", "probability": 0.08140083402395248 }, { "start_logit": 2.8689308166503906, "end_logit": 3.0192267894744873, "text": "1980", "probability": 0.08100733160972595 }, { "start_logit": 2.0760819911956787, "end_logit": 3.6354317665100098, "text": "the conquering Soviets", "probability": 0.06789044290781021 }, { "start_logit": 2.7547309398651123, "end_logit": 2.862429618835449, "text": "Palace of Culture and Science, a gift from the Soviet Union", "probability": 0.061777714639902115 }, { "start_logit": 1.9150137901306152, "end_logit": 3.6354317665100098, "text": "II, under a Communist regime set up by the conquering Soviets", "probability": 0.05779067799448967 }, { "start_logit": 2.7547309398651123, "end_logit": 2.7584474086761475, "text": "Palace of Culture and Science", "probability": 0.05567661300301552 }, { "start_logit": 1.8580478429794312, "end_logit": 3.6354317665100098, "text": "World War II, under a Communist regime set up by the conquering Soviets", "probability": 0.05459059774875641 }, { "start_logit": 2.868736743927002, "end_logit": 2.5454673767089844, "text": "Bricks for Warsaw", "probability": 0.05042998865246773 }, { "start_logit": 2.868736743927002, "end_logit": 2.3653290271759033, "text": "Bricks for Warsaw\" campaign was initiated, and large prefabricated housing projects were erected in Warsaw to address the housing shortage", "probability": 0.04211685061454773 }, { "start_logit": 2.8689308166503906, "end_logit": 2.347616672515869, "text": "1980, Warsaw's historic Old Town", "probability": 0.041385453194379807 }, { "start_logit": 1.9150137901306152, "end_logit": 3.286855459213257, "text": "II", "probability": 0.04078241437673569 }, { "start_logit": 1.8580478429794312, "end_logit": 3.286855459213257, "text": "World War II", "probability": 0.03852413594722748 }, { "start_logit": 2.349191188812256, "end_logit": 2.7584474086761475, "text": "Warsaw to address the housing shortage, along with other typical buildings of an Eastern Bloc city, such as the Palace of Culture and Science", "probability": 0.03711496666073799 }, { "start_logit": 2.2575719356536865, "end_logit": 2.833913564682007, "text": "Communist regime", "probability": 0.03652026504278183 }, { "start_logit": 2.1687068939208984, "end_logit": 2.862429618835449, "text": "Eastern Bloc city, such as the Palace of Culture and Science, a gift from the Soviet Union", "probability": 0.03438149020075798 }, { "start_logit": 2.115285873413086, "end_logit": 2.862429618835449, "text": "Soviet Union", "probability": 0.03259299322962761 }, { "start_logit": 2.4148194789886475, "end_logit": 2.5454673767089844, "text": "conquering Soviets, the \"Bricks for Warsaw", "probability": 0.03202987462282181 }, { "start_logit": 2.1687068939208984, "end_logit": 2.7584474086761475, "text": "Eastern Bloc city, such as the Palace of Culture and Science", "probability": 0.030986031517386436 }, { "start_logit": 2.868736743927002, "end_logit": 1.9477263689041138, "text": "Bricks for Warsaw\" campaign", "probability": 0.027739154174923897 } ], "57332f81d058e614000b577a": [ { "start_logit": 2.4748129844665527, "end_logit": 3.751913070678711, "text": "conquering Soviets", "probability": 0.11494186520576477 }, { "start_logit": 2.342146873474121, "end_logit": 3.751913070678711, "text": "Communist regime set up by the conquering Soviets", "probability": 0.10066119581460953 }, { "start_logit": 2.1453027725219727, "end_logit": 3.751913070678711, "text": "the conquering Soviets", "probability": 0.08267491310834885 }, { "start_logit": 2.7909929752349854, "end_logit": 2.894771099090576, "text": "Palace of Culture and Science, a gift from the Soviet Union", "probability": 0.066917784512043 }, { "start_logit": 1.9164657592773438, "end_logit": 3.751913070678711, "text": "World War II, under a Communist regime set up by the conquering Soviets", "probability": 0.06576444208621979 }, { "start_logit": 1.73366117477417, "end_logit": 3.751913070678711, "text": "II, under a Communist regime set up by the conquering Soviets", "probability": 0.05477723106741905 }, { "start_logit": 2.7909929752349854, "end_logit": 2.624009370803833, "text": "Palace of Culture and Science", "probability": 0.051044754683971405 }, { "start_logit": 3.012129306793213, "end_logit": 2.367051362991333, "text": "Bricks for Warsaw\" 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The city straddles the Vistula River", "probability": 0.05108226463198662 }, { "start_logit": 3.3343396186828613, "end_logit": 1.932442545890808, "text": "523 km (325 mi) east of Berlin", "probability": 0.05010697618126869 }, { "start_logit": 3.2299516201019287, "end_logit": 2.0325682163238525, "text": "260 km (160 mi) from the Baltic Sea, 523", "probability": 0.049893852323293686 }, { "start_logit": 2.8104329109191895, "end_logit": 2.4513959884643555, "text": "Warsaw Uprising Hill", "probability": 0.04985939711332321 }, { "start_logit": 2.6628658771514893, "end_logit": 2.5861968994140625, "text": "Vistula River. It is located in the heartland of the Masovian Plain", "probability": 0.04922691360116005 }, { "start_logit": 2.8104329109191895, "end_logit": 2.4209635257720947, "text": "Warsaw Uprising Hill (121 metres (397.0 ft)), Szcz\u0119\u015bliwice hill", "probability": 0.04836491495370865 }, { "start_logit": 2.7974064350128174, "end_logit": 2.3758389949798584, "text": "325 mi) east of Berlin, Germany", "probability": 0.04563264921307564 }, { "start_logit": 3.0646772384643555, "end_logit": 2.1033859252929688, "text": "115.7 metres (379.6 ft) (\"Redutowa", "probability": 0.04539677873253822 }, { "start_logit": 3.2299516201019287, "end_logit": 1.932442545890808, "text": "260 km (160 mi) from the Baltic Sea, 523 km (325 mi) east of Berlin", "probability": 0.04514014720916748 }, { "start_logit": 2.5635814666748047, "end_logit": 2.5861968994140625, "text": "Berlin, Germany. The city straddles the Vistula River. It is located in the heartland of the Masovian Plain", "probability": 0.044574249535799026 }, { "start_logit": 3.040126323699951, "end_logit": 2.0715997219085693, "text": "300 km (190 mi) from the Carpathian Mountains and about 260 km (160 mi) from the Baltic Sea", "probability": 0.042909957468509674 }, { "start_logit": 2.9891443252563477, "end_logit": 2.1033859252929688, "text": "Redutowa", "probability": 0.04209412634372711 }, { "start_logit": 2.411531448364258, "end_logit": 2.6618871688842773, "text": "122.1 metres (400.6 ft) (\"Grosz\u00f3wka", "probability": 0.04129727929830551 }, { "start_logit": 3.040126323699951, "end_logit": 2.0325682163238525, "text": "300 km (190 mi) from the Carpathian Mountains and about 260 km (160 mi) from the Baltic Sea, 523", "probability": 0.04126739501953125 }, { "start_logit": 3.0646772384643555, "end_logit": 2.0058834552764893, "text": "115.7 metres (379.6 ft) (\"Redutowa\" bus depot", "probability": 0.041179411113262177 } ], "5733314e4776f4190066076b": [ { "start_logit": 2.8397645950317383, "end_logit": 2.7571146488189697, "text": "325 mi) east of Berlin, Germany. The city straddles the Vistula River. It is located in the heartland of the Masovian Plain", "probability": 0.07304893434047699 }, { "start_logit": 2.675086736679077, "end_logit": 2.7571146488189697, "text": "Vistula River. It is located in the heartland of the Masovian Plain", "probability": 0.0619577020406723 }, { "start_logit": 3.2689411640167236, "end_logit": 2.1392431259155273, "text": "523 km (325 mi) east of Berlin, Germany", "probability": 0.06048736721277237 }, { "start_logit": 3.2689411640167236, "end_logit": 2.0935068130493164, "text": "523 km (325 mi) east of Berlin, Germany. The city straddles the Vistula River", "probability": 0.05778321251273155 }, { "start_logit": 3.2689411640167236, "end_logit": 2.0749850273132324, "text": "523", "probability": 0.056722838431596756 }, { "start_logit": 3.148359537124634, "end_logit": 2.1392431259155273, "text": "260 km (160 mi) from the Baltic Sea, 523 km (325 mi) east of Berlin, Germany", "probability": 0.05361628904938698 }, { "start_logit": 3.0953731536865234, "end_logit": 2.1860713958740234, "text": "115.7 metres (379.6 ft) (\"Redutowa", "probability": 0.053287141025066376 }, { "start_logit": 3.148359537124634, "end_logit": 2.0825517177581787, "text": "260 km (160 mi) from the Baltic Sea", "probability": 0.05066126957535744 }, { "start_logit": 3.148359537124634, "end_logit": 2.0749850273132324, "text": "260 km (160 mi) from the Baltic Sea, 523", "probability": 0.050279393792152405 }, { "start_logit": 3.005948066711426, "end_logit": 2.1860713958740234, "text": "Redutowa", "probability": 0.048728782683610916 }, { "start_logit": 2.4423224925994873, "end_logit": 2.7452614307403564, "text": "122.1 metres (400.6 ft) (\"Grosz\u00f3wka", "probability": 0.04851313307881355 }, { "start_logit": 2.7255589962005615, "end_logit": 2.401822566986084, "text": "Warsaw Uprising Hill", "probability": 0.04567869007587433 }, { "start_logit": 2.7255589962005615, "end_logit": 2.3689355850219727, "text": "Warsaw Uprising Hill (121 metres (397.0 ft)), Szcz\u0119\u015bliwice hill", "probability": 0.04420090466737747 }, { "start_logit": 2.3468222618103027, "end_logit": 2.7452614307403564, "text": "Grosz\u00f3wka", "probability": 0.04409446939826012 }, { "start_logit": 3.0953731536865234, "end_logit": 1.986945629119873, "text": "115.7 metres (379.6 ft) (\"Redutowa\" bus depot", "probability": 0.04366597905755043 }, { "start_logit": 3.2689411640167236, "end_logit": 1.804417371749878, "text": "523 km (325 mi) east of Berlin", "probability": 0.04327647015452385 }, { "start_logit": 2.314257860183716, "end_logit": 2.7571146488189697, "text": "Masovian Plain", "probability": 0.0431906096637249 }, { "start_logit": 2.9265942573547363, "end_logit": 2.0825517177581787, "text": "300 km (190 mi) from the Carpathian Mountains and about 260 km (160 mi) from the Baltic Sea", "probability": 0.040584906935691833 }, { "start_logit": 2.9265942573547363, "end_logit": 2.0749850273132324, "text": "300 km (190 mi) from the Carpathian Mountains and about 260 km (160 mi) from the Baltic Sea, 523", "probability": 0.04027898237109184 }, { "start_logit": 2.624264717102051, "end_logit": 2.3689355850219727, "text": "121 metres (397.0 ft)), Szcz\u0119\u015bliwice hill", "probability": 0.039942897856235504 } ], "5733314e4776f4190066076c": [ { "start_logit": 3.2764816284179688, "end_logit": 2.3881328105926514, "text": "523 km (325 mi) east of Berlin, Germany", "probability": 0.07335948199033737 }, { "start_logit": 3.185837745666504, "end_logit": 2.3881328105926514, "text": "260 km (160 mi) from the Baltic Sea, 523 km (325 mi) east of Berlin, Germany", "probability": 0.06700236350297928 }, { "start_logit": 2.7596938610076904, "end_logit": 2.7151763439178467, "text": "325 mi) east of Berlin, Germany. The city straddles the Vistula River. It is located in the heartland of the Masovian Plain", "probability": 0.060680799186229706 }, { "start_logit": 3.1777236461639404, "end_logit": 2.2403311729431152, "text": "115.7 metres (379.6 ft) (\"Redutowa", "probability": 0.057329289615154266 }, { "start_logit": 2.645062208175659, "end_logit": 2.7151763439178467, "text": "Vistula River. It is located in the heartland of the Masovian Plain", "probability": 0.05410873144865036 }, { "start_logit": 3.185837745666504, "end_logit": 2.159705400466919, "text": "260 km (160 mi) from the Baltic Sea", "probability": 0.05331938713788986 }, { "start_logit": 2.6179192066192627, "end_logit": 2.7151763439178467, "text": "Berlin, Germany. The city straddles the Vistula River. It is located in the heartland of the Masovian Plain", "probability": 0.052659813314676285 }, { "start_logit": 3.2764816284179688, "end_logit": 2.0546226501464844, "text": "523", "probability": 0.052555061876773834 }, { "start_logit": 3.009195566177368, "end_logit": 2.2403311729431152, "text": "Redutowa", "probability": 0.048437975347042084 }, { "start_logit": 3.185837745666504, "end_logit": 2.0546226501464844, "text": "260 km (160 mi) from the Baltic Sea, 523", "probability": 0.04800079017877579 }, { "start_logit": 2.4488534927368164, "end_logit": 2.7557637691497803, "text": "122.1 metres (400.6 ft) (\"Grosz\u00f3wka", "probability": 0.046310774981975555 }, { "start_logit": 3.2764816284179688, "end_logit": 1.9203373193740845, "text": "523 km (325 mi) east of Berlin, Germany. The city straddles the Vistula River", "probability": 0.04595101624727249 }, { "start_logit": 2.798757553100586, "end_logit": 2.362891435623169, "text": "Warsaw Uprising Hill (121 metres (397.0 ft)), Szcz\u0119\u015bliwice hill", "probability": 0.04436299949884415 }, { "start_logit": 2.798757553100586, "end_logit": 2.3588407039642334, "text": "Warsaw Uprising Hill", "probability": 0.04418368637561798 }, { "start_logit": 2.7596938610076904, "end_logit": 2.3881328105926514, "text": "325 mi) east of Berlin, Germany", "probability": 0.043754033744335175 }, { "start_logit": 3.2764816284179688, "end_logit": 1.8707793951034546, "text": "523 km (325 mi) east of Berlin", "probability": 0.04372929781675339 }, { "start_logit": 3.1777236461639404, "end_logit": 1.9674124717712402, "text": "115.7 metres (379.6 ft) (\"Redutowa\" bus depot", "probability": 0.04363645240664482 }, { "start_logit": 2.334622383117676, "end_logit": 2.7557637691497803, "text": "Grosz\u00f3wka", "probability": 0.0413116030395031 }, { "start_logit": 3.185837745666504, "end_logit": 1.8707793951034546, "text": "260 km (160 mi) from the Baltic Sea, 523 km (325 mi) east of Berlin", "probability": 0.039939843118190765 }, { "start_logit": 2.801828622817993, "end_logit": 2.2403311729431152, "text": "379.6 ft) (\"Redutowa", "probability": 0.039366576820611954 } ], "5733314e4776f4190066076d": [ { "start_logit": 3.253657817840576, "end_logit": 2.3539986610412598, "text": "523 km (325 mi) east of Berlin, Germany", "probability": 0.07119844108819962 }, { "start_logit": 2.8297483921051025, "end_logit": 2.7246525287628174, "text": "325 mi) east of Berlin, Germany. The city straddles the Vistula River. It is located in the heartland of the Masovian Plain", "probability": 0.06750592589378357 }, { "start_logit": 3.1518771648406982, "end_logit": 2.3539986610412598, "text": "260 km (160 mi) from the Baltic Sea, 523 km (325 mi) east of Berlin, Germany", "probability": 0.06430838257074356 }, { "start_logit": 2.6952760219573975, "end_logit": 2.7246525287628174, "text": "Vistula River. It is located in the heartland of the Masovian Plain", "probability": 0.059012122452259064 }, { "start_logit": 3.253657817840576, "end_logit": 2.055898904800415, "text": "523", "probability": 0.052845437079668045 }, { "start_logit": 3.1078855991363525, "end_logit": 2.191032886505127, "text": "115.7 metres (379.6 ft) (\"Redutowa", "probability": 0.05228623375296593 }, { "start_logit": 3.253657817840576, "end_logit": 2.042694091796875, "text": "523 km (325 mi) east of Berlin, Germany. The city straddles the Vistula River", "probability": 0.05215219780802727 }, { "start_logit": 2.5588743686676025, "end_logit": 2.7246525287628174, "text": "Berlin, Germany. The city straddles the Vistula River. It is located in the heartland of the Masovian Plain", "probability": 0.05148761346936226 }, { "start_logit": 2.4684932231903076, "end_logit": 2.7585344314575195, "text": "122.1 metres (400.6 ft) (\"Grosz\u00f3wka", "probability": 0.04865926876664162 }, { "start_logit": 3.1518771648406982, "end_logit": 2.055898904800415, "text": "260 km (160 mi) from the Baltic Sea, 523", "probability": 0.04773145169019699 }, { "start_logit": 3.015122413635254, "end_logit": 2.191032886505127, "text": "Redutowa", "probability": 0.04765414819121361 }, { "start_logit": 2.8297483921051025, "end_logit": 2.3539986610412598, "text": "325 mi) east of Berlin, Germany", "probability": 0.04659818485379219 }, { "start_logit": 3.1518771648406982, "end_logit": 1.9850614070892334, "text": "260 km (160 mi) from the Baltic Sea", "probability": 0.0444672517478466 }, { "start_logit": 3.1078855991363525, "end_logit": 2.0151593685150146, "text": "115.7 metres (379.6 ft) (\"Redutowa\" bus depot", "probability": 0.04385371506214142 }, { "start_logit": 2.3530704975128174, "end_logit": 2.7585344314575195, "text": "Grosz\u00f3wka", "probability": 0.04335487261414528 }, { "start_logit": 2.704599380493164, "end_logit": 2.3965413570404053, "text": "Warsaw Uprising Hill", "probability": 0.042903587222099304 }, { "start_logit": 2.704599380493164, "end_logit": 2.3836276531219482, "text": "Warsaw Uprising Hill (121 metres (397.0 ft)), Szcz\u0119\u015bliwice hill", "probability": 0.042353104799985886 }, { "start_logit": 3.253657817840576, "end_logit": 1.822409749031067, "text": "523 km (325 mi) east of Berlin", "probability": 0.041841212660074234 }, { "start_logit": 3.015122413635254, "end_logit": 2.0151593685150146, "text": "Redutowa\" bus depot", "probability": 0.039968688040971756 }, { "start_logit": 2.642882823944092, "end_logit": 2.3836276531219482, "text": "121 metres (397.0 ft)), Szcz\u0119\u015bliwice hill", "probability": 0.03981822356581688 } ], "5733314e4776f4190066076e": [ { "start_logit": 3.2744569778442383, "end_logit": 2.40786075592041, "text": "523 km (325 mi) east of Berlin, Germany", "probability": 0.07363443821668625 }, { "start_logit": 2.842090129852295, "end_logit": 2.8037986755371094, "text": "325 mi) east of Berlin, Germany. The city straddles the Vistula River. It is located in the heartland of the Masovian Plain", "probability": 0.07100027799606323 }, { "start_logit": 3.1640710830688477, "end_logit": 2.40786075592041, "text": "260 km (160 mi) from the Baltic Sea, 523 km (325 mi) east of Berlin, Germany", "probability": 0.0659387931227684 }, { "start_logit": 2.6940972805023193, "end_logit": 2.8037986755371094, "text": "Vistula River. It is located in the heartland of the Masovian Plain", "probability": 0.06123330444097519 }, { "start_logit": 2.5587027072906494, "end_logit": 2.8037986755371094, "text": "Berlin, Germany. The city straddles the Vistula River. It is located in the heartland of the Masovian Plain", "probability": 0.053479380905628204 }, { "start_logit": 3.2744569778442383, "end_logit": 2.0676541328430176, "text": "523", "probability": 0.052399974316358566 }, { "start_logit": 3.2744569778442383, "end_logit": 2.055934190750122, "text": "523 km (325 mi) east of Berlin, Germany. The city straddles the Vistula River", "probability": 0.05178942531347275 }, { "start_logit": 3.1083695888519287, "end_logit": 2.193539619445801, "text": "115.7 metres (379.6 ft) (\"Redutowa", "probability": 0.05033519119024277 }, { "start_logit": 2.842090129852295, "end_logit": 2.40786075592041, "text": "325 mi) east of Berlin, Germany", "probability": 0.04778663069009781 }, { "start_logit": 2.4745049476623535, "end_logit": 2.7678868770599365, "text": "122.1 metres (400.6 ft) (\"Grosz\u00f3wka", "probability": 0.04742676392197609 }, { "start_logit": 3.1640710830688477, "end_logit": 2.0676541328430176, "text": "260 km (160 mi) from the Baltic Sea, 523", "probability": 0.046923574060201645 }, { "start_logit": 3.0190045833587646, "end_logit": 2.193539619445801, "text": "Redutowa", "probability": 0.0460321269929409 }, { "start_logit": 3.1640710830688477, "end_logit": 2.0090932846069336, "text": "260 km (160 mi) from the Baltic Sea", "probability": 0.0442546047270298 }, { "start_logit": 3.2744569778442383, "end_logit": 1.8740671873092651, "text": "523 km (325 mi) east of Berlin", "probability": 0.043177492916584015 }, { "start_logit": 2.359802484512329, "end_logit": 2.7678868770599365, "text": "Grosz\u00f3wka", "probability": 0.0422871969640255 }, { "start_logit": 3.1083695888519287, "end_logit": 2.015087604522705, "text": "115.7 metres (379.6 ft) (\"Redutowa\" bus depot", "probability": 0.042108602821826935 }, { "start_logit": 2.713303565979004, "end_logit": 2.3942747116088867, "text": "Warsaw Uprising Hill (121 metres (397.0 ft)), Szcz\u0119\u015bliwice hill", "probability": 0.04144525155425072 }, { "start_logit": 2.713303565979004, "end_logit": 2.390596389770508, "text": "Warsaw Uprising Hill", "probability": 0.041293080896139145 }, { "start_logit": 2.6470634937286377, "end_logit": 2.3942747116088867, "text": "121 metres (397.0 ft)), Szcz\u0119\u015bliwice hill", "probability": 0.03878885507583618 }, { "start_logit": 3.1640710830688477, "end_logit": 1.8740671873092651, "text": "260 km (160 mi) from the Baltic Sea, 523 km (325 mi) east of Berlin", "probability": 0.03866494819521904 } ], "57335c20d058e614000b58f9": [ { "start_logit": 3.3826797008514404, "end_logit": 3.476978063583374, "text": "plain moraine plateau", "probability": 0.1354387104511261 }, { "start_logit": 3.3826797008514404, "end_logit": 3.413604736328125, "text": "plain moraine plateau and the Vistula Valley", "probability": 0.12712186574935913 }, { "start_logit": 3.3826797008514404, "end_logit": 3.212984561920166, "text": "plain moraine plateau and the Vistula Valley with its asymmetrical pattern of different terraces. The Vistula River", "probability": 0.10401400178670883 }, { "start_logit": 2.847135305404663, "end_logit": 3.413604736328125, "text": "Vistula Valley", "probability": 0.07441085577011108 }, { "start_logit": 3.3826797008514404, "end_logit": 2.6948540210723877, "text": "plain moraine plateau and the Vistula Valley with its asymmetrical pattern of different terraces", "probability": 0.061954181641340256 }, { "start_logit": 2.847135305404663, "end_logit": 3.212984561920166, "text": "Vistula Valley with its asymmetrical pattern of different terraces. The Vistula River", "probability": 0.06088465452194214 }, { "start_logit": 2.692537307739258, "end_logit": 3.212984561920166, "text": "Vistula River", "probability": 0.052163511514663696 }, { "start_logit": 2.847135305404663, "end_logit": 2.6948540210723877, "text": "Vistula Valley with its asymmetrical pattern of different terraces", "probability": 0.036264918744564056 }, { "start_logit": 2.7906854152679443, "end_logit": 2.7031450271606445, "text": "Warsaw Escarpment", "probability": 0.034559834748506546 }, { "start_logit": 1.99818754196167, "end_logit": 3.476978063583374, "text": "main geomorphologic formations: the plain moraine plateau", "probability": 0.03392074629664421 }, { "start_logit": 1.9593818187713623, "end_logit": 3.476978063583374, "text": "moraine plateau", "probability": 0.032629650086164474 }, { "start_logit": 1.9422438144683838, "end_logit": 3.476978063583374, "text": "Warsaw is located on two main geomorphologic formations: the plain moraine plateau", "probability": 0.03207520768046379 }, { "start_logit": 1.99818754196167, "end_logit": 3.413604736328125, "text": "main geomorphologic formations: the plain moraine plateau and the Vistula Valley", "probability": 0.03183778375387192 }, { "start_logit": 2.613420009613037, "end_logit": 2.7647175788879395, "text": "10 to 25 m (32.8 to 82.0 ft) above Vistula level) and on the Vistula terraces", "probability": 0.03078412264585495 }, { "start_logit": 1.9593818187713623, "end_logit": 3.413604736328125, "text": "moraine plateau and the Vistula Valley", "probability": 0.030625969171524048 }, { "start_logit": 1.9422438144683838, "end_logit": 3.413604736328125, "text": "Warsaw is located on two main geomorphologic formations: the plain moraine plateau and the Vistula Valley", "probability": 0.030105557292699814 }, { "start_logit": 2.4294254779815674, "end_logit": 2.7647175788879395, "text": "Vistula terraces", "probability": 0.025610558688640594 }, { "start_logit": 1.9593818187713623, "end_logit": 3.212984561920166, "text": "moraine plateau and the Vistula Valley with its asymmetrical pattern of different terraces. The Vistula River", "probability": 0.025058861821889877 }, { "start_logit": 2.195788860321045, "end_logit": 2.7647175788879395, "text": "32.8 to 82.0 ft) above Vistula level) and on the Vistula terraces", "probability": 0.020274579524993896 }, { "start_logit": 3.3826797008514404, "end_logit": 1.5773286819458008, "text": "plain moraine plateau and the Vistula Valley with its asymmetrical pattern of different terraces. The Vistula River is the specific axis of Warsaw", "probability": 0.02026449143886566 } ], "57335c20d058e614000b58fa": [ { "start_logit": 3.323850631713867, "end_logit": 3.403508424758911, "text": "plain moraine plateau", "probability": 0.12557083368301392 }, { "start_logit": 3.323850631713867, "end_logit": 3.382005453109741, "text": "plain moraine plateau and the Vistula Valley", "probability": 0.12289956212043762 }, { "start_logit": 3.323850631713867, "end_logit": 3.2361390590667725, "text": "plain moraine plateau and the Vistula Valley with its asymmetrical pattern of different terraces. The Vistula River", "probability": 0.10621879249811172 }, { "start_logit": 2.887836217880249, "end_logit": 3.382005453109741, "text": "Vistula Valley", "probability": 0.07946787774562836 }, { "start_logit": 2.887836217880249, "end_logit": 3.2361390590667725, "text": "Vistula Valley with its asymmetrical pattern of different terraces. The Vistula River", "probability": 0.06868194788694382 }, { "start_logit": 2.7278940677642822, "end_logit": 3.2361390590667725, "text": "Vistula River", "probability": 0.0585302859544754 }, { "start_logit": 3.323850631713867, "end_logit": 2.502223253250122, "text": "plain moraine plateau and the Vistula Valley with its asymmetrical pattern of different terraces", "probability": 0.05098772048950195 }, { "start_logit": 2.825361490249634, "end_logit": 2.659059524536133, "text": "Warsaw Escarpment", "probability": 0.03623161092400551 }, { "start_logit": 2.0123062133789062, "end_logit": 3.403508424758911, "text": "moraine plateau", "probability": 0.03382924199104309 }, { "start_logit": 2.0123062133789062, "end_logit": 3.382005453109741, "text": "moraine plateau and the Vistula Valley", "probability": 0.03310959413647652 }, { "start_logit": 2.887836217880249, "end_logit": 2.502223253250122, "text": "Vistula Valley with its asymmetrical pattern of different terraces", "probability": 0.032969094812870026 }, { "start_logit": 1.9664891958236694, "end_logit": 3.403508424758911, "text": "main geomorphologic formations: the plain moraine plateau", "probability": 0.03231425955891609 }, { "start_logit": 1.9664891958236694, "end_logit": 3.382005453109741, "text": "main geomorphologic formations: the plain moraine plateau and the Vistula Valley", "probability": 0.03162682428956032 }, { "start_logit": 2.630092144012451, "end_logit": 2.6915907859802246, "text": "10 to 25 m (32.8 to 82.0 ft) above Vistula level) and on the Vistula terraces", "probability": 0.03079012781381607 }, { "start_logit": 1.8737772703170776, "end_logit": 3.403508424758911, "text": "Warsaw is located on two main geomorphologic formations: the plain moraine plateau", "probability": 0.029453027993440628 }, { "start_logit": 1.8737772703170776, "end_logit": 3.382005453109741, "text": "Warsaw is located on two main geomorphologic formations: the plain moraine plateau and the Vistula Valley", "probability": 0.028826460242271423 }, { "start_logit": 2.0123062133789062, "end_logit": 3.2361390590667725, "text": "moraine plateau and the Vistula Valley with its asymmetrical pattern of different terraces. The Vistula River", "probability": 0.028615733608603477 }, { "start_logit": 2.4988956451416016, "end_logit": 2.6915907859802246, "text": "Vistula terraces", "probability": 0.027004338800907135 }, { "start_logit": 3.323850631713867, "end_logit": 1.6985642910003662, "text": "plain moraine plateau and the Vistula Valley with its asymmetrical pattern of different terraces. The Vistula River is the specific axis of Warsaw", "probability": 0.02282659336924553 }, { "start_logit": 2.2009308338165283, "end_logit": 2.6915907859802246, "text": "moraine plateau (10 to 25 m (32.8 to 82.0 ft) above Vistula level) and on the Vistula terraces", "probability": 0.020046066492795944 } ], "57335c20d058e614000b58fc": [ { "start_logit": 3.3759660720825195, "end_logit": 3.350450277328491, "text": "plain moraine plateau and the Vistula Valley", "probability": 0.11918050795793533 }, { "start_logit": 3.3759660720825195, "end_logit": 3.269287347793579, "text": "plain moraine plateau and the Vistula Valley with its asymmetrical pattern of different terraces. The Vistula River", "probability": 0.10988955199718475 }, { "start_logit": 3.3759660720825195, "end_logit": 3.2445127964019775, "text": "plain moraine plateau", "probability": 0.10720054060220718 }, { "start_logit": 2.904144048690796, "end_logit": 3.350450277328491, "text": "Vistula Valley", "probability": 0.07435248047113419 }, { "start_logit": 2.904144048690796, "end_logit": 3.269287347793579, "text": "Vistula Valley with its asymmetrical pattern of different terraces. The Vistula River", "probability": 0.06855621188879013 }, { "start_logit": 3.3759660720825195, "end_logit": 2.67421555519104, "text": "plain moraine plateau and the Vistula Valley with its asymmetrical pattern of different terraces", "probability": 0.060606617480516434 }, { "start_logit": 2.7684273719787598, "end_logit": 3.269287347793579, "text": "Vistula River", "probability": 0.05985575541853905 }, { "start_logit": 2.7031285762786865, "end_logit": 2.9927713871002197, "text": "10 to 25 m (32.8 to 82.0 ft) above Vistula level) and on the Vistula terraces", "probability": 0.04252629354596138 }, { "start_logit": 2.756387233734131, "end_logit": 2.882671356201172, "text": "Warsaw Escarpment", "probability": 0.04017645865678787 }, { "start_logit": 2.904144048690796, "end_logit": 2.67421555519104, "text": "Vistula Valley with its asymmetrical pattern of different terraces", "probability": 0.03781032934784889 }, { "start_logit": 2.193668842315674, "end_logit": 3.350450277328491, "text": "moraine plateau and the Vistula Valley", "probability": 0.036537591367959976 }, { "start_logit": 2.517021656036377, "end_logit": 2.9927713871002197, "text": "Vistula terraces", "probability": 0.03530469536781311 }, { "start_logit": 2.193668842315674, "end_logit": 3.269287347793579, "text": "moraine plateau and the Vistula Valley with its asymmetrical pattern of different terraces. The Vistula River", "probability": 0.03368925675749779 }, { "start_logit": 2.193668842315674, "end_logit": 3.2445127964019775, "text": "moraine plateau", "probability": 0.032864876091480255 }, { "start_logit": 2.3201217651367188, "end_logit": 2.9927713871002197, "text": "moraine plateau (10 to 25 m (32.8 to 82.0 ft) above Vistula level) and on the Vistula terraces", "probability": 0.028994770720601082 }, { "start_logit": 2.23927640914917, "end_logit": 2.9927713871002197, "text": "Vistula level) and on the Vistula terraces", "probability": 0.02674294449388981 }, { "start_logit": 2.1383872032165527, "end_logit": 2.9927713871002197, "text": "32.8 to 82.0 ft) above Vistula level) and on the Vistula terraces", "probability": 0.02417651005089283 }, { "start_logit": 2.121955394744873, "end_logit": 2.882671356201172, "text": "Vistula level). The significant element of the relief, in this part of Warsaw, is the edge of moraine plateau called Warsaw Escarpment", "probability": 0.021303031593561172 }, { "start_logit": 1.9563639163970947, "end_logit": 2.9927713871002197, "text": "25 m (32.8 to 82.0 ft) above Vistula level) and on the Vistula terraces", "probability": 0.020153095945715904 }, { "start_logit": 2.3201217651367188, "end_logit": 2.6253037452697754, "text": "moraine plateau", "probability": 0.020078470930457115 } ], "57335c20d058e614000b58fb": [ { "start_logit": 3.3486690521240234, "end_logit": 3.4677186012268066, "text": "plain moraine plateau", "probability": 0.1278247833251953 }, { "start_logit": 3.3486690521240234, "end_logit": 3.400097370147705, "text": "plain moraine plateau and the Vistula Valley", "probability": 0.1194668710231781 }, { "start_logit": 3.3486690521240234, "end_logit": 3.3849363327026367, "text": "plain moraine plateau and the Vistula Valley with its asymmetrical pattern of different terraces. The Vistula River", "probability": 0.11766929924488068 }, { "start_logit": 2.868974208831787, "end_logit": 3.400097370147705, "text": "Vistula Valley", "probability": 0.07394668459892273 }, { "start_logit": 2.868974208831787, "end_logit": 3.3849363327026367, "text": "Vistula Valley with its asymmetrical pattern of different terraces. The Vistula River", "probability": 0.07283402979373932 }, { "start_logit": 2.7480592727661133, "end_logit": 3.3849363327026367, "text": "Vistula River", "probability": 0.06453891843557358 }, { "start_logit": 3.3486690521240234, "end_logit": 2.674333095550537, "text": "plain moraine plateau and the Vistula Valley with its asymmetrical pattern of different terraces", "probability": 0.05781654268503189 }, { "start_logit": 2.868974208831787, "end_logit": 2.674333095550537, "text": "Vistula Valley with its asymmetrical pattern of different terraces", "probability": 0.035786837339401245 }, { "start_logit": 2.8055853843688965, "end_logit": 2.692262649536133, "text": "Warsaw Escarpment", "probability": 0.034196414053440094 }, { "start_logit": 2.001703977584839, "end_logit": 3.4677186012268066, "text": "moraine plateau", "probability": 0.03323804587125778 }, { "start_logit": 2.6338086128234863, "end_logit": 2.782595634460449, "text": "10 to 25 m (32.8 to 82.0 ft) above Vistula level) and on the Vistula terraces", "probability": 0.03152172267436981 }, { "start_logit": 2.001703977584839, "end_logit": 3.400097370147705, "text": "moraine plateau and the Vistula Valley", "probability": 0.031064754351973534 }, { "start_logit": 2.001703977584839, "end_logit": 3.3849363327026367, "text": "moraine plateau and the Vistula Valley with its asymmetrical pattern of different terraces. The Vistula River", "probability": 0.030597347766160965 }, { "start_logit": 1.8731111288070679, "end_logit": 3.4677186012268066, "text": "main geomorphologic formations: the plain moraine plateau", "probability": 0.029227282851934433 }, { "start_logit": 3.3486690521240234, "end_logit": 1.9409066438674927, "text": "plain moraine plateau and the Vistula Valley with its asymmetrical pattern of different terraces. The Vistula River is the specific axis of Warsaw", "probability": 0.02776700258255005 }, { "start_logit": 1.8731111288070679, "end_logit": 3.400097370147705, "text": "main geomorphologic formations: the plain moraine plateau and the Vistula Valley", "probability": 0.02731623873114586 }, { "start_logit": 2.4299020767211914, "end_logit": 2.782595634460449, "text": "Vistula terraces", "probability": 0.0257071852684021 }, { "start_logit": 2.2219367027282715, "end_logit": 2.782595634460449, "text": "32.8 to 82.0 ft) above Vistula level) and on the Vistula terraces", "probability": 0.020880278199911118 }, { "start_logit": 2.166386604309082, "end_logit": 2.782595634460449, "text": "moraine plateau (10 to 25 m (32.8 to 82.0 ft) above Vistula level) and on the Vistula terraces", "probability": 0.019752005115151405 }, { "start_logit": 2.119525909423828, "end_logit": 2.782595634460449, "text": "Vistula level) and on the Vistula terraces", "probability": 0.018847765401005745 } ], "57335c20d058e614000b58fd": [ { "start_logit": 3.277142286300659, "end_logit": 3.348487377166748, "text": "plain moraine plateau and the Vistula Valley", "probability": 0.1257699579000473 }, { "start_logit": 3.277142286300659, "end_logit": 3.1609106063842773, "text": "plain moraine plateau and the Vistula Valley with its asymmetrical pattern of different terraces. The Vistula River", "probability": 0.10425900667905807 }, { "start_logit": 3.277142286300659, "end_logit": 3.1147897243499756, "text": "plain moraine plateau", "probability": 0.09955965727567673 }, { "start_logit": 2.8930740356445312, "end_logit": 3.348487377166748, "text": "Vistula Valley", "probability": 0.08566004037857056 }, { "start_logit": 2.8930740356445312, "end_logit": 3.1609106063842773, "text": "Vistula Valley with its asymmetrical pattern of different terraces. The Vistula River", "probability": 0.07100921124219894 }, { "start_logit": 3.277142286300659, "end_logit": 2.680889368057251, "text": "plain moraine plateau and the Vistula Valley with its asymmetrical pattern of different terraces", "probability": 0.06451234966516495 }, { "start_logit": 2.6994686126708984, "end_logit": 3.1609106063842773, "text": "Vistula River", "probability": 0.05851038917899132 }, { "start_logit": 2.8930740356445312, "end_logit": 2.680889368057251, "text": "Vistula Valley with its asymmetrical pattern of different terraces", "probability": 0.04393838346004486 }, { "start_logit": 2.6853954792022705, "end_logit": 2.879565715789795, "text": "10 to 25 m (32.8 to 82.0 ft) above Vistula level) and on the Vistula terraces", "probability": 0.04354463517665863 }, { "start_logit": 2.7691755294799805, "end_logit": 2.717053174972534, "text": "Warsaw Escarpment", "probability": 0.04024774953722954 }, { "start_logit": 2.042908191680908, "end_logit": 3.348487377166748, "text": "Warsaw is located on two main geomorphologic formations: the plain moraine plateau and the Vistula Valley", "probability": 0.0366063117980957 }, { "start_logit": 2.4767005443573, "end_logit": 2.879565715789795, "text": "Vistula terraces", "probability": 0.03534267470240593 }, { "start_logit": 2.042908191680908, "end_logit": 3.1147897243499756, "text": "Warsaw is located on two main geomorphologic formations: the plain moraine plateau", "probability": 0.028977587819099426 }, { "start_logit": 2.200385570526123, "end_logit": 2.879565715789795, "text": "Vistula level) and on the Vistula terraces", "probability": 0.026810036972165108 }, { "start_logit": 2.1969153881073, "end_logit": 2.879565715789795, "text": "32.8 to 82.0 ft) above Vistula level) and on the Vistula terraces", "probability": 0.026717158034443855 }, { "start_logit": 2.1947426795959473, "end_logit": 2.879565715789795, "text": "moraine plateau (10 to 25 m (32.8 to 82.0 ft) above Vistula level) and on the Vistula terraces", "probability": 0.026659177616238594 }, { "start_logit": 3.277142286300659, "end_logit": 1.592687726020813, "text": "plain moraine plateau and the Vistula Valley with its asymmetrical pattern of different terraces. The Vistula River is the specific axis of Warsaw", "probability": 0.021729161962866783 }, { "start_logit": 2.0886194705963135, "end_logit": 2.717053174972534, "text": "Vistula level). The significant element of the relief, in this part of Warsaw, is the edge of moraine plateau called Warsaw Escarpment", "probability": 0.020378852263092995 }, { "start_logit": 1.9213002920150757, "end_logit": 2.879565715789795, "text": "25 m (32.8 to 82.0 ft) above Vistula level) and on the Vistula terraces", "probability": 0.02028113603591919 }, { "start_logit": 2.1947426795959473, "end_logit": 2.5661590099334717, "text": "moraine plateau", "probability": 0.01948658935725689 } ], "57335ddbd058e614000b592f": [ { "start_logit": 2.654909610748291, "end_logit": 3.2966723442077637, "text": "plain moraine plateau has only a few natural and artificial ponds", "probability": 0.0998266339302063 }, { "start_logit": 2.654909610748291, "end_logit": 3.2221016883850098, "text": "plain moraine plateau has only a few natural and artificial ponds and also groups of clay pits", "probability": 0.09265327453613281 }, { "start_logit": 2.654909610748291, "end_logit": 2.810708999633789, "text": "plain moraine plateau has only a few natural and artificial ponds and also groups of clay pits. The pattern of the Vistula terraces", "probability": 0.061403799802064896 }, { "start_logit": 2.084340810775757, "end_logit": 3.2966723442077637, "text": "natural and artificial ponds", "probability": 0.056422386318445206 }, { "start_logit": 2.3138749599456787, "end_logit": 3.065859079360962, "text": "flood plain terrace", "probability": 0.05635027587413788 }, { "start_logit": 2.0316808223724365, "end_logit": 3.2966723442077637, "text": "moraine plateau has only a few natural and artificial ponds", "probability": 0.0535280667245388 }, { "start_logit": 2.084340810775757, "end_logit": 3.2221016883850098, "text": "natural and artificial ponds and also groups of clay pits", "probability": 0.052367981523275375 }, { "start_logit": 2.461538076400757, "end_logit": 2.810708999633789, "text": "Vistula terraces", "probability": 0.050607532262802124 }, { "start_logit": 2.0316808223724365, "end_logit": 3.2221016883850098, "text": "moraine plateau has only a few natural and artificial ponds and also groups of clay pits", "probability": 0.049681633710861206 }, { "start_logit": 2.030449151992798, "end_logit": 3.2221016883850098, "text": "clay pits", "probability": 0.04962050914764404 }, { "start_logit": 2.654909610748291, "end_logit": 2.556321859359741, "text": "plain moraine plateau", "probability": 0.04761198163032532 }, { "start_logit": 2.0322928428649902, "end_logit": 3.065859079360962, "text": "former flooded terraces and the lowest one the flood plain terrace", "probability": 0.04252130538225174 }, { "start_logit": 2.461538076400757, "end_logit": 2.5817387104034424, "text": "Vistula terraces is asymmetrical. The left side consist mainly of two levels: the highest one contains former flooded terraces", "probability": 0.04025080054998398 }, { "start_logit": 1.7227892875671387, "end_logit": 3.2966723442077637, "text": "artificial ponds", "probability": 0.03930354490876198 }, { "start_logit": 1.7227892875671387, "end_logit": 3.2221016883850098, "text": "artificial ponds and also groups of clay pits", "probability": 0.03647926449775696 }, { "start_logit": 2.7069880962371826, "end_logit": 2.2273688316345215, "text": "pine forest", "probability": 0.036097001284360886 }, { "start_logit": 1.8307034969329834, "end_logit": 3.065859079360962, "text": "two levels: the highest one contains former flooded terraces and the lowest one the flood plain terrace", "probability": 0.034758202731609344 }, { "start_logit": 2.084340810775757, "end_logit": 2.810708999633789, "text": "natural and artificial ponds and also groups of clay pits. The pattern of the Vistula terraces", "probability": 0.03470567241311073 }, { "start_logit": 2.0316808223724365, "end_logit": 2.810708999633789, "text": "moraine plateau has only a few natural and artificial ponds and also groups of clay pits. The pattern of the Vistula terraces", "probability": 0.03292535990476608 }, { "start_logit": 2.030449151992798, "end_logit": 2.810708999633789, "text": "clay pits. The pattern of the Vistula terraces", "probability": 0.03288481384515762 } ], "57335ddbd058e614000b5930": [ { "start_logit": 2.7827250957489014, "end_logit": 3.26916766166687, "text": "plain moraine plateau has only a few natural and artificial ponds", "probability": 0.10032721608877182 }, { "start_logit": 2.7827250957489014, "end_logit": 3.210240602493286, "text": "plain moraine plateau has only a few natural and artificial ponds and also groups of clay pits", "probability": 0.09458603709936142 }, { "start_logit": 2.7827250957489014, "end_logit": 2.84269380569458, "text": "plain moraine plateau has only a few natural and artificial ponds and also groups of clay pits. The pattern of the Vistula terraces", "probability": 0.06549429148435593 }, { "start_logit": 2.7827250957489014, "end_logit": 2.8124799728393555, "text": "plain moraine plateau", "probability": 0.06354507803916931 }, { "start_logit": 2.3723299503326416, "end_logit": 3.210240602493286, "text": "clay pits", "probability": 0.06274725496768951 }, { "start_logit": 2.272167205810547, "end_logit": 3.26916766166687, "text": "moraine plateau has only a few natural and artificial ponds", "probability": 0.06021246314048767 }, { "start_logit": 2.272167205810547, "end_logit": 3.210240602493286, "text": "moraine plateau has only a few natural and artificial ponds and also groups of clay pits", "probability": 0.0567668080329895 }, { "start_logit": 2.239182472229004, "end_logit": 3.0722849369049072, "text": "flood plain terrace", "probability": 0.047847140580415726 }, { "start_logit": 2.027031898498535, "end_logit": 3.26916766166687, "text": "natural and artificial ponds", "probability": 0.04712219163775444 }, { "start_logit": 2.027031898498535, "end_logit": 3.210240602493286, "text": "natural and artificial ponds and also groups of clay pits", "probability": 0.04442562907934189 }, { "start_logit": 2.3723299503326416, "end_logit": 2.84269380569458, "text": "clay pits. The pattern of the Vistula terraces", "probability": 0.04344814643263817 }, { "start_logit": 2.318678855895996, "end_logit": 2.84269380569458, "text": "Vistula terraces", "probability": 0.04117852449417114 }, { "start_logit": 2.272167205810547, "end_logit": 2.84269380569458, "text": "moraine plateau has only a few natural and artificial ponds and also groups of clay pits. The pattern of the Vistula terraces", "probability": 0.03930710256099701 }, { "start_logit": 2.0213568210601807, "end_logit": 3.0722849369049072, "text": "former flooded terraces and the lowest one the flood plain terrace", "probability": 0.03848182410001755 }, { "start_logit": 2.272167205810547, "end_logit": 2.8124799728393555, "text": "moraine plateau", "probability": 0.038137245923280716 }, { "start_logit": 2.8806886672973633, "end_logit": 2.1446213722229004, "text": "pine forest", "probability": 0.03594012185931206 }, { "start_logit": 1.8252466917037964, "end_logit": 3.0722849369049072, "text": "flooded terraces and the lowest one the flood plain terrace", "probability": 0.0316290445625782 }, { "start_logit": 2.027031898498535, "end_logit": 2.84269380569458, "text": "natural and artificial ponds and also groups of clay pits. The pattern of the Vistula terraces", "probability": 0.030761687085032463 }, { "start_logit": 2.318678855895996, "end_logit": 2.496504068374634, "text": "Vistula terraces is asymmetrical. The left side consist mainly of two levels: the highest one contains former flooded terraces", "probability": 0.02912878803908825 }, { "start_logit": 1.7354748249053955, "end_logit": 3.0722849369049072, "text": "two levels: the highest one contains former flooded terraces and the lowest one the flood plain terrace", "probability": 0.02891336940228939 } ], "57335ddbd058e614000b5931": [ { "start_logit": 2.64841628074646, "end_logit": 3.2227349281311035, "text": "plain moraine plateau has only a few natural and artificial ponds", "probability": 0.10064993798732758 }, { "start_logit": 2.64841628074646, "end_logit": 3.181320905685425, "text": "plain moraine plateau has only a few natural and artificial ponds and also groups of clay pits", "probability": 0.09656677395105362 }, { "start_logit": 2.64841628074646, "end_logit": 2.8559138774871826, "text": "plain moraine plateau", "probability": 0.06974374502897263 }, { "start_logit": 2.216358184814453, "end_logit": 3.181320905685425, "text": "clay pits", "probability": 0.0626884326338768 }, { "start_logit": 2.64841628074646, "end_logit": 2.6706669330596924, "text": "plain moraine plateau has only a few natural and artificial ponds and also groups of clay pits. The pattern of the Vistula terraces", "probability": 0.057950012385845184 }, { "start_logit": 2.015645742416382, "end_logit": 3.2227349281311035, "text": "natural and artificial ponds", "probability": 0.05345702916383743 }, { "start_logit": 2.015645742416382, "end_logit": 3.181320905685425, "text": "natural and artificial ponds and also groups of clay pits", "probability": 0.05128837749361992 }, { "start_logit": 1.9255397319793701, "end_logit": 3.2227349281311035, "text": "moraine plateau has only a few natural and artificial ponds", "probability": 0.04885086044669151 }, { "start_logit": 2.2111237049102783, "end_logit": 2.9289309978485107, "text": "flood plain terrace", "probability": 0.04845096915960312 }, { "start_logit": 1.9255397319793701, "end_logit": 3.181320905685425, "text": "moraine plateau has only a few natural and artificial ponds and also groups of clay pits", "probability": 0.046869080513715744 }, { "start_logit": 2.424487590789795, "end_logit": 2.6706669330596924, "text": "Vistula terraces", "probability": 0.046323638409376144 }, { "start_logit": 2.424487590789795, "end_logit": 2.495671510696411, "text": "Vistula terraces is asymmetrical. The left side consist mainly of two levels: the highest one contains former flooded terraces", "probability": 0.03888687863945961 }, { "start_logit": 1.985384464263916, "end_logit": 2.9289309978485107, "text": "former flooded terraces and the lowest one the flood plain terrace", "probability": 0.038660284131765366 }, { "start_logit": 2.216358184814453, "end_logit": 2.6706669330596924, "text": "clay pits. The pattern of the Vistula terraces", "probability": 0.037619493901729584 }, { "start_logit": 2.82978892326355, "end_logit": 2.043180465698242, "text": "pine forest", "probability": 0.037094444036483765 }, { "start_logit": 2.306312084197998, "end_logit": 2.5252485275268555, "text": "Aeolian sand with a number of dunes parted by peat swamps or small ponds", "probability": 0.03558976575732231 }, { "start_logit": 1.9255397319793701, "end_logit": 2.8559138774871826, "text": "moraine plateau", "probability": 0.03385041654109955 }, { "start_logit": 2.2461636066436768, "end_logit": 2.5252485275268555, "text": "peat swamps or small ponds", "probability": 0.03351219743490219 }, { "start_logit": 1.7700074911117554, "end_logit": 2.9289309978485107, "text": "two levels: the highest one contains former flooded terraces and the lowest one the flood plain terrace", "probability": 0.03116937354207039 }, { "start_logit": 2.015645742416382, "end_logit": 2.6706669330596924, "text": "natural and artificial ponds and also groups of clay pits. The pattern of the Vistula terraces", "probability": 0.0307783093303442 } ], "57335ddbd058e614000b5932": [ { "start_logit": 2.8191957473754883, "end_logit": 3.2424073219299316, "text": "plain moraine plateau has only a few natural and artificial ponds", "probability": 0.1027020812034607 }, { "start_logit": 2.8191957473754883, "end_logit": 3.192967653274536, "text": "plain moraine plateau has only a few natural and artificial ponds and also groups of clay pits", "probability": 0.09774797409772873 }, { "start_logit": 2.8191957473754883, "end_logit": 3.047711133956909, "text": "plain moraine plateau", "probability": 0.08453252166509628 }, { "start_logit": 2.8191957473754883, "end_logit": 2.8678624629974365, "text": "plain moraine plateau has only a few natural and artificial ponds and also groups of clay pits. The pattern of the Vistula terraces", "probability": 0.07061818987131119 }, { "start_logit": 2.3373429775238037, "end_logit": 3.15118145942688, "text": "flood plain terrace", "probability": 0.05790210887789726 }, { "start_logit": 2.280813694000244, "end_logit": 3.192967653274536, "text": "clay pits", "probability": 0.05705472454428673 }, { "start_logit": 2.027848482131958, "end_logit": 3.2424073219299316, "text": "natural and artificial ponds", "probability": 0.04654805734753609 }, { "start_logit": 2.3783044815063477, "end_logit": 2.8678624629974365, "text": "Vistula terraces", "probability": 0.04544016718864441 }, { "start_logit": 2.027848482131958, "end_logit": 3.192967653274536, "text": "natural and artificial ponds and also groups of clay pits", "probability": 0.04430269077420235 }, { "start_logit": 1.9712390899658203, "end_logit": 3.2424073219299316, "text": "moraine plateau has only a few natural and artificial ponds", "probability": 0.04398619011044502 }, { "start_logit": 1.9712390899658203, "end_logit": 3.192967653274536, "text": "moraine plateau has only a few natural and artificial ponds and also groups of clay pits", "probability": 0.04186439886689186 }, { "start_logit": 2.280813694000244, "end_logit": 2.8678624629974365, "text": "clay pits. The pattern of the Vistula terraces", "probability": 0.04121924191713333 }, { "start_logit": 1.9772104024887085, "end_logit": 3.15118145942688, "text": "former flooded terraces and the lowest one the flood plain terrace", "probability": 0.04039156436920166 }, { "start_logit": 1.9712390899658203, "end_logit": 3.047711133956909, "text": "moraine plateau", "probability": 0.03620436415076256 }, { "start_logit": 1.7807376384735107, "end_logit": 3.15118145942688, "text": "flooded terraces and the lowest one the flood plain terrace", "probability": 0.03318667411804199 }, { "start_logit": 2.7516183853149414, "end_logit": 2.1444671154022217, "text": "pine forest", "probability": 0.03201853856444359 }, { "start_logit": 2.027848482131958, "end_logit": 2.8678624629974365, "text": "natural and artificial ponds and also groups of clay pits. The pattern of the Vistula terraces", "probability": 0.032006535679101944 }, { "start_logit": 1.7317466735839844, "end_logit": 3.15118145942688, "text": "highest one contains former flooded terraces and the lowest one the flood plain terrace", "probability": 0.03160000592470169 }, { "start_logit": 1.6939834356307983, "end_logit": 3.15118145942688, "text": "two levels: the highest one contains former flooded terraces and the lowest one the flood plain terrace", "probability": 0.030428938567638397 }, { "start_logit": 1.9712390899658203, "end_logit": 2.8678624629974365, "text": "moraine plateau has only a few natural and artificial ponds and also groups of clay pits. The pattern of the Vistula terraces", "probability": 0.030245007947087288 } ], "57335ddbd058e614000b5933": [ { "start_logit": 2.76232647895813, "end_logit": 3.2592384815216064, "text": "plain moraine plateau has only a few natural and artificial ponds", "probability": 0.10403051227331161 }, { "start_logit": 2.76232647895813, "end_logit": 3.2117092609405518, "text": "plain moraine plateau has only a few natural and artificial ponds and also groups of clay pits", "probability": 0.09920169413089752 }, { "start_logit": 2.76232647895813, "end_logit": 2.9402761459350586, "text": "plain moraine plateau", "probability": 0.07562006264925003 }, { "start_logit": 2.387542247772217, "end_logit": 3.2117092609405518, "text": "clay pits", "probability": 0.06819499284029007 }, { "start_logit": 2.76232647895813, "end_logit": 2.729292869567871, "text": "plain moraine plateau has only a few natural and artificial ponds and also groups of clay pits. The pattern of the Vistula terraces", "probability": 0.061236198991537094 }, { "start_logit": 2.0651676654815674, "end_logit": 3.2592384815216064, "text": "moraine plateau has only a few natural and artificial ponds", "probability": 0.051807012408971786 }, { "start_logit": 2.0651676654815674, "end_logit": 3.2117092609405518, "text": "moraine plateau has only a few natural and artificial ponds and also groups of clay pits", "probability": 0.04940226301550865 }, { "start_logit": 2.264846086502075, "end_logit": 3.0092344284057617, "text": "flood plain terrace", "probability": 0.049264293164014816 }, { "start_logit": 2.0112555027008057, "end_logit": 3.2592384815216064, "text": "natural and artificial ponds", "probability": 0.04908793792128563 }, { "start_logit": 2.0112555027008057, "end_logit": 3.2117092609405518, "text": "natural and artificial ponds and also groups of clay pits", "probability": 0.046809401363134384 }, { "start_logit": 2.4146299362182617, "end_logit": 2.729292869567871, "text": "Vistula terraces", "probability": 0.043251942843198776 }, { "start_logit": 2.387542247772217, "end_logit": 2.729292869567871, "text": "clay pits. The pattern of the Vistula terraces", "probability": 0.04209607094526291 }, { "start_logit": 2.878915786743164, "end_logit": 2.1381890773773193, "text": "pine forest", "probability": 0.038100384175777435 }, { "start_logit": 2.0043225288391113, "end_logit": 3.0092344284057617, "text": "former flooded terraces and the lowest one the flood plain terrace", "probability": 0.03796543926000595 }, { "start_logit": 2.0651676654815674, "end_logit": 2.9402761459350586, "text": "moraine plateau", "probability": 0.037658654153347015 }, { "start_logit": 2.4146299362182617, "end_logit": 2.394559621810913, "text": "Vistula terraces is asymmetrical. The left side consist mainly of two levels: the highest one contains former flooded terraces", "probability": 0.03094802238047123 }, { "start_logit": 2.0651676654815674, "end_logit": 2.729292869567871, "text": "moraine plateau has only a few natural and artificial ponds and also groups of clay pits. The pattern of the Vistula terraces", "probability": 0.03049551323056221 }, { "start_logit": 2.0112555027008057, "end_logit": 2.729292869567871, "text": "natural and artificial ponds and also groups of clay pits. The pattern of the Vistula terraces", "probability": 0.02889496646821499 }, { "start_logit": 1.7133708000183105, "end_logit": 3.0092344284057617, "text": "flooded terraces and the lowest one the flood plain terrace", "probability": 0.02838112972676754 }, { "start_logit": 1.683772325515747, "end_logit": 3.0092344284057617, "text": "highest one contains former flooded terraces and the lowest one the flood plain terrace", "probability": 0.027553396299481392 } ], "57335fcad058e614000b5970": [ { "start_logit": 3.0554487705230713, "end_logit": 4.083765983581543, "text": "1950s and 1960s", "probability": 0.14037936925888062 }, { "start_logit": 3.4317567348480225, "end_logit": 3.597486734390259, "text": "Leopold Kronenberg Palace", "probability": 0.1257602721452713 }, { "start_logit": 2.7092339992523193, "end_logit": 4.083765983581543, "text": "19th century that had been preserved in reasonably reconstructible form were nonetheless eradicated in the 1950s and 1960s", "probability": 0.0992988720536232 }, { "start_logit": 3.0554487705230713, "end_logit": 3.597486734390259, "text": "1950s and 1960s (e.g. Leopold Kronenberg Palace", "probability": 0.08632071316242218 }, { "start_logit": 2.224153995513916, "end_logit": 4.083765983581543, "text": "1960s", "probability": 0.06113313138484955 }, { "start_logit": 2.9721271991729736, "end_logit": 3.0856773853302, "text": "bombing raids", "probability": 0.047605037689208984 }, { "start_logit": 3.0554487705230713, "end_logit": 2.9641759395599365, "text": "1950s", "probability": 0.045821744948625565 }, { "start_logit": 2.777547597885132, "end_logit": 3.0856773853302, "text": "Second World War, Warsaw was razed to the ground by bombing raids", "probability": 0.03918754681944847 }, { "start_logit": 3.4317567348480225, "end_logit": 2.4204258918762207, "text": "Leopold Kronenberg Palace). Mass residential blocks were erected, with basic design typical of Eastern bloc countries", "probability": 0.03875719755887985 }, { "start_logit": 2.224153995513916, "end_logit": 3.597486734390259, "text": "1960s (e.g. Leopold Kronenberg Palace", "probability": 0.03759139031171799 }, { "start_logit": 1.7012089490890503, "end_logit": 4.083765983581543, "text": "reasonably reconstructible form were nonetheless eradicated in the 1950s and 1960s", "probability": 0.03623802959918976 }, { "start_logit": 2.777547597885132, "end_logit": 2.952467441558838, "text": "Second World War", "probability": 0.034300122410058975 }, { "start_logit": 2.7092339992523193, "end_logit": 2.9641759395599365, "text": "19th century that had been preserved in reasonably reconstructible form were nonetheless eradicated in the 1950s", "probability": 0.032412491738796234 }, { "start_logit": 3.4317567348480225, "end_logit": 2.172654628753662, "text": "Leopold Kronenberg Palace). Mass residential blocks", "probability": 0.030251482501626015 }, { "start_logit": 3.4317567348480225, "end_logit": 2.0598042011260986, "text": "Leopold Kronenberg", "probability": 0.027023179456591606 }, { "start_logit": 3.0554487705230713, "end_logit": 2.4204258918762207, "text": "1950s and 1960s (e.g. Leopold Kronenberg Palace). Mass residential blocks were erected, with basic design typical of Eastern bloc countries", "probability": 0.026602596044540405 }, { "start_logit": 2.7092339992523193, "end_logit": 2.7325830459594727, "text": "19th century", "probability": 0.02571183070540428 }, { "start_logit": 1.7012089490890503, "end_logit": 3.597486734390259, "text": "reasonably reconstructible form were nonetheless eradicated in the 1950s and 1960s (e.g. Leopold Kronenberg Palace", "probability": 0.022283121943473816 }, { "start_logit": 2.9721271991729736, "end_logit": 2.3051106929779053, "text": "bombing raids and planned destruction. After liberation, rebuilding began as in other cities of the communist-ruled PRL", "probability": 0.021810073405504227 }, { "start_logit": 2.9721271991729736, "end_logit": 2.29134202003479, "text": "bombing raids and planned destruction", "probability": 0.021511834114789963 } ], "57335fcad058e614000b5971": [ { "start_logit": 3.0112531185150146, "end_logit": 4.047872543334961, "text": "1950s and 1960s", "probability": 0.14591160416603088 }, { "start_logit": 3.3683929443359375, "end_logit": 3.574251651763916, "text": "Leopold Kronenberg Palace", "probability": 0.12986813485622406 }, { "start_logit": 2.6998026371002197, "end_logit": 4.047872543334961, "text": "19th century that had been preserved in reasonably reconstructible form were nonetheless eradicated in the 1950s and 1960s", "probability": 0.10686324536800385 }, { "start_logit": 3.0112531185150146, "end_logit": 3.574251651763916, "text": "1950s and 1960s (e.g. Leopold Kronenberg Palace", "probability": 0.09086543321609497 }, { "start_logit": 2.2100112438201904, "end_logit": 4.047872543334961, "text": "1960s", "probability": 0.06548094004392624 }, { "start_logit": 3.0112531185150146, "end_logit": 2.8909547328948975, "text": "1950s", "probability": 0.0458824597299099 }, { "start_logit": 2.834453821182251, "end_logit": 3.019822835922241, "text": "Second World War", "probability": 0.04373512789607048 }, { "start_logit": 2.2100112438201904, "end_logit": 3.574251651763916, "text": "1960s (e.g. Leopold Kronenberg Palace", "probability": 0.040777795016765594 }, { "start_logit": 3.3683929443359375, "end_logit": 2.285114049911499, "text": "Leopold Kronenberg Palace). Mass residential blocks were erected, with basic design typical of Eastern bloc countries", "probability": 0.03577975556254387 }, { "start_logit": 1.5992741584777832, "end_logit": 4.047872543334961, "text": "reasonably reconstructible form were nonetheless eradicated in the 1950s and 1960s", "probability": 0.03555290028452873 }, { "start_logit": 2.6998026371002197, "end_logit": 2.8909547328948975, "text": "19th century that had been preserved in reasonably reconstructible form were nonetheless eradicated in the 1950s", "probability": 0.03360357508063316 }, { "start_logit": 2.6998026371002197, "end_logit": 2.840244770050049, "text": "19th century", "probability": 0.031942032277584076 }, { "start_logit": 3.3683929443359375, "end_logit": 2.0898892879486084, "text": "Leopold Kronenberg Palace). Mass residential blocks", "probability": 0.029434209689497948 }, { "start_logit": 3.3683929443359375, "end_logit": 2.073965549468994, "text": "Leopold Kronenberg", "probability": 0.028969211503863335 }, { "start_logit": 2.834453821182251, "end_logit": 2.5134828090667725, "text": "Second World War, Warsaw was razed to the ground by bombing raids", "probability": 0.02635904960334301 }, { "start_logit": 3.0112531185150146, "end_logit": 2.285114049911499, "text": "1950s and 1960s (e.g. Leopold Kronenberg Palace). Mass residential blocks were erected, with basic design typical of Eastern bloc countries", "probability": 0.025034181773662567 }, { "start_logit": 1.5992741584777832, "end_logit": 3.574251651763916, "text": "reasonably reconstructible form were nonetheless eradicated in the 1950s and 1960s (e.g. Leopold Kronenberg Palace", "probability": 0.02214033342897892 }, { "start_logit": 2.277378797531128, "end_logit": 2.840244770050049, "text": "communist-ruled PRL. Most of the historical buildings were thoroughly reconstructed. However, some of the buildings from the 19th century", "probability": 0.020936591550707817 }, { "start_logit": 3.0112531185150146, "end_logit": 2.0898892879486084, "text": "1950s and 1960s (e.g. Leopold Kronenberg Palace). Mass residential blocks", "probability": 0.020594365894794464 }, { "start_logit": 3.0112531185150146, "end_logit": 2.073965549468994, "text": "1950s and 1960s (e.g. Leopold Kronenberg", "probability": 0.020269017666578293 } ], "57335fcad058e614000b5972": [ { "start_logit": 3.0163586139678955, "end_logit": 4.159641265869141, "text": "1950s and 1960s", "probability": 0.13851426541805267 }, { "start_logit": 3.5107779502868652, "end_logit": 3.5848701000213623, "text": "Leopold Kronenberg Palace", "probability": 0.12781980633735657 }, { "start_logit": 2.728670835494995, "end_logit": 4.159641265869141, "text": "19th century that had been preserved in reasonably reconstructible form were nonetheless eradicated in the 1950s and 1960s", "probability": 0.10388514399528503 }, { "start_logit": 3.0163586139678955, "end_logit": 3.5848701000213623, "text": "1950s and 1960s (e.g. Leopold Kronenberg Palace", "probability": 0.07796050608158112 }, { "start_logit": 2.326085090637207, "end_logit": 4.159641265869141, "text": "1960s", "probability": 0.06945645809173584 }, { "start_logit": 3.0163586139678955, "end_logit": 3.0515687465667725, "text": "1950s", "probability": 0.04573669657111168 }, { "start_logit": 2.866072654724121, "end_logit": 3.1049821376800537, "text": "bombing raids", "probability": 0.04151391610503197 }, { "start_logit": 3.5107779502868652, "end_logit": 2.4521424770355225, "text": "Leopold Kronenberg Palace). Mass residential blocks were erected, with basic design typical of Eastern bloc countries", "probability": 0.041177574545145035 }, { "start_logit": 2.326085090637207, "end_logit": 3.5848701000213623, "text": "1960s (e.g. Leopold Kronenberg Palace", "probability": 0.03909244015812874 }, { "start_logit": 1.6687520742416382, "end_logit": 4.159641265869141, "text": "reasonably reconstructible form were nonetheless eradicated in the 1950s and 1960s", "probability": 0.03599453344941139 }, { "start_logit": 3.5107779502868652, "end_logit": 2.2970335483551025, "text": "Leopold Kronenberg Palace). Mass residential blocks", "probability": 0.03526127338409424 }, { "start_logit": 2.728670835494995, "end_logit": 3.0515687465667725, "text": "19th century that had been preserved in reasonably reconstructible form were nonetheless eradicated in the 1950s", "probability": 0.03430233150720596 }, { "start_logit": 2.6641767024993896, "end_logit": 3.1049821376800537, "text": "Second World War, Warsaw was razed to the ground by bombing raids", "probability": 0.03392433375120163 }, { "start_logit": 2.6641767024993896, "end_logit": 2.9975016117095947, "text": "Second World War", "probability": 0.030467238277196884 }, { "start_logit": 3.5107779502868652, "end_logit": 2.1349503993988037, "text": "Leopold Kronenberg", "probability": 0.029985133558511734 }, { "start_logit": 2.728670835494995, "end_logit": 2.808959722518921, "text": "19th century", "probability": 0.026912856847047806 }, { "start_logit": 3.0163586139678955, "end_logit": 2.4521424770355225, "text": "1950s and 1960s (e.g. Leopold Kronenberg Palace). Mass residential blocks were erected, with basic design typical of Eastern bloc countries", "probability": 0.025115234777331352 }, { "start_logit": 3.0163586139678955, "end_logit": 2.2970335483551025, "text": "1950s and 1960s (e.g. Leopold Kronenberg Palace). Mass residential blocks", "probability": 0.02150672674179077 }, { "start_logit": 2.866072654724121, "end_logit": 2.428919553756714, "text": "bombing raids and planned destruction. After liberation, rebuilding began as in other cities of the communist-ruled PRL", "probability": 0.02111462876200676 }, { "start_logit": 1.6687520742416382, "end_logit": 3.5848701000213623, "text": "reasonably reconstructible form were nonetheless eradicated in the 1950s and 1960s (e.g. Leopold Kronenberg Palace", "probability": 0.020258929580450058 } ], "57335fcad058e614000b5973": [ { "start_logit": 3.2795159816741943, "end_logit": 3.646151065826416, "text": "Leopold Kronenberg Palace", "probability": 0.1499021351337433 }, { "start_logit": 2.813486099243164, "end_logit": 3.7288808822631836, "text": "1950s and 1960s", "probability": 0.10217458009719849 }, { "start_logit": 2.813486099243164, "end_logit": 3.646151065826416, "text": "1950s and 1960s (e.g. Leopold Kronenberg Palace", "probability": 0.09406188875436783 }, { "start_logit": 3.0633528232574463, "end_logit": 3.148771047592163, "text": "bombing raids", "probability": 0.07343786209821701 }, { "start_logit": 2.9478647708892822, "end_logit": 3.148771047592163, "text": "Second World War, Warsaw was razed to the ground by bombing raids", "probability": 0.06542808562517166 }, { "start_logit": 2.224055528640747, "end_logit": 3.7288808822631836, "text": "19th century that had been preserved in reasonably reconstructible form were nonetheless eradicated in the 1950s and 1960s", "probability": 0.05667039752006531 }, { "start_logit": 2.9478647708892822, "end_logit": 3.0013442039489746, "text": "Second World War", "probability": 0.05645957961678505 }, { "start_logit": 3.2795159816741943, "end_logit": 2.372958183288574, "text": "Leopold Kronenberg Palace). Mass residential blocks were erected, with basic design typical of Eastern bloc countries", "probability": 0.04196308180689812 }, { "start_logit": 1.9068666696548462, "end_logit": 3.7288808822631836, "text": "1960s", "probability": 0.04126700386404991 }, { "start_logit": 1.9068666696548462, "end_logit": 3.646151065826416, "text": "1960s (e.g. Leopold Kronenberg Palace", "probability": 0.037990402430295944 }, { "start_logit": 3.2795159816741943, "end_logit": 2.159991979598999, "text": "Leopold Kronenberg Palace). Mass residential blocks", "probability": 0.033913858234882355 }, { "start_logit": 3.0633528232574463, "end_logit": 2.3623201847076416, "text": "bombing raids and planned destruction. After liberation, rebuilding began as in other cities of the communist-ruled PRL", "probability": 0.03344789519906044 }, { "start_logit": 3.2795159816741943, "end_logit": 2.1300182342529297, "text": "Leopold Kronenberg", "probability": 0.03291242569684982 }, { "start_logit": 1.5562710762023926, "end_logit": 3.7288808822631836, "text": "reasonably reconstructible form were nonetheless eradicated in the 1950s and 1960s", "probability": 0.02906305342912674 }, { "start_logit": 2.0623888969421387, "end_logit": 3.148771047592163, "text": "the Second World War, Warsaw was razed to the ground by bombing raids", "probability": 0.026990246027708054 }, { "start_logit": 1.5562710762023926, "end_logit": 3.646151065826416, "text": "reasonably reconstructible form were nonetheless eradicated in the 1950s and 1960s (e.g. Leopold Kronenberg Palace", "probability": 0.026755444705486298 }, { "start_logit": 2.813486099243164, "end_logit": 2.372958183288574, "text": "1950s and 1960s (e.g. Leopold Kronenberg Palace). Mass residential blocks were erected, with basic design typical of Eastern bloc countries", "probability": 0.026331346482038498 }, { "start_logit": 1.9815322160720825, "end_logit": 3.148771047592163, "text": "turbulent history of the city and country. During the Second World War, Warsaw was razed to the ground by bombing raids", "probability": 0.024893810972571373 }, { "start_logit": 2.0623888969421387, "end_logit": 3.0013442039489746, "text": "the Second World War", "probability": 0.02329057827591896 }, { "start_logit": 1.9044229984283447, "end_logit": 3.148771047592163, "text": "Warsaw was razed to the ground by bombing raids", "probability": 0.023046405985951424 } ], "57335fcad058e614000b5974": [ { "start_logit": 3.034837484359741, "end_logit": 4.0817131996154785, "text": "1950s and 1960s", "probability": 0.14028029143810272 }, { "start_logit": 3.4189980030059814, "end_logit": 3.582681894302368, "text": "Leopold Kronenberg Palace", "probability": 0.12505729496479034 }, { "start_logit": 2.7239205837249756, "end_logit": 4.0817131996154785, "text": "19th century that had been preserved in reasonably reconstructible form were nonetheless eradicated in the 1950s and 1960s", "probability": 0.1027938574552536 }, { "start_logit": 3.034837484359741, "end_logit": 3.582681894302368, "text": "1950s and 1960s (e.g. Leopold Kronenberg Palace", "probability": 0.08516678959131241 }, { "start_logit": 2.2149503231048584, "end_logit": 4.0817131996154785, "text": "1960s", "probability": 0.06179085746407509 }, { "start_logit": 2.940779447555542, "end_logit": 3.0934455394744873, "text": "bombing raids", "probability": 0.04752790555357933 }, { "start_logit": 3.034837484359741, "end_logit": 2.9157679080963135, "text": "1950s", "probability": 0.04371527209877968 }, { "start_logit": 2.771682024002075, "end_logit": 3.0934455394744873, "text": "Second World War, Warsaw was razed to the ground by bombing raids", "probability": 0.04013383015990257 }, { "start_logit": 3.4189980030059814, "end_logit": 2.4159069061279297, "text": "Leopold Kronenberg Palace). Mass residential blocks were erected, with basic design typical of Eastern bloc countries", "probability": 0.03893901780247688 }, { "start_logit": 1.751702070236206, "end_logit": 4.0817131996154785, "text": "reasonably reconstructible form were nonetheless eradicated in the 1950s and 1960s", "probability": 0.03888105973601341 }, { "start_logit": 2.2149503231048584, "end_logit": 3.582681894302368, "text": "1960s (e.g. Leopold Kronenberg Palace", "probability": 0.037514373660087585 }, { "start_logit": 2.771682024002075, "end_logit": 2.9468445777893066, "text": "Second World War", "probability": 0.03466113284230232 }, { "start_logit": 2.7239205837249756, "end_logit": 2.9157679080963135, "text": "19th century that had been preserved in reasonably reconstructible form were nonetheless eradicated in the 1950s", "probability": 0.03203344717621803 }, { "start_logit": 3.034837484359741, "end_logit": 2.4159069061279297, "text": "1950s and 1960s (e.g. Leopold Kronenberg Palace). Mass residential blocks were erected, with basic design typical of Eastern bloc countries", "probability": 0.026518341153860092 }, { "start_logit": 3.4189980030059814, "end_logit": 2.0089824199676514, "text": "Leopold Kronenberg", "probability": 0.025921495631337166 }, { "start_logit": 2.7239205837249756, "end_logit": 2.6956474781036377, "text": "19th century", "probability": 0.02570434659719467 }, { "start_logit": 3.4189980030059814, "end_logit": 1.96499502658844, "text": "Leopold Kronenberg Palace). Mass residential blocks", "probability": 0.024805989116430283 }, { "start_logit": 1.751702070236206, "end_logit": 3.582681894302368, "text": "reasonably reconstructible form were nonetheless eradicated in the 1950s and 1960s (e.g. Leopold Kronenberg Palace", "probability": 0.023605413734912872 }, { "start_logit": 2.198857069015503, "end_logit": 3.0934455394744873, "text": "turbulent history of the city and country. During the Second World War, Warsaw was razed to the ground by bombing raids", "probability": 0.022632677108049393 }, { "start_logit": 2.940779447555542, "end_logit": 2.337463140487671, "text": "bombing raids and planned destruction. After liberation, rebuilding began as in other cities of the communist-ruled PRL", "probability": 0.022316688671708107 } ], "573361404776f4190066093c": [ { "start_logit": 3.470456600189209, "end_logit": 3.8407273292541504, "text": "majestic churches but also at the burgher houses and fortifications. The most significant buildings are St. John's Cathedral", "probability": 0.07911410927772522 }, { "start_logit": 3.400568962097168, "end_logit": 3.841231346130371, "text": "14th century), the temple is a typical example of the so-called Masovian gothic style, St. Mary's Church (1411", "probability": 0.07381098717451096 }, { "start_logit": 3.2902021408081055, "end_logit": 3.841231346130371, "text": "1411", "probability": 0.066098153591156 }, { "start_logit": 3.477701425552368, "end_logit": 3.632443428039551, "text": "Gunpowder Tower", "probability": 0.06470587104558945 }, { "start_logit": 3.1024961471557617, "end_logit": 3.8407273292541504, "text": "St. John's Cathedral", "probability": 0.054758403450250626 }, { "start_logit": 3.470456600189209, "end_logit": 3.4565072059631348, "text": "majestic churches but also at the burgher houses and fortifications", "probability": 0.05387524887919426 }, { "start_logit": 3.2902021408081055, "end_logit": 3.632443428039551, "text": "1411), a town house of Burbach family (14th century), Gunpowder Tower", "probability": 0.053643107414245605 }, { "start_logit": 3.477701425552368, "end_logit": 3.3668501377105713, "text": "Gunpowder Tower (after 1379", "probability": 0.04961330071091652 }, { "start_logit": 2.996535539627075, "end_logit": 3.841231346130371, "text": "Masovian gothic style, St. Mary's Church (1411", "probability": 0.04927781596779823 }, { "start_logit": 2.9359495639801025, "end_logit": 3.841231346130371, "text": "St. Mary's Church (1411", "probability": 0.046380914747714996 }, { "start_logit": 3.470456600189209, "end_logit": 3.258239507675171, "text": "majestic churches but also at the burgher houses and fortifications. The most significant buildings are St. John's Cathedral (14th century", "probability": 0.044185787439346313 }, { "start_logit": 2.865554094314575, "end_logit": 3.8407273292541504, "text": "Gothic architecture is represented in the majestic churches but also at the burgher houses and fortifications. The most significant buildings are St. John's Cathedral", "probability": 0.04320641607046127 }, { "start_logit": 3.2902021408081055, "end_logit": 3.3997902870178223, "text": "1411), a town house of Burbach family", "probability": 0.042508315294981 }, { "start_logit": 3.400568962097168, "end_logit": 3.2799506187438965, "text": "14th century), the temple is a typical example of the so-called Masovian gothic style, St. Mary's Church", "probability": 0.04210754856467247 }, { "start_logit": 3.400568962097168, "end_logit": 3.258239507675171, "text": "14th century", "probability": 0.04120320454239845 }, { "start_logit": 3.2902021408081055, "end_logit": 3.3668501377105713, "text": "1411), a town house of Burbach family (14th century), Gunpowder Tower (after 1379", "probability": 0.04113088548183441 }, { "start_logit": 2.996535539627075, "end_logit": 3.632443428039551, "text": "Masovian gothic style, St. Mary's Church (1411), a town house of Burbach family (14th century), Gunpowder Tower", "probability": 0.03999226540327072 }, { "start_logit": 2.9586706161499023, "end_logit": 3.632443428039551, "text": "14th century), Gunpowder Tower", "probability": 0.03850628063082695 }, { "start_logit": 2.8129475116729736, "end_logit": 3.771231174468994, "text": "Salwator tenement (1632). The most interesting examples of mannerist architecture are the Royal Castle", "probability": 0.03824016451835632 }, { "start_logit": 2.9359495639801025, "end_logit": 3.632443428039551, "text": "St. Mary's Church (1411), a town house of Burbach family (14th century), Gunpowder Tower", "probability": 0.03764123469591141 } ], "573361404776f4190066093d": [ { "start_logit": 3.372835636138916, "end_logit": 3.808650016784668, "text": "14th century), the temple is a typical example of the so-called Masovian gothic style, St. Mary's Church (1411", "probability": 0.07598752528429031 }, { "start_logit": 3.5268521308898926, "end_logit": 3.5707287788391113, "text": "majestic churches but also at the burgher houses and fortifications. The most significant buildings are St. John's Cathedral", "probability": 0.06987196207046509 }, { "start_logit": 3.2572779655456543, "end_logit": 3.808650016784668, "text": "1411", "probability": 0.06769494712352753 }, { "start_logit": 3.353123426437378, "end_logit": 3.6153178215026855, "text": "Gunpowder Tower", "probability": 0.061407044529914856 }, { "start_logit": 3.2572779655456543, "end_logit": 3.6153178215026855, "text": "1411), a town house of Burbach family (14th century), Gunpowder Tower", "probability": 0.05579472705721855 }, { "start_logit": 3.5268521308898926, "end_logit": 3.3351097106933594, "text": "majestic churches but also at the burgher houses and fortifications", "probability": 0.055204544216394424 }, { "start_logit": 3.5268521308898926, "end_logit": 3.2953319549560547, "text": "majestic churches but also at the burgher houses and fortifications. The most significant buildings are St. John's Cathedral (14th century", "probability": 0.05305173620581627 }, { "start_logit": 2.9457004070281982, "end_logit": 3.808650016784668, "text": "Masovian gothic style, St. Mary's Church (1411", "probability": 0.049572404474020004 }, { "start_logit": 3.353123426437378, "end_logit": 3.3419339656829834, "text": "Gunpowder Tower (after 1379", "probability": 0.0467185340821743 }, { "start_logit": 3.2572779655456543, "end_logit": 3.4261221885681152, "text": "1411), a town house of Burbach family", "probability": 0.04617708548903465 }, { "start_logit": 3.372835636138916, "end_logit": 3.30621337890625, "text": "14th century), the temple is a typical example of the so-called Masovian gothic style, St. Mary's Church", "probability": 0.04597660154104233 }, { "start_logit": 3.372835636138916, "end_logit": 3.2953319549560547, "text": "14th century", "probability": 0.045479025691747665 }, { "start_logit": 2.82015323638916, "end_logit": 3.808650016784668, "text": "St. Mary's Church (1411", "probability": 0.04372354969382286 }, { "start_logit": 3.2572779655456543, "end_logit": 3.3419339656829834, "text": "1411), a town house of Burbach family (14th century), Gunpowder Tower (after 1379", "probability": 0.042448654770851135 }, { "start_logit": 2.954608678817749, "end_logit": 3.6153178215026855, "text": "14th century), Gunpowder Tower", "probability": 0.04122355580329895 }, { "start_logit": 2.987189292907715, "end_logit": 3.5754055976867676, "text": "1562", "probability": 0.040922436863183975 }, { "start_logit": 2.9457004070281982, "end_logit": 3.6153178215026855, "text": "Masovian gothic style, St. Mary's Church (1411), a town house of Burbach family (14th century), Gunpowder Tower", "probability": 0.040857959538698196 }, { "start_logit": 2.803900957107544, "end_logit": 3.7509946823120117, "text": "Salwator tenement (1632). The most interesting examples of mannerist architecture are the Royal Castle", "probability": 0.040608566254377365 }, { "start_logit": 2.7631542682647705, "end_logit": 3.7509946823120117, "text": "Royal Castle", "probability": 0.03898715600371361 }, { "start_logit": 3.154221534729004, "end_logit": 3.3419339656829834, "text": "1379", "probability": 0.03829193487763405 } ], "573361404776f4190066093e": [ { "start_logit": 3.405886650085449, "end_logit": 3.797935962677002, "text": "14th century), the temple is a typical example of the so-called Masovian gothic style, St. Mary's Church (1411", "probability": 0.079436756670475 }, { "start_logit": 3.5165483951568604, "end_logit": 3.6548452377319336, "text": "majestic churches but also at the burgher houses and fortifications. The most significant buildings are St. John's Cathedral", "probability": 0.07690200954675674 }, { "start_logit": 3.283522367477417, "end_logit": 3.797935962677002, "text": "1411", "probability": 0.07028769701719284 }, { "start_logit": 3.439229965209961, "end_logit": 3.5240817070007324, "text": "Gunpowder Tower", "probability": 0.062455251812934875 }, { "start_logit": 3.1526222229003906, "end_logit": 3.797935962677002, "text": "Masovian gothic style, St. Mary's Church (1411", "probability": 0.06166377663612366 }, { "start_logit": 3.5165483951568604, "end_logit": 3.334200143814087, "text": "majestic churches but also at the burgher houses and fortifications", "probability": 0.055806320160627365 }, { "start_logit": 3.283522367477417, "end_logit": 3.5240817070007324, "text": "1411), a town house of Burbach family (14th century), Gunpowder Tower", "probability": 0.05344977229833603 }, { "start_logit": 3.439229965209961, "end_logit": 3.296416759490967, "text": "Gunpowder Tower (after 1379", "probability": 0.049738794565200806 }, { "start_logit": 3.5165483951568604, "end_logit": 3.21389102935791, "text": "majestic churches but also at the burgher houses and fortifications. The most significant buildings are St. John's Cathedral (14th century", "probability": 0.049480460584163666 }, { "start_logit": 3.1526222229003906, "end_logit": 3.5240817070007324, "text": "Masovian gothic style, St. Mary's Church (1411), a town house of Burbach family (14th century), Gunpowder Tower", "probability": 0.04689178615808487 }, { "start_logit": 3.405886650085449, "end_logit": 3.240248918533325, "text": "14th century), the temple is a typical example of the so-called Masovian gothic style, St. Mary's Church", "probability": 0.04548005759716034 }, { "start_logit": 3.405886650085449, "end_logit": 3.21389102935791, "text": "14th century", "probability": 0.04429696872830391 }, { "start_logit": 3.283522367477417, "end_logit": 3.296416759490967, "text": "1411), a town house of Burbach family (14th century), Gunpowder Tower (after 1379", "probability": 0.04256691783666611 }, { "start_logit": 3.283522367477417, "end_logit": 3.2630105018615723, "text": "1411), a town house of Burbach family", "probability": 0.04116841033101082 }, { "start_logit": 2.7020177841186523, "end_logit": 3.797935962677002, "text": "St. Mary's Church (1411", "probability": 0.039294809103012085 }, { "start_logit": 2.9132730960845947, "end_logit": 3.5240817070007324, "text": "14th century), Gunpowder Tower", "probability": 0.03691040724515915 }, { "start_logit": 3.0128588676452637, "end_logit": 3.4143760204315186, "text": "1562", "probability": 0.0365387462079525 }, { "start_logit": 2.7901456356048584, "end_logit": 3.6280336380004883, "text": "Salwator tenement (1632). The most interesting examples of mannerist architecture are the Royal Castle", "probability": 0.03620937466621399 }, { "start_logit": 3.1526222229003906, "end_logit": 3.2630105018615723, "text": "Masovian gothic style, St. Mary's Church (1411), a town house of Burbach family", "probability": 0.036117278039455414 }, { "start_logit": 3.1526222229003906, "end_logit": 3.240248918533325, "text": "Masovian gothic style, St. Mary's Church", "probability": 0.035304468125104904 } ], "573361404776f4190066093f": [ { "start_logit": 3.5135228633880615, "end_logit": 3.8658928871154785, "text": "majestic churches but also at the burgher houses and fortifications. The most significant buildings are St. John's Cathedral", "probability": 0.09231763333082199 }, { "start_logit": 3.316549301147461, "end_logit": 3.6820132732391357, "text": "14th century), the temple is a typical example of the so-called Masovian gothic style, St. Mary's Church (1411", "probability": 0.06307865679264069 }, { "start_logit": 3.063251256942749, "end_logit": 3.8658928871154785, "text": "St. John's Cathedral", "probability": 0.05884833633899689 }, { "start_logit": 3.245122194290161, "end_logit": 3.6820132732391357, "text": "1411", "probability": 0.05873026326298714 }, { "start_logit": 3.5135228633880615, "end_logit": 3.3914403915405273, "text": "majestic churches but also at the burgher houses and fortifications", "probability": 0.057442426681518555 }, { "start_logit": 3.303591012954712, "end_logit": 3.579103469848633, "text": "Gunpowder Tower", "probability": 0.05617735907435417 }, { "start_logit": 3.245122194290161, "end_logit": 3.579103469848633, "text": "1411), a town house of Burbach family (14th century), Gunpowder Tower", "probability": 0.05298691987991333 }, { "start_logit": 3.1392757892608643, "end_logit": 3.6820132732391357, "text": "Masovian gothic style, St. Mary's Church (1411", "probability": 0.05283156409859657 }, { "start_logit": 3.303591012954712, "end_logit": 3.443019390106201, "text": "Gunpowder Tower (after 1379", "probability": 0.04902989789843559 }, { "start_logit": 3.1392757892608643, "end_logit": 3.579103469848633, "text": "Masovian gothic style, St. Mary's Church (1411), a town house of Burbach family (14th century), Gunpowder Tower", "probability": 0.0476650595664978 }, { "start_logit": 3.316549301147461, "end_logit": 3.3906424045562744, "text": "14th century), the temple is a typical example of the so-called Masovian gothic style, St. Mary's Church", "probability": 0.04713477939367294 }, { "start_logit": 3.245122194290161, "end_logit": 3.443019390106201, "text": "1411), a town house of Burbach family (14th century), Gunpowder Tower (after 1379", "probability": 0.04624537378549576 }, { "start_logit": 2.749981164932251, "end_logit": 3.8658928871154785, "text": "Gothic architecture is represented in the majestic churches but also at the burgher houses and fortifications. The most significant buildings are St. John's Cathedral", "probability": 0.04302123934030533 }, { "start_logit": 3.5135228633880615, "end_logit": 3.084962844848633, "text": "majestic churches but also at the burgher houses and fortifications. The most significant buildings are St. John's Cathedral (14th century", "probability": 0.04227963462471962 }, { "start_logit": 3.0007376670837402, "end_logit": 3.5788509845733643, "text": "1562", "probability": 0.041488178074359894 }, { "start_logit": 2.8078622817993164, "end_logit": 3.744188070297241, "text": "Salwator tenement (1632). The most interesting examples of mannerist architecture are the Royal Castle", "probability": 0.040361251682043076 }, { "start_logit": 3.1392757892608643, "end_logit": 3.3906424045562744, "text": "Masovian gothic style, St. Mary's Church", "probability": 0.03947777301073074 }, { "start_logit": 2.7879958152770996, "end_logit": 3.6820132732391357, "text": "St. Mary's Church (1411", "probability": 0.03718213737010956 }, { "start_logit": 2.8853681087493896, "end_logit": 3.579103469848633, "text": "14th century), Gunpowder Tower", "probability": 0.036976829171180725 }, { "start_logit": 3.0146095752716064, "end_logit": 3.443019390106201, "text": "1379", "probability": 0.036724671721458435 } ], "573361404776f41900660940": [ { "start_logit": 3.610664129257202, "end_logit": 3.7989156246185303, "text": "majestic churches but also at the burgher houses and fortifications. The most significant buildings are St. John's Cathedral", "probability": 0.0874021053314209 }, { "start_logit": 3.3707804679870605, "end_logit": 3.8335118293762207, "text": "14th century), the temple is a typical example of the so-called Masovian gothic style, St. Mary's Church (1411", "probability": 0.07118143141269684 }, { "start_logit": 3.2827014923095703, "end_logit": 3.8335118293762207, "text": "1411", "probability": 0.06518001854419708 }, { "start_logit": 3.433589458465576, "end_logit": 3.598569631576538, "text": "Gunpowder Tower", "probability": 0.05992528423666954 }, { "start_logit": 3.1494297981262207, "end_logit": 3.8335118293762207, "text": "Masovian gothic style, St. Mary's Church (1411", "probability": 0.05704732984304428 }, { "start_logit": 3.1376826763153076, "end_logit": 3.7989156246185303, "text": "St. John's Cathedral", "probability": 0.05446389317512512 }, { "start_logit": 3.610664129257202, "end_logit": 3.315977096557617, "text": "majestic churches but also at the burgher houses and fortifications", "probability": 0.05392429605126381 }, { "start_logit": 3.2827014923095703, "end_logit": 3.598569631576538, "text": "1411), a town house of Burbach family (14th century), Gunpowder Tower", "probability": 0.05153241381049156 }, { "start_logit": 3.610664129257202, "end_logit": 3.22475004196167, "text": "majestic churches but also at the burgher houses and fortifications. The most significant buildings are St. John's Cathedral (14th century", "probability": 0.04922262951731682 }, { "start_logit": 3.433589458465576, "end_logit": 3.365086078643799, "text": "Gunpowder Tower (after 1379", "probability": 0.0474470891058445 }, { "start_logit": 2.957115411758423, "end_logit": 3.8335118293762207, "text": "St. Mary's Church (1411", "probability": 0.047066763043403625 }, { "start_logit": 3.1494297981262207, "end_logit": 3.598569631576538, "text": "Masovian gothic style, St. Mary's Church (1411), a town house of Burbach family (14th century), Gunpowder Tower", "probability": 0.0451025515794754 }, { "start_logit": 3.3707804679870605, "end_logit": 3.3105783462524414, "text": "14th century), the temple is a typical example of the so-called Masovian gothic style, St. Mary's Church", "probability": 0.04219485819339752 }, { "start_logit": 3.2827014923095703, "end_logit": 3.3795366287231445, "text": "1411), a town house of Burbach family", "probability": 0.041395727545022964 }, { "start_logit": 3.2827014923095703, "end_logit": 3.365086078643799, "text": "1411), a town house of Burbach family (14th century), Gunpowder Tower (after 1379", "probability": 0.040801841765642166 }, { "start_logit": 3.3707804679870605, "end_logit": 3.22475004196167, "text": "14th century", "probability": 0.03872440755367279 }, { "start_logit": 2.957115411758423, "end_logit": 3.598569631576538, "text": "St. Mary's Church (1411), a town house of Burbach family (14th century), Gunpowder Tower", "probability": 0.03721175342798233 }, { "start_logit": 3.186694860458374, "end_logit": 3.365086078643799, "text": "1379", "probability": 0.037066750228405 }, { "start_logit": 2.9462528228759766, "end_logit": 3.598569631576538, "text": "14th century), Gunpowder Tower", "probability": 0.036809731274843216 }, { "start_logit": 3.032503366470337, "end_logit": 3.4983510971069336, "text": "1562", "probability": 0.03629913553595543 } ], "573362b94776f41900660974": [ { "start_logit": 3.1107382774353027, "end_logit": 3.804428815841675, "text": "Wilan\u00f3w Palace", "probability": 0.0666554719209671 }, { "start_logit": 3.105936288833618, "end_logit": 3.804428815841675, "text": "1677\u20131683), Wilan\u00f3w Palace", "probability": 0.06633618474006653 }, { "start_logit": 3.112360715866089, "end_logit": 3.7425765991210938, "text": "1696) and St. Kazimierz Church (1688\u20131692", "probability": 0.06275936961174011 }, { "start_logit": 3.1107382774353027, "end_logit": 3.7425765991210938, "text": "Wilan\u00f3w Palace (1677\u20131696) and St. Kazimierz Church (1688\u20131692", "probability": 0.06265760958194733 }, { "start_logit": 3.105936288833618, "end_logit": 3.7425765991210938, "text": "1677\u20131683), Wilan\u00f3w Palace (1677\u20131696) and St. Kazimierz Church (1688\u20131692", "probability": 0.06235743686556816 }, { "start_logit": 3.0765020847320557, "end_logit": 3.7425765991210938, "text": "1677\u20131696) and St. Kazimierz Church (1688\u20131692", "probability": 0.06054874509572983 }, { "start_logit": 2.9666836261749268, "end_logit": 3.7407546043395996, "text": "noble palaces and churches during the later decades of the 17th century. One of the best examples of this architecture are Krasi\u0144ski Palace", "probability": 0.054152749478816986 }, { "start_logit": 2.8934812545776367, "end_logit": 3.7425765991210938, "text": "1688\u20131692", "probability": 0.05042203143239021 }, { "start_logit": 2.8820576667785645, "end_logit": 3.7407546043395996, "text": "numerous noble palaces and churches during the later decades of the 17th century. One of the best examples of this architecture are Krasi\u0144ski Palace", "probability": 0.04975856468081474 }, { "start_logit": 2.8164193630218506, "end_logit": 3.804428815841675, "text": "17th century. One of the best examples of this architecture are Krasi\u0144ski Palace (1677\u20131683), Wilan\u00f3w Palace", "probability": 0.049660928547382355 }, { "start_logit": 3.105936288833618, "end_logit": 3.4542860984802246, "text": "1677\u20131683", "probability": 0.04673965647816658 }, { "start_logit": 2.8164193630218506, "end_logit": 3.7407546043395996, "text": "17th century. One of the best examples of this architecture are Krasi\u0144ski Palace", "probability": 0.04659736901521683 }, { "start_logit": 2.673273801803589, "end_logit": 3.804428815841675, "text": "1683), Wilan\u00f3w Palace", "probability": 0.043037548661231995 }, { "start_logit": 2.6556448936462402, "end_logit": 3.804428815841675, "text": "Krasi\u0144ski Palace (1677\u20131683), Wilan\u00f3w Palace", "probability": 0.042285483330488205 }, { "start_logit": 2.673273801803589, "end_logit": 3.7425765991210938, "text": "1683), Wilan\u00f3w Palace (1677\u20131696) and St. Kazimierz Church (1688\u20131692", "probability": 0.040456242859363556 }, { "start_logit": 2.6556448936462402, "end_logit": 3.7407546043395996, "text": "Krasi\u0144ski Palace", "probability": 0.03967692703008652 }, { "start_logit": 3.112360715866089, "end_logit": 3.277045488357544, "text": "1696", "probability": 0.03940041735768318 }, { "start_logit": 3.1107382774353027, "end_logit": 3.277045488357544, "text": "Wilan\u00f3w Palace (1677\u20131696", "probability": 0.039336562156677246 }, { "start_logit": 3.105936288833618, "end_logit": 3.277045488357544, "text": "1677\u20131683), Wilan\u00f3w Palace (1677\u20131696", "probability": 0.03914811089634895 }, { "start_logit": 3.0765020847320557, "end_logit": 3.277045488357544, "text": "1677\u20131696", "probability": 0.038012612611055374 } ], "573362b94776f41900660975": [ { "start_logit": 3.174851894378662, "end_logit": 3.8729264736175537, "text": "Wilan\u00f3w Palace", "probability": 0.07147035002708435 }, { "start_logit": 3.174851894378662, "end_logit": 3.836394786834717, "text": "Wilan\u00f3w Palace (1677\u20131696) and St. Kazimierz Church (1688\u20131692", "probability": 0.06890654563903809 }, { "start_logit": 3.164206027984619, "end_logit": 3.836394786834717, "text": "1696) and St. Kazimierz Church (1688\u20131692", "probability": 0.06817686557769775 }, { "start_logit": 3.0504062175750732, "end_logit": 3.8729264736175537, "text": "1677\u20131683), Wilan\u00f3w Palace", "probability": 0.06310734897851944 }, { "start_logit": 3.0504062175750732, "end_logit": 3.836394786834717, "text": "1677\u20131683), Wilan\u00f3w Palace (1677\u20131696) and St. Kazimierz Church (1688\u20131692", "probability": 0.060843512415885925 }, { "start_logit": 3.0197360515594482, "end_logit": 3.836394786834717, "text": "1677\u20131696) and St. Kazimierz Church (1688\u20131692", "probability": 0.05900575965642929 }, { "start_logit": 2.8985958099365234, "end_logit": 3.8801047801971436, "text": "noble palaces and churches during the later decades of the 17th century. One of the best examples of this architecture are Krasi\u0144ski Palace", "probability": 0.05460936576128006 }, { "start_logit": 2.91676926612854, "end_logit": 3.836394786834717, "text": "1688\u20131692", "probability": 0.053232479840517044 }, { "start_logit": 2.771379232406616, "end_logit": 3.8801047801971436, "text": "17th century. One of the best examples of this architecture are Krasi\u0144ski Palace", "probability": 0.048085879534482956 }, { "start_logit": 2.771379232406616, "end_logit": 3.8729264736175537, "text": "17th century. One of the best examples of this architecture are Krasi\u0144ski Palace (1677\u20131683), Wilan\u00f3w Palace", "probability": 0.04774193838238716 }, { "start_logit": 2.7249326705932617, "end_logit": 3.8801047801971436, "text": "numerous noble palaces and churches during the later decades of the 17th century. One of the best examples of this architecture are Krasi\u0144ski Palace", "probability": 0.045903533697128296 }, { "start_logit": 2.7188873291015625, "end_logit": 3.8729264736175537, "text": "1683), Wilan\u00f3w Palace", "probability": 0.045300520956516266 }, { "start_logit": 2.7188873291015625, "end_logit": 3.836394786834717, "text": "1683), Wilan\u00f3w Palace (1677\u20131696) and St. Kazimierz Church (1688\u20131692", "probability": 0.04367547109723091 }, { "start_logit": 3.0504062175750732, "end_logit": 3.4636037349700928, "text": "1677\u20131683", "probability": 0.04190957918763161 }, { "start_logit": 3.174851894378662, "end_logit": 3.29754638671875, "text": "Wilan\u00f3w Palace (1677\u20131696", "probability": 0.04020144045352936 }, { "start_logit": 3.164206027984619, "end_logit": 3.29754638671875, "text": "1696", "probability": 0.03977573290467262 }, { "start_logit": 2.567216157913208, "end_logit": 3.8801047801971436, "text": "Krasi\u0144ski Palace", "probability": 0.03920583054423332 }, { "start_logit": 2.567216157913208, "end_logit": 3.8729264736175537, "text": "Krasi\u0144ski Palace (1677\u20131683), Wilan\u00f3w Palace", "probability": 0.0389254055917263 }, { "start_logit": 3.0504062175750732, "end_logit": 3.29754638671875, "text": "1677\u20131683), Wilan\u00f3w Palace (1677\u20131696", "probability": 0.03549732640385628 }, { "start_logit": 3.0197360515594482, "end_logit": 3.29754638671875, "text": "1677\u20131696", "probability": 0.03442514315247536 } ], "573362b94776f41900660976": [ { "start_logit": 3.166022777557373, "end_logit": 3.7890467643737793, "text": "1696) and St. Kazimierz Church (1688\u20131692", "probability": 0.06806487590074539 }, { "start_logit": 3.1499416828155518, "end_logit": 3.7890467643737793, "text": "Wilan\u00f3w Palace (1677\u20131696) and St. Kazimierz Church (1688\u20131692", "probability": 0.06697908788919449 }, { "start_logit": 3.1499416828155518, "end_logit": 3.759427070617676, "text": "Wilan\u00f3w Palace", "probability": 0.0650242492556572 }, { "start_logit": 3.0812160968780518, "end_logit": 3.7890467643737793, "text": "1677\u20131696) and St. Kazimierz Church (1688\u20131692", "probability": 0.0625305250287056 }, { "start_logit": 3.0765345096588135, "end_logit": 3.7890467643737793, "text": "1677\u20131683), Wilan\u00f3w Palace (1677\u20131696) and St. Kazimierz Church (1688\u20131692", "probability": 0.06223846599459648 }, { "start_logit": 3.0765345096588135, "end_logit": 3.759427070617676, "text": "1677\u20131683), Wilan\u00f3w Palace", "probability": 0.060421984642744064 }, { "start_logit": 2.955720901489258, "end_logit": 3.7890467643737793, "text": "1688\u20131692", "probability": 0.05515566095709801 }, { "start_logit": 2.8745129108428955, "end_logit": 3.8175244331359863, "text": "noble palaces and churches during the later decades of the 17th century. 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One of the best examples of this architecture are Krasi\u0144ski Palace", "probability": 0.043884798884391785 }, { "start_logit": 2.7232067584991455, "end_logit": 3.7890467643737793, "text": "1683), Wilan\u00f3w Palace (1677\u20131696) and St. Kazimierz Church (1688\u20131692", "probability": 0.04371299967169762 }, { "start_logit": 2.7232067584991455, "end_logit": 3.759427070617676, "text": "1683), Wilan\u00f3w Palace", "probability": 0.04243720322847366 }, { "start_logit": 2.6467268466949463, "end_logit": 3.8175244331359863, "text": "Krasi\u0144ski Palace", "probability": 0.0416642464697361 }, { "start_logit": 2.6467268466949463, "end_logit": 3.759427070617676, "text": "Krasi\u0144ski Palace (1677\u20131683), Wilan\u00f3w Palace", "probability": 0.039312612265348434 }, { "start_logit": 3.166022777557373, "end_logit": 3.211965560913086, "text": "1696) and St. Kazimierz Church", "probability": 0.038220807909965515 }, { "start_logit": 2.8314876556396484, "end_logit": 3.539275646209717, "text": "17th century. One of the best examples of this architecture are Krasi\u0144ski Palace (1677\u20131683", "probability": 0.03794565796852112 }, { "start_logit": 3.1499416828155518, "end_logit": 3.211965560913086, "text": "Wilan\u00f3w Palace (1677\u20131696) and St. Kazimierz Church", "probability": 0.03761108219623566 }, { "start_logit": 2.5450940132141113, "end_logit": 3.7890467643737793, "text": "St. Kazimierz Church (1688\u20131692", "probability": 0.0365811251103878 } ], "573362b94776f41900660977": [ { "start_logit": 3.150385618209839, "end_logit": 3.8335673809051514, "text": "Wilan\u00f3w Palace", "probability": 0.07296114414930344 }, { "start_logit": 3.150385618209839, "end_logit": 3.7156481742858887, "text": "Wilan\u00f3w Palace (1677\u20131696) and St. Kazimierz Church (1688\u20131692", "probability": 0.064845509827137 }, { "start_logit": 2.9922945499420166, "end_logit": 3.8335673809051514, "text": "1677\u20131683), Wilan\u00f3w Palace", "probability": 0.0622921884059906 }, { "start_logit": 3.0644662380218506, "end_logit": 3.7156481742858887, "text": "1696) and St. Kazimierz Church (1688\u20131692", "probability": 0.05950666218996048 }, { "start_logit": 2.9922945499420166, "end_logit": 3.7156481742858887, "text": "1677\u20131683), Wilan\u00f3w Palace (1677\u20131696) and St. Kazimierz Church (1688\u20131692", "probability": 0.055363308638334274 }, { "start_logit": 2.862795829772949, "end_logit": 3.8335673809051514, "text": "17th century. One of the best examples of this architecture are Krasi\u0144ski Palace (1677\u20131683), Wilan\u00f3w Palace", "probability": 0.054725922644138336 }, { "start_logit": 2.862795829772949, "end_logit": 3.805114269256592, "text": "17th century. One of the best examples of this architecture are Krasi\u0144ski Palace", "probability": 0.05319073051214218 }, { "start_logit": 2.941481351852417, "end_logit": 3.7156481742858887, "text": "1677\u20131696) and St. Kazimierz Church (1688\u20131692", "probability": 0.05262036994099617 }, { "start_logit": 2.834195852279663, "end_logit": 3.805114269256592, "text": "noble palaces and churches during the later decades of the 17th century. 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One of the best examples of this architecture are Krasi\u0144ski Palace", "probability": 0.04520293325185776 }, { "start_logit": 2.6701691150665283, "end_logit": 3.8335673809051514, "text": "1683), Wilan\u00f3w Palace", "probability": 0.045137375593185425 }, { "start_logit": 2.6726417541503906, "end_logit": 3.805114269256592, "text": "Krasi\u0144ski Palace", "probability": 0.04397978261113167 }, { "start_logit": 3.150385618209839, "end_logit": 3.2865288257598877, "text": "Wilan\u00f3w Palace (1677\u20131696", "probability": 0.04221976920962334 }, { "start_logit": 2.862795829772949, "end_logit": 3.5348572731018066, "text": "17th century. One of the best examples of this architecture are Krasi\u0144ski Palace (1677\u20131683", "probability": 0.040594276040792465 }, { "start_logit": 2.6701691150665283, "end_logit": 3.7156481742858887, "text": "1683), Wilan\u00f3w Palace (1677\u20131696) and St. Kazimierz Church (1688\u20131692", "probability": 0.04011665657162666 }, { "start_logit": 3.0644662380218506, "end_logit": 3.2865288257598877, "text": "1696", "probability": 0.03874374181032181 }, { "start_logit": 3.150385618209839, "end_logit": 3.1988165378570557, "text": "Wilan\u00f3w Palace (1677\u20131696) and St. Kazimierz Church", "probability": 0.038674335926771164 } ], "573362b94776f41900660978": [ { "start_logit": 3.2439699172973633, "end_logit": 3.7631564140319824, "text": "Wilan\u00f3w Palace", "probability": 0.07384400069713593 }, { "start_logit": 3.2439699172973633, "end_logit": 3.7464451789855957, "text": "Wilan\u00f3w Palace (1677\u20131696) and St. Kazimierz Church (1688\u20131692", "probability": 0.07262022793292999 }, { "start_logit": 3.1141719818115234, "end_logit": 3.7464451789855957, "text": "1696) and St. Kazimierz Church (1688\u20131692", "probability": 0.06378037482500076 }, { "start_logit": 2.9814610481262207, "end_logit": 3.7631564140319824, "text": "1677\u20131683), Wilan\u00f3w Palace", "probability": 0.05679485946893692 }, { "start_logit": 2.9814610481262207, "end_logit": 3.7464451789855957, "text": "1677\u20131683), Wilan\u00f3w Palace (1677\u20131696) and St. Kazimierz Church (1688\u20131692", "probability": 0.05585363134741783 }, { "start_logit": 3.2439699172973633, "end_logit": 3.430891990661621, "text": "Wilan\u00f3w Palace (1677\u20131696", "probability": 0.05296811833977699 }, { "start_logit": 2.912590980529785, "end_logit": 3.7464451789855957, "text": "1677\u20131696) and St. Kazimierz Church (1688\u20131692", "probability": 0.05213646590709686 }, { "start_logit": 2.874962091445923, "end_logit": 3.7464451789855957, "text": "1688\u20131692", "probability": 0.050211090594530106 }, { "start_logit": 2.8347856998443604, "end_logit": 3.7631564140319824, "text": "1683), Wilan\u00f3w Palace", "probability": 0.0490465946495533 }, { "start_logit": 2.8347856998443604, "end_logit": 3.7464451789855957, "text": "1683), Wilan\u00f3w Palace (1677\u20131696) and St. Kazimierz Church (1688\u20131692", "probability": 0.04823377728462219 }, { "start_logit": 2.9814610481262207, "end_logit": 3.578256607055664, "text": "1677\u20131683", "probability": 0.04720718413591385 }, { "start_logit": 3.1141719818115234, "end_logit": 3.430891990661621, "text": "1696", "probability": 0.04652046784758568 }, { "start_logit": 2.769364833831787, "end_logit": 3.7631564140319824, "text": "17th century. One of the best examples of this architecture are Krasi\u0144ski Palace (1677\u20131683), Wilan\u00f3w Palace", "probability": 0.045940618962049484 }, { "start_logit": 2.8400051593780518, "end_logit": 3.6374423503875732, "text": "noble palaces and churches during the later decades of the 17th century. One of the best examples of this architecture are Krasi\u0144ski Palace", "probability": 0.04347890615463257 }, { "start_logit": 2.6543362140655518, "end_logit": 3.7631564140319824, "text": "Krasi\u0144ski Palace (1677\u20131683), Wilan\u00f3w Palace", "probability": 0.04094875603914261 }, { "start_logit": 2.8347856998443604, "end_logit": 3.578256607055664, "text": "1683", "probability": 0.04076690599322319 }, { "start_logit": 2.9814610481262207, "end_logit": 3.430891990661621, "text": "1677\u20131683), Wilan\u00f3w Palace (1677\u20131696", "probability": 0.040738824754953384 }, { "start_logit": 2.769364833831787, "end_logit": 3.6374423503875732, "text": "17th century. One of the best examples of this architecture are Krasi\u0144ski Palace", "probability": 0.040513504296541214 }, { "start_logit": 3.1368494033813477, "end_logit": 3.243781805038452, "text": "Visitationist Church (fa\u00e7ade 1728\u20131761", "probability": 0.03946680203080177 }, { "start_logit": 3.2439699172973633, "end_logit": 3.122939348220825, "text": "Wilan\u00f3w Palace (1677\u20131696) and St. Kazimierz Church", "probability": 0.03892891854047775 } ], "5733638fd058e614000b59e8": [ { "start_logit": 3.3424575328826904, "end_logit": 3.7353875637054443, "text": "Saxon Palace and the Br\u00fchl Palace", "probability": 0.10876435041427612 }, { "start_logit": 3.503620147705078, "end_logit": 3.361809015274048, "text": "Palais Garnier in Paris). Despite that the Warsaw University of Technology building (1899\u20131902", "probability": 0.08794990926980972 }, { "start_logit": 3.3424575328826904, "end_logit": 3.401340961456299, "text": "Saxon Palace", "probability": 0.077877476811409 }, { "start_logit": 3.1409494876861572, "end_logit": 3.361809015274048, "text": "Warsaw Philharmony edifice originally inspired by Palais Garnier in Paris). Despite that the Warsaw University of Technology building (1899\u20131902", "probability": 0.06119692698121071 }, { "start_logit": 3.030365467071533, "end_logit": 3.361809015274048, "text": "1899\u20131902", "probability": 0.054790303111076355 }, { "start_logit": 2.638286590576172, "end_logit": 3.7353875637054443, "text": "Br\u00fchl Palace", "probability": 0.053785983473062515 }, { "start_logit": 3.503620147705078, "end_logit": 2.7402496337890625, "text": "Palais Garnier in Paris). Despite that the Warsaw University of Technology building", "probability": 0.04723845422267914 }, { "start_logit": 3.503620147705078, "end_logit": 2.7129111289978027, "text": "Palais Garnier in Paris", "probability": 0.045964520424604416 }, { "start_logit": 3.470473051071167, "end_logit": 2.7402496337890625, "text": "socialist realism style (like Warsaw Philharmony edifice originally inspired by Palais Garnier in Paris). Despite that the Warsaw University of Technology building", "probability": 0.045698314905166626 }, { "start_logit": 3.470473051071167, "end_logit": 2.7129111289978027, "text": "socialist realism style (like Warsaw Philharmony edifice originally inspired by Palais Garnier in Paris", "probability": 0.04446589574217796 }, { "start_logit": 3.030365467071533, "end_logit": 3.114363670349121, "text": "1899\u20131902) is the most interesting of the late 19th-century architecture. Some 19th-century buildings in the Praga district", "probability": 0.042779866605997086 }, { "start_logit": 2.7429749965667725, "end_logit": 3.361809015274048, "text": "Warsaw University of Technology building (1899\u20131902", "probability": 0.04110470414161682 }, { "start_logit": 3.503620147705078, "end_logit": 2.542093515396118, "text": "Palais Garnier", "probability": 0.038746945559978485 }, { "start_logit": 3.470473051071167, "end_logit": 2.542093515396118, "text": "socialist realism style (like Warsaw Philharmony edifice originally inspired by Palais Garnier", "probability": 0.03748365864157677 }, { "start_logit": 2.8946385383605957, "end_logit": 3.114363670349121, "text": "Praga district", "probability": 0.03735029324889183 }, { "start_logit": 3.470473051071167, "end_logit": 2.5317537784576416, "text": "socialist realism", "probability": 0.03709808737039566 }, { "start_logit": 2.627408504486084, "end_logit": 3.361809015274048, "text": "Paris). Despite that the Warsaw University of Technology building (1899\u20131902", "probability": 0.03661859780550003 }, { "start_logit": 2.5745699405670166, "end_logit": 3.401340961456299, "text": "Vistula\u2019s right bank) have been restored although many have been poorly maintained. Warsaw\u2019s municipal government authorities have decided to rebuild the Saxon Palace", "probability": 0.03613455593585968 }, { "start_logit": 3.1409494876861572, "end_logit": 2.7402496337890625, "text": "Warsaw Philharmony edifice originally inspired by Palais Garnier in Paris). 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Despite that the Warsaw University of Technology building (1899\u20131902", "probability": 0.05792609602212906 }, { "start_logit": 2.5650835037231445, "end_logit": 3.8076982498168945, "text": "Br\u00fchl Palace", "probability": 0.054992642253637314 }, { "start_logit": 2.982313394546509, "end_logit": 3.312666177749634, "text": "1899\u20131902", "probability": 0.050876304507255554 }, { "start_logit": 3.491175889968872, "end_logit": 2.678516149520874, "text": "Palais Garnier in Paris). Despite that the Warsaw University of Technology building", "probability": 0.04488527402281761 }, { "start_logit": 2.982313394546509, "end_logit": 3.1679763793945312, "text": "1899\u20131902) is the most interesting of the late 19th-century architecture. Some 19th-century buildings in the Praga district", "probability": 0.04402277618646622 }, { "start_logit": 3.4492111206054688, "end_logit": 2.678516149520874, "text": "socialist realism style (like Warsaw Philharmony edifice originally inspired by Palais Garnier in Paris). Despite that the Warsaw University of Technology building", "probability": 0.04304065555334091 }, { "start_logit": 3.0036380290985107, "end_logit": 3.122978687286377, "text": "Kronenberg Palace and Insurance Company Rosja building", "probability": 0.04299286752939224 }, { "start_logit": 3.491175889968872, "end_logit": 2.581186056137085, "text": "Palais Garnier", "probability": 0.04072245582938194 }, { "start_logit": 2.502098560333252, "end_logit": 3.52953839302063, "text": "Vistula\u2019s right bank) have been restored although many have been poorly maintained. Warsaw\u2019s municipal government authorities have decided to rebuild the Saxon Palace", "probability": 0.03909735754132271 }, { "start_logit": 3.4492111206054688, "end_logit": 2.581186056137085, "text": "socialist realism style (like Warsaw Philharmony edifice originally inspired by Palais Garnier", "probability": 0.03904891759157181 }, { "start_logit": 2.6938772201538086, "end_logit": 3.312666177749634, "text": "Warsaw University of Technology building (1899\u20131902", "probability": 0.038128457963466644 }, { "start_logit": 3.491175889968872, "end_logit": 2.5053653717041016, "text": "Palais Garnier in Paris", "probability": 0.03774899244308472 }, { "start_logit": 2.6838464736938477, "end_logit": 3.312666177749634, "text": "Paris). 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Despite that the Warsaw University of Technology building (1899\u20131902", "probability": 0.09107352048158646 }, { "start_logit": 3.239229440689087, "end_logit": 3.6214280128479004, "text": "Saxon Palace", "probability": 0.0838128849864006 }, { "start_logit": 3.061718463897705, "end_logit": 3.3747668266296387, "text": "Warsaw Philharmony edifice originally inspired by Palais Garnier in Paris). 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Despite that the Warsaw University of Technology building", "probability": 0.04378551244735718 }, { "start_logit": 2.7938342094421387, "end_logit": 3.3747668266296387, "text": "Paris). Despite that the Warsaw University of Technology building (1899\u20131902", "probability": 0.04195217043161392 }, { "start_logit": 3.5689711570739746, "end_logit": 2.5926012992858887, "text": "Palais Garnier", "probability": 0.04165833815932274 }, { "start_logit": 3.4237303733825684, "end_logit": 2.7298367023468018, "text": "socialist realism style (like Warsaw Philharmony edifice originally inspired by Palais Garnier in Paris", "probability": 0.041326191276311874 }, { "start_logit": 3.0000991821289062, "end_logit": 3.1368541717529297, "text": "Kronenberg Palace and Insurance Company Rosja building", "probability": 0.04064526781439781 }, { "start_logit": 2.5056264400482178, "end_logit": 3.6214280128479004, "text": "Vistula\u2019s right bank) have been restored although many have been poorly maintained. 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Warsaw has also two botanic gardens: by the \u0141azienki park", "probability": 0.08255070447921753 }, { "start_logit": 2.6873176097869873, "end_logit": 3.246588945388794, "text": "\u0141azienki park", "probability": 0.07662885636091232 }, { "start_logit": 2.291987180709839, "end_logit": 3.529458522796631, "text": "Powsin", "probability": 0.06847801059484482 }, { "start_logit": 2.4828810691833496, "end_logit": 3.3244788646698, "text": "Bielany Forest", "probability": 0.06752019375562668 }, { "start_logit": 2.582820177078247, "end_logit": 3.1245055198669434, "text": "Kampinos Forest", "probability": 0.061092738062143326 }, { "start_logit": 2.7617568969726562, "end_logit": 2.938183307647705, "text": "Kabaty Forest", "probability": 0.060643184930086136 }, { "start_logit": 2.31792950630188, "end_logit": 3.3244788646698, "text": "natural forests, wetlands along the Vistula) as well as arable land, meadows and forests. Bielany Forest", "probability": 0.057252734899520874 }, { "start_logit": 2.359302282333374, "end_logit": 3.246588945388794, "text": "southern city border. Warsaw has also two botanic gardens: by the \u0141azienki park", "probability": 0.05519974231719971 }, { "start_logit": 2.1896042823791504, "end_logit": 3.1245055198669434, "text": "Primeval Forest. Bielany Forest nature reserve is connected with Kampinos Forest", "probability": 0.041230443865060806 }, { "start_logit": 2.0458643436431885, "end_logit": 3.246588945388794, "text": "big forest area is Kabaty Forest by the southern city border. Warsaw has also two botanic gardens: by the \u0141azienki park", "probability": 0.0403471365571022 }, { "start_logit": 2.0276200771331787, "end_logit": 3.246588945388794, "text": "botanic gardens: by the \u0141azienki park", "probability": 0.03961770609021187 }, { "start_logit": 2.7441353797912598, "end_logit": 2.4385013580322266, "text": "several big floral regions", "probability": 0.036150973290205 }, { "start_logit": 1.9340704679489136, "end_logit": 3.246588945388794, "text": "Warsaw has also two botanic gardens: by the \u0141azienki park", "probability": 0.03607955574989319 }, { "start_logit": 2.2164881229400635, "end_logit": 2.938183307647705, "text": "three cycling and walking trails. Other big forest area is Kabaty Forest", "probability": 0.035154011100530624 }, { "start_logit": 2.6476752758026123, "end_logit": 2.4385013580322266, "text": "big floral regions", "probability": 0.03282675892114639 }, { "start_logit": 2.7617568969726562, "end_logit": 2.304398775100708, "text": "Kabaty Forest by the southern city border. Warsaw has also two botanic gardens: by the \u0141azienki", "probability": 0.03217605501413345 }, { "start_logit": 2.7617568969726562, "end_logit": 2.2955234050750732, "text": "Kabaty Forest by the southern city border. Warsaw has also two botanic gardens", "probability": 0.031891755759716034 }, { "start_logit": 2.6873176097869873, "end_logit": 2.304398775100708, "text": "\u0141azienki", "probability": 0.029867874458432198 }, { "start_logit": 2.0458643436431885, "end_logit": 2.938183307647705, "text": "big forest area is Kabaty Forest", "probability": 0.029639707878232002 } ], "57337f6ad058e614000b5bcb": [ { "start_logit": 3.17071533203125, "end_logit": 3.5127758979797363, "text": "1939, c. 1,300,000 people lived in Warsaw, but in 1945 \u2013 only 420,000", "probability": 0.06958675384521484 }, { "start_logit": 3.17071533203125, "end_logit": 3.483952045440674, "text": "1939, c. 1,300,000", "probability": 0.06760962307453156 }, { "start_logit": 3.0697989463806152, "end_logit": 3.5567338466644287, "text": "420,000. During the first years after the war, the population growth was c. 6%", "probability": 0.06573394685983658 }, { "start_logit": 3.0697989463806152, "end_logit": 3.5127758979797363, "text": "420,000", "probability": 0.06290701776742935 }, { "start_logit": 3.0127227306365967, "end_logit": 3.5567338466644287, "text": "1945 \u2013 only 420,000. During the first years after the war, the population growth was c. 6%", "probability": 0.06208718568086624 }, { "start_logit": 3.0127227306365967, "end_logit": 3.5127758979797363, "text": "1945 \u2013 only 420,000", "probability": 0.059417057782411575 }, { "start_logit": 3.2551510334014893, "end_logit": 3.268982410430908, "text": "1951", "probability": 0.05933603271842003 }, { "start_logit": 2.9560835361480713, "end_logit": 3.5567338466644287, "text": "c. 6%", "probability": 0.058668352663517 }, { "start_logit": 2.798983097076416, "end_logit": 3.5127758979797363, "text": "c. 1,300,000 people lived in Warsaw, but in 1945 \u2013 only 420,000", "probability": 0.04798277094960213 }, { "start_logit": 2.798983097076416, "end_logit": 3.483952045440674, "text": "c. 1,300,000", "probability": 0.046619463711977005 }, { "start_logit": 2.7447619438171387, "end_logit": 3.5127758979797363, "text": "300,000 people lived in Warsaw, but in 1945 \u2013 only 420,000", "probability": 0.0454503633081913 }, { "start_logit": 2.7206504344940186, "end_logit": 3.5127758979797363, "text": "1,300,000 people lived in Warsaw, but in 1945 \u2013 only 420,000", "probability": 0.04436758533120155 }, { "start_logit": 3.17071533203125, "end_logit": 3.0584824085235596, "text": "1939, c. 1,300,000 people lived in Warsaw, but in 1945", "probability": 0.04418036714196205 }, { "start_logit": 2.7447619438171387, "end_logit": 3.483952045440674, "text": "300,000", "probability": 0.04415901005268097 }, { "start_logit": 2.7206504344940186, "end_logit": 3.483952045440674, "text": "1,300,000", "probability": 0.04310699179768562 }, { "start_logit": 2.631922721862793, "end_logit": 3.5567338466644287, "text": "6%", "probability": 0.04242508485913277 }, { "start_logit": 3.0127227306365967, "end_logit": 3.0584824085235596, "text": "1945", "probability": 0.037723686546087265 }, { "start_logit": 3.17071533203125, "end_logit": 2.864612102508545, "text": "1939", "probability": 0.03639423847198486 }, { "start_logit": 3.17071533203125, "end_logit": 2.7140331268310547, "text": "1939, c. 1,300", "probability": 0.0313066765666008 }, { "start_logit": 2.3161613941192627, "end_logit": 3.5567338466644287, "text": "Warsaw, but in 1945 \u2013 only 420,000. During the first years after the war, the population growth was c. 6%", "probability": 0.030937781557440758 } ], "57337f6ad058e614000b5bcc": [ { "start_logit": 3.479635238647461, "end_logit": 3.473871946334839, "text": "1939, c. 1,300,000", "probability": 0.08836507052183151 }, { "start_logit": 3.479635238647461, "end_logit": 3.3997082710266113, "text": "1939, c. 1,300,000 people lived in Warsaw, but in 1945 \u2013 only 420,000", "probability": 0.0820486918091774 }, { "start_logit": 3.479635238647461, "end_logit": 3.258981466293335, "text": "1939", "probability": 0.07127790153026581 }, { "start_logit": 3.2758913040161133, "end_logit": 3.3473310470581055, "text": "1951", "probability": 0.06350963562726974 }, { "start_logit": 2.9925055503845215, "end_logit": 3.505662441253662, "text": "420,000. During the first years after the war, the population growth was c. 6%", "probability": 0.05604401230812073 }, { "start_logit": 2.9718832969665527, "end_logit": 3.473871946334839, "text": "c. 1,300,000", "probability": 0.05318223312497139 }, { "start_logit": 2.9925055503845215, "end_logit": 3.3997082710266113, "text": "420,000", "probability": 0.05040967836976051 }, { "start_logit": 2.9718832969665527, "end_logit": 3.3997082710266113, "text": "c. 1,300,000 people lived in Warsaw, but in 1945 \u2013 only 420,000", "probability": 0.04938076063990593 }, { "start_logit": 2.8403453826904297, "end_logit": 3.505662441253662, "text": "1945 \u2013 only 420,000. During the first years after the war, the population growth was c. 6%", "probability": 0.04813344031572342 }, { "start_logit": 2.8263132572174072, "end_logit": 3.505662441253662, "text": "c. 6%", "probability": 0.04746275767683983 }, { "start_logit": 2.791456699371338, "end_logit": 3.473871946334839, "text": "300,000", "probability": 0.0444025844335556 }, { "start_logit": 2.8403453826904297, "end_logit": 3.3997082710266113, "text": "1945 \u2013 only 420,000", "probability": 0.04329438507556915 }, { "start_logit": 3.479635238647461, "end_logit": 2.755796194076538, "text": "1939, c. 1,300", "probability": 0.04309474304318428 }, { "start_logit": 2.7219889163970947, "end_logit": 3.473871946334839, "text": "1,300,000", "probability": 0.04142275080084801 }, { "start_logit": 2.791456699371338, "end_logit": 3.3997082710266113, "text": "300,000 people lived in Warsaw, but in 1945 \u2013 only 420,000", "probability": 0.04122868552803993 }, { "start_logit": 3.479635238647461, "end_logit": 2.6757941246032715, "text": "1939, c. 1,300,000 people lived in Warsaw, but in 1945", "probability": 0.039781369268894196 }, { "start_logit": 2.7219889163970947, "end_logit": 3.3997082710266113, "text": "1,300,000 people lived in Warsaw, but in 1945 \u2013 only 420,000", "probability": 0.038461845368146896 }, { "start_logit": 2.5675549507141113, "end_logit": 3.505662441253662, "text": "6%", "probability": 0.036641694605350494 }, { "start_logit": 2.672105550765991, "end_logit": 3.3593027591705322, "text": "1990", "probability": 0.035141319036483765 }, { "start_logit": 2.2516469955444336, "end_logit": 3.505662441253662, "text": "Warsaw, but in 1945 \u2013 only 420,000. During the first years after the war, the population growth was c. 6%", "probability": 0.026716433465480804 } ], "57337f6ad058e614000b5bcd": [ { "start_logit": 3.3972270488739014, "end_logit": 3.416002035140991, "text": "1939, c. 1,300,000", "probability": 0.07738061994314194 }, { "start_logit": 3.3972270488739014, "end_logit": 3.3893046379089355, "text": "1939, c. 1,300,000 people lived in Warsaw, but in 1945 \u2013 only 420,000", "probability": 0.0753420814871788 }, { "start_logit": 3.2927801609039307, "end_logit": 3.397078037261963, "text": "1951", "probability": 0.06839951872825623 }, { "start_logit": 3.3972270488739014, "end_logit": 3.198949098587036, "text": "1939", "probability": 0.062282685190439224 }, { "start_logit": 3.0650949478149414, "end_logit": 3.529526948928833, "text": "420,000. During the first years after the war, the population growth was c. 6%", "probability": 0.06218594312667847 }, { "start_logit": 3.014533519744873, "end_logit": 3.529526948928833, "text": "1945 \u2013 only 420,000. During the first years after the war, the population growth was c. 6%", "probability": 0.059119921177625656 }, { "start_logit": 3.0650949478149414, "end_logit": 3.3893046379089355, "text": "420,000", "probability": 0.054049860686063766 }, { "start_logit": 3.3972270488739014, "end_logit": 3.050225019454956, "text": "1939, c. 1,300,000 people lived in Warsaw, but in 1945", "probability": 0.05367564782500267 }, { "start_logit": 3.014533519744873, "end_logit": 3.3893046379089355, "text": "1945 \u2013 only 420,000", "probability": 0.051384955644607544 }, { "start_logit": 2.8740274906158447, "end_logit": 3.529526948928833, "text": "c. 6%", "probability": 0.05137038230895996 }, { "start_logit": 2.7715632915496826, "end_logit": 3.416002035140991, "text": "300,000", "probability": 0.04139138013124466 }, { "start_logit": 2.758791208267212, "end_logit": 3.416002035140991, "text": "c. 1,300,000", "probability": 0.04086608812212944 }, { "start_logit": 2.7524735927581787, "end_logit": 3.416002035140991, "text": "1,300,000", "probability": 0.0406087227165699 }, { "start_logit": 2.7715632915496826, "end_logit": 3.3893046379089355, "text": "300,000 people lived in Warsaw, but in 1945 \u2013 only 420,000", "probability": 0.04030095040798187 }, { "start_logit": 2.758791208267212, "end_logit": 3.3893046379089355, "text": "c. 1,300,000 people lived in Warsaw, but in 1945 \u2013 only 420,000", "probability": 0.039789509028196335 }, { "start_logit": 2.7524735927581787, "end_logit": 3.3893046379089355, "text": "1,300,000 people lived in Warsaw, but in 1945 \u2013 only 420,000", "probability": 0.0395389124751091 }, { "start_logit": 3.3972270488739014, "end_logit": 2.7230336666107178, "text": "1939, c. 1,300", "probability": 0.03869723528623581 }, { "start_logit": 2.5579652786254883, "end_logit": 3.529526948928833, "text": "6%", "probability": 0.03744972497224808 }, { "start_logit": 3.014533519744873, "end_logit": 3.050225019454956, "text": "1945", "probability": 0.03660795837640762 }, { "start_logit": 2.5792155265808105, "end_logit": 3.2716286182403564, "text": "1990", "probability": 0.02955791726708412 } ], "57337f6ad058e614000b5bce": [ { "start_logit": 3.5073554515838623, "end_logit": 3.484968662261963, "text": "1939, c. 1,300,000", "probability": 0.08651997894048691 }, { "start_logit": 3.5073554515838623, "end_logit": 3.3871750831604004, "text": "1939, c. 1,300,000 people lived in Warsaw, but in 1945 \u2013 only 420,000", "probability": 0.07845943421125412 }, { "start_logit": 3.5073554515838623, "end_logit": 3.26674222946167, "text": "1939", "probability": 0.06955716013908386 }, { "start_logit": 3.071180582046509, "end_logit": 3.5598182678222656, "text": "1945 \u2013 only 420,000. During the first years after the war, the population growth was c. 6%", "probability": 0.06028299406170845 }, { "start_logit": 3.276082992553711, "end_logit": 3.2272789478302, "text": "1951", "probability": 0.05305945873260498 }, { "start_logit": 2.937671661376953, "end_logit": 3.5598182678222656, "text": "420,000. During the first years after the war, the population growth was c. 6%", "probability": 0.052748821675777435 }, { "start_logit": 3.5073554515838623, "end_logit": 2.9730300903320312, "text": "1939, c. 1,300,000 people lived in Warsaw, but in 1945", "probability": 0.051854271441698074 }, { "start_logit": 3.071180582046509, "end_logit": 3.3871750831604004, "text": "1945 \u2013 only 420,000", "probability": 0.05072441324591637 }, { "start_logit": 2.9530158042907715, "end_logit": 3.484968662261963, "text": "c. 1,300,000", "probability": 0.049701541662216187 }, { "start_logit": 2.9530158042907715, "end_logit": 3.3871750831604004, "text": "c. 1,300,000 people lived in Warsaw, but in 1945 \u2013 only 420,000", "probability": 0.04507115110754967 }, { "start_logit": 3.5073554515838623, "end_logit": 2.8308300971984863, "text": "1939, c. 1,300", "probability": 0.04498084634542465 }, { "start_logit": 2.770216464996338, "end_logit": 3.5598182678222656, "text": "c. 6%", "probability": 0.044615719467401505 }, { "start_logit": 2.937671661376953, "end_logit": 3.3871750831604004, "text": "420,000", "probability": 0.044384848326444626 }, { "start_logit": 2.785324811935425, "end_logit": 3.484968662261963, "text": "300,000", "probability": 0.042028360068798065 }, { "start_logit": 2.6810176372528076, "end_logit": 3.5598182678222656, "text": "Warsaw, but in 1945 \u2013 only 420,000. During the first years after the war, the population growth was c. 6%", "probability": 0.040808387100696564 }, { "start_logit": 2.7211153507232666, "end_logit": 3.484968662261963, "text": "1,300,000", "probability": 0.039414577186107635 }, { "start_logit": 2.785324811935425, "end_logit": 3.3871750831604004, "text": "300,000 people lived in Warsaw, but in 1945 \u2013 only 420,000", "probability": 0.038112834095954895 }, { "start_logit": 2.598998785018921, "end_logit": 3.5598182678222656, "text": "6%", "probability": 0.03759491443634033 }, { "start_logit": 2.7211153507232666, "end_logit": 3.3871750831604004, "text": "1,300,000 people lived in Warsaw, but in 1945 \u2013 only 420,000", "probability": 0.03574255853891373 }, { "start_logit": 2.6810176372528076, "end_logit": 3.3871750831604004, "text": "Warsaw, but in 1945 \u2013 only 420,000", "probability": 0.03433770313858986 } ], "57337f6ad058e614000b5bcf": [ { "start_logit": 3.351966142654419, "end_logit": 3.440593719482422, "text": "1939, c. 1,300,000", "probability": 0.0798557922244072 }, { "start_logit": 3.351966142654419, "end_logit": 3.4403810501098633, "text": "1939, c. 1,300,000 people lived in Warsaw, but in 1945 \u2013 only 420,000", "probability": 0.0798388123512268 }, { "start_logit": 3.0507771968841553, "end_logit": 3.532660961151123, "text": "420,000. During the first years after the war, the population growth was c. 6%", "probability": 0.06478671729564667 }, { "start_logit": 2.985017776489258, "end_logit": 3.532660961151123, "text": "1945 \u2013 only 420,000. During the first years after the war, the population growth was c. 6%", "probability": 0.06066345423460007 }, { "start_logit": 3.0507771968841553, "end_logit": 3.4403810501098633, "text": "420,000", "probability": 0.059075795114040375 }, { "start_logit": 2.9383559226989746, "end_logit": 3.532660961151123, "text": "c. 6%", "probability": 0.057897813618183136 }, { "start_logit": 2.985017776489258, "end_logit": 3.4403810501098633, "text": "1945 \u2013 only 420,000", "probability": 0.05531596392393112 }, { "start_logit": 3.2153241634368896, "end_logit": 3.151561975479126, "text": "1951", "probability": 0.052172157913446426 }, { "start_logit": 3.351966142654419, "end_logit": 3.0012800693511963, "text": "1939", "probability": 0.051465362310409546 }, { "start_logit": 2.743236541748047, "end_logit": 3.440593719482422, "text": "300,000", "probability": 0.04344487935304642 }, { "start_logit": 2.743236541748047, "end_logit": 3.4403810501098633, "text": "300,000 people lived in Warsaw, but in 1945 \u2013 only 420,000", "probability": 0.04343564063310623 }, { "start_logit": 2.5961384773254395, "end_logit": 3.532660961151123, "text": "6%", "probability": 0.04111866652965546 }, { "start_logit": 3.351966142654419, "end_logit": 2.7593140602111816, "text": "1939, c. 1,300,000 people lived in Warsaw, but in 1945", "probability": 0.040404580533504486 }, { "start_logit": 2.6606452465057373, "end_logit": 3.440593719482422, "text": "1,300,000", "probability": 0.040000900626182556 }, { "start_logit": 2.6606452465057373, "end_logit": 3.4403810501098633, "text": "1,300,000 people lived in Warsaw, but in 1945 \u2013 only 420,000", "probability": 0.03999238833785057 }, { "start_logit": 2.6539595127105713, "end_logit": 3.440593719482422, "text": "c. 1,300,000", "probability": 0.039734337478876114 }, { "start_logit": 2.6539595127105713, "end_logit": 3.4403810501098633, "text": "c. 1,300,000 people lived in Warsaw, but in 1945 \u2013 only 420,000", "probability": 0.0397258885204792 }, { "start_logit": 3.351966142654419, "end_logit": 2.7021644115448, "text": "1939, c. 1,300", "probability": 0.038160208612680435 }, { "start_logit": 2.5208399295806885, "end_logit": 3.532660961151123, "text": "Warsaw, but in 1945 \u2013 only 420,000. During the first years after the war, the population growth was c. 6%", "probability": 0.03813619539141655 }, { "start_logit": 2.5208399295806885, "end_logit": 3.4403810501098633, "text": "Warsaw, but in 1945 \u2013 only 420,000", "probability": 0.03477446734905243 } ], "57338007d058e614000b5bda": [ { "start_logit": 3.5259177684783936, "end_logit": 3.1300086975097656, "text": "711,988", "probability": 0.06952767819166183 }, { "start_logit": 3.2547600269317627, "end_logit": 3.332423686981201, "text": "1909", "probability": 0.06490873545408249 }, { "start_logit": 3.405133008956909, "end_logit": 3.1300086975097656, "text": "1901 census, out of 711,988", "probability": 0.06161714345216751 }, { "start_logit": 3.4762556552886963, "end_logit": 3.0136756896972656, "text": "281,754", "probability": 0.05889342352747917 }, { "start_logit": 3.4762556552886963, "end_logit": 3.010546922683716, "text": "281,754 Jews (36.9%), 18,189 Protestants (2.4%) and 2,818", "probability": 0.05870945751667023 }, { "start_logit": 3.5259177684783936, "end_logit": 2.950578212738037, "text": "711,988 inhabitants 56.2%", "probability": 0.05810745432972908 }, { "start_logit": 3.405133008956909, "end_logit": 3.008230209350586, "text": "1901", "probability": 0.05455240234732628 }, { "start_logit": 3.5259177684783936, "end_logit": 2.866722822189331, "text": "711", "probability": 0.05343354865908623 }, { "start_logit": 3.0540030002593994, "end_logit": 3.332423686981201, "text": "Greek orthodox Christians and 2.8% Protestants. Eight years later, in 1909", "probability": 0.053102556616067886 }, { "start_logit": 3.405133008956909, "end_logit": 2.950578212738037, "text": "1901 census, out of 711,988 inhabitants 56.2%", "probability": 0.05149625986814499 }, { "start_logit": 2.781400203704834, "end_logit": 3.5335001945495605, "text": "1944", "probability": 0.04943697154521942 }, { "start_logit": 3.405133008956909, "end_logit": 2.866722822189331, "text": "1901 census, out of 711", "probability": 0.04735413193702698 }, { "start_logit": 3.2547600269317627, "end_logit": 3.0136756896972656, "text": "1909, there were 281,754", "probability": 0.04719243571162224 }, { "start_logit": 3.1651315689086914, "end_logit": 3.010546922683716, "text": "18,189 Protestants (2.4%) and 2,818", "probability": 0.04301188886165619 }, { "start_logit": 2.8100008964538574, "end_logit": 3.332423686981201, "text": "35.7% Jews, 5% Greek orthodox Christians and 2.8% Protestants. Eight years later, in 1909", "probability": 0.04160510376095772 }, { "start_logit": 2.7636754512786865, "end_logit": 3.332423686981201, "text": "Eight years later, in 1909", "probability": 0.03972167894244194 }, { "start_logit": 3.1236751079559326, "end_logit": 2.950578212738037, "text": "56.2%", "probability": 0.03886333853006363 }, { "start_logit": 3.0540030002593994, "end_logit": 3.0136756896972656, "text": "Greek orthodox Christians and 2.8% Protestants. Eight years later, in 1909, there were 281,754", "probability": 0.03860866278409958 }, { "start_logit": 2.5102782249450684, "end_logit": 3.5335001945495605, "text": "hundreds of places of religious worship in all parts of the town. Most of them were destroyed in the aftermath of the Warsaw Uprising of 1944", "probability": 0.037696853280067444 }, { "start_logit": 3.4762556552886963, "end_logit": 2.4086787700653076, "text": "281,754 Jews (36.9%), 18,189", "probability": 0.03216029703617096 } ], "57338007d058e614000b5bdb": [ { "start_logit": 3.6044981479644775, "end_logit": 3.106649160385132, "text": "711,988", "probability": 0.07296328246593475 }, { "start_logit": 3.3053767681121826, "end_logit": 3.3776206970214844, "text": "1909", "probability": 0.07093803584575653 }, { "start_logit": 3.569359064102173, "end_logit": 3.0596916675567627, "text": "281,754", "probability": 0.0672125369310379 }, { "start_logit": 3.2390875816345215, "end_logit": 3.3776206970214844, "text": "Greek orthodox Christians and 2.8% Protestants. Eight years later, in 1909", "probability": 0.06638806313276291 }, { "start_logit": 3.6044981479644775, "end_logit": 2.9932429790496826, "text": "711,988 inhabitants 56.2%", "probability": 0.0651407316327095 }, { "start_logit": 3.569359064102173, "end_logit": 3.026257038116455, "text": "281,754 Jews (36.9%), 18,189 Protestants (2.4%) and 2,818", "probability": 0.06500247865915298 }, { "start_logit": 3.6044981479644775, "end_logit": 2.8716938495635986, "text": "711", "probability": 0.05768522992730141 }, { "start_logit": 3.3053767681121826, "end_logit": 3.0596916675567627, "text": "1909, there were 281,754", "probability": 0.05161835998296738 }, { "start_logit": 3.2390875816345215, "end_logit": 3.0596916675567627, "text": "Greek orthodox Christians and 2.8% Protestants. Eight years later, in 1909, there were 281,754", "probability": 0.04830758273601532 }, { "start_logit": 3.2681703567504883, "end_logit": 3.026257038116455, "text": "18,189 Protestants (2.4%) and 2,818", "probability": 0.048097800463438034 }, { "start_logit": 2.902430534362793, "end_logit": 3.3776206970214844, "text": "35.7% Jews, 5% Greek orthodox Christians and 2.8% Protestants. Eight years later, in 1909", "probability": 0.04741128534078598 }, { "start_logit": 2.9904379844665527, "end_logit": 3.106649160385132, "text": "1901 census, out of 711,988", "probability": 0.039484016597270966 }, { "start_logit": 3.569359064102173, "end_logit": 2.5255684852600098, "text": "281,754 Jews (36.9%), 18,189", "probability": 0.039398860186338425 }, { "start_logit": 2.7082111835479736, "end_logit": 3.3776206970214844, "text": "Eight years later, in 1909", "probability": 0.03904210403561592 }, { "start_logit": 3.069786310195923, "end_logit": 2.9932429790496826, "text": "56.2%", "probability": 0.038161929696798325 }, { "start_logit": 3.0246174335479736, "end_logit": 3.026257038116455, "text": "2,818", "probability": 0.03770089149475098 }, { "start_logit": 3.6044981479644775, "end_logit": 2.4306156635284424, "text": "711,988 inhabitants 56.2% were Catholics, 35.7% Jews, 5% Greek orthodox Christians", "probability": 0.03711135312914848 }, { "start_logit": 2.614348888397217, "end_logit": 3.4164342880249023, "text": "1944", "probability": 0.0369509793817997 }, { "start_logit": 3.6044981479644775, "end_logit": 2.395050048828125, "text": "711,988 inhabitants 56.2% were Catholics, 35.7% Jews, 5% Greek orthodox Christians and 2.8% Protestants", "probability": 0.03581464663147926 }, { "start_logit": 3.6044981479644775, "end_logit": 2.388190984725952, "text": "711,988 inhabitants 56.2% were Catholics, 35.7% Jews", "probability": 0.035569846630096436 } ], "57338007d058e614000b5bdc": [ { "start_logit": 3.2960550785064697, "end_logit": 3.4055378437042236, "text": "1909", "probability": 0.07178263366222382 }, { "start_logit": 3.5823092460632324, "end_logit": 3.092966318130493, "text": "711,988", "probability": 0.06991816312074661 }, { "start_logit": 3.5823092460632324, "end_logit": 3.0690770149230957, "text": "711,988 inhabitants 56.2%", "probability": 0.06826765090227127 }, { "start_logit": 3.1514134407043457, "end_logit": 3.4055378437042236, "text": "Greek orthodox Christians and 2.8% Protestants. Eight years later, in 1909", "probability": 0.062115855515003204 }, { "start_logit": 3.465872049331665, "end_logit": 3.064833879470825, "text": "281,754 Jews (36.9%), 18,189 Protestants (2.4%) and 2,818", "probability": 0.06050679087638855 }, { "start_logit": 3.5823092460632324, "end_logit": 2.924447774887085, "text": "711", "probability": 0.059074919670820236 }, { "start_logit": 3.465872049331665, "end_logit": 3.031656265258789, "text": "281,754", "probability": 0.058532241731882095 }, { "start_logit": 3.005498170852661, "end_logit": 3.4055378437042236, "text": "35.7% Jews, 5% Greek orthodox Christians and 2.8% Protestants. Eight years later, in 1909", "probability": 0.05368242412805557 }, { "start_logit": 3.3078813552856445, "end_logit": 3.064833879470825, "text": "18,189 Protestants (2.4%) and 2,818", "probability": 0.05166417732834816 }, { "start_logit": 3.2960550785064697, "end_logit": 3.031656265258789, "text": "1909, there were 281,754", "probability": 0.04939063638448715 }, { "start_logit": 3.0972957611083984, "end_logit": 3.092966318130493, "text": "1901 census, out of 711,988", "probability": 0.043047819286584854 }, { "start_logit": 3.1514134407043457, "end_logit": 3.031656265258789, "text": "Greek orthodox Christians and 2.8% Protestants. Eight years later, in 1909, there were 281,754", "probability": 0.042739320546388626 }, { "start_logit": 3.1083157062530518, "end_logit": 3.0690770149230957, "text": "56.2%", "probability": 0.04249739274382591 }, { "start_logit": 3.0972957611083984, "end_logit": 3.0690770149230957, "text": "1901 census, out of 711,988 inhabitants 56.2%", "probability": 0.042031630873680115 }, { "start_logit": 2.7373640537261963, "end_logit": 3.4055378437042236, "text": "Eight years later, in 1909", "probability": 0.04105660319328308 }, { "start_logit": 2.7240185737609863, "end_logit": 3.362652540206909, "text": "1944", "probability": 0.03881165385246277 }, { "start_logit": 3.465872049331665, "end_logit": 2.606494188308716, "text": "281,754 Jews (36.9%), 18,189", "probability": 0.03826041892170906 }, { "start_logit": 3.0972957611083984, "end_logit": 2.924447774887085, "text": "1901 census, out of 711", "probability": 0.03637179359793663 }, { "start_logit": 2.6322081089019775, "end_logit": 3.362652540206909, "text": "hundreds of places of religious worship in all parts of the town. Most of them were destroyed in the aftermath of the Warsaw Uprising of 1944", "probability": 0.03540702909231186 }, { "start_logit": 2.9139060974121094, "end_logit": 3.064833879470825, "text": "2,818", "probability": 0.03484081104397774 } ], "57338007d058e614000b5bdd": [ { "start_logit": 3.632495880126953, "end_logit": 3.090090274810791, "text": "711,988", "probability": 0.07276200503110886 }, { "start_logit": 3.632495880126953, "end_logit": 3.062225341796875, "text": "711,988 inhabitants 56.2%", "probability": 0.07076248526573181 }, { "start_logit": 3.288714647293091, "end_logit": 3.38006854057312, "text": "1909", "probability": 0.06895063817501068 }, { "start_logit": 3.2150487899780273, "end_logit": 3.38006854057312, "text": "Greek orthodox Christians and 2.8% Protestants. Eight years later, in 1909", "probability": 0.06405392289161682 }, { "start_logit": 3.520003080368042, "end_logit": 3.0595901012420654, "text": "281,754 Jews (36.9%), 18,189 Protestants (2.4%) and 2,818", "probability": 0.06306720525026321 }, { "start_logit": 3.632495880126953, "end_logit": 2.925450563430786, "text": "711", "probability": 0.06171666458249092 }, { "start_logit": 3.520003080368042, "end_logit": 3.0096147060394287, "text": "281,754", "probability": 0.05999286100268364 }, { "start_logit": 3.0131523609161377, "end_logit": 3.38006854057312, "text": "35.7% Jews, 5% Greek orthodox Christians and 2.8% Protestants. Eight years later, in 1909", "probability": 0.052343543618917465 }, { "start_logit": 3.3286781311035156, "end_logit": 3.0595901012420654, "text": "18,189 Protestants (2.4%) and 2,818", "probability": 0.05208496004343033 }, { "start_logit": 3.288714647293091, "end_logit": 3.0096147060394287, "text": "1909, there were 281,754", "probability": 0.047604966908693314 }, { "start_logit": 3.2150487899780273, "end_logit": 3.0096147060394287, "text": "Greek orthodox Christians and 2.8% Protestants. Eight years later, in 1909, there were 281,754", "probability": 0.04422416910529137 }, { "start_logit": 2.7612571716308594, "end_logit": 3.38006854057312, "text": "Eight years later, in 1909", "probability": 0.04068801552057266 }, { "start_logit": 3.043444871902466, "end_logit": 3.090090274810791, "text": "1901 census, out of 711,988", "probability": 0.040372271090745926 }, { "start_logit": 3.061400890350342, "end_logit": 3.062225341796875, "text": "56.2%", "probability": 0.039974190294742584 }, { "start_logit": 3.043444871902466, "end_logit": 3.062225341796875, "text": "1901 census, out of 711,988 inhabitants 56.2%", "probability": 0.039262812584638596 }, { "start_logit": 2.9922478199005127, "end_logit": 3.0595901012420654, "text": "2,818", "probability": 0.03720509633421898 }, { "start_logit": 3.520003080368042, "end_logit": 2.5299975872039795, "text": "281,754 Jews (36.9%), 18,189", "probability": 0.037136804312467575 }, { "start_logit": 3.520003080368042, "end_logit": 2.5260987281799316, "text": "281,754 Jews (36.9%), 18,189 Protestants (2.4%) and 2,818 Mariavites", "probability": 0.036992281675338745 }, { "start_logit": 2.6559998989105225, "end_logit": 3.3783857822418213, "text": "1944", "probability": 0.03656141087412834 }, { "start_logit": 3.043444871902466, "end_logit": 2.925450563430786, "text": "1901 census, out of 711", "probability": 0.03424371778964996 } ], "57338007d058e614000b5bde": [ { "start_logit": 3.328695774078369, "end_logit": 3.3679287433624268, "text": "1909", "probability": 0.0673840120434761 }, { "start_logit": 3.592522144317627, "end_logit": 3.097058057785034, "text": "711,988", "probability": 0.06691097468137741 }, { "start_logit": 3.592522144317627, "end_logit": 3.0906434059143066, "text": "711,988 inhabitants 56.2%", "probability": 0.06648315489292145 }, { "start_logit": 3.514934778213501, "end_logit": 3.063260316848755, "text": "281,754 Jews (36.9%), 18,189 Protestants (2.4%) and 2,818", "probability": 0.059858180582523346 }, { "start_logit": 3.514934778213501, "end_logit": 3.026883125305176, "text": "281,754", "probability": 0.05771982669830322 }, { "start_logit": 3.592522144317627, "end_logit": 2.940199851989746, "text": "711", "probability": 0.057197198271751404 }, { "start_logit": 3.1276211738586426, "end_logit": 3.3679287433624268, "text": "Greek orthodox Christians and 2.8% Protestants. Eight years later, in 1909", "probability": 0.055110104382038116 }, { "start_logit": 3.3492441177368164, "end_logit": 3.097058057785034, "text": "1901 census, out of 711,988", "probability": 0.05246180668473244 }, { "start_logit": 3.3492441177368164, "end_logit": 3.0906434059143066, "text": "1901 census, out of 711,988 inhabitants 56.2%", "probability": 0.05212634429335594 }, { "start_logit": 3.333524465560913, "end_logit": 3.063260316848755, "text": "18,189 Protestants (2.4%) and 2,818", "probability": 0.04992728680372238 }, { "start_logit": 3.0025601387023926, "end_logit": 3.3679287433624268, "text": "35.7% Jews, 5% Greek orthodox Christians and 2.8% Protestants. Eight years later, in 1909", "probability": 0.04863152652978897 }, { "start_logit": 3.328695774078369, "end_logit": 3.026883125305176, "text": "1909, there were 281,754", "probability": 0.04791180044412613 }, { "start_logit": 3.3492441177368164, "end_logit": 2.9785995483398438, "text": "1901", "probability": 0.04660122096538544 }, { "start_logit": 3.3492441177368164, "end_logit": 2.940199851989746, "text": "1901 census, out of 711", "probability": 0.04484567046165466 }, { "start_logit": 3.1276211738586426, "end_logit": 3.026883125305176, "text": "Greek orthodox Christians and 2.8% Protestants. Eight years later, in 1909, there were 281,754", "probability": 0.03918473795056343 }, { "start_logit": 3.056833028793335, "end_logit": 3.0906434059143066, "text": "56.2%", "probability": 0.038910310715436935 }, { "start_logit": 3.514934778213501, "end_logit": 2.622908353805542, "text": "281,754 Jews (36.9%), 18,189", "probability": 0.03853728249669075 }, { "start_logit": 2.7453620433807373, "end_logit": 3.3679287433624268, "text": "Eight years later, in 1909", "probability": 0.03760262578725815 }, { "start_logit": 2.7627086639404297, "end_logit": 3.318817138671875, "text": "1944", "probability": 0.03642694652080536 }, { "start_logit": 2.7556023597717285, "end_logit": 3.318817138671875, "text": "hundreds of places of religious worship in all parts of the town. Most of them were destroyed in the aftermath of the Warsaw Uprising of 1944", "probability": 0.03616900369524956 } ], "573380e0d058e614000b5be9": [ { "start_logit": 2.8673255443573, "end_logit": 2.9228477478027344, "text": "w\u00f3jt in Polish), however in the cities \u2013 burmistrz", "probability": 0.15790300071239471 }, { "start_logit": 2.546562433242798, "end_logit": 2.9228477478027344, "text": "vogt (w\u00f3jt in Polish), however in the cities \u2013 burmistrz", "probability": 0.11457359790802002 }, { "start_logit": 2.138942003250122, "end_logit": 2.9228477478027344, "text": "burmistrz", "probability": 0.07621794939041138 }, { "start_logit": 2.546562433242798, "end_logit": 2.3624773025512695, "text": "vogt", "probability": 0.06542123854160309 }, { "start_logit": 1.9180667400360107, "end_logit": 2.9228477478027344, "text": "mayor \u2013 but in the communes the mayor is vogt (w\u00f3jt in Polish), however in the cities \u2013 burmistrz", "probability": 0.06111284717917442 }, { "start_logit": 2.8673255443573, "end_logit": 1.9659196138381958, "text": "w\u00f3jt in Polish", "probability": 0.0606459379196167 }, { "start_logit": 2.8673255443573, "end_logit": 1.920005202293396, "text": "w\u00f3jt", "probability": 0.057924360036849976 }, { "start_logit": 2.147775173187256, "end_logit": 2.6305747032165527, "text": "city county or powiat grodzki", "probability": 0.057406485080718994 }, { "start_logit": 1.609737515449524, "end_logit": 2.9228477478027344, "text": "Polish), however in the cities \u2013 burmistrz", "probability": 0.04489796981215477 }, { "start_logit": 2.546562433242798, "end_logit": 1.9659196138381958, "text": "vogt (w\u00f3jt in Polish", "probability": 0.044004399329423904 }, { "start_logit": 2.546562433242798, "end_logit": 1.920005202293396, "text": "vogt (w\u00f3jt", "probability": 0.04202963039278984 }, { "start_logit": 1.9180667400360107, "end_logit": 2.3624773025512695, "text": "mayor \u2013 but in the communes the mayor is vogt", "probability": 0.034895285964012146 }, { "start_logit": 1.732992172241211, "end_logit": 2.3624773025512695, "text": "city charter. Both cities and communes are governed by a mayor \u2013 but in the communes the mayor is vogt", "probability": 0.02899944968521595 }, { "start_logit": 1.6348766088485718, "end_logit": 2.379908323287964, "text": "commune", "probability": 0.026751546189188957 }, { "start_logit": 1.9180667400360107, "end_logit": 1.9659196138381958, "text": "mayor \u2013 but in the communes the mayor is vogt (w\u00f3jt in Polish", "probability": 0.023471664637327194 }, { "start_logit": 1.8374238014221191, "end_logit": 2.022736072540283, "text": "Ursyn\u00f3w", "probability": 0.022919025272130966 }, { "start_logit": 1.9180667400360107, "end_logit": 1.920005202293396, "text": "mayor \u2013 but in the communes the mayor is vogt (w\u00f3jt", "probability": 0.022418338805437088 }, { "start_logit": 2.147775173187256, "end_logit": 1.5577987432479858, "text": "city county", "probability": 0.019636331126093864 }, { "start_logit": 1.732992172241211, "end_logit": 1.9659196138381958, "text": "city charter. Both cities and communes are governed by a mayor \u2013 but in the communes the mayor is vogt (w\u00f3jt in Polish", "probability": 0.0195059422403574 }, { "start_logit": 1.7346949577331543, "end_logit": 1.9517890214920044, "text": "second level of the territorial division \u2013 counties or powiats", "probability": 0.01926502399146557 } ], "573380e0d058e614000b5bea": [ { "start_logit": 2.854252338409424, "end_logit": 2.912576675415039, "text": "w\u00f3jt in Polish), however in the cities \u2013 burmistrz", "probability": 0.15610677003860474 }, { "start_logit": 2.541891574859619, "end_logit": 2.912576675415039, "text": "vogt (w\u00f3jt in Polish), however in the cities \u2013 burmistrz", "probability": 0.11422606557607651 }, { "start_logit": 2.1363837718963623, "end_logit": 2.912576675415039, "text": "burmistrz", "probability": 0.07614747434854507 }, { "start_logit": 2.541891574859619, "end_logit": 2.3761680126190186, "text": "vogt", "probability": 0.06680450588464737 }, { "start_logit": 1.9205477237701416, "end_logit": 2.912576675415039, "text": "mayor \u2013 but in the communes the mayor is vogt (w\u00f3jt in Polish), however in the cities \u2013 burmistrz", "probability": 0.061364736407995224 }, { "start_logit": 2.854252338409424, "end_logit": 1.9633129835128784, "text": "w\u00f3jt in Polish", "probability": 0.06041736528277397 }, { "start_logit": 2.148306131362915, "end_logit": 2.627847194671631, "text": "city county or powiat grodzki", "probability": 0.05796647071838379 }, { "start_logit": 2.854252338409424, "end_logit": 1.9148222208023071, "text": "w\u00f3jt", "probability": 0.05755756422877312 }, { "start_logit": 1.6066795587539673, "end_logit": 2.912576675415039, "text": "Polish), however in the cities \u2013 burmistrz", "probability": 0.04483402520418167 }, { "start_logit": 2.541891574859619, "end_logit": 1.9633129835128784, "text": "vogt (w\u00f3jt in Polish", "probability": 0.04420844838023186 }, { "start_logit": 2.541891574859619, "end_logit": 1.9148222208023071, "text": "vogt (w\u00f3jt", "probability": 0.04211587831377983 }, { "start_logit": 1.9205477237701416, "end_logit": 2.3761680126190186, "text": "mayor \u2013 but in the communes the mayor is vogt", "probability": 0.03588885813951492 }, { "start_logit": 1.7027666568756104, "end_logit": 2.3761680126190186, "text": "city charter. Both cities and communes are governed by a mayor \u2013 but in the communes the mayor is vogt", "probability": 0.02886546403169632 }, { "start_logit": 1.6294004917144775, "end_logit": 2.35897159576416, "text": "commune", "probability": 0.026366211473941803 }, { "start_logit": 1.9205477237701416, "end_logit": 1.9633129835128784, "text": "mayor \u2013 but in the communes the mayor is vogt (w\u00f3jt in Polish", "probability": 0.02374974638223648 }, { "start_logit": 1.840252161026001, "end_logit": 2.0302581787109375, "text": "Ursyn\u00f3w", "probability": 0.02343478798866272 }, { "start_logit": 1.9205477237701416, "end_logit": 1.9148222208023071, "text": "mayor \u2013 but in the communes the mayor is vogt (w\u00f3jt", "probability": 0.02262558415532112 }, { "start_logit": 2.148306131362915, "end_logit": 1.552198886871338, "text": "city county", "probability": 0.019771000370383263 }, { "start_logit": 1.7027666568756104, "end_logit": 1.9633129835128784, "text": "city charter. Both cities and communes are governed by a mayor \u2013 but in the communes the mayor is vogt (w\u00f3jt in Polish", "probability": 0.019101954996585846 }, { "start_logit": 2.1363837718963623, "end_logit": 1.4948179721832275, "text": "burmistrz. Some bigger cities obtain the entitlements, i.e. tasks and privileges", "probability": 0.018447205424308777 } ], "573380e0d058e614000b5beb": [ { "start_logit": 2.6820850372314453, "end_logit": 2.9430713653564453, "text": "w\u00f3jt in Polish), however in the cities \u2013 burmistrz", "probability": 0.14134354889392853 }, { "start_logit": 2.614760160446167, "end_logit": 2.9430713653564453, "text": "vogt (w\u00f3jt in Polish), however in the cities \u2013 burmistrz", "probability": 0.1321409046649933 }, { "start_logit": 2.0240821838378906, "end_logit": 2.9430713653564453, "text": "burmistrz", "probability": 0.07319964468479156 }, { "start_logit": 1.8135145902633667, "end_logit": 2.9430713653564453, "text": "mayor \u2013 but in the communes the mayor is vogt (w\u00f3jt in Polish), however in the cities \u2013 burmistrz", "probability": 0.05930081754922867 }, { "start_logit": 2.614760160446167, "end_logit": 2.13281512260437, "text": "vogt", "probability": 0.058768872171640396 }, { "start_logit": 2.134913444519043, "end_logit": 2.6041324138641357, "text": "city county or powiat grodzki", "probability": 0.05826975405216217 }, { "start_logit": 2.6820850372314453, "end_logit": 1.9958409070968628, "text": "w\u00f3jt in Polish", "probability": 0.054814960807561874 }, { "start_logit": 2.614760160446167, "end_logit": 1.9958409070968628, "text": "vogt (w\u00f3jt in Polish", "probability": 0.05124602094292641 }, { "start_logit": 2.6820850372314453, "end_logit": 1.8623639345169067, "text": "w\u00f3jt", "probability": 0.04796569049358368 }, { "start_logit": 1.5919585227966309, "end_logit": 2.9430713653564453, "text": "Polish), however in the cities \u2013 burmistrz", "probability": 0.047516025602817535 }, { "start_logit": 2.614760160446167, "end_logit": 1.8623639345169067, "text": "vogt (w\u00f3jt", "probability": 0.04484272003173828 }, { "start_logit": 1.342577576637268, "end_logit": 2.9430713653564453, "text": "mayor is vogt (w\u00f3jt in Polish), however in the cities \u2013 burmistrz", "probability": 0.03702842444181442 }, { "start_logit": 1.7024914026260376, "end_logit": 2.5423381328582764, "text": "commune", "probability": 0.03554739058017731 }, { "start_logit": 1.8135145902633667, "end_logit": 2.13281512260437, "text": "mayor \u2013 but in the communes the mayor is vogt", "probability": 0.02637368068099022 }, { "start_logit": 1.7126275300979614, "end_logit": 2.13281512260437, "text": "city charter. Both cities and communes are governed by a mayor \u2013 but in the communes the mayor is vogt", "probability": 0.023842740803956985 }, { "start_logit": 1.8135145902633667, "end_logit": 1.9958409070968628, "text": "mayor \u2013 but in the communes the mayor is vogt (w\u00f3jt in Polish", "probability": 0.0229976624250412 }, { "start_logit": 1.741018295288086, "end_logit": 2.050602436065674, "text": "Ursyn\u00f3w", "probability": 0.02259339764714241 }, { "start_logit": 1.7605791091918945, "end_logit": 1.9600163698196411, "text": "gmina). A city is also a commune \u2013 but with the city charter", "probability": 0.021044354885816574 }, { "start_logit": 1.7126275300979614, "end_logit": 1.9958409070968628, "text": "city charter. Both cities and communes are governed by a mayor \u2013 but in the communes the mayor is vogt (w\u00f3jt in Polish", "probability": 0.020790694281458855 }, { "start_logit": 2.134913444519043, "end_logit": 1.5532488822937012, "text": "city county", "probability": 0.020372774451971054 } ], "57338160d058e614000b5bf9": [ { "start_logit": 2.9718124866485596, "end_logit": 3.806331157684326, "text": "Rada Miasta", "probability": 0.17330726981163025 }, { "start_logit": 2.465989828109741, "end_logit": 3.806331157684326, "text": "Warsaw City Council (Rada Miasta", "probability": 0.10450585186481476 }, { "start_logit": 2.077781915664673, "end_logit": 3.806331157684326, "text": "unicameral Warsaw City Council (Rada Miasta", "probability": 0.07088334858417511 }, { "start_logit": 2.010000467300415, "end_logit": 3.806331157684326, "text": "Miasta", "probability": 0.06623798608779907 }, { "start_logit": 2.9718124866485596, "end_logit": 2.7861320972442627, "text": "Rada Miasta), which comprises 60", "probability": 0.062481265515089035 }, { "start_logit": 2.8769946098327637, "end_logit": 2.7861320972442627, "text": "60", "probability": 0.05682913959026337 }, { "start_logit": 1.7893619537353516, "end_logit": 3.806331157684326, "text": "Warsaw is vested in a unicameral Warsaw City Council (Rada Miasta", "probability": 0.053123291581869125 }, { "start_logit": 2.465989828109741, "end_logit": 2.9123287200927734, "text": "Warsaw City Council", "probability": 0.04274452477693558 }, { "start_logit": 1.5536425113677979, "end_logit": 3.806331157684326, "text": "City Council (Rada Miasta", "probability": 0.04196752980351448 }, { "start_logit": 2.465989828109741, "end_logit": 2.7861320972442627, "text": "Warsaw City Council (Rada Miasta), which comprises 60", "probability": 0.037676792591810226 }, { "start_logit": 1.343884825706482, "end_logit": 3.806331157684326, "text": "a unicameral Warsaw City Council (Rada Miasta", "probability": 0.034026458859443665 }, { "start_logit": 2.9920997619628906, "end_logit": 2.156656265258789, "text": "four", "probability": 0.03397681191563606 }, { "start_logit": 2.9718124866485596, "end_logit": 2.156656265258789, "text": "Rada Miasta), which comprises 60 members. Council members are elected directly every four", "probability": 0.03329445421695709 }, { "start_logit": 1.2971974611282349, "end_logit": 3.806331157684326, "text": "da Miasta", "probability": 0.03247435763478279 }, { "start_logit": 2.8769946098327637, "end_logit": 2.156656265258789, "text": "60 members. Council members are elected directly every four", "probability": 0.03028259612619877 }, { "start_logit": 2.077781915664673, "end_logit": 2.9123287200927734, "text": "unicameral Warsaw City Council", "probability": 0.028992369771003723 }, { "start_logit": 2.077781915664673, "end_logit": 2.7861320972442627, "text": "unicameral Warsaw City Council (Rada Miasta), which comprises 60", "probability": 0.025555085390806198 }, { "start_logit": 2.9920997619628906, "end_logit": 1.8141236305236816, "text": "four years", "probability": 0.024122513830661774 }, { "start_logit": 2.010000467300415, "end_logit": 2.7861320972442627, "text": "Miasta), which comprises 60", "probability": 0.02388032339513302 }, { "start_logit": 2.9718124866485596, "end_logit": 1.8141236305236816, "text": "Rada Miasta), which comprises 60 members. Council members are elected directly every four years", "probability": 0.02363807149231434 } ], "57338160d058e614000b5bfa": [ { "start_logit": 2.9753658771514893, "end_logit": 3.8017563819885254, "text": "Rada Miasta", "probability": 0.169498473405838 }, { "start_logit": 2.4949114322662354, "end_logit": 3.8017563819885254, "text": "Warsaw City Council (Rada Miasta", "probability": 0.10483518242835999 }, { "start_logit": 2.170215129852295, "end_logit": 3.8017563819885254, "text": "unicameral Warsaw City Council (Rada Miasta", "probability": 0.07576928287744522 }, { "start_logit": 2.0457191467285156, "end_logit": 3.8017563819885254, "text": "Miasta", "probability": 0.0668998584151268 }, { "start_logit": 1.9805353879928589, "end_logit": 3.8017563819885254, "text": "Warsaw is vested in a unicameral Warsaw City Council (Rada Miasta", "probability": 0.06267817318439484 }, { "start_logit": 2.9753658771514893, "end_logit": 2.7940561771392822, "text": "Rada Miasta), which comprises 60", "probability": 0.061876680701971054 }, { "start_logit": 2.8892011642456055, "end_logit": 2.7940561771392822, "text": "60", "probability": 0.056768327951431274 }, { "start_logit": 2.4949114322662354, "end_logit": 2.897752046585083, "text": "Warsaw City Council", "probability": 0.042452458292245865 }, { "start_logit": 2.4949114322662354, "end_logit": 2.7940561771392822, "text": "Warsaw City Council (Rada Miasta), which comprises 60", "probability": 0.038270872086286545 }, { "start_logit": 1.4674654006958008, "end_logit": 3.8017563819885254, "text": "a unicameral Warsaw City Council (Rada Miasta", "probability": 0.03752259165048599 }, { "start_logit": 1.3555576801300049, "end_logit": 3.8017563819885254, "text": "da Miasta", "probability": 0.0335499607026577 }, { "start_logit": 3.016399621963501, "end_logit": 2.128521680831909, "text": "four", "probability": 0.03313674032688141 }, { "start_logit": 2.9753658771514893, "end_logit": 2.128521680831909, "text": "Rada Miasta), which comprises 60 members. Council members are elected directly every four", "probability": 0.031804539263248444 }, { "start_logit": 2.170215129852295, "end_logit": 2.897752046585083, "text": "unicameral Warsaw City Council", "probability": 0.030682388693094254 }, { "start_logit": 2.8892011642456055, "end_logit": 2.128521680831909, "text": "60 members. Council members are elected directly every four", "probability": 0.029178857803344727 }, { "start_logit": 2.170215129852295, "end_logit": 2.7940561771392822, "text": "unicameral Warsaw City Council (Rada Miasta), which comprises 60", "probability": 0.027660155668854713 }, { "start_logit": 1.9805353879928589, "end_logit": 2.897752046585083, "text": "Warsaw is vested in a unicameral Warsaw City Council", "probability": 0.02538120001554489 }, { "start_logit": 2.0457191467285156, "end_logit": 2.7940561771392822, "text": "Miasta), which comprises 60", "probability": 0.0244222953915596 }, { "start_logit": 3.016399621963501, "end_logit": 1.8181220293045044, "text": "four years", "probability": 0.024294333532452583 }, { "start_logit": 2.9753658771514893, "end_logit": 1.8181220293045044, "text": "Rada Miasta), which comprises 60 members. Council members are elected directly every four years", "probability": 0.023317622020840645 } ], "57338160d058e614000b5bfb": [ { "start_logit": 2.9576547145843506, "end_logit": 3.8037004470825195, "text": "Rada Miasta", "probability": 0.16619408130645752 }, { "start_logit": 2.4391183853149414, "end_logit": 3.8037004470825195, "text": "Warsaw City Council (Rada Miasta", "probability": 0.09895049780607224 }, { "start_logit": 2.096479892730713, "end_logit": 3.8037004470825195, "text": "unicameral Warsaw City Council (Rada Miasta", "probability": 0.0702444463968277 }, { "start_logit": 2.0877268314361572, "end_logit": 3.8037004470825195, "text": "Miasta", "probability": 0.06963226199150085 }, { "start_logit": 2.9576547145843506, "end_logit": 2.804737091064453, "text": "Rada Miasta), which comprises 60", "probability": 0.061202798038721085 }, { "start_logit": 1.9068607091903687, "end_logit": 3.8037004470825195, "text": "Warsaw is vested in a unicameral Warsaw City Council (Rada Miasta", "probability": 0.05811142176389694 }, { "start_logit": 2.8659567832946777, "end_logit": 2.804737091064453, "text": "60", "probability": 0.05584024265408516 }, { "start_logit": 1.5312198400497437, "end_logit": 3.8037004470825195, "text": "City Council (Rada Miasta", "probability": 0.03991376608610153 }, { "start_logit": 2.4391183853149414, "end_logit": 2.884101629257202, "text": "Warsaw City Council", "probability": 0.03944949433207512 }, { "start_logit": 3.0349020957946777, "end_logit": 2.249156951904297, "text": "four", "probability": 0.03793445974588394 }, { "start_logit": 2.4391183853149414, "end_logit": 2.804737091064453, "text": "Warsaw City Council (Rada Miasta), which comprises 60", "probability": 0.03643960878252983 }, { "start_logit": 2.9576547145843506, "end_logit": 2.249156951904297, "text": "Rada Miasta), which comprises 60 members. Council members are elected directly every four", "probability": 0.03511445224285126 }, { "start_logit": 1.3479872941970825, "end_logit": 3.8037004470825195, "text": "da Miasta", "probability": 0.03323117643594742 }, { "start_logit": 1.3352619409561157, "end_logit": 3.8037004470825195, "text": "a unicameral Warsaw City Council (Rada Miasta", "probability": 0.03281097859144211 }, { "start_logit": 2.8659567832946777, "end_logit": 2.249156951904297, "text": "60 members. Council members are elected directly every four", "probability": 0.03203773871064186 }, { "start_logit": 2.096479892730713, "end_logit": 2.884101629257202, "text": "unicameral Warsaw City Council", "probability": 0.028004975989460945 }, { "start_logit": 3.0349020957946777, "end_logit": 1.9353975057601929, "text": "four years", "probability": 0.027718517929315567 }, { "start_logit": 2.096479892730713, "end_logit": 2.804737091064453, "text": "unicameral Warsaw City Council (Rada Miasta), which comprises 60", "probability": 0.025868291035294533 }, { "start_logit": 2.9576547145843506, "end_logit": 1.9353975057601929, "text": "Rada Miasta), which comprises 60 members. Council members are elected directly every four years", "probability": 0.025657936930656433 }, { "start_logit": 2.0877268314361572, "end_logit": 2.804737091064453, "text": "Miasta), which comprises 60", "probability": 0.025642843917012215 } ], "57338160d058e614000b5bfc": [ { "start_logit": 2.985135078430176, "end_logit": 3.776061534881592, "text": "Rada Miasta", "probability": 0.17184944450855255 }, { "start_logit": 2.4856066703796387, "end_logit": 3.776061534881592, "text": "Warsaw City Council (Rada Miasta", "probability": 0.10428112745285034 }, { "start_logit": 2.101212501525879, "end_logit": 3.776061534881592, "text": "unicameral Warsaw City Council (Rada Miasta", "probability": 0.07100116461515427 }, { "start_logit": 2.093073844909668, "end_logit": 3.776061534881592, "text": "Miasta", "probability": 0.07042565196752548 }, { "start_logit": 2.985135078430176, "end_logit": 2.8059237003326416, "text": "Rada Miasta), which comprises 60", "probability": 0.06513621658086777 }, { "start_logit": 2.8785221576690674, "end_logit": 2.8059237003326416, "text": "60", "probability": 0.05854923278093338 }, { "start_logit": 1.8583110570907593, "end_logit": 3.776061534881592, "text": "Warsaw is vested in a unicameral Warsaw City Council (Rada Miasta", "probability": 0.05568968504667282 }, { "start_logit": 2.4856066703796387, "end_logit": 2.824122428894043, "text": "Warsaw City Council", "probability": 0.04025166109204292 }, { "start_logit": 2.4856066703796387, "end_logit": 2.8059237003326416, "text": "Warsaw City Council (Rada Miasta), which comprises 60", "probability": 0.03952576592564583 }, { "start_logit": 1.4053595066070557, "end_logit": 3.776061534881592, "text": "City Council (Rada Miasta", "probability": 0.035404663532972336 }, { "start_logit": 2.9909048080444336, "end_logit": 2.1886708736419678, "text": "four", "probability": 0.03533938527107239 }, { "start_logit": 2.985135078430176, "end_logit": 2.1886708736419678, "text": "Rada Miasta), which comprises 60 members. Council members are elected directly every four", "probability": 0.03513607382774353 }, { "start_logit": 1.3549127578735352, "end_logit": 3.776061534881592, "text": "da Miasta", "probability": 0.03366290405392647 }, { "start_logit": 2.8785221576690674, "end_logit": 2.1886708736419678, "text": "60 members. Council members are elected directly every four", "probability": 0.03158287703990936 }, { "start_logit": 2.101212501525879, "end_logit": 2.824122428894043, "text": "unicameral Warsaw City Council", "probability": 0.027405869215726852 }, { "start_logit": 2.101212501525879, "end_logit": 2.8059237003326416, "text": "unicameral Warsaw City Council (Rada Miasta), which comprises 60", "probability": 0.026911620050668716 }, { "start_logit": 2.093073844909668, "end_logit": 2.8059237003326416, "text": "Miasta), which comprises 60", "probability": 0.02669348567724228 }, { "start_logit": 2.9909048080444336, "end_logit": 1.8275222778320312, "text": "four years", "probability": 0.024627143517136574 }, { "start_logit": 2.985135078430176, "end_logit": 1.8275222778320312, "text": "Rada Miasta), which comprises 60 members. Council members are elected directly every four years", "probability": 0.02448546327650547 }, { "start_logit": 2.895902395248413, "end_logit": 1.811558485031128, "text": "30", "probability": 0.022040531039237976 } ], "57338160d058e614000b5bfd": [ { "start_logit": 2.9763197898864746, "end_logit": 3.7642016410827637, "text": "Rada Miasta", "probability": 0.16794699430465698 }, { "start_logit": 2.496527671813965, "end_logit": 3.7642016410827637, "text": "Warsaw City Council (Rada Miasta", "probability": 0.10394442081451416 }, { "start_logit": 2.079777717590332, "end_logit": 3.7642016410827637, "text": "unicameral Warsaw City Council (Rada Miasta", "probability": 0.06851868331432343 }, { "start_logit": 2.0314860343933105, "end_logit": 3.7642016410827637, "text": "Miasta", "probability": 0.06528841704130173 }, { "start_logit": 2.9763197898864746, "end_logit": 2.8169949054718018, "text": "Rada Miasta), which comprises 60", "probability": 0.06513369083404541 }, { "start_logit": 2.001516342163086, "end_logit": 3.7642016410827637, "text": "Warsaw is vested in a unicameral Warsaw City Council (Rada Miasta", "probability": 0.0633607730269432 }, { "start_logit": 2.8968708515167236, "end_logit": 2.8169949054718018, "text": "60", "probability": 0.060159098356962204 }, { "start_logit": 2.496527671813965, "end_logit": 2.8683977127075195, "text": "Warsaw City Council", "probability": 0.04243834316730499 }, { "start_logit": 2.496527671813965, "end_logit": 2.8169949054718018, "text": "Warsaw City Council (Rada Miasta), which comprises 60", "probability": 0.04031200706958771 }, { "start_logit": 1.38274085521698, "end_logit": 3.7642016410827637, "text": "City Council (Rada Miasta", "probability": 0.034126341342926025 }, { "start_logit": 1.3543421030044556, "end_logit": 3.7642016410827637, "text": "da Miasta", "probability": 0.03317081928253174 }, { "start_logit": 3.0182301998138428, "end_logit": 2.047222375869751, "text": "30", "probability": 0.03145568072795868 }, { "start_logit": 3.003922939300537, "end_logit": 2.0452651977539062, "text": "four", "probability": 0.030948208644986153 }, { "start_logit": 2.9763197898864746, "end_logit": 2.0452651977539062, "text": "Rada Miasta), which comprises 60 members. Council members are elected directly every four", "probability": 0.030105624347925186 }, { "start_logit": 1.2386705875396729, "end_logit": 3.7642016410827637, "text": "a unicameral Warsaw City Council (Rada Miasta", "probability": 0.02954751066863537 }, { "start_logit": 2.079777717590332, "end_logit": 2.8683977127075195, "text": "unicameral Warsaw City Council", "probability": 0.027974754571914673 }, { "start_logit": 2.8968708515167236, "end_logit": 2.0452651977539062, "text": "60 members. Council members are elected directly every four", "probability": 0.02780630812048912 }, { "start_logit": 2.079777717590332, "end_logit": 2.8169949054718018, "text": "unicameral Warsaw City Council (Rada Miasta), which comprises 60", "probability": 0.026573099195957184 }, { "start_logit": 2.001516342163086, "end_logit": 2.8683977127075195, "text": "Warsaw is vested in a unicameral Warsaw City Council", "probability": 0.025868888944387436 }, { "start_logit": 2.0314860343933105, "end_logit": 2.8169949054718018, "text": "Miasta), which comprises 60", "probability": 0.025320343673229218 } ], "57338255d058e614000b5c0d": [ { "start_logit": 4.032473564147949, "end_logit": 3.4914395809173584, "text": "Jan Andrzej Menich (1695\u20131696). Between 1975 and 1990", "probability": 0.10950024425983429 }, { "start_logit": 4.032473564147949, "end_logit": 3.358840227127075, "text": "Jan Andrzej Menich (1695\u20131696", "probability": 0.09590201079845428 }, { "start_logit": 4.032473564147949, "end_logit": 3.2686164379119873, "text": "Jan Andrzej Menich (1695\u20131696). Between 1975 and 1990 the Warsaw Presidents was simultaneously the Warsaw Voivode. Since 1990", "probability": 0.08762826770544052 }, { "start_logit": 4.032473564147949, "end_logit": 3.013009786605835, "text": "Jan Andrzej Menich", "probability": 0.06786340475082397 }, { "start_logit": 3.4899837970733643, "end_logit": 3.4914395809173584, "text": "1975 and 1990", "probability": 0.06365238130092621 }, { "start_logit": 3.4899837970733643, "end_logit": 3.2686164379119873, "text": "1975 and 1990 the Warsaw Presidents was simultaneously the Warsaw Voivode. Since 1990", "probability": 0.05093822255730629 }, { "start_logit": 4.032473564147949, "end_logit": 2.589933156967163, "text": "Jan Andrzej Menich (1695\u20131696). Between 1975", "probability": 0.04445246234536171 }, { "start_logit": 3.108980178833008, "end_logit": 3.4914395809173584, "text": "1696). Between 1975 and 1990", "probability": 0.04348575696349144 }, { "start_logit": 3.076857089996338, "end_logit": 3.4863827228546143, "text": "100,000 people or these, where already was president before 1990", "probability": 0.04189864546060562 }, { "start_logit": 3.0137386322021484, "end_logit": 3.4914395809173584, "text": "1990. The first Warsaw President was Jan Andrzej Menich (1695\u20131696). Between 1975 and 1990", "probability": 0.03953521326184273 }, { "start_logit": 4.032473564147949, "end_logit": 2.4720559120178223, "text": "Jan Andrzej Menich (1695\u20131696). Between 1975 and 1990 the Warsaw Presidents was simultaneously the Warsaw Voivode", "probability": 0.039509568363428116 }, { "start_logit": 3.0137386322021484, "end_logit": 3.4863827228546143, "text": "1990", "probability": 0.03933577612042427 }, { "start_logit": 2.9875147342681885, "end_logit": 3.4914395809173584, "text": "1695\u20131696). Between 1975 and 1990", "probability": 0.03851191699504852 }, { "start_logit": 3.108980178833008, "end_logit": 3.358840227127075, "text": "1696", "probability": 0.03808549419045448 }, { "start_logit": 3.076857089996338, "end_logit": 3.358840227127075, "text": "100,000 people or these, where already was president before 1990. The first Warsaw President was Jan Andrzej Menich (1695\u20131696", "probability": 0.03688153252005577 }, { "start_logit": 3.108980178833008, "end_logit": 3.2686164379119873, "text": "1696). Between 1975 and 1990 the Warsaw Presidents was simultaneously the Warsaw Voivode. Since 1990", "probability": 0.03479975461959839 }, { "start_logit": 3.0137386322021484, "end_logit": 3.358840227127075, "text": "1990. The first Warsaw President was Jan Andrzej Menich (1695\u20131696", "probability": 0.03462555631995201 }, { "start_logit": 2.9875147342681885, "end_logit": 3.358840227127075, "text": "1695\u20131696", "probability": 0.033729348331689835 }, { "start_logit": 2.9875147342681885, "end_logit": 3.2686164379119873, "text": "1695\u20131696). Between 1975 and 1990 the Warsaw Presidents was simultaneously the Warsaw Voivode. Since 1990", "probability": 0.030819406732916832 }, { "start_logit": 2.921307325363159, "end_logit": 3.2686164379119873, "text": "1990", "probability": 0.028845014050602913 } ], "57338255d058e614000b5c0e": [ { "start_logit": 4.093210697174072, "end_logit": 3.500232696533203, "text": "Jan Andrzej Menich (1695\u20131696). Between 1975 and 1990", "probability": 0.11487139761447906 }, { "start_logit": 4.093210697174072, "end_logit": 3.2701878547668457, "text": "Jan Andrzej Menich (1695\u20131696). Between 1975 and 1990 the Warsaw Presidents was simultaneously the Warsaw Voivode. Since 1990", "probability": 0.09126508980989456 }, { "start_logit": 4.093210697174072, "end_logit": 3.2552099227905273, "text": "Jan Andrzej Menich (1695\u20131696", "probability": 0.08990831673145294 }, { "start_logit": 4.093210697174072, "end_logit": 3.0361599922180176, "text": "Jan Andrzej Menich", "probability": 0.07222169637680054 }, { "start_logit": 3.509129762649536, "end_logit": 3.500232696533203, "text": "1975 and 1990", "probability": 0.06405435502529144 }, { "start_logit": 3.509129762649536, "end_logit": 3.2701878547668457, "text": "1975 and 1990 the Warsaw Presidents was simultaneously the Warsaw Voivode. Since 1990", "probability": 0.05089108645915985 }, { "start_logit": 4.093210697174072, "end_logit": 2.6713483333587646, "text": "Jan Andrzej Menich (1695\u20131696). Between 1975", "probability": 0.05014549195766449 }, { "start_logit": 3.087892532348633, "end_logit": 3.500232696533203, "text": "1696). Between 1975 and 1990", "probability": 0.042034685611724854 }, { "start_logit": 4.093210697174072, "end_logit": 2.49101185798645, "text": "Jan Andrzej Menich (1695\u20131696). Between 1975 and 1990 the Warsaw Presidents was simultaneously the Warsaw Voivode", "probability": 0.04187096282839775 }, { "start_logit": 3.0478053092956543, "end_logit": 3.5148868560791016, "text": "100,000 people or these, where already was president before 1990", "probability": 0.040979091078042984 }, { "start_logit": 3.039039373397827, "end_logit": 3.500232696533203, "text": "1695\u20131696). Between 1975 and 1990", "probability": 0.04003052040934563 }, { "start_logit": 3.0206785202026367, "end_logit": 3.5148868560791016, "text": "1990", "probability": 0.03988240286707878 }, { "start_logit": 3.0206785202026367, "end_logit": 3.500232696533203, "text": "1990. The first Warsaw President was Jan Andrzej Menich (1695\u20131696). Between 1975 and 1990", "probability": 0.039302222430706024 }, { "start_logit": 3.087892532348633, "end_logit": 3.2701878547668457, "text": "1696). Between 1975 and 1990 the Warsaw Presidents was simultaneously the Warsaw Voivode. Since 1990", "probability": 0.03339647129178047 }, { "start_logit": 3.087892532348633, "end_logit": 3.2552099227905273, "text": "1696", "probability": 0.03289999067783356 }, { "start_logit": 3.039039373397827, "end_logit": 3.2701878547668457, "text": "1695\u20131696). Between 1975 and 1990 the Warsaw Presidents was simultaneously the Warsaw Voivode. Since 1990", "probability": 0.031804151833057404 }, { "start_logit": 3.0478053092956543, "end_logit": 3.2552099227905273, "text": "100,000 people or these, where already was president before 1990. The first Warsaw President was Jan Andrzej Menich (1695\u20131696", "probability": 0.03160720318555832 }, { "start_logit": 3.039039373397827, "end_logit": 3.2552099227905273, "text": "1695\u20131696", "probability": 0.03133135661482811 }, { "start_logit": 3.0206785202026367, "end_logit": 3.2552099227905273, "text": "1990. The first Warsaw President was Jan Andrzej Menich (1695\u20131696", "probability": 0.03076132945716381 }, { "start_logit": 2.9223601818084717, "end_logit": 3.3529069423675537, "text": "2002", "probability": 0.030742222443223 } ], "57338255d058e614000b5c0f": [ { "start_logit": 4.134279251098633, "end_logit": 3.478713035583496, "text": "Jan Andrzej Menich (1695\u20131696). Between 1975 and 1990", "probability": 0.11599434167146683 }, { "start_logit": 4.134279251098633, "end_logit": 3.3677892684936523, "text": "Jan Andrzej Menich (1695\u20131696", "probability": 0.10381574928760529 }, { "start_logit": 4.134279251098633, "end_logit": 3.26657772064209, "text": "Jan Andrzej Menich (1695\u20131696). Between 1975 and 1990 the Warsaw Presidents was simultaneously the Warsaw Voivode. Since 1990", "probability": 0.09382263571023941 }, { "start_logit": 4.134279251098633, "end_logit": 2.858851194381714, "text": "Jan Andrzej Menich", "probability": 0.06240714713931084 }, { "start_logit": 3.4810614585876465, "end_logit": 3.478713035583496, "text": "1975 and 1990", "probability": 0.06035981699824333 }, { "start_logit": 3.4810614585876465, "end_logit": 3.26657772064209, "text": "1975 and 1990 the Warsaw Presidents was simultaneously the Warsaw Voivode. Since 1990", "probability": 0.04882235825061798 }, { "start_logit": 4.134279251098633, "end_logit": 2.5708706378936768, "text": "Jan Andrzej Menich (1695\u20131696). Between 1975", "probability": 0.04679136723279953 }, { "start_logit": 3.116485357284546, "end_logit": 3.478713035583496, "text": "1696). Between 1975 and 1990", "probability": 0.04191935807466507 }, { "start_logit": 4.134279251098633, "end_logit": 2.435048818588257, "text": "Jan Andrzej Menich (1695\u20131696). Between 1975 and 1990 the Warsaw Presidents was simultaneously the Warsaw Voivode", "probability": 0.04084879904985428 }, { "start_logit": 3.0722250938415527, "end_logit": 3.4896533489227295, "text": "100,000 people or these, where already was president before 1990", "probability": 0.04054560139775276 }, { "start_logit": 3.00815749168396, "end_logit": 3.4896533489227295, "text": "1990", "probability": 0.038029417395591736 }, { "start_logit": 3.00815749168396, "end_logit": 3.478713035583496, "text": "1990. The first Warsaw President was Jan Andrzej Menich (1695\u20131696). Between 1975 and 1990", "probability": 0.037615638226270676 }, { "start_logit": 3.116485357284546, "end_logit": 3.3677892684936523, "text": "1696", "probability": 0.03751812130212784 }, { "start_logit": 2.994084596633911, "end_logit": 3.478713035583496, "text": "1695\u20131696). Between 1975 and 1990", "probability": 0.03708996623754501 }, { "start_logit": 3.0722250938415527, "end_logit": 3.3677892684936523, "text": "100,000 people or these, where already was president before 1990. The first Warsaw President was Jan Andrzej Menich (1695\u20131696", "probability": 0.0358937606215477 }, { "start_logit": 3.116485357284546, "end_logit": 3.26657772064209, "text": "1696). Between 1975 and 1990 the Warsaw Presidents was simultaneously the Warsaw Voivode. Since 1990", "probability": 0.03390669450163841 }, { "start_logit": 3.00815749168396, "end_logit": 3.3677892684936523, "text": "1990. The first Warsaw President was Jan Andrzej Menich (1695\u20131696", "probability": 0.03366626054048538 }, { "start_logit": 2.994084596633911, "end_logit": 3.3677892684936523, "text": "1695\u20131696", "probability": 0.03319577872753143 }, { "start_logit": 2.994084596633911, "end_logit": 3.26657772064209, "text": "1695\u20131696). Between 1975 and 1990 the Warsaw Presidents was simultaneously the Warsaw Voivode. Since 1990", "probability": 0.030000416561961174 }, { "start_logit": 2.916358232498169, "end_logit": 3.26657772064209, "text": "1990", "probability": 0.027756912633776665 } ], "57338255d058e614000b5c10": [ { "start_logit": 4.018659591674805, "end_logit": 3.585472583770752, "text": "Jan Andrzej Menich (1695\u20131696", "probability": 0.1197773814201355 }, { "start_logit": 4.018659591674805, "end_logit": 3.4810664653778076, "text": "Jan Andrzej Menich (1695\u20131696). Between 1975 and 1990", "probability": 0.10790260136127472 }, { "start_logit": 4.018659591674805, "end_logit": 3.220045566558838, "text": "Jan Andrzej Menich (1695\u20131696). Between 1975 and 1990 the Warsaw Presidents was simultaneously the Warsaw Voivode. Since 1990", "probability": 0.08311355859041214 }, { "start_logit": 4.018659591674805, "end_logit": 2.962768316268921, "text": "Jan Andrzej Menich", "probability": 0.06425958126783371 }, { "start_logit": 3.418166399002075, "end_logit": 3.4810664653778076, "text": "1975 and 1990", "probability": 0.05918899178504944 }, { "start_logit": 3.1327834129333496, "end_logit": 3.585472583770752, "text": "1696", "probability": 0.0493905283510685 }, { "start_logit": 3.081002712249756, "end_logit": 3.585472583770752, "text": "100,000 people or these, where already was president before 1990. The first Warsaw President was Jan Andrzej Menich (1695\u20131696", "probability": 0.04689813405275345 }, { "start_logit": 3.418166399002075, "end_logit": 3.220045566558838, "text": "1975 and 1990 the Warsaw Presidents was simultaneously the Warsaw Voivode. Since 1990", "probability": 0.04559120908379555 }, { "start_logit": 3.1327834129333496, "end_logit": 3.4810664653778076, "text": "1696). Between 1975 and 1990", "probability": 0.0444939099252224 }, { "start_logit": 2.9142534732818604, "end_logit": 3.585472583770752, "text": "1695\u20131696", "probability": 0.03969515115022659 }, { "start_logit": 4.018659591674805, "end_logit": 2.463656425476074, "text": "Jan Andrzej Menich (1695\u20131696). Between 1975", "probability": 0.039010025560855865 }, { "start_logit": 4.018659591674805, "end_logit": 2.4621529579162598, "text": "Jan Andrzej Menich (1695\u20131696). Between 1975 and 1990 the Warsaw Presidents was simultaneously the Warsaw Voivode", "probability": 0.03895142674446106 }, { "start_logit": 2.85101580619812, "end_logit": 3.585472583770752, "text": "1990. The first Warsaw President was Jan Andrzej Menich (1695\u20131696", "probability": 0.037262629717588425 }, { "start_logit": 2.9142534732818604, "end_logit": 3.4810664653778076, "text": "1695\u20131696). Between 1975 and 1990", "probability": 0.03575973957777023 }, { "start_logit": 3.081002712249756, "end_logit": 3.3093855381011963, "text": "100,000 people or these, where already was president before 1990", "probability": 0.03558382764458656 }, { "start_logit": 3.1327834129333496, "end_logit": 3.220045566558838, "text": "1696). Between 1975 and 1990 the Warsaw Presidents was simultaneously the Warsaw Voivode. Since 1990", "probability": 0.03427210450172424 }, { "start_logit": 2.85101580619812, "end_logit": 3.4810664653778076, "text": "1990. The first Warsaw President was Jan Andrzej Menich (1695\u20131696). Between 1975 and 1990", "probability": 0.03356839343905449 }, { "start_logit": 2.879868984222412, "end_logit": 3.321776866912842, "text": "2002", "probability": 0.0294633936136961 }, { "start_logit": 2.85101580619812, "end_logit": 3.3093855381011963, "text": "1990", "probability": 0.028272906318306923 }, { "start_logit": 2.9142534732818604, "end_logit": 3.220045566558838, "text": "1695\u20131696). Between 1975 and 1990 the Warsaw Presidents was simultaneously the Warsaw Voivode. Since 1990", "probability": 0.027544476091861725 } ], "57338255d058e614000b5c11": [ { "start_logit": 3.947094440460205, "end_logit": 3.561687707901001, "text": "Jan Andrzej Menich (1695\u20131696", "probability": 0.10846900939941406 }, { "start_logit": 3.947094440460205, "end_logit": 3.490565776824951, "text": "Jan Andrzej Menich (1695\u20131696). Between 1975 and 1990", "probability": 0.10102241486310959 }, { "start_logit": 3.947094440460205, "end_logit": 3.214930534362793, "text": "Jan Andrzej Menich (1695\u20131696). Between 1975 and 1990 the Warsaw Presidents was simultaneously the Warsaw Voivode. Since 1990", "probability": 0.07668507844209671 }, { "start_logit": 3.947094440460205, "end_logit": 2.9607744216918945, "text": "Jan Andrzej Menich", "probability": 0.05947469174861908 }, { "start_logit": 3.331425428390503, "end_logit": 3.490565776824951, "text": "1975 and 1990", "probability": 0.05458030477166176 }, { "start_logit": 3.1173198223114014, "end_logit": 3.587353229522705, "text": "100,000 people or these, where already was president before 1990", "probability": 0.04853838309645653 }, { "start_logit": 3.1316354274749756, "end_logit": 3.561687707901001, "text": "1696", "probability": 0.04799060523509979 }, { "start_logit": 3.1173198223114014, "end_logit": 3.561687707901001, "text": "100,000 people or these, where already was president before 1990. The first Warsaw President was Jan Andrzej Menich (1695\u20131696", "probability": 0.047308485954999924 }, { "start_logit": 3.076577663421631, "end_logit": 3.587353229522705, "text": "1990", "probability": 0.0466005839407444 }, { "start_logit": 3.076577663421631, "end_logit": 3.561687707901001, "text": "1990. The first Warsaw President was Jan Andrzej Menich (1695\u20131696", "probability": 0.045419782400131226 }, { "start_logit": 3.1316354274749756, "end_logit": 3.490565776824951, "text": "1696). Between 1975 and 1990", "probability": 0.04469595476984978 }, { "start_logit": 3.076577663421631, "end_logit": 3.490565776824951, "text": "1990. The first Warsaw President was Jan Andrzej Menich (1695\u20131696). Between 1975 and 1990", "probability": 0.04230162501335144 }, { "start_logit": 3.331425428390503, "end_logit": 3.214930534362793, "text": "1975 and 1990 the Warsaw Presidents was simultaneously the Warsaw Voivode. Since 1990", "probability": 0.04143137112259865 }, { "start_logit": 2.890700578689575, "end_logit": 3.561687707901001, "text": "1695\u20131696", "probability": 0.03771546855568886 }, { "start_logit": 3.947094440460205, "end_logit": 2.4610321521759033, "text": "Jan Andrzej Menich (1695\u20131696). Between 1975", "probability": 0.03608253598213196 }, { "start_logit": 3.947094440460205, "end_logit": 2.4457778930664062, "text": "Jan Andrzej Menich (1695\u20131696). Between 1975 and 1990 the Warsaw Presidents was simultaneously the Warsaw Voivode", "probability": 0.03553629294037819 }, { "start_logit": 2.890700578689575, "end_logit": 3.490565776824951, "text": "1695\u20131696). Between 1975 and 1990", "probability": 0.035126250237226486 }, { "start_logit": 3.1316354274749756, "end_logit": 3.214930534362793, "text": "1696). Between 1975 and 1990 the Warsaw Presidents was simultaneously the Warsaw Voivode. Since 1990", "probability": 0.03392826020717621 }, { "start_logit": 2.9021451473236084, "end_logit": 3.3355679512023926, "text": "2002", "probability": 0.030428964644670486 }, { "start_logit": 2.890700578689575, "end_logit": 3.214930534362793, "text": "1695\u20131696). Between 1975 and 1990 the Warsaw Presidents was simultaneously the Warsaw Voivode. Since 1990", "probability": 0.026663964614272118 } ], "573382d24776f41900660c37": [ { "start_logit": 3.664651870727539, "end_logit": 3.2648231983184814, "text": "304,016", "probability": 0.15953680872917175 }, { "start_logit": 3.4319653511047363, "end_logit": 3.2648231983184814, "text": "2006, 304,016", "probability": 0.12641732394695282 }, { "start_logit": 2.5580031871795654, "end_logit": 3.6078219413757324, "text": "\u015ar\u00f3dmie\u015bcie", "probability": 0.07433817535638809 }, { "start_logit": 3.4319653511047363, "end_logit": 2.484018564224243, "text": "2006", "probability": 0.05790385603904724 }, { "start_logit": 2.731463670730591, "end_logit": 3.095560312271118, "text": "2002", "probability": 0.05297519266605377 }, { "start_logit": 2.413233518600464, "end_logit": 3.3753671646118164, "text": "160% of the European Union average). The GDP per capita in Warsaw amounted to PLN 94 000", "probability": 0.05097833648324013 }, { "start_logit": 3.0906832218170166, "end_logit": 2.6781558990478516, "text": "12% of Poland's national income, which in 2008", "probability": 0.04998079314827919 }, { "start_logit": 2.8894355297088623, "end_logit": 2.6781558990478516, "text": "650 million euro. Warsaw produces 12% of Poland's national income, which in 2008", "probability": 0.040869805961847305 }, { "start_logit": 3.008456230163574, "end_logit": 2.536069631576538, "text": "MasterCard Emerging Market Index", "probability": 0.039937905967235565 }, { "start_logit": 2.1696019172668457, "end_logit": 3.2648231983184814, "text": "domestic and international companies. In 2006, 304,016", "probability": 0.03577413782477379 }, { "start_logit": 2.731463670730591, "end_logit": 2.6781558990478516, "text": "2002 at over 650 million euro. Warsaw produces 12% of Poland's national income, which in 2008", "probability": 0.034897636622190475 }, { "start_logit": 2.8894355297088623, "end_logit": 2.5194644927978516, "text": "650 million euro", "probability": 0.03487255051732063 }, { "start_logit": 2.100588798522949, "end_logit": 3.2648231983184814, "text": "016", "probability": 0.03338849917054176 }, { "start_logit": 2.413233518600464, "end_logit": 2.93491792678833, "text": "160% of the European Union average). The GDP per capita in Warsaw amounted to PLN 94 000 in 2008", "probability": 0.03281714394688606 }, { "start_logit": 3.0906832218170166, "end_logit": 2.1831958293914795, "text": "12%", "probability": 0.030468055978417397 }, { "start_logit": 2.731463670730591, "end_logit": 2.5194644927978516, "text": "2002 at over 650 million euro", "probability": 0.02977674826979637 }, { "start_logit": 2.579329490661621, "end_logit": 2.6527669429779053, "text": "2010", "probability": 0.02922125719487667 }, { "start_logit": 2.292501926422119, "end_logit": 2.93491792678833, "text": "2008", "probability": 0.029084915295243263 }, { "start_logit": 3.0906832218170166, "end_logit": 2.1239349842071533, "text": "12% of Poland's national income, which in 2008 was 305.1%", "probability": 0.028714952990412712 }, { "start_logit": 2.095482587814331, "end_logit": 3.095560312271118, "text": "7th greatest emerging market. Foreign investors' financial participation in the city's development was estimated in 2002", "probability": 0.028045905753970146 } ], "573382d24776f41900660c38": [ { "start_logit": 3.7197742462158203, "end_logit": 3.364506721496582, "text": "304,016", "probability": 0.1869225949048996 }, { "start_logit": 3.2290642261505127, "end_logit": 3.364506721496582, "text": "2006, 304,016", "probability": 0.11443240940570831 }, { "start_logit": 2.462402820587158, "end_logit": 3.389335870742798, "text": "\u015ar\u00f3dmie\u015bcie", "probability": 0.0544973723590374 }, { "start_logit": 2.739108085632324, "end_logit": 3.07949161529541, "text": "2002", "probability": 0.052720967680215836 }, { "start_logit": 2.4191269874572754, "end_logit": 3.3845162391662598, "text": "160% of the European Union average). The GDP per capita in Warsaw amounted to PLN 94 000", "probability": 0.051938317716121674 }, { "start_logit": 3.056922197341919, "end_logit": 2.720404624938965, "text": "12% of Poland's national income, which in 2008", "probability": 0.05058930441737175 }, { "start_logit": 3.2290642261505127, "end_logit": 2.5227973461151123, "text": "2006", "probability": 0.04931730777025223 }, { "start_logit": 2.924031972885132, "end_logit": 2.720404624938965, "text": "650 million euro. Warsaw produces 12% of Poland's national income, which in 2008", "probability": 0.044294051826000214 }, { "start_logit": 2.247161388397217, "end_logit": 3.364506721496582, "text": "016", "probability": 0.042866118252277374 }, { "start_logit": 3.044915199279785, "end_logit": 2.530623197555542, "text": "MasterCard Emerging Market Index", "probability": 0.041345030069351196 }, { "start_logit": 2.176328182220459, "end_logit": 3.364506721496582, "text": "domestic and international companies. In 2006, 304,016", "probability": 0.03993481025099754 }, { "start_logit": 2.739108085632324, "end_logit": 2.720404624938965, "text": "2002 at over 650 million euro. Warsaw produces 12% of Poland's national income, which in 2008", "probability": 0.03681577369570732 }, { "start_logit": 2.924031972885132, "end_logit": 2.5178613662719727, "text": "650 million euro", "probability": 0.036172788590192795 }, { "start_logit": 2.4191269874572754, "end_logit": 2.973430633544922, "text": "160% of the European Union average). The GDP per capita in Warsaw amounted to PLN 94 000 in 2008", "probability": 0.03443147614598274 }, { "start_logit": 2.3097476959228516, "end_logit": 2.973430633544922, "text": "2008", "probability": 0.0308640468865633 }, { "start_logit": 2.739108085632324, "end_logit": 2.5178613662719727, "text": "2002 at over 650 million euro", "probability": 0.030065644532442093 }, { "start_logit": 3.056922197341919, "end_logit": 2.177783250808716, "text": "12%", "probability": 0.029403654858469963 }, { "start_logit": 2.924031972885132, "end_logit": 2.177783250808716, "text": "650 million euro. Warsaw produces 12%", "probability": 0.02574470080435276 }, { "start_logit": 2.456660270690918, "end_logit": 2.6050522327423096, "text": "2010", "probability": 0.024732692167162895 }, { "start_logit": 2.462402820587158, "end_logit": 2.5227973461151123, "text": "\u015ar\u00f3dmie\u015bcie), is home not only to many national institutions and government agencies, but also to many domestic and international companies. In 2006", "probability": 0.022910917177796364 } ], "573382d24776f41900660c39": [ { "start_logit": 3.6939940452575684, "end_logit": 3.293626546859741, "text": "304,016", "probability": 0.1693853735923767 }, { "start_logit": 3.418862819671631, "end_logit": 3.293626546859741, "text": "2006, 304,016", "probability": 0.12864352762699127 }, { "start_logit": 3.418862819671631, "end_logit": 2.4603586196899414, "text": "2006", "probability": 0.055911920964717865 }, { "start_logit": 2.7505252361297607, "end_logit": 3.1031062602996826, "text": "2002", "probability": 0.05449928715825081 }, { "start_logit": 2.43090558052063, "end_logit": 3.395967483520508, "text": "\u015ar\u00f3dmie\u015bcie", "probability": 0.053060296922922134 }, { "start_logit": 2.3772504329681396, "end_logit": 3.432504415512085, "text": "160% of the European Union average). The GDP per capita in Warsaw amounted to PLN 94 000", "probability": 0.05215974152088165 }, { "start_logit": 3.072500228881836, "end_logit": 2.683699131011963, "text": "12% of Poland's national income, which in 2008", "probability": 0.04943978413939476 }, { "start_logit": 2.9735617637634277, "end_logit": 2.683699131011963, "text": "650 million euro. Warsaw produces 12% of Poland's national income, which in 2008", "probability": 0.044782478362321854 }, { "start_logit": 3.0481481552124023, "end_logit": 2.5843613147735596, "text": "MasterCard Emerging Market Index", "probability": 0.04368764907121658 }, { "start_logit": 2.215041160583496, "end_logit": 3.293626546859741, "text": "016", "probability": 0.038598909974098206 }, { "start_logit": 2.9735617637634277, "end_logit": 2.474975109100342, "text": "650 million euro", "probability": 0.03634632006287575 }, { "start_logit": 2.7505252361297607, "end_logit": 2.683699131011963, "text": "2002 at over 650 million euro. Warsaw produces 12% of Poland's national income, which in 2008", "probability": 0.035829808562994 }, { "start_logit": 2.3772504329681396, "end_logit": 2.983966588973999, "text": "160% of the European Union average). The GDP per capita in Warsaw amounted to PLN 94 000 in 2008", "probability": 0.03330718353390694 }, { "start_logit": 2.3564181327819824, "end_logit": 2.983966588973999, "text": "2008", "probability": 0.03262048959732056 }, { "start_logit": 2.179978370666504, "end_logit": 3.1031062602996826, "text": "7th greatest emerging market. Foreign investors' financial participation in the city's development was estimated in 2002", "probability": 0.03080388717353344 }, { "start_logit": 2.5667660236358643, "end_logit": 2.6981923580169678, "text": "2010", "probability": 0.0302505511790514 }, { "start_logit": 3.072500228881836, "end_logit": 2.176854133605957, "text": "12%", "probability": 0.029782189056277275 }, { "start_logit": 2.7505252361297607, "end_logit": 2.474975109100342, "text": "2002 at over 650 million euro", "probability": 0.029080161824822426 }, { "start_logit": 2.9735617637634277, "end_logit": 2.176854133605957, "text": "650 million euro. Warsaw produces 12%", "probability": 0.026976658031344414 }, { "start_logit": 3.072500228881836, "end_logit": 1.995144248008728, "text": "12% of Poland's national income, which in 2008 was 305.1%", "probability": 0.0248336773365736 } ], "573382d24776f41900660c3a": [ { "start_logit": 3.632594585418701, "end_logit": 3.273433208465576, "text": "304,016", "probability": 0.16223499178886414 }, { "start_logit": 3.3919739723205566, "end_logit": 3.273433208465576, "text": "2006, 304,016", "probability": 0.12753938138484955 }, { "start_logit": 2.4874677658081055, "end_logit": 3.427063226699829, "text": "\u015ar\u00f3dmie\u015bcie", "probability": 0.06019256263971329 }, { "start_logit": 3.1175620555877686, "end_logit": 2.7157020568847656, "text": "12% of Poland's national income, which in 2008", "probability": 0.055494412779808044 }, { "start_logit": 3.3919739723205566, "end_logit": 2.43705415725708, "text": "2006", "probability": 0.0552598275244236 }, { "start_logit": 2.707758903503418, "end_logit": 3.0307199954986572, "text": "2002", "probability": 0.05047593265771866 }, { "start_logit": 2.3033905029296875, "end_logit": 3.357048988342285, "text": "160% of the European Union average). The GDP per capita in Warsaw amounted to PLN 94 000", "probability": 0.04668661952018738 }, { "start_logit": 2.89099383354187, "end_logit": 2.7157020568847656, "text": "650 million euro. Warsaw produces 12% of Poland's national income, which in 2008", "probability": 0.04424374923110008 }, { "start_logit": 2.984018325805664, "end_logit": 2.5187795162200928, "text": "MasterCard Emerging Market Index", "probability": 0.039877649396657944 }, { "start_logit": 2.1065776348114014, "end_logit": 3.357048988342285, "text": "94 000", "probability": 0.03834579512476921 }, { "start_logit": 2.707758903503418, "end_logit": 2.7157020568847656, "text": "2002 at over 650 million euro. Warsaw produces 12% of Poland's national income, which in 2008", "probability": 0.03683612495660782 }, { "start_logit": 2.89099383354187, "end_logit": 2.5264663696289062, "text": "650 million euro", "probability": 0.036615751683712006 }, { "start_logit": 2.1366093158721924, "end_logit": 3.273433208465576, "text": "domestic and international companies. In 2006, 304,016", "probability": 0.03634515032172203 }, { "start_logit": 3.1175620555877686, "end_logit": 2.1629605293273926, "text": "12%", "probability": 0.03192982077598572 }, { "start_logit": 2.3247604370117188, "end_logit": 2.935321569442749, "text": "2008", "probability": 0.031283795833587646 }, { "start_logit": 2.3033905029296875, "end_logit": 2.935321569442749, "text": "160% of the European Union average). The GDP per capita in Warsaw amounted to PLN 94 000 in 2008", "probability": 0.03062235377728939 }, { "start_logit": 2.707758903503418, "end_logit": 2.5264663696289062, "text": "2002 at over 650 million euro", "probability": 0.030485261231660843 }, { "start_logit": 3.1175620555877686, "end_logit": 2.1084134578704834, "text": "12% of Poland's national income, which in 2008 was 305.1%", "probability": 0.030234798789024353 }, { "start_logit": 2.1366465091705322, "end_logit": 3.0307199954986572, "text": "7th greatest emerging market. Foreign investors' financial participation in the city's development was estimated in 2002", "probability": 0.028513696044683456 }, { "start_logit": 2.4874677658081055, "end_logit": 2.617257595062256, "text": "\u015ar\u00f3dmie\u015bcie), is home not only to many national institutions and government agencies, but also to many domestic and international companies", "probability": 0.026782359927892685 } ], "573382d24776f41900660c3b": [ { "start_logit": 3.6519289016723633, "end_logit": 3.253559112548828, "text": "304,016", "probability": 0.16568075120449066 }, { "start_logit": 3.334589719772339, "end_logit": 3.253559112548828, "text": "2006, 304,016", "probability": 0.12062948942184448 }, { "start_logit": 3.334589719772339, "end_logit": 2.5954573154449463, "text": "2006", "probability": 0.06246596574783325 }, { "start_logit": 2.4588544368743896, "end_logit": 3.4231178760528564, "text": "\u015ar\u00f3dmie\u015bcie", "probability": 0.05953396484255791 }, { "start_logit": 2.4200308322906494, "end_logit": 3.3805389404296875, "text": "160% of the European Union average). The GDP per capita in Warsaw amounted to PLN 94 000", "probability": 0.05487973988056183 }, { "start_logit": 2.7137715816497803, "end_logit": 3.080732822418213, "text": "2002", "probability": 0.05454788729548454 }, { "start_logit": 3.1017258167266846, "end_logit": 2.6525633335113525, "text": "12% of Poland's national income, which in 2008", "probability": 0.05239776521921158 }, { "start_logit": 2.8886332511901855, "end_logit": 2.6525633335113525, "text": "650 million euro. Warsaw produces 12% of Poland's national income, which in 2008", "probability": 0.04234166070818901 }, { "start_logit": 3.0182957649230957, "end_logit": 2.5186402797698975, "text": "MasterCard Emerging Market Index", "probability": 0.04216162860393524 }, { "start_logit": 2.1549644470214844, "end_logit": 3.253559112548828, "text": "domestic and international companies. In 2006, 304,016", "probability": 0.037080761045217514 }, { "start_logit": 2.8886332511901855, "end_logit": 2.507439374923706, "text": "650 million euro", "probability": 0.036621928215026855 }, { "start_logit": 2.7137715816497803, "end_logit": 2.6525633335113525, "text": "2002 at over 650 million euro. Warsaw produces 12% of Poland's national income, which in 2008", "probability": 0.03554891422390938 }, { "start_logit": 2.4200308322906494, "end_logit": 2.917217969894409, "text": "160% of the European Union average). The GDP per capita in Warsaw amounted to PLN 94 000 in 2008", "probability": 0.034529827535152435 }, { "start_logit": 3.1017258167266846, "end_logit": 2.17830753326416, "text": "12%", "probability": 0.03260963782668114 }, { "start_logit": 2.7137715816497803, "end_logit": 2.507439374923706, "text": "2002 at over 650 million euro", "probability": 0.030746791511774063 }, { "start_logit": 3.1017258167266846, "end_logit": 2.1043756008148193, "text": "12% of Poland's national income, which in 2008 was 305.1%", "probability": 0.03028571419417858 }, { "start_logit": 2.261812448501587, "end_logit": 2.917217969894409, "text": "2008", "probability": 0.029476845636963844 }, { "start_logit": 2.8886332511901855, "end_logit": 2.17830753326416, "text": "650 million euro. Warsaw produces 12%", "probability": 0.026351245120167732 }, { "start_logit": 2.4588544368743896, "end_logit": 2.5980820655822754, "text": "\u015ar\u00f3dmie\u015bcie), is home not only to many national institutions and government agencies, but also to many domestic and international companies", "probability": 0.026088928803801537 }, { "start_logit": 2.4588544368743896, "end_logit": 2.5954573154449463, "text": "\u015ar\u00f3dmie\u015bcie), is home not only to many national institutions and government agencies, but also to many domestic and international companies. In 2006", "probability": 0.02602054737508297 } ], "5733834ed058e614000b5c26": [ { "start_logit": 3.7617294788360596, "end_logit": 3.863474130630493, "text": "374 companies listed and total capitalization of 162 584 mln EUR as of 31 August 2009. From 1991 until 2000", "probability": 0.1094636544585228 }, { "start_logit": 3.3248562812805176, "end_logit": 4.049817085266113, "text": "April 1991", "probability": 0.08520518988370895 }, { "start_logit": 3.7617294788360596, "end_logit": 3.5796632766723633, "text": "374 companies listed and total capitalization of 162 584 mln EUR as of 31 August 2009", "probability": 0.08241616189479828 }, { "start_logit": 3.234254837036133, "end_logit": 4.049817085266113, "text": "1817 and continued trading until World War II. It was re-established in April 1991", "probability": 0.07782485336065292 }, { "start_logit": 3.234254837036133, "end_logit": 3.883527994155884, "text": "1817 and continued trading until World War II", "probability": 0.06590218842029572 }, { "start_logit": 3.0949134826660156, "end_logit": 3.863474130630493, "text": "162 584 mln EUR as of 31 August 2009. From 1991 until 2000", "probability": 0.05619211122393608 }, { "start_logit": 3.025516986846924, "end_logit": 3.863474130630493, "text": "584 mln EUR as of 31 August 2009. From 1991 until 2000", "probability": 0.052424829453229904 }, { "start_logit": 2.7813878059387207, "end_logit": 4.049817085266113, "text": "1991", "probability": 0.04948125407099724 }, { "start_logit": 3.7617294788360596, "end_logit": 2.955357789993286, "text": "374 companies listed and total capitalization of 162 584", "probability": 0.04414484649896622 }, { "start_logit": 3.7617294788360596, "end_logit": 2.9141933917999268, "text": "374", "probability": 0.04236454516649246 }, { "start_logit": 3.0949134826660156, "end_logit": 3.5796632766723633, "text": "162 584 mln EUR as of 31 August 2009", "probability": 0.04230755195021629 }, { "start_logit": 3.234254837036133, "end_logit": 3.4312243461608887, "text": "1817", "probability": 0.04192440211772919 }, { "start_logit": 3.025516986846924, "end_logit": 3.5796632766723633, "text": "584 mln EUR as of 31 August 2009", "probability": 0.03947111591696739 }, { "start_logit": 2.5881237983703613, "end_logit": 3.863474130630493, "text": "31 August 2009. From 1991 until 2000", "probability": 0.03385163098573685 }, { "start_logit": 2.550687313079834, "end_logit": 3.863474130630493, "text": "mln EUR as of 31 August 2009. From 1991 until 2000", "probability": 0.03260777145624161 }, { "start_logit": 3.7617294788360596, "end_logit": 2.634284734725952, "text": "374 companies listed and total capitalization of 162 584 mln EUR as of 31 August 2009. From 1991", "probability": 0.03202136233448982 }, { "start_logit": 2.43906569480896, "end_logit": 3.863474130630493, "text": "2000", "probability": 0.029163816943764687 }, { "start_logit": 2.431760549545288, "end_logit": 3.863474130630493, "text": "4 companies listed and total capitalization of 162 584 mln EUR as of 31 August 2009. From 1991 until 2000", "probability": 0.028951548039913177 }, { "start_logit": 2.4132001399993896, "end_logit": 3.863474130630493, "text": "1991 until 2000", "probability": 0.02841915190219879 }, { "start_logit": 2.1325714588165283, "end_logit": 4.049817085266113, "text": "Warsaw's first stock exchange was established in 1817 and continued trading until World War II. It was re-established in April 1991", "probability": 0.025862066075205803 } ], "5733834ed058e614000b5c27": [ { "start_logit": 3.7563233375549316, "end_logit": 3.877730369567871, "text": "374 companies listed and total capitalization of 162 584 mln EUR as of 31 August 2009. From 1991 until 2000", "probability": 0.10994604229927063 }, { "start_logit": 3.7563233375549316, "end_logit": 3.601989269256592, "text": "374 companies listed and total capitalization of 162 584 mln EUR as of 31 August 2009", "probability": 0.083450086414814 }, { "start_logit": 3.324110984802246, "end_logit": 4.021483898162842, "text": "April 1991", "probability": 0.0823955088853836 }, { "start_logit": 3.2763266563415527, "end_logit": 4.021483898162842, "text": "1817 and continued trading until World War II. It was re-established in April 1991", "probability": 0.07855087518692017 }, { "start_logit": 3.2763266563415527, "end_logit": 3.904587745666504, "text": "1817 and continued trading until World War II", "probability": 0.06988496333360672 }, { "start_logit": 3.0767669677734375, "end_logit": 3.877730369567871, "text": "162 584 mln EUR as of 31 August 2009. From 1991 until 2000", "probability": 0.055725257843732834 }, { "start_logit": 3.0245676040649414, "end_logit": 3.877730369567871, "text": "584 mln EUR as of 31 August 2009. From 1991 until 2000", "probability": 0.052891042083501816 }, { "start_logit": 2.759016752243042, "end_logit": 4.021483898162842, "text": "1991", "probability": 0.04682590067386627 }, { "start_logit": 3.2763266563415527, "end_logit": 3.40250301361084, "text": "1817", "probability": 0.042299095541238785 }, { "start_logit": 3.0767669677734375, "end_logit": 3.601989269256592, "text": "162 584 mln EUR as of 31 August 2009", "probability": 0.04229598864912987 }, { "start_logit": 3.7563233375549316, "end_logit": 2.897641181945801, "text": "374 companies listed and total capitalization of 162 584", "probability": 0.041260287165641785 }, { "start_logit": 3.0245676040649414, "end_logit": 3.601989269256592, "text": "584 mln EUR as of 31 August 2009", "probability": 0.040144797414541245 }, { "start_logit": 3.7563233375549316, "end_logit": 2.8496274948120117, "text": "374", "probability": 0.03932603821158409 }, { "start_logit": 2.593043327331543, "end_logit": 3.877730369567871, "text": "31 August 2009. From 1991 until 2000", "probability": 0.03435370326042175 }, { "start_logit": 2.554330825805664, "end_logit": 3.877730369567871, "text": "mln EUR as of 31 August 2009. From 1991 until 2000", "probability": 0.033049196004867554 }, { "start_logit": 3.7563233375549316, "end_logit": 2.6518659591674805, "text": "374 companies listed and total capitalization of 162 584 mln EUR as of 31 August 2009. From 1991", "probability": 0.032269589602947235 }, { "start_logit": 2.452929735183716, "end_logit": 3.877730369567871, "text": "1991 until 2000", "probability": 0.02986227162182331 }, { "start_logit": 2.45131254196167, "end_logit": 3.877730369567871, "text": "4 companies listed and total capitalization of 162 584 mln EUR as of 31 August 2009. From 1991 until 2000", "probability": 0.02981402538716793 }, { "start_logit": 2.4434542655944824, "end_logit": 3.877730369567871, "text": "2000", "probability": 0.029580656439065933 }, { "start_logit": 2.593043327331543, "end_logit": 3.601989269256592, "text": "31 August 2009", "probability": 0.026074782013893127 } ], "5733834ed058e614000b5c28": [ { "start_logit": 3.7224388122558594, "end_logit": 3.889383316040039, "text": "374 companies listed and total capitalization of 162 584 mln EUR as of 31 August 2009. From 1991 until 2000", "probability": 0.10940482467412949 }, { "start_logit": 3.3236451148986816, "end_logit": 4.0165863037109375, "text": "April 1991", "probability": 0.08338465541601181 }, { "start_logit": 3.7224388122558594, "end_logit": 3.588543653488159, "text": "374 companies listed and total capitalization of 162 584 mln EUR as of 31 August 2009", "probability": 0.08098107576370239 }, { "start_logit": 3.2524940967559814, "end_logit": 4.0165863037109375, "text": "1817 and continued trading until World War II. It was re-established in April 1991", "probability": 0.07765787839889526 }, { "start_logit": 3.2524940967559814, "end_logit": 3.9262402057647705, "text": "1817 and continued trading until World War II", "probability": 0.07094942033290863 }, { "start_logit": 3.113083600997925, "end_logit": 3.889383316040039, "text": "162 584 mln EUR as of 31 August 2009. From 1991 until 2000", "probability": 0.059483565390110016 }, { "start_logit": 3.008855104446411, "end_logit": 3.889383316040039, "text": "584 mln EUR as of 31 August 2009. From 1991 until 2000", "probability": 0.05359581857919693 }, { "start_logit": 2.7590043544769287, "end_logit": 4.0165863037109375, "text": "1991", "probability": 0.0474095493555069 }, { "start_logit": 3.113083600997925, "end_logit": 3.588543653488159, "text": "162 584 mln EUR as of 31 August 2009", "probability": 0.04402950778603554 }, { "start_logit": 3.2524940967559814, "end_logit": 3.403722047805786, "text": "1817", "probability": 0.04207479953765869 }, { "start_logit": 3.7224388122558594, "end_logit": 2.9148945808410645, "text": "374 companies listed and total capitalization of 162 584", "probability": 0.04128776118159294 }, { "start_logit": 3.008855104446411, "end_logit": 3.588543653488159, "text": "584 mln EUR as of 31 August 2009", "probability": 0.03967144340276718 }, { "start_logit": 3.7224388122558594, "end_logit": 2.8179426193237305, "text": "374", "probability": 0.037472762167453766 }, { "start_logit": 2.5781712532043457, "end_logit": 3.889383316040039, "text": "mln EUR as of 31 August 2009. From 1991 until 2000", "probability": 0.03484074026346207 }, { "start_logit": 2.521191358566284, "end_logit": 3.889383316040039, "text": "31 August 2009. From 1991 until 2000", "probability": 0.0329110287129879 }, { "start_logit": 2.4791419506073, "end_logit": 3.889383316040039, "text": "2000", "probability": 0.03155583143234253 }, { "start_logit": 3.7224388122558594, "end_logit": 2.5972466468811035, "text": "374 companies listed and total capitalization of 162 584 mln EUR as of 31 August 2009. From 1991", "probability": 0.030051670968532562 }, { "start_logit": 2.402371406555176, "end_logit": 3.889383316040039, "text": "1991 until 2000", "probability": 0.02922392077744007 }, { "start_logit": 2.3675873279571533, "end_logit": 3.889383316040039, "text": "4 companies listed and total capitalization of 162 584 mln EUR as of 31 August 2009. From 1991 until 2000", "probability": 0.02822486124932766 }, { "start_logit": 2.5781712532043457, "end_logit": 3.588543653488159, "text": "mln EUR as of 31 August 2009", "probability": 0.025788987055420876 } ], "5733834ed058e614000b5c29": [ { "start_logit": 3.5174357891082764, "end_logit": 4.0416646003723145, "text": "April 1991", "probability": 0.10423210263252258 }, { "start_logit": 3.708580732345581, "end_logit": 3.818323850631714, "text": "374 companies listed and total capitalization of 162 584 mln EUR as of 31 August 2009. From 1991 until 2000", "probability": 0.10092972964048386 }, { "start_logit": 3.287404775619507, "end_logit": 4.0416646003723145, "text": "1817 and continued trading until World War II. It was re-established in April 1991", "probability": 0.0828133374452591 }, { "start_logit": 3.287404775619507, "end_logit": 3.9155516624450684, "text": "1817 and continued trading until World War II", "probability": 0.07300122827291489 }, { "start_logit": 3.708580732345581, "end_logit": 3.46279239654541, "text": "374 companies listed and total capitalization of 162 584 mln EUR as of 31 August 2009", "probability": 0.07073166221380234 }, { "start_logit": 3.1467695236206055, "end_logit": 3.818323850631714, "text": "162 584 mln EUR as of 31 August 2009. From 1991 until 2000", "probability": 0.0575476698577404 }, { "start_logit": 3.0543861389160156, "end_logit": 3.818323850631714, "text": "584 mln EUR as of 31 August 2009. From 1991 until 2000", "probability": 0.0524694062769413 }, { "start_logit": 2.795261859893799, "end_logit": 4.0416646003723145, "text": "1991", "probability": 0.05062504857778549 }, { "start_logit": 3.287404775619507, "end_logit": 3.36441969871521, "text": "1817", "probability": 0.042070403695106506 }, { "start_logit": 3.1467695236206055, "end_logit": 3.46279239654541, "text": "162 584 mln EUR as of 31 August 2009", "probability": 0.040329448878765106 }, { "start_logit": 3.708580732345581, "end_logit": 2.8975296020507812, "text": "374 companies listed and total capitalization of 162 584", "probability": 0.040190503001213074 }, { "start_logit": 3.0543861389160156, "end_logit": 3.46279239654541, "text": "584 mln EUR as of 31 August 2009", "probability": 0.03677060082554817 }, { "start_logit": 3.708580732345581, "end_logit": 2.8075764179229736, "text": "374", "probability": 0.03673306107521057 }, { "start_logit": 2.627009391784668, "end_logit": 3.818323850631714, "text": "mln EUR as of 31 August 2009. From 1991 until 2000", "probability": 0.034221481531858444 }, { "start_logit": 2.5590851306915283, "end_logit": 3.818323850631714, "text": "31 August 2009. From 1991 until 2000", "probability": 0.0319741889834404 }, { "start_logit": 2.2715001106262207, "end_logit": 4.0416646003723145, "text": "Warsaw's first stock exchange was established in 1817 and continued trading until World War II. It was re-established in April 1991", "probability": 0.029984625056385994 }, { "start_logit": 3.708580732345581, "end_logit": 2.590773820877075, "text": "374 companies listed and total capitalization of 162 584 mln EUR as of 31 August 2009. From 1991", "probability": 0.02957337722182274 }, { "start_logit": 2.4519317150115967, "end_logit": 3.818323850631714, "text": "2000", "probability": 0.02872522361576557 }, { "start_logit": 2.446634531021118, "end_logit": 3.818323850631714, "text": "4 companies listed and total capitalization of 162 584 mln EUR as of 31 August 2009. From 1991 until 2000", "probability": 0.02857346273958683 }, { "start_logit": 2.444186210632324, "end_logit": 3.818323850631714, "text": "1991 until 2000", "probability": 0.028503596782684326 } ], "5733834ed058e614000b5c2a": [ { "start_logit": 3.7220208644866943, "end_logit": 3.7271835803985596, "text": "374 companies listed and total capitalization of 162 584 mln EUR as of 31 August 2009. From 1991 until 2000", "probability": 0.10010097920894623 }, { "start_logit": 3.300309419631958, "end_logit": 4.012674331665039, "text": "April 1991", "probability": 0.08735310286283493 }, { "start_logit": 3.7220208644866943, "end_logit": 3.581684112548828, "text": "374 companies listed and total capitalization of 162 584 mln EUR as of 31 August 2009", "probability": 0.08654636144638062 }, { "start_logit": 3.2372167110443115, "end_logit": 4.012674331665039, "text": "1817 and continued trading until World War II. It was re-established in April 1991", "probability": 0.08201205730438232 }, { "start_logit": 3.2372167110443115, "end_logit": 3.897047281265259, "text": "1817 and continued trading until World War II", "probability": 0.07305692881345749 }, { "start_logit": 2.7837719917297363, "end_logit": 4.012674331665039, "text": "1991", "probability": 0.0521133616566658 }, { "start_logit": 3.056663990020752, "end_logit": 3.7271835803985596, "text": "162 584 mln EUR as of 31 August 2009. From 1991 until 2000", "probability": 0.05146092548966408 }, { "start_logit": 3.0243635177612305, "end_logit": 3.7271835803985596, "text": "584 mln EUR as of 31 August 2009. From 1991 until 2000", "probability": 0.04982524737715721 }, { "start_logit": 3.056663990020752, "end_logit": 3.581684112548828, "text": "162 584 mln EUR as of 31 August 2009", "probability": 0.044492609798908234 }, { "start_logit": 3.2372167110443115, "end_logit": 3.380279064178467, "text": "1817", "probability": 0.04357443004846573 }, { "start_logit": 3.7220208644866943, "end_logit": 2.8920552730560303, "text": "374 companies listed and total capitalization of 162 584", "probability": 0.04342568665742874 }, { "start_logit": 3.0243635177612305, "end_logit": 3.581684112548828, "text": "584 mln EUR as of 31 August 2009", "probability": 0.04307844489812851 }, { "start_logit": 3.7220208644866943, "end_logit": 2.8147361278533936, "text": "374", "probability": 0.04019457474350929 }, { "start_logit": 2.5616061687469482, "end_logit": 3.7271835803985596, "text": "mln EUR as of 31 August 2009. From 1991 until 2000", "probability": 0.031367260962724686 }, { "start_logit": 3.7220208644866943, "end_logit": 2.5498464107513428, "text": "374 companies listed and total capitalization of 162 584 mln EUR as of 31 August 2009. From 1991", "probability": 0.03084092028439045 }, { "start_logit": 2.516031265258789, "end_logit": 3.7271835803985596, "text": "31 August 2009. From 1991 until 2000", "probability": 0.02996978349983692 }, { "start_logit": 2.213674545288086, "end_logit": 4.012674331665039, "text": "Warsaw's first stock exchange was established in 1817 and continued trading until World War II. It was re-established in April 1991", "probability": 0.029468562453985214 }, { "start_logit": 2.151573419570923, "end_logit": 4.012674331665039, "text": "World War II. It was re-established in April 1991", "probability": 0.027694188058376312 }, { "start_logit": 2.5616061687469482, "end_logit": 3.581684112548828, "text": "mln EUR as of 31 August 2009", "probability": 0.027119839563965797 }, { "start_logit": 2.3855855464935303, "end_logit": 3.7271835803985596, "text": "1991 until 2000", "probability": 0.026304608210921288 } ], "573383d0d058e614000b5c35": [ { "start_logit": 3.536954402923584, "end_logit": 3.715785503387451, "text": "Chevrolet Aveo. The license for the production of the Aveo expired in February 2011", "probability": 0.07547315210103989 }, { "start_logit": 3.1738975048065186, "end_logit": 3.94728422164917, "text": "AvtoZAZ", "probability": 0.06616943329572678 }, { "start_logit": 3.460291624069214, "end_logit": 3.643033266067505, "text": "Fiat 125p (under license from Fiat, later renamed FSO 125p when the license expired) and the Polonez", "probability": 0.06499835848808289 }, { "start_logit": 3.4545631408691406, "end_logit": 3.643033266067505, "text": "Polonez", "probability": 0.06462706625461578 }, { "start_logit": 3.460291624069214, "end_logit": 3.4392614364624023, "text": "Fiat 125p", "probability": 0.053015824407339096 }, { "start_logit": 3.1738975048065186, "end_logit": 3.715785503387451, "text": "AvtoZAZ, a Ukrainian car manufacturer which assembled there the Chevrolet Aveo. The license for the production of the Aveo expired in February 2011", "probability": 0.05249510332942009 }, { "start_logit": 3.1449477672576904, "end_logit": 3.739377737045288, "text": "Daewoo", "probability": 0.05221462622284889 }, { "start_logit": 3.4545631408691406, "end_logit": 3.418687343597412, "text": "Polonez. The last two models listed were also sent abroad and assembled in a number of other countries, including Egypt and Colombia. In 1995", "probability": 0.051639534533023834 }, { "start_logit": 3.0985512733459473, "end_logit": 3.739377737045288, "text": "South Korean car manufacturer Daewoo", "probability": 0.049847375601530075 }, { "start_logit": 3.0895473957061768, "end_logit": 3.739377737045288, "text": "1995 the factory was purchased by the South Korean car manufacturer Daewoo", "probability": 0.049400586634874344 }, { "start_logit": 2.848785400390625, "end_logit": 3.94728422164917, "text": "2005 the factory was sold to AvtoZAZ", "probability": 0.04780387878417969 }, { "start_logit": 3.152951717376709, "end_logit": 3.643033266067505, "text": "Fiat, later renamed FSO 125p when the license expired) and the Polonez", "probability": 0.04779984429478645 }, { "start_logit": 3.460291624069214, "end_logit": 3.32065749168396, "text": "Fiat 125p (under license from Fiat, later renamed FSO 125p", "probability": 0.04708649590611458 }, { "start_logit": 2.9970717430114746, "end_logit": 3.715785503387451, "text": "Ukrainian car manufacturer which assembled there the Chevrolet Aveo. The license for the production of the Aveo expired in February 2011", "probability": 0.043987005949020386 }, { "start_logit": 2.978794574737549, "end_logit": 3.715785503387451, "text": "February 2011", "probability": 0.04319034889340401 }, { "start_logit": 3.1301848888397217, "end_logit": 3.5326755046844482, "text": "1951", "probability": 0.04184187203645706 }, { "start_logit": 2.857564687728882, "end_logit": 3.739377737045288, "text": "Egypt and Colombia. In 1995 the factory was purchased by the South Korean car manufacturer Daewoo", "probability": 0.03917267546057701 }, { "start_logit": 3.1301848888397217, "end_logit": 3.4392614364624023, "text": "1951. A number of vehicles have been assembled there over the decades, including the Warszawa, Syrena, Fiat 125p", "probability": 0.038110267370939255 }, { "start_logit": 3.0895473957061768, "end_logit": 3.418687343597412, "text": "1995", "probability": 0.035847436636686325 }, { "start_logit": 2.84922194480896, "end_logit": 3.643033266067505, "text": "Syrena, Fiat 125p (under license from Fiat, later renamed FSO 125p when the license expired) and the Polonez", "probability": 0.035279154777526855 } ], "573383d0d058e614000b5c36": [ { "start_logit": 3.5619454383850098, "end_logit": 3.8154168128967285, "text": "Chevrolet Aveo. The license for the production of the Aveo expired in February 2011", "probability": 0.0796918272972107 }, { "start_logit": 3.595463275909424, "end_logit": 3.730306625366211, "text": "Fiat 125p (under license from Fiat, later renamed FSO 125p when the license expired) and the Polonez", "probability": 0.07568459957838058 }, { "start_logit": 3.282728672027588, "end_logit": 3.9375193119049072, "text": "AvtoZAZ", "probability": 0.06810516119003296 }, { "start_logit": 3.4887309074401855, "end_logit": 3.730306625366211, "text": "Polonez", "probability": 0.06802275776863098 }, { "start_logit": 3.282728672027588, "end_logit": 3.8154168128967285, "text": "AvtoZAZ, a Ukrainian car manufacturer which assembled there the Chevrolet Aveo. The license for the production of the Aveo expired in February 2011", "probability": 0.060276973992586136 }, { "start_logit": 3.595463275909424, "end_logit": 3.3439364433288574, "text": "Fiat 125p", "probability": 0.05142911896109581 }, { "start_logit": 3.4887309074401855, "end_logit": 3.4368815422058105, "text": "Polonez. The last two models listed were also sent abroad and assembled in a number of other countries, including Egypt and Colombia. In 1995", "probability": 0.050724923610687256 }, { "start_logit": 3.595463275909424, "end_logit": 3.321756601333618, "text": "Fiat 125p (under license from Fiat, later renamed FSO 125p", "probability": 0.05030099302530289 }, { "start_logit": 3.0923118591308594, "end_logit": 3.8154168128967285, "text": "February 2011", "probability": 0.04982582852244377 }, { "start_logit": 3.136155366897583, "end_logit": 3.730306625366211, "text": "Fiat, later renamed FSO 125p when the license expired) and the Polonez", "probability": 0.04781152307987213 }, { "start_logit": 2.903635263442993, "end_logit": 3.9375193119049072, "text": "2005 the factory was sold to AvtoZAZ", "probability": 0.046616725623607635 }, { "start_logit": 2.979132890701294, "end_logit": 3.8154168128967285, "text": "Ukrainian car manufacturer which assembled there the Chevrolet Aveo. The license for the production of the Aveo expired in February 2011", "probability": 0.044494014233350754 }, { "start_logit": 3.2025949954986572, "end_logit": 3.560574531555176, "text": "1951", "probability": 0.04311944544315338 }, { "start_logit": 3.1008918285369873, "end_logit": 3.6187024116516113, "text": "South Korean car manufacturer Daewoo", "probability": 0.041280850768089294 }, { "start_logit": 3.2025949954986572, "end_logit": 3.508089780807495, "text": "1951. A number of vehicles have been assembled there over the decades, including the Warszawa, Syrena", "probability": 0.04091470688581467 }, { "start_logit": 3.0123438835144043, "end_logit": 3.6187024116516113, "text": "Daewoo", "probability": 0.0377826914191246 }, { "start_logit": 2.995496988296509, "end_logit": 3.6187024116516113, "text": "1995 the factory was purchased by the South Korean car manufacturer Daewoo", "probability": 0.0371515117585659 }, { "start_logit": 2.8691513538360596, "end_logit": 3.730306625366211, "text": "Syrena, Fiat 125p (under license from Fiat, later renamed FSO 125p when the license expired) and the Polonez", "probability": 0.03660784289240837 }, { "start_logit": 2.903635263442993, "end_logit": 3.6633384227752686, "text": "2005", "probability": 0.035437777638435364 }, { "start_logit": 3.2025949954986572, "end_logit": 3.3439364433288574, "text": "1951. A number of vehicles have been assembled there over the decades, including the Warszawa, Syrena, Fiat 125p", "probability": 0.03472071513533592 } ], "573383d0d058e614000b5c37": [ { "start_logit": 3.532534122467041, "end_logit": 3.780627489089966, "text": "Chevrolet Aveo. The license for the production of the Aveo expired in February 2011", "probability": 0.07544585317373276 }, { "start_logit": 3.5703680515289307, "end_logit": 3.719135046005249, "text": "Polonez", "probability": 0.07368185371160507 }, { "start_logit": 3.5510573387145996, "end_logit": 3.719135046005249, "text": "Fiat 125p (under license from Fiat, later renamed FSO 125p when the license expired) and the Polonez", "probability": 0.07227262854576111 }, { "start_logit": 3.267502546310425, "end_logit": 3.980576276779175, "text": "AvtoZAZ", "probability": 0.07069198042154312 }, { "start_logit": 3.267502546310425, "end_logit": 3.780627489089966, "text": "AvtoZAZ, a Ukrainian car manufacturer which assembled there the Chevrolet Aveo. The license for the production of the Aveo expired in February 2011", "probability": 0.057880666106939316 }, { "start_logit": 3.5510573387145996, "end_logit": 3.4305078983306885, "text": "Fiat 125p", "probability": 0.05415329337120056 }, { "start_logit": 3.235633134841919, "end_logit": 3.719135046005249, "text": "Fiat, later renamed FSO 125p when the license expired) and the Polonez", "probability": 0.052721407264471054 }, { "start_logit": 3.2277767658233643, "end_logit": 3.723452568054199, "text": "Daewoo", "probability": 0.052535150200128555 }, { "start_logit": 3.5703680515289307, "end_logit": 3.2819266319274902, "text": "Polonez. The last two models listed were also sent abroad and assembled in a number of other countries, including Egypt and Colombia. In 1995", "probability": 0.04758646339178085 }, { "start_logit": 3.5510573387145996, "end_logit": 3.296219825744629, "text": "Fiat 125p (under license from Fiat, later renamed FSO 125p", "probability": 0.04734828695654869 }, { "start_logit": 2.8482213020324707, "end_logit": 3.980576276779175, "text": "2005 the factory was sold to AvtoZAZ", "probability": 0.04648132994771004 }, { "start_logit": 3.0139639377593994, "end_logit": 3.780627489089966, "text": "Ukrainian car manufacturer which assembled there the Chevrolet Aveo. The license for the production of the Aveo expired in February 2011", "probability": 0.04491828382015228 }, { "start_logit": 2.9718120098114014, "end_logit": 3.780627489089966, "text": "February 2011", "probability": 0.043064240366220474 }, { "start_logit": 2.969393253326416, "end_logit": 3.723452568054199, "text": "1995 the factory was purchased by the South Korean car manufacturer Daewoo", "probability": 0.04057285934686661 }, { "start_logit": 2.967233419418335, "end_logit": 3.723452568054199, "text": "Egypt and Colombia. In 1995 the factory was purchased by the South Korean car manufacturer Daewoo", "probability": 0.04048532992601395 }, { "start_logit": 2.906330108642578, "end_logit": 3.719135046005249, "text": "Syrena, Fiat 125p (under license from Fiat, later renamed FSO 125p when the license expired) and the Polonez", "probability": 0.03792910650372505 }, { "start_logit": 3.139712333679199, "end_logit": 3.4349470138549805, "text": "1951", "probability": 0.036050211638212204 }, { "start_logit": 3.139712333679199, "end_logit": 3.4305078983306885, "text": "1951. A number of vehicles have been assembled there over the decades, including the Warszawa, Syrena, Fiat 125p", "probability": 0.035890527069568634 }, { "start_logit": 2.8378593921661377, "end_logit": 3.723452568054199, "text": "South Korean car manufacturer Daewoo", "probability": 0.035572223365306854 }, { "start_logit": 3.139712333679199, "end_logit": 3.3973004817962646, "text": "1951. A number of vehicles have been assembled there over the decades, including the Warszawa, Syrena", "probability": 0.03471828252077103 } ], "573383d0d058e614000b5c38": [ { "start_logit": 3.5461812019348145, "end_logit": 3.7157652378082275, "text": "Fiat 125p (under license from Fiat, later renamed FSO 125p when the license expired) and the Polonez", "probability": 0.07311191409826279 }, { "start_logit": 3.544881820678711, "end_logit": 3.7157652378082275, "text": "Polonez", "probability": 0.0730169340968132 }, { "start_logit": 3.5230214595794678, "end_logit": 3.712461233139038, "text": "Chevrolet Aveo. The license for the production of the Aveo expired in February 2011", "probability": 0.07120245695114136 }, { "start_logit": 3.1776294708251953, "end_logit": 3.8639233112335205, "text": "AvtoZAZ", "probability": 0.05865056440234184 }, { "start_logit": 3.544881820678711, "end_logit": 3.4602692127227783, "text": "Polonez. The last two models listed were also sent abroad and assembled in a number of other countries, including Egypt and Colombia. In 1995", "probability": 0.05655397102236748 }, { "start_logit": 3.2324612140655518, "end_logit": 3.7561562061309814, "text": "Daewoo", "probability": 0.05562662333250046 }, { "start_logit": 3.5461812019348145, "end_logit": 3.4073143005371094, "text": "Fiat 125p", "probability": 0.0537068247795105 }, { "start_logit": 3.1989645957946777, "end_logit": 3.7157652378082275, "text": "Fiat, later renamed FSO 125p when the license expired) and the Polonez", "probability": 0.051664695143699646 }, { "start_logit": 3.1545591354370117, "end_logit": 3.7561562061309814, "text": "South Korean car manufacturer Daewoo", "probability": 0.05145767703652382 }, { "start_logit": 3.1776294708251953, "end_logit": 3.712461233139038, "text": "AvtoZAZ, a Ukrainian car manufacturer which assembled there the Chevrolet Aveo. The license for the production of the Aveo expired in February 2011", "probability": 0.050407279282808304 }, { "start_logit": 3.5461812019348145, "end_logit": 3.3256804943084717, "text": "Fiat 125p (under license from Fiat, later renamed FSO 125p", "probability": 0.04949670657515526 }, { "start_logit": 3.100721836090088, "end_logit": 3.7561562061309814, "text": "1995 the factory was purchased by the South Korean car manufacturer Daewoo", "probability": 0.048760611563920975 }, { "start_logit": 2.9762771129608154, "end_logit": 3.712461233139038, "text": "Ukrainian car manufacturer which assembled there the Chevrolet Aveo. The license for the production of the Aveo expired in February 2011", "probability": 0.04121420532464981 }, { "start_logit": 2.9380500316619873, "end_logit": 3.712461233139038, "text": "February 2011", "probability": 0.03966843709349632 }, { "start_logit": 2.767486572265625, "end_logit": 3.8639233112335205, "text": "2005 the factory was sold to AvtoZAZ", "probability": 0.0389179028570652 }, { "start_logit": 2.9153740406036377, "end_logit": 3.7157652378082275, "text": "Syrena, Fiat 125p (under license from Fiat, later renamed FSO 125p when the license expired) and the Polonez", "probability": 0.038907378911972046 }, { "start_logit": 3.146014928817749, "end_logit": 3.4615554809570312, "text": "1951. A number of vehicles have been assembled there over the decades, including the Warszawa, Syrena", "probability": 0.038001108914613724 }, { "start_logit": 3.146014928817749, "end_logit": 3.4447622299194336, "text": "1951", "probability": 0.03736827149987221 }, { "start_logit": 3.100721836090088, "end_logit": 3.4602692127227783, "text": "1995", "probability": 0.036271631717681885 }, { "start_logit": 3.146014928817749, "end_logit": 3.4073143005371094, "text": "1951. A number of vehicles have been assembled there over the decades, including the Warszawa, Syrena, Fiat 125p", "probability": 0.03599478676915169 } ], "573383d0d058e614000b5c39": [ { "start_logit": 3.604595422744751, "end_logit": 3.7137844562530518, "text": "Fiat 125p (under license from Fiat, later renamed FSO 125p when the license expired) and the Polonez", "probability": 0.07900598645210266 }, { "start_logit": 3.281677007675171, "end_logit": 3.9381232261657715, "text": "AvtoZAZ", "probability": 0.07158917188644409 }, { "start_logit": 3.490579128265381, "end_logit": 3.7137844562530518, "text": "Polonez", "probability": 0.07049258798360825 }, { "start_logit": 3.562345027923584, "end_logit": 3.5911476612091064, "text": "Chevrolet Aveo. The license for the production of the Aveo expired in February 2011", "probability": 0.0669962540268898 }, { "start_logit": 3.604595422744751, "end_logit": 3.347644090652466, "text": "Fiat 125p", "probability": 0.054783184081315994 }, { "start_logit": 3.490579128265381, "end_logit": 3.4438350200653076, "text": "Polonez. The last two models listed were also sent abroad and assembled in a number of other countries, including Egypt and Colombia. In 1995", "probability": 0.053815294057130814 }, { "start_logit": 3.604595422744751, "end_logit": 3.314459800720215, "text": "Fiat 125p (under license from Fiat, later renamed FSO 125p", "probability": 0.05299506336450577 }, { "start_logit": 3.281677007675171, "end_logit": 3.5911476612091064, "text": "AvtoZAZ, a Ukrainian car manufacturer which assembled there the Chevrolet Aveo. The license for the production of the Aveo expired in February 2011", "probability": 0.05060085281729698 }, { "start_logit": 3.154679536819458, "end_logit": 3.7137844562530518, "text": "Fiat, later renamed FSO 125p when the license expired) and the Polonez", "probability": 0.050380680710077286 }, { "start_logit": 2.917372703552246, "end_logit": 3.9381232261657715, "text": "2005 the factory was sold to AvtoZAZ", "probability": 0.04973156005144119 }, { "start_logit": 3.1064372062683105, "end_logit": 3.6330432891845703, "text": "South Korean car manufacturer Daewoo", "probability": 0.04428403452038765 }, { "start_logit": 3.145181179046631, "end_logit": 3.5911476612091064, "text": "February 2011", "probability": 0.04414469748735428 }, { "start_logit": 3.183600425720215, "end_logit": 3.542165756225586, "text": "1951", "probability": 0.04368085786700249 }, { "start_logit": 3.183600425720215, "end_logit": 3.4568095207214355, "text": "1951. A number of vehicles have been assembled there over the decades, including the Warszawa, Syrena", "probability": 0.040107112377882004 }, { "start_logit": 2.9897782802581787, "end_logit": 3.6330432891845703, "text": "1995 the factory was purchased by the South Korean car manufacturer Daewoo", "probability": 0.039407871663570404 }, { "start_logit": 2.981245279312134, "end_logit": 3.6330432891845703, "text": "Daewoo", "probability": 0.03907301649451256 }, { "start_logit": 3.0059163570404053, "end_logit": 3.5911476612091064, "text": "Ukrainian car manufacturer which assembled there the Chevrolet Aveo. The license for the production of the Aveo expired in February 2011", "probability": 0.03840577229857445 }, { "start_logit": 2.8634467124938965, "end_logit": 3.7137844562530518, "text": "Syrena, Fiat 125p (under license from Fiat, later renamed FSO 125p when the license expired) and the Polonez", "probability": 0.03765159100294113 }, { "start_logit": 2.917372703552246, "end_logit": 3.639563798904419, "text": "2005", "probability": 0.03689514845609665 }, { "start_logit": 3.183600425720215, "end_logit": 3.347644090652466, "text": "1951. A number of vehicles have been assembled there over the decades, including the Warszawa, Syrena, Fiat 125p", "probability": 0.035959310829639435 } ], "573166ede6313a140071cef2": [ { "start_logit": 3.486898183822632, "end_logit": 3.11043643951416, "text": "2.666 million", "probability": 0.09679974615573883 }, { "start_logit": 3.3058855533599854, "end_logit": 3.123753786087036, "text": "300 kilometres (190 mi) from the Carpathian Mountains. Its population is estimated at 1.740 million", "probability": 0.08185496181249619 }, { "start_logit": 3.233584403991699, "end_logit": 3.123753786087036, "text": "1.740 million", "probability": 0.07614561915397644 }, { "start_logit": 3.233584403991699, "end_logit": 3.11043643951416, "text": "1.740 million residents within a greater metropolitan area of 2.666 million", "probability": 0.07513830065727234 }, { "start_logit": 3.3058855533599854, "end_logit": 2.8110992908477783, "text": "300 kilometres (190 mi) from the Carpathian Mountains", "probability": 0.05987711623311043 }, { "start_logit": 3.486898183822632, "end_logit": 2.496016263961792, "text": "2.666", "probability": 0.05236424505710602 }, { "start_logit": 3.0950706005096436, "end_logit": 2.8110992908477783, "text": "260 kilometres (160 mi) from the Baltic Sea and 300 kilometres (190 mi) from the Carpathian Mountains", "probability": 0.048495903611183167 }, { "start_logit": 2.7792460918426514, "end_logit": 3.123753786087036, "text": "740 million", "probability": 0.04834241420030594 }, { "start_logit": 2.7792460918426514, "end_logit": 3.11043643951416, "text": "740 million residents within a greater metropolitan area of 2.666 million", "probability": 0.04770290479063988 }, { "start_logit": 3.1512999534606934, "end_logit": 2.645578145980835, "text": "Vistula River", "probability": 0.04347505420446396 }, { "start_logit": 2.683342218399048, "end_logit": 3.11043643951416, "text": "666 million", "probability": 0.043340519070625305 }, { "start_logit": 3.233584403991699, "end_logit": 2.496016263961792, "text": "1.740 million residents within a greater metropolitan area of 2.666", "probability": 0.04064640402793884 }, { "start_logit": 3.3058855533599854, "end_logit": 2.4036595821380615, "text": "300 kilometres (190 mi) from the Carpathian Mountains. Its population is estimated at 1.740", "probability": 0.039839331060647964 }, { "start_logit": 2.5359392166137695, "end_logit": 3.123753786087036, "text": "190 mi) from the Carpathian Mountains. Its population is estimated at 1.740 million", "probability": 0.03790193796157837 }, { "start_logit": 2.5359392166137695, "end_logit": 3.11043643951416, "text": "190 mi) from the Carpathian Mountains. Its population is estimated at 1.740 million residents within a greater metropolitan area of 2.666 million", "probability": 0.037400539964437485 }, { "start_logit": 3.233584403991699, "end_logit": 2.4036595821380615, "text": "1.740", "probability": 0.03706057369709015 }, { "start_logit": 2.5011367797851562, "end_logit": 3.123753786087036, "text": "Baltic Sea and 300 kilometres (190 mi) from the Carpathian Mountains. Its population is estimated at 1.740 million", "probability": 0.03660555183887482 }, { "start_logit": 3.486898183822632, "end_logit": 2.0419118404388428, "text": "2.666 million residents", "probability": 0.03325215354561806 }, { "start_logit": 3.0950706005096436, "end_logit": 2.4036595821380615, "text": "260 kilometres (160 mi) from the Baltic Sea and 300 kilometres (190 mi) from the Carpathian Mountains. Its population is estimated at 1.740", "probability": 0.032266829162836075 }, { "start_logit": 2.9210259914398193, "end_logit": 2.553332567214966, "text": "Warszawa [var\u02c8\u0282ava", "probability": 0.031489938497543335 } ], "573166ede6313a140071cef3": [ { "start_logit": 3.4833598136901855, "end_logit": 3.101116895675659, "text": "2.666 million", "probability": 0.09551333636045456 }, { "start_logit": 3.3077101707458496, "end_logit": 3.1225967407226562, "text": "300 kilometres (190 mi) from the Carpathian Mountains. Its population is estimated at 1.740 million", "probability": 0.0818670317530632 }, { "start_logit": 3.236863613128662, "end_logit": 3.1225967407226562, "text": "1.740 million", "probability": 0.07626771181821823 }, { "start_logit": 3.236863613128662, "end_logit": 3.101116895675659, "text": "1.740 million residents within a greater metropolitan area of 2.666 million", "probability": 0.0746469497680664 }, { "start_logit": 3.3077101707458496, "end_logit": 2.8140134811401367, "text": "300 kilometres (190 mi) from the Carpathian Mountains", "probability": 0.06013025715947151 }, { "start_logit": 3.4833598136901855, "end_logit": 2.505898952484131, "text": "2.666", "probability": 0.05267011374235153 }, { "start_logit": 3.103343963623047, "end_logit": 2.8140134811401367, "text": "260 kilometres (160 mi) from the Baltic Sea and 300 kilometres (190 mi) from the Carpathian Mountains", "probability": 0.04901600256562233 }, { "start_logit": 2.7833306789398193, "end_logit": 3.1225967407226562, "text": "740 million", "probability": 0.04845895245671272 }, { "start_logit": 2.7833306789398193, "end_logit": 3.101116895675659, "text": "740 million residents within a greater metropolitan area of 2.666 million", "probability": 0.04742914438247681 }, { "start_logit": 2.6914782524108887, "end_logit": 3.101116895675659, "text": "666 million", "probability": 0.043266747146844864 }, { "start_logit": 3.149958848953247, "end_logit": 2.6422958374023438, "text": "Vistula River", "probability": 0.043252017349004745 }, { "start_logit": 3.236863613128662, "end_logit": 2.505898952484131, "text": "1.740 million residents within a greater metropolitan area of 2.666", "probability": 0.041163500398397446 }, { "start_logit": 3.3077101707458496, "end_logit": 2.4082329273223877, "text": "300 kilometres (190 mi) from the Carpathian Mountains. Its population is estimated at 1.740", "probability": 0.04007420316338539 }, { "start_logit": 2.5323116779327393, "end_logit": 3.1225967407226562, "text": "190 mi) from the Carpathian Mountains. Its population is estimated at 1.740 million", "probability": 0.03770141303539276 }, { "start_logit": 3.236863613128662, "end_logit": 2.4082329273223877, "text": "1.740", "probability": 0.03733332082629204 }, { "start_logit": 2.5164635181427, "end_logit": 3.1225967407226562, "text": "Baltic Sea and 300 kilometres (190 mi) from the Carpathian Mountains. Its population is estimated at 1.740 million", "probability": 0.03710862994194031 }, { "start_logit": 2.5323116779327393, "end_logit": 3.101116895675659, "text": "190 mi) from the Carpathian Mountains. Its population is estimated at 1.740 million residents within a greater metropolitan area of 2.666 million", "probability": 0.03690023720264435 }, { "start_logit": 3.4833598136901855, "end_logit": 2.0314111709594727, "text": "2.666 million residents", "probability": 0.03277153894305229 }, { "start_logit": 3.103343963623047, "end_logit": 2.4082329273223877, "text": "260 kilometres (160 mi) from the Baltic Sea and 300 kilometres (190 mi) from the Carpathian Mountains. Its population is estimated at 1.740", "probability": 0.032667022198438644 }, { "start_logit": 2.3608813285827637, "end_logit": 3.1225967407226562, "text": "Carpathian Mountains. Its population is estimated at 1.740 million", "probability": 0.03176190331578255 } ], "573166ede6313a140071cef4": [ { "start_logit": 3.539769411087036, "end_logit": 3.113994836807251, "text": "2.666 million", "probability": 0.09591013938188553 }, { "start_logit": 3.326218366622925, "end_logit": 3.128894805908203, "text": "300 kilometres (190 mi) from the Carpathian Mountains. Its population is estimated at 1.740 million", "probability": 0.07863059639930725 }, { "start_logit": 3.3193931579589844, "end_logit": 3.128894805908203, "text": "1.740 million", "probability": 0.07809573411941528 }, { "start_logit": 3.3193931579589844, "end_logit": 3.113994836807251, "text": "1.740 million residents within a greater metropolitan area of 2.666 million", "probability": 0.07694072276353836 }, { "start_logit": 3.326218366622925, "end_logit": 2.7870047092437744, "text": "300 kilometres (190 mi) from the Carpathian Mountains", "probability": 0.055861230939626694 }, { "start_logit": 3.226055383682251, "end_logit": 2.7870047092437744, "text": "260 kilometres (160 mi) from the Baltic Sea and 300 kilometres (190 mi) from the Carpathian Mountains", "probability": 0.05053708702325821 }, { "start_logit": 3.539769411087036, "end_logit": 2.4297752380371094, "text": "2.666", "probability": 0.048385102301836014 }, { "start_logit": 3.2187817096710205, "end_logit": 2.7284791469573975, "text": "Vistula River", "probability": 0.04731883481144905 }, { "start_logit": 2.8062045574188232, "end_logit": 3.128894805908203, "text": "740 million", "probability": 0.046746864914894104 }, { "start_logit": 2.8062045574188232, "end_logit": 3.113994836807251, "text": "740 million residents within a greater metropolitan area of 2.666 million", "probability": 0.04605548828840256 }, { "start_logit": 2.6899423599243164, "end_logit": 3.113994836807251, "text": "666 million", "probability": 0.04100050777196884 }, { "start_logit": 3.3193931579589844, "end_logit": 2.4297752380371094, "text": "1.740 million residents within a greater metropolitan area of 2.666", "probability": 0.03881535306572914 }, { "start_logit": 2.6124520301818848, "end_logit": 3.128894805908203, "text": "190 mi) from the Carpathian Mountains. Its population is estimated at 1.740 million", "probability": 0.0385129414498806 }, { "start_logit": 2.6015141010284424, "end_logit": 3.128894805908203, "text": "Baltic Sea and 300 kilometres (190 mi) from the Carpathian Mountains. Its population is estimated at 1.740 million", "probability": 0.03809397667646408 }, { "start_logit": 3.326218366622925, "end_logit": 2.4035160541534424, "text": "300 kilometres (190 mi) from the Carpathian Mountains. Its population is estimated at 1.740", "probability": 0.03806829825043678 }, { "start_logit": 2.6124520301818848, "end_logit": 3.113994836807251, "text": "190 mi) from the Carpathian Mountains. Its population is estimated at 1.740 million residents within a greater metropolitan area of 2.666 million", "probability": 0.037943363189697266 }, { "start_logit": 3.3193931579589844, "end_logit": 2.4035160541534424, "text": "1.740", "probability": 0.0378093495965004 }, { "start_logit": 3.539769411087036, "end_logit": 2.1191468238830566, "text": "2.666 million residents", "probability": 0.03546562045812607 }, { "start_logit": 3.226055383682251, "end_logit": 2.420539379119873, "text": "260 kilometres (160 mi) from the Baltic Sea", "probability": 0.03503131866455078 }, { "start_logit": 3.2187817096710205, "end_logit": 2.420539379119873, "text": "Vistula River in east-central Poland, roughly 260 kilometres (160 mi) from the Baltic Sea", "probability": 0.0347774364054203 } ], "573166ede6313a140071cef5": [ { "start_logit": 3.507776975631714, "end_logit": 3.114940643310547, "text": "2.666 million", "probability": 0.09498356282711029 }, { "start_logit": 3.2978620529174805, "end_logit": 3.1671860218048096, "text": "300 kilometres (190 mi) from the Carpathian Mountains. Its population is estimated at 1.740 million", "probability": 0.08112847059965134 }, { "start_logit": 3.2855682373046875, "end_logit": 3.1671860218048096, "text": "1.740 million", "probability": 0.08013719320297241 }, { "start_logit": 3.2855682373046875, "end_logit": 3.114940643310547, "text": "1.740 million residents within a greater metropolitan area of 2.666 million", "probability": 0.07605789601802826 }, { "start_logit": 3.2978620529174805, "end_logit": 2.773776054382324, "text": "300 kilometres (190 mi) from the Carpathian Mountains", "probability": 0.05474161356687546 }, { "start_logit": 3.507776975631714, "end_logit": 2.497951030731201, "text": "2.666", "probability": 0.0512499064207077 }, { "start_logit": 2.8059301376342773, "end_logit": 3.1671860218048096, "text": "740 million", "probability": 0.049605511128902435 }, { "start_logit": 2.8059301376342773, "end_logit": 3.114940643310547, "text": "740 million residents within a greater metropolitan area of 2.666 million", "probability": 0.04708040505647659 }, { "start_logit": 3.1445655822753906, "end_logit": 2.773776054382324, "text": "260 kilometres (160 mi) from the Baltic Sea and 300 kilometres (190 mi) from the Carpathian Mountains", "probability": 0.0469614714384079 }, { "start_logit": 3.1100711822509766, "end_logit": 2.704774856567383, "text": "Vistula River", "probability": 0.04234422743320465 }, { "start_logit": 3.2855682373046875, "end_logit": 2.497951030731201, "text": "1.740 million residents within a greater metropolitan area of 2.666", "probability": 0.041038282215595245 }, { "start_logit": 2.65343976020813, "end_logit": 3.114940643310547, "text": "666 million", "probability": 0.040421679615974426 }, { "start_logit": 3.2978620529174805, "end_logit": 2.4428811073303223, "text": "300 kilometres (190 mi) from the Carpathian Mountains. Its population is estimated at 1.740", "probability": 0.03931983932852745 }, { "start_logit": 2.571898937225342, "end_logit": 3.1671860218048096, "text": "190 mi) from the Carpathian Mountains. Its population is estimated at 1.740 million", "probability": 0.039254702627658844 }, { "start_logit": 3.2855682373046875, "end_logit": 2.4428811073303223, "text": "1.740", "probability": 0.03883940353989601 }, { "start_logit": 2.538816452026367, "end_logit": 3.1671860218048096, "text": "Baltic Sea and 300 kilometres (190 mi) from the Carpathian Mountains. Its population is estimated at 1.740 million", "probability": 0.03797728568315506 }, { "start_logit": 2.571898937225342, "end_logit": 3.114940643310547, "text": "190 mi) from the Carpathian Mountains. Its population is estimated at 1.740 million residents within a greater metropolitan area of 2.666 million", "probability": 0.03725646808743477 }, { "start_logit": 3.507776975631714, "end_logit": 2.1219558715820312, "text": "2.666 million residents", "probability": 0.03518849238753319 }, { "start_logit": 3.1445655822753906, "end_logit": 2.4428811073303223, "text": "260 kilometres (160 mi) from the Baltic Sea and 300 kilometres (190 mi) from the Carpathian Mountains. Its population is estimated at 1.740", "probability": 0.03373151645064354 }, { "start_logit": 2.3886542320251465, "end_logit": 3.1671860218048096, "text": "Carpathian Mountains. Its population is estimated at 1.740 million", "probability": 0.032682064920663834 } ], "573166ede6313a140071cef6": [ { "start_logit": 3.4682376384735107, "end_logit": 3.0883758068084717, "text": "2.666 million", "probability": 0.09045201539993286 }, { "start_logit": 3.337890386581421, "end_logit": 3.1144137382507324, "text": "300 kilometres (190 mi) from the Carpathian Mountains. Its population is estimated at 1.740 million", "probability": 0.08149240911006927 }, { "start_logit": 3.2980847358703613, "end_logit": 3.1144137382507324, "text": "1.740 million", "probability": 0.07831228524446487 }, { "start_logit": 3.2980847358703613, "end_logit": 3.0883758068084717, "text": "1.740 million residents within a greater metropolitan area of 2.666 million", "probability": 0.07629949599504471 }, { "start_logit": 3.337890386581421, "end_logit": 2.8076727390289307, "text": "300 kilometres (190 mi) from the Carpathian Mountains", "probability": 0.05996548756957054 }, { "start_logit": 3.2410411834716797, "end_logit": 2.8076727390289307, "text": "260 kilometres (160 mi) from the Baltic Sea and 300 kilometres (190 mi) from the Carpathian Mountains", "probability": 0.05443023517727852 }, { "start_logit": 2.866846799850464, "end_logit": 3.1144137382507324, "text": "740 million", "probability": 0.050879817456007004 }, { "start_logit": 2.866846799850464, "end_logit": 3.0883758068084717, "text": "740 million residents within a greater metropolitan area of 2.666 million", "probability": 0.04957212135195732 }, { "start_logit": 3.4682376384735107, "end_logit": 2.4649696350097656, "text": "2.666", "probability": 0.048492711037397385 }, { "start_logit": 3.2980847358703613, "end_logit": 2.4649696350097656, "text": "1.740 million residents within a greater metropolitan area of 2.666", "probability": 0.04090533033013344 }, { "start_logit": 2.639556407928467, "end_logit": 3.0883758068084717, "text": "666 million", "probability": 0.03949357196688652 }, { "start_logit": 2.6121344566345215, "end_logit": 3.1144137382507324, "text": "190 mi) from the Carpathian Mountains. Its population is estimated at 1.740 million", "probability": 0.03943896293640137 }, { "start_logit": 3.1276018619537354, "end_logit": 2.573329210281372, "text": "Vistula River", "probability": 0.038441479206085205 }, { "start_logit": 2.6121344566345215, "end_logit": 3.0883758068084717, "text": "190 mi) from the Carpathian Mountains. Its population is estimated at 1.740 million residents within a greater metropolitan area of 2.666 million", "probability": 0.038425300270318985 }, { "start_logit": 3.337890386581421, "end_logit": 2.3510842323303223, "text": "300 kilometres (190 mi) from the Carpathian Mountains. Its population is estimated at 1.740", "probability": 0.03798458352684975 }, { "start_logit": 2.5469579696655273, "end_logit": 3.1144137382507324, "text": "Baltic Sea and 300 kilometres (190 mi) from the Carpathian Mountains. Its population is estimated at 1.740 million", "probability": 0.03695044293999672 }, { "start_logit": 3.2980847358703613, "end_logit": 2.3510842323303223, "text": "1.740", "probability": 0.03650228679180145 }, { "start_logit": 3.2410411834716797, "end_logit": 2.3510842323303223, "text": "260 kilometres (160 mi) from the Baltic Sea and 300 kilometres (190 mi) from the Carpathian Mountains. Its population is estimated at 1.740", "probability": 0.03447834402322769 }, { "start_logit": 3.4682376384735107, "end_logit": 2.102532148361206, "text": "2.666 million residents", "probability": 0.033749841153621674 }, { "start_logit": 3.012690305709839, "end_logit": 2.557591676712036, "text": "Warszawa", "probability": 0.03373338282108307 } ], "5732b6b5328d981900602021": [ { "start_logit": 3.4795053005218506, "end_logit": 3.1003100872039795, "text": "2.666 million", "probability": 0.09551067650318146 }, { "start_logit": 3.3058276176452637, "end_logit": 3.1201844215393066, "text": "300 kilometres (190 mi) from the Carpathian Mountains. Its population is estimated at 1.740 million", "probability": 0.08189474046230316 }, { "start_logit": 3.2354140281677246, "end_logit": 3.1201844215393066, "text": "1.740 million", "probability": 0.07632657140493393 }, { "start_logit": 3.2354140281677246, "end_logit": 3.1003100872039795, "text": "1.740 million residents within a greater metropolitan area of 2.666 million", "probability": 0.07482458651065826 }, { "start_logit": 3.3058276176452637, "end_logit": 2.8101086616516113, "text": "300 kilometres (190 mi) from the Carpathian Mountains", "probability": 0.06006089597940445 }, { "start_logit": 3.4795053005218506, "end_logit": 2.5062344074249268, "text": "2.666", "probability": 0.05272883176803589 }, { "start_logit": 3.099550247192383, "end_logit": 2.8101086616516113, "text": "260 kilometres (160 mi) from the Baltic Sea and 300 kilometres (190 mi) from the Carpathian Mountains", "probability": 0.04886598512530327 }, { "start_logit": 2.781796932220459, "end_logit": 3.1201844215393066, "text": "740 million", "probability": 0.048492249101400375 }, { "start_logit": 2.781796932220459, "end_logit": 3.1003100872039795, "text": "740 million residents within a greater metropolitan area of 2.666 million", "probability": 0.04753800481557846 }, { "start_logit": 2.689664363861084, "end_logit": 3.1003100872039795, "text": "666 million", "probability": 0.043353911489248276 }, { "start_logit": 3.1472628116607666, "end_logit": 2.6398448944091797, "text": "Vistula River", "probability": 0.04322979971766472 }, { "start_logit": 3.2354140281677246, "end_logit": 2.5062344074249268, "text": "1.740 million residents within a greater metropolitan area of 2.666", "probability": 0.04130862280726433 }, { "start_logit": 3.3058276176452637, "end_logit": 2.407302141189575, "text": "300 kilometres (190 mi) from the Carpathian Mountains. Its population is estimated at 1.740", "probability": 0.04014720022678375 }, { "start_logit": 2.5300960540771484, "end_logit": 3.1201844215393066, "text": "190 mi) from the Carpathian Mountains. Its population is estimated at 1.740 million", "probability": 0.037701621651649475 }, { "start_logit": 3.2354140281677246, "end_logit": 2.407302141189575, "text": "1.740", "probability": 0.037417519837617874 }, { "start_logit": 2.5300960540771484, "end_logit": 3.1003100872039795, "text": "190 mi) from the Carpathian Mountains. Its population is estimated at 1.740 million residents within a greater metropolitan area of 2.666 million", "probability": 0.036959730088710785 }, { "start_logit": 2.5049047470092773, "end_logit": 3.1201844215393066, "text": "Baltic Sea and 300 kilometres (190 mi) from the Carpathian Mountains. Its population is estimated at 1.740 million", "probability": 0.03676373139023781 }, { "start_logit": 3.4795053005218506, "end_logit": 2.0317020416259766, "text": "2.666 million residents", "probability": 0.03280662000179291 }, { "start_logit": 3.099550247192383, "end_logit": 2.407302141189575, "text": "260 kilometres (160 mi) from the Baltic Sea and 300 kilometres (190 mi) from the Carpathian Mountains. Its population is estimated at 1.740", "probability": 0.032664041966199875 }, { "start_logit": 2.3473496437072754, "end_logit": 3.1201844215393066, "text": "Carpathian Mountains. Its population is estimated at 1.740 million", "probability": 0.03140467405319214 } ], "5732b6b5328d981900602022": [ { "start_logit": 3.477200984954834, "end_logit": 3.118405818939209, "text": "2.666 million", "probability": 0.09477608650922775 }, { "start_logit": 3.28114914894104, "end_logit": 3.139235258102417, "text": "300 kilometres (190 mi) from the Carpathian Mountains. Its population is estimated at 1.740 million", "probability": 0.07954276353120804 }, { "start_logit": 3.27858304977417, "end_logit": 3.139235258102417, "text": "1.740 million", "probability": 0.07933888584375381 }, { "start_logit": 3.27858304977417, "end_logit": 3.118405818939209, "text": "1.740 million residents within a greater metropolitan area of 2.666 million", "probability": 0.07770340889692307 }, { "start_logit": 3.28114914894104, "end_logit": 2.8341174125671387, "text": "300 kilometres (190 mi) from the Carpathian Mountains", "probability": 0.05862593650817871 }, { "start_logit": 3.1282269954681396, "end_logit": 2.8341174125671387, "text": "260 kilometres (160 mi) from the Baltic Sea and 300 kilometres (190 mi) from the Carpathian Mountains", "probability": 0.050312552601099014 }, { "start_logit": 3.477200984954834, "end_logit": 2.4500198364257812, "text": "2.666", "probability": 0.048576075583696365 }, { "start_logit": 2.7786877155303955, "end_logit": 3.139235258102417, "text": "740 million", "probability": 0.04812651500105858 }, { "start_logit": 2.7786877155303955, "end_logit": 3.118405818939209, "text": "740 million residents within a greater metropolitan area of 2.666 million", "probability": 0.04713444784283638 }, { "start_logit": 3.2048182487487793, "end_logit": 2.6373815536499023, "text": "Vistula River", "probability": 0.044616781175136566 }, { "start_logit": 2.6998629570007324, "end_logit": 3.118405818939209, "text": "666 million", "probability": 0.04356173425912857 }, { "start_logit": 3.27858304977417, "end_logit": 2.4500198364257812, "text": "1.740 million residents within a greater metropolitan area of 2.666", "probability": 0.03982573375105858 }, { "start_logit": 2.5740928649902344, "end_logit": 3.139235258102417, "text": "Baltic Sea and 300 kilometres (190 mi) from the Carpathian Mountains. Its population is estimated at 1.740 million", "probability": 0.03922203555703163 }, { "start_logit": 2.535703420639038, "end_logit": 3.139235258102417, "text": "190 mi) from the Carpathian Mountains. Its population is estimated at 1.740 million", "probability": 0.03774484992027283 }, { "start_logit": 3.28114914894104, "end_logit": 2.3930177688598633, "text": "300 kilometres (190 mi) from the Carpathian Mountains. Its population is estimated at 1.740", "probability": 0.037715718150138855 }, { "start_logit": 3.27858304977417, "end_logit": 2.3930177688598633, "text": "1.740", "probability": 0.03761907294392586 }, { "start_logit": 2.535703420639038, "end_logit": 3.118405818939209, "text": "190 mi) from the Carpathian Mountains. Its population is estimated at 1.740 million residents within a greater metropolitan area of 2.666 million", "probability": 0.03696676716208458 }, { "start_logit": 3.2048182487487793, "end_logit": 2.36983060836792, "text": "Vistula River in east-central Poland, roughly 260 kilometres (160 mi) from the Baltic Sea", "probability": 0.034143052995204926 }, { "start_logit": 3.1282269954681396, "end_logit": 2.3930177688598633, "text": "260 kilometres (160 mi) from the Baltic Sea and 300 kilometres (190 mi) from the Carpathian Mountains. Its population is estimated at 1.740", "probability": 0.0323675163090229 }, { "start_logit": 3.477200984954834, "end_logit": 2.0351247787475586, "text": "2.666 million residents", "probability": 0.03208010643720627 } ], "5732b6b5328d981900602023": [ { "start_logit": 3.495025634765625, "end_logit": 3.0764923095703125, "text": "2.666 million", "probability": 0.09329105168581009 }, { "start_logit": 3.390414237976074, "end_logit": 3.1011242866516113, "text": "300 kilometres (190 mi) from the Carpathian Mountains. Its population is estimated at 1.740 million", "probability": 0.08612026274204254 }, { "start_logit": 3.2417032718658447, "end_logit": 3.1011242866516113, "text": "1.740 million", "probability": 0.07422002404928207 }, { "start_logit": 3.2417032718658447, "end_logit": 3.0764923095703125, "text": "1.740 million residents within a greater metropolitan area of 2.666 million", "probability": 0.07241413742303848 }, { "start_logit": 3.390414237976074, "end_logit": 2.812235116958618, "text": "300 kilometres (190 mi) from the Carpathian Mountains", "probability": 0.06451226770877838 }, { "start_logit": 3.1667730808258057, "end_logit": 2.812235116958618, "text": "260 kilometres (160 mi) from the Baltic Sea and 300 kilometres (190 mi) from the Carpathian Mountains", "probability": 0.0515841543674469 }, { "start_logit": 3.495025634765625, "end_logit": 2.4755868911743164, "text": "2.666", "probability": 0.05115288123488426 }, { "start_logit": 2.7859244346618652, "end_logit": 3.1011242866516113, "text": "740 million", "probability": 0.04705207049846649 }, { "start_logit": 2.7859244346618652, "end_logit": 3.0764923095703125, "text": "740 million residents within a greater metropolitan area of 2.666 million", "probability": 0.04590724781155586 }, { "start_logit": 3.1314964294433594, "end_logit": 2.711064338684082, "text": "Vistula River", "probability": 0.045004703104496 }, { "start_logit": 3.390414237976074, "end_logit": 2.4224276542663574, "text": "300 kilometres (190 mi) from the Carpathian Mountains. Its population is estimated at 1.740", "probability": 0.043686892837285995 }, { "start_logit": 3.2417032718658447, "end_logit": 2.4755868911743164, "text": "1.740 million residents within a greater metropolitan area of 2.666", "probability": 0.039705753326416016 }, { "start_logit": 2.6154510974884033, "end_logit": 3.0764923095703125, "text": "666 million", "probability": 0.03871199116110802 }, { "start_logit": 3.2417032718658447, "end_logit": 2.4224276542663574, "text": "1.740", "probability": 0.03765016794204712 }, { "start_logit": 2.5565006732940674, "end_logit": 3.1011242866516113, "text": "190 mi) from the Carpathian Mountains. Its population is estimated at 1.740 million", "probability": 0.03740600869059563 }, { "start_logit": 2.5565006732940674, "end_logit": 3.0764923095703125, "text": "190 mi) from the Carpathian Mountains. Its population is estimated at 1.740 million residents within a greater metropolitan area of 2.666 million", "probability": 0.036495864391326904 }, { "start_logit": 3.1667730808258057, "end_logit": 2.4224276542663574, "text": "260 kilometres (160 mi) from the Baltic Sea and 300 kilometres (190 mi) from the Carpathian Mountains. Its population is estimated at 1.740", "probability": 0.03493213653564453 }, { "start_logit": 3.495025634765625, "end_logit": 2.0747580528259277, "text": "2.666 million residents", "probability": 0.03426038846373558 }, { "start_logit": 2.4417808055877686, "end_logit": 3.1011242866516113, "text": "Carpathian Mountains. Its population is estimated at 1.740 million", "probability": 0.033351775258779526 }, { "start_logit": 2.4417808055877686, "end_logit": 3.0764923095703125, "text": "Carpathian Mountains. Its population is estimated at 1.740 million residents within a greater metropolitan area of 2.666 million", "probability": 0.03254030644893646 } ], "5732b6b5328d981900602024": [ { "start_logit": 3.5082292556762695, "end_logit": 3.104569911956787, "text": "2.666 million", "probability": 0.0937546044588089 }, { "start_logit": 3.30505108833313, "end_logit": 3.180166244506836, "text": "300 kilometres (190 mi) from the Carpathian Mountains. Its population is estimated at 1.740 million", "probability": 0.08252479135990143 }, { "start_logit": 3.2942593097686768, "end_logit": 3.180166244506836, "text": "1.740 million", "probability": 0.08163899183273315 }, { "start_logit": 3.2942593097686768, "end_logit": 3.104569911956787, "text": "1.740 million residents within a greater metropolitan area of 2.666 million", "probability": 0.07569491863250732 }, { "start_logit": 3.30505108833313, "end_logit": 2.774970531463623, "text": "300 kilometres (190 mi) from the Carpathian Mountains", "probability": 0.05503137782216072 }, { "start_logit": 3.5082292556762695, "end_logit": 2.5001232624053955, "text": "2.666", "probability": 0.051225315779447556 }, { "start_logit": 2.817168951034546, "end_logit": 3.180166244506836, "text": "740 million", "probability": 0.05066407099366188 }, { "start_logit": 3.1546683311462402, "end_logit": 2.774970531463623, "text": "260 kilometres (160 mi) from the Baltic Sea and 300 kilometres (190 mi) from the Carpathian Mountains", "probability": 0.04734780266880989 }, { "start_logit": 2.817168951034546, "end_logit": 3.104569911956787, "text": "740 million residents within a greater metropolitan area of 2.666 million", "probability": 0.04697522521018982 }, { "start_logit": 3.0998470783233643, "end_logit": 2.7052323818206787, "text": "Vistula River", "probability": 0.04180270805954933 }, { "start_logit": 3.2942593097686768, "end_logit": 2.5001232624053955, "text": "1.740 million residents within a greater metropolitan area of 2.666", "probability": 0.04135793074965477 }, { "start_logit": 2.6591508388519287, "end_logit": 3.104569911956787, "text": "666 million", "probability": 0.0401090607047081 }, { "start_logit": 3.30505108833313, "end_logit": 2.4495744705200195, "text": "300 kilometres (190 mi) from the Carpathian Mountains. Its population is estimated at 1.740", "probability": 0.039745911955833435 }, { "start_logit": 2.564150333404541, "end_logit": 3.180166244506836, "text": "190 mi) from the Carpathian Mountains. Its population is estimated at 1.740 million", "probability": 0.039338286966085434 }, { "start_logit": 3.2942593097686768, "end_logit": 2.4495744705200195, "text": "1.740", "probability": 0.03931928426027298 }, { "start_logit": 2.5303165912628174, "end_logit": 3.180166244506836, "text": "Baltic Sea and 300 kilometres (190 mi) from the Carpathian Mountains. Its population is estimated at 1.740 million", "probability": 0.03802957758307457 }, { "start_logit": 2.564150333404541, "end_logit": 3.104569911956787, "text": "190 mi) from the Carpathian Mountains. Its population is estimated at 1.740 million residents within a greater metropolitan area of 2.666 million", "probability": 0.0364740826189518 }, { "start_logit": 3.1546683311462402, "end_logit": 2.4495744705200195, "text": "260 kilometres (160 mi) from the Baltic Sea and 300 kilometres (190 mi) from the Carpathian Mountains. Its population is estimated at 1.740", "probability": 0.03419653698801994 }, { "start_logit": 2.388925552368164, "end_logit": 3.180166244506836, "text": "Carpathian Mountains. Its population is estimated at 1.740 million", "probability": 0.033015377819538116 }, { "start_logit": 3.010350465774536, "end_logit": 2.5197885036468506, "text": "Warszawa", "probability": 0.031754061579704285 } ], "5732b6b5328d981900602025": [ { "start_logit": 3.3652868270874023, "end_logit": 3.144044876098633, "text": "300 kilometres (190 mi) from the Carpathian Mountains. Its population is estimated at 1.740 million", "probability": 0.08852433413267136 }, { "start_logit": 3.3127548694610596, "end_logit": 3.144044876098633, "text": "1.740 million", "probability": 0.08399399369955063 }, { "start_logit": 3.3697423934936523, "end_logit": 3.0135140419006348, "text": "2.666 million", "probability": 0.07803849130868912 }, { "start_logit": 3.3127548694610596, "end_logit": 3.0135140419006348, "text": "1.740 million residents within a greater metropolitan area of 2.666 million", "probability": 0.07371563464403152 }, { "start_logit": 3.3652868270874023, "end_logit": 2.7301509380340576, "text": "300 kilometres (190 mi) from the Carpathian Mountains", "probability": 0.05852089449763298 }, { "start_logit": 2.882272243499756, "end_logit": 3.144044876098633, "text": "740 million", "probability": 0.05461250618100166 }, { "start_logit": 3.2797563076019287, "end_logit": 2.7301509380340576, "text": "260 kilometres (160 mi) from the Baltic Sea and 300 kilometres (190 mi) from the Carpathian Mountains", "probability": 0.05372363328933716 }, { "start_logit": 2.882272243499756, "end_logit": 3.0135140419006348, "text": "740 million residents within a greater metropolitan area of 2.666 million", "probability": 0.047929540276527405 }, { "start_logit": 3.3697423934936523, "end_logit": 2.402087450027466, "text": "2.666", "probability": 0.04234182834625244 }, { "start_logit": 2.6209423542022705, "end_logit": 3.144044876098633, "text": "190 mi) from the Carpathian Mountains. Its population is estimated at 1.740 million", "probability": 0.04205308482050896 }, { "start_logit": 3.3652868270874023, "end_logit": 2.3954057693481445, "text": "300 kilometres (190 mi) from the Carpathian Mountains. Its population is estimated at 1.740", "probability": 0.04187287762761116 }, { "start_logit": 3.3127548694610596, "end_logit": 2.402087450027466, "text": "1.740 million residents within a greater metropolitan area of 2.666", "probability": 0.03999634459614754 }, { "start_logit": 3.3127548694610596, "end_logit": 2.3954057693481445, "text": "1.740", "probability": 0.03972998261451721 }, { "start_logit": 3.2797563076019287, "end_logit": 2.3954057693481445, "text": "260 kilometres (160 mi) from the Baltic Sea and 300 kilometres (190 mi) from the Carpathian Mountains. Its population is estimated at 1.740", "probability": 0.03844036906957626 }, { "start_logit": 3.115731954574585, "end_logit": 2.5528149604797363, "text": "Vistula River", "probability": 0.038186896592378616 }, { "start_logit": 2.517824172973633, "end_logit": 3.144044876098633, "text": "Baltic Sea and 300 kilometres (190 mi) from the Carpathian Mountains. Its population is estimated at 1.740 million", "probability": 0.03793274983763695 }, { "start_logit": 2.6209423542022705, "end_logit": 3.0135140419006348, "text": "190 mi) from the Carpathian Mountains. Its population is estimated at 1.740 million residents within a greater metropolitan area of 2.666 million", "probability": 0.036907047033309937 }, { "start_logit": 2.5827407836914062, "end_logit": 3.0135140419006348, "text": "666 million", "probability": 0.03552371636033058 }, { "start_logit": 3.0477213859558105, "end_logit": 2.522456645965576, "text": "Warszawa", "probability": 0.0346093475818634 }, { "start_logit": 3.3697423934936523, "end_logit": 2.1632699966430664, "text": "2.666 million residents", "probability": 0.03334667906165123 } ], "56ddde6b9a695914005b9628": [ { "start_logit": 2.8482108116149902, "end_logit": 3.863128423690796, "text": "Normands; Latin: Normanni", "probability": 0.07434723526239395 }, { "start_logit": 2.844086170196533, "end_logit": 3.863128423690796, "text": "Normanni", "probability": 0.0740412101149559 }, { "start_logit": 2.8482108116149902, "end_logit": 3.7059707641601562, "text": "Normands; Latin: Normanni) were the people who in the 10th and 11th centuries", "probability": 0.06353488564491272 }, { "start_logit": 2.844086170196533, "end_logit": 3.7059707641601562, "text": "Normanni) were the people who in the 10th and 11th centuries", "probability": 0.0632733628153801 }, { "start_logit": 2.6577486991882324, "end_logit": 3.863128423690796, "text": "French: Normands; Latin: Normanni", "probability": 0.061453718692064285 }, { "start_logit": 2.8003323078155518, "end_logit": 3.7059707641601562, "text": "10th and 11th centuries", "probability": 0.06056458130478859 }, { "start_logit": 2.570331573486328, "end_logit": 3.863128423690796, "text": "Latin: Normanni", "probability": 0.05630975216627121 }, { "start_logit": 2.525282144546509, "end_logit": 3.863128423690796, "text": "Nourmands; French: Normands; Latin: Normanni", "probability": 0.05382930114865303 }, { "start_logit": 2.6577486991882324, "end_logit": 3.7059707641601562, "text": "French: Normands; Latin: Normanni) were the people who in the 10th and 11th centuries", "probability": 0.052516475319862366 }, { "start_logit": 3.3402810096740723, "end_logit": 2.9474937915802, "text": "Norseman\") raiders and pirates from Denmark, Iceland and Norway who, under their leader Rollo", "probability": 0.04867582395672798 }, { "start_logit": 2.570331573486328, "end_logit": 3.7059707641601562, "text": "Latin: Normanni) were the people who in the 10th and 11th centuries", "probability": 0.04812057316303253 }, { "start_logit": 2.525282144546509, "end_logit": 3.7059707641601562, "text": "Nourmands; 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"Catholicism (Christianity", "probability": 0.05151056870818138 }, { "start_logit": 2.5761332511901855, "end_logit": 2.571169853210449, "text": "Old Norse traditions", "probability": 0.04916248098015785 }, { "start_logit": 2.728924512863159, "end_logit": 2.4027578830718994, "text": "Catholicism (Christianity) and the Gallo-Romance language of the local people, blending their maternal Frankish heritage", "probability": 0.04840049147605896 }, { "start_logit": 2.884878396987915, "end_logit": 2.2400929927825928, "text": "Gallo-Romance language of the local people", "probability": 0.04807676747441292 }, { "start_logit": 2.728924512863159, "end_logit": 2.393209218978882, "text": "Catholicism", "probability": 0.047940537333488464 }, { "start_logit": 2.837696075439453, "end_logit": 2.2400929927825928, "text": "Norse religion and Old Norse language with Catholicism (Christianity) and the Gallo-Romance language of the local people", "probability": 0.04586108773946762 }, { "start_logit": 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Most Norman knights remained poor and land-hungry, and by 1066", "probability": 0.0717296227812767 }, { "start_logit": 2.4020771980285645, "end_logit": 3.6043434143066406, "text": "Carolingian dynasty", "probability": 0.0717177465558052 }, { "start_logit": 2.4020771980285645, "end_logit": 3.388500928878784, "text": "Carolingian dynasty. Most Norman knights remained poor and land-hungry, and by 1066", "probability": 0.057794611901044846 }, { "start_logit": 2.1133179664611816, "end_logit": 3.6043434143066406, "text": "old French aristocracy, most of whom traced their lineage to Franks of the Carolingian dynasty", "probability": 0.05373040959239006 }, { "start_logit": 1.9991419315338135, "end_logit": 3.6043434143066406, "text": "the old French aristocracy, most of whom traced their lineage to Franks of the Carolingian dynasty", "probability": 0.047932934015989304 }, { "start_logit": 1.9945112466812134, "end_logit": 3.6043434143066406, "text": "the Carolingian dynasty", "probability": 0.04771149158477783 }, { "start_logit": 2.1133179664611816, "end_logit": 3.476809024810791, "text": "old French aristocracy", "probability": 0.04729689657688141 }, { "start_logit": 2.808961868286133, "end_logit": 2.752739667892456, "text": "1066 Normandy had been exporting fighting horsemen", "probability": 0.04597139731049538 }, { "start_logit": 1.8738393783569336, "end_logit": 3.6043434143066406, "text": "French aristocracy, most of whom traced their lineage to Franks of the Carolingian dynasty", "probability": 0.04228787496685982 }, { "start_logit": 1.9991419315338135, "end_logit": 3.476809024810791, "text": "the old French aristocracy", "probability": 0.042193617671728134 }, { "start_logit": 1.9869850873947144, "end_logit": 3.476809024810791, "text": "England. The new Norman rulers were culturally and ethnically distinct from the old French aristocracy", "probability": 0.04168377444148064 }, { "start_logit": 1.9669348001480103, "end_logit": 3.476809024810791, "text": "Normandy and in England. The new Norman rulers were culturally and ethnically distinct from the old French aristocracy", "probability": 0.040856312960386276 }, { "start_logit": 1.9945112466812134, "end_logit": 3.388500928878784, "text": "the Carolingian dynasty. Most Norman knights remained poor and land-hungry, and by 1066", "probability": 0.03844889625906944 }, { "start_logit": 2.6180849075317383, "end_logit": 2.752739667892456, "text": "Franks of the Carolingian dynasty. Most Norman knights remained poor and land-hungry, and by 1066 Normandy had been exporting fighting horsemen", "probability": 0.03798314556479454 }, { "start_logit": 1.8738393783569336, "end_logit": 3.476809024810791, "text": "French aristocracy", "probability": 0.037224460393190384 }, { "start_logit": 1.9567328691482544, "end_logit": 3.388500928878784, "text": "6", "probability": 0.037023454904556274 }, { "start_logit": 2.808961868286133, "end_logit": 2.375149965286255, "text": "1066 Normandy had been exporting fighting horsemen for more than a generation. Many Normans of Italy, France and England", "probability": 0.031513918191194534 }, { "start_logit": 1.781574010848999, "end_logit": 3.388500928878784, "text": "Norman knights remained poor and land-hungry, and by 1066", "probability": 0.031074659898877144 } ], "56dde3aa9a695914005b9660": [ { "start_logit": 3.185209274291992, "end_logit": 3.681391716003418, "text": "1017", "probability": 0.10624288022518158 }, { "start_logit": 3.1998565196990967, "end_logit": 3.3201472759246826, "text": "999", "probability": 0.07512329518795013 }, { "start_logit": 3.185209274291992, "end_logit": 3.3201472759246826, "text": "1017 at the latest. In 999", "probability": 0.07403097301721573 }, { "start_logit": 2.8773996829986572, "end_logit": 3.5497889518737793, "text": "Southern Italy (the Mezzogiorno", "probability": 0.06846451759338379 }, { "start_logit": 2.7306034564971924, "end_logit": 3.681391716003418, "text": "Mezzogiorno). Probably as the result of returning pilgrims' stories, the Normans entered the Mezzogiorno as warriors in 1017", "probability": 0.06743214279413223 }, { "start_logit": 2.7306034564971924, "end_logit": 3.5497889518737793, "text": "Mezzogiorno", "probability": 0.05911705270409584 }, { "start_logit": 3.1998565196990967, "end_logit": 2.9483749866485596, "text": "999, according to Amatus of Montecassino", "probability": 0.051798347383737564 }, { "start_logit": 3.185209274291992, "end_logit": 2.9483749866485596, "text": "1017 at the latest. In 999, according to Amatus of Montecassino", "probability": 0.051045164465904236 }, { "start_logit": 2.775988817214966, "end_logit": 3.331120252609253, "text": "William of Apulia tells that, in 1016, Norman pilgrims to the shrine of the Archangel Michael at Monte Gargano", "probability": 0.049711477011442184 }, { "start_logit": 3.047717332839966, "end_logit": 2.9483749866485596, "text": "Amatus of Montecassino", "probability": 0.044487982988357544 }, { "start_logit": 2.706754207611084, "end_logit": 3.2798027992248535, "text": "Melus of Bari", "probability": 0.04406579211354256 }, { "start_logit": 3.1998565196990967, "end_logit": 2.729050636291504, "text": "999, according to Amatus of Montecassino, Norman pilgrims returning from Jerusalem called in at the port of Salerno", "probability": 0.04159725457429886 }, { "start_logit": 2.2007508277893066, "end_logit": 3.681391716003418, "text": "7", "probability": 0.03969674929976463 }, { "start_logit": 3.047717332839966, "end_logit": 2.729050636291504, "text": "Amatus of Montecassino, Norman pilgrims returning from Jerusalem called in at the port of Salerno", "probability": 0.03572656586766243 }, { "start_logit": 2.4306344985961914, "end_logit": 3.331120252609253, "text": "1016, Norman pilgrims to the shrine of the Archangel Michael at Monte Gargano", "probability": 0.035194218158721924 }, { "start_logit": 2.4306344985961914, "end_logit": 3.2798027992248535, "text": "1016, Norman pilgrims to the shrine of the Archangel Michael at Monte Gargano were met by Melus of Bari", "probability": 0.033433690667152405 }, { "start_logit": 1.988489031791687, "end_logit": 3.681391716003418, "text": "the Mezzogiorno as warriors in 1017", "probability": 0.032104868441820145 }, { "start_logit": 2.8773996829986572, "end_logit": 2.7823190689086914, "text": "Southern Italy", "probability": 0.03178025782108307 }, { "start_logit": 2.278569459915161, "end_logit": 3.331120252609253, "text": "Monte Gargano", "probability": 0.030229445546865463 }, { "start_logit": 2.278569459915161, "end_logit": 3.2798027992248535, "text": "Monte Gargano were met by Melus of Bari", "probability": 0.02871728502213955 } ], "56dde3aa9a695914005b9661": [ { "start_logit": 3.2170560359954834, "end_logit": 3.8131871223449707, "text": "1017", "probability": 0.10481137037277222 }, { "start_logit": 2.8002984523773193, "end_logit": 3.8131871223449707, "text": "Mezzogiorno). Probably as the result of returning pilgrims' stories, the Normans entered the Mezzogiorno as warriors in 1017", "probability": 0.0690896213054657 }, { "start_logit": 2.8818891048431396, "end_logit": 3.698545217514038, "text": "Southern Italy (the Mezzogiorno", "probability": 0.06684347242116928 }, { "start_logit": 3.2215499877929688, "end_logit": 3.293937921524048, "text": "999", "probability": 0.06264018267393112 }, { "start_logit": 3.2170560359954834, "end_logit": 3.293937921524048, "text": "1017 at the latest. In 999", "probability": 0.06235932931303978 }, { "start_logit": 2.929267644882202, "end_logit": 3.5767557621002197, "text": "Melus of Bari", "probability": 0.06205013766884804 }, { "start_logit": 2.8002984523773193, "end_logit": 3.698545217514038, "text": "Mezzogiorno", "probability": 0.06160622462630272 }, { "start_logit": 3.2215499877929688, "end_logit": 3.101294994354248, "text": "999, according to Amatus of Montecassino", "probability": 0.05166415870189667 }, { "start_logit": 3.2170560359954834, "end_logit": 3.101294994354248, "text": "1017 at the latest. In 999, according to Amatus of Montecassino", "probability": 0.051432494074106216 }, { "start_logit": 3.0039706230163574, "end_logit": 3.241497039794922, "text": "William of Apulia tells that, in 1016, Norman pilgrims to the shrine of the Archangel Michael at Monte Gargano", "probability": 0.04781727492809296 }, { "start_logit": 3.2215499877929688, "end_logit": 2.944204568862915, "text": "999, according to Amatus of Montecassino, Norman pilgrims returning from Jerusalem called in at the port of Salerno", "probability": 0.04415355995297432 }, { "start_logit": 3.0348002910614014, "end_logit": 3.101294994354248, "text": "Amatus of Montecassino", "probability": 0.042863231152296066 }, { "start_logit": 2.2569081783294678, "end_logit": 3.8131871223449707, "text": "7", "probability": 0.040125589817762375 }, { "start_logit": 3.0348002910614014, "end_logit": 2.944204568862915, "text": "Amatus of Montecassino, Norman pilgrims returning from Jerusalem called in at the port of Salerno", "probability": 0.036632075905799866 }, { "start_logit": 2.3978047370910645, "end_logit": 3.5767557621002197, "text": "Monte Gargano were met by Melus of Bari", "probability": 0.036469634622335434 }, { "start_logit": 2.3325002193450928, "end_logit": 3.5767557621002197, "text": "1016, Norman pilgrims to the shrine of the Archangel Michael at Monte Gargano were met by Melus of Bari", "probability": 0.03416409716010094 }, { "start_logit": 2.9176414012908936, "end_logit": 2.9737935066223145, "text": "Prince Guaimar III", "probability": 0.03356064110994339 }, { "start_logit": 3.0039706230163574, "end_logit": 2.8344173431396484, "text": "William of Apulia tells that, in 1016, Norman pilgrims to the shrine of the Archangel Michael", "probability": 0.03182675316929817 }, { "start_logit": 2.818337917327881, "end_logit": 2.9737935066223145, "text": "Salerno when a Saracen attack occurred. The Normans fought so valiantly that Prince Guaimar III", "probability": 0.030388088896870613 }, { "start_logit": 2.818337917327881, "end_logit": 2.944204568862915, "text": "Salerno", "probability": 0.02950211800634861 } ], "56dde3aa9a695914005b9662": [ { "start_logit": 3.184309720993042, "end_logit": 3.7538256645202637, "text": "1017", "probability": 0.09971456974744797 }, { "start_logit": 2.8705782890319824, "end_logit": 3.708935499191284, "text": "Southern Italy (the Mezzogiorno", "probability": 0.06966445595026016 }, { "start_logit": 3.213151454925537, "end_logit": 3.3254828453063965, "text": "999", "probability": 0.06687404960393906 }, { "start_logit": 3.184309720993042, "end_logit": 3.3254828453063965, "text": "1017 at the latest. In 999", "probability": 0.06497281789779663 }, { "start_logit": 2.7511987686157227, "end_logit": 3.7538256645202637, "text": "Mezzogiorno). Probably as the result of returning pilgrims' stories, the Normans entered the Mezzogiorno as warriors in 1017", "probability": 0.06466377526521683 }, { "start_logit": 2.7511987686157227, "end_logit": 3.708935499191284, "text": "Mezzogiorno", "probability": 0.06182520464062691 }, { "start_logit": 2.847450017929077, "end_logit": 3.5781779289245605, "text": "Melus of Bari", "probability": 0.05972820520401001 }, { "start_logit": 3.213151454925537, "end_logit": 3.052635669708252, "text": "999, according to Amatus of Montecassino", "probability": 0.05090513452887535 }, { "start_logit": 3.184309720993042, "end_logit": 3.052635669708252, "text": "1017 at the latest. In 999, according to Amatus of Montecassino", "probability": 0.04945790022611618 }, { "start_logit": 2.9892611503601074, "end_logit": 3.2331736087799072, "text": "William of Apulia tells that, in 1016, Norman pilgrims to the shrine of the Archangel Michael at Monte Gargano", "probability": 0.04874543845653534 }, { "start_logit": 3.213151454925537, "end_logit": 2.9654784202575684, "text": "999, according to Amatus of Montecassino, Norman pilgrims returning from Jerusalem called in at the port of Salerno", "probability": 0.04665623605251312 }, { "start_logit": 2.9592807292938232, "end_logit": 3.052635669708252, "text": "Amatus of Montecassino", "probability": 0.039491791278123856 }, { "start_logit": 2.2506518363952637, "end_logit": 3.7538256645202637, "text": "7", "probability": 0.039199113845825195 }, { "start_logit": 2.3960213661193848, "end_logit": 3.5781779289245605, "text": "1016, Norman pilgrims to the shrine of the Archangel Michael at Monte Gargano were met by Melus of Bari", "probability": 0.03803002089262009 }, { "start_logit": 2.9654269218444824, "end_logit": 2.969062089920044, "text": "Prince Guaimar III", "probability": 0.036549441516399384 }, { "start_logit": 2.9592807292938232, "end_logit": 2.9654784202575684, "text": "Amatus of Montecassino, Norman pilgrims returning from Jerusalem called in at the port of Salerno", "probability": 0.03619552403688431 }, { "start_logit": 2.300447702407837, "end_logit": 3.5781779289245605, "text": "Monte Gargano were met by Melus of Bari", "probability": 0.03456364944577217 }, { "start_logit": 2.07096004486084, "end_logit": 3.7538256645202637, "text": "the Mezzogiorno as warriors in 1017", "probability": 0.03275194764137268 }, { "start_logit": 2.8705782890319824, "end_logit": 2.867495059967041, "text": "Southern Italy (the Mezzogiorno). Probably as the result of returning pilgrims' stories, the Normans entered the Mezzogiorno", "probability": 0.03003159537911415 }, { "start_logit": 2.767259120941162, "end_logit": 2.969062089920044, "text": "Salerno when a Saracen attack occurred. The Normans fought so valiantly that Prince Guaimar III", "probability": 0.029979027807712555 } ], "56de0daecffd8e1900b4b595": [ { "start_logit": 3.2928943634033203, "end_logit": 4.290105819702148, "text": "Aversa, the first Norman toehold in the south, from Duke Sergius IV of Naples in 1030", "probability": 0.1036616638302803 }, { "start_logit": 3.1984100341796875, "end_logit": 4.290105819702148, "text": "Duke Sergius IV of Naples in 1030", "probability": 0.09431573003530502 }, { "start_logit": 3.1292498111724854, "end_logit": 4.290105819702148, "text": "1030", "probability": 0.08801326900720596 }, { "start_logit": 3.123291015625, "end_logit": 4.290105819702148, "text": "Sergius IV of Naples in 1030", "probability": 0.08749039471149445 }, { "start_logit": 3.5918612480163574, "end_logit": 3.514970302581787, "text": "Tancred of Hauteville and the Drengot family", "probability": 0.06439034640789032 }, { "start_logit": 3.5918612480163574, "end_logit": 3.2703804969787598, "text": "Tancred of Hauteville and the Drengot family, of whom Rainulf Drengot received the county of Aversa", "probability": 0.05041929706931114 }, { "start_logit": 3.5918612480163574, "end_logit": 3.260281801223755, "text": "Tancred of Hauteville", "probability": 0.0499127022922039 }, { "start_logit": 3.4790048599243164, "end_logit": 3.2703804969787598, "text": "Rainulf Drengot received the county of Aversa", "probability": 0.04503849893808365 }, { "start_logit": 3.5918612480163574, "end_logit": 3.096632719039917, "text": "Tancred of Hauteville and the Drengot", "probability": 0.04237785190343857 }, { "start_logit": 2.3839306831359863, "end_logit": 4.290105819702148, "text": "county of Aversa, the first Norman toehold in the south, from Duke Sergius IV of Naples in 1030", "probability": 0.0417695976793766 }, { "start_logit": 3.3104135990142822, "end_logit": 3.2656121253967285, "text": "William Iron Arm", "probability": 0.037869956344366074 }, { "start_logit": 3.2928943634033203, "end_logit": 3.2703804969787598, "text": "Aversa", "probability": 0.03739013895392418 }, { "start_logit": 3.5918612480163574, "end_logit": 2.9442336559295654, "text": "Tancred of Hauteville and the Drengot family, of whom Rainulf Drengot", "probability": 0.03638755530118942 }, { "start_logit": 2.6832149028778076, "end_logit": 3.7714645862579346, "text": "1047", "probability": 0.0335424467921257 }, { "start_logit": 2.930584669113159, "end_logit": 3.514970302581787, "text": "Drengot family", "probability": 0.033237773925065994 }, { "start_logit": 3.4790048599243164, "end_logit": 2.9442336559295654, "text": "Rainulf Drengot", "probability": 0.03250425308942795 }, { "start_logit": 3.143141984939575, "end_logit": 3.2656121253967285, "text": "prince Guaimar IV of Salerno \"Duke of Apulia and Calabria\". 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In the 1060s", "probability": 0.02968386374413967 } ], "56de10b44396321400ee2593": [ { "start_logit": 3.6963858604431152, "end_logit": 3.025587797164917, "text": "20,000 troops of the Armenian general Philaretus Brachamius were Normans\u2014formerly of Oursel\u2014led by Raimbaud", "probability": 0.06547677516937256 }, { "start_logit": 3.0186033248901367, "end_logit": 3.6904544830322266, "text": "Raimbaud. They even lent their ethnicity to the name of their castle: Afranji", "probability": 0.06463654339313507 }, { "start_logit": 3.054271936416626, "end_logit": 3.650108575820923, "text": "1073 to 1074", "probability": 0.0643349289894104 }, { "start_logit": 3.6963858604431152, "end_logit": 2.988400459289551, "text": "20,000 troops of the Armenian general Philaretus Brachamius", "probability": 0.063086599111557 }, { "start_logit": 3.054271936416626, "end_logit": 3.5678818225860596, "text": "1073", "probability": 0.05925652012228966 }, { "start_logit": 2.9378397464752197, "end_logit": 3.650108575820923, "text": "Oursel led a force of \"Franks\" into the upper Euphrates valley in northern Syria. From 1073 to 1074", "probability": 0.05726390331983566 }, { "start_logit": 2.926270008087158, "end_logit": 3.650108575820923, "text": "1074", "probability": 0.056605201214551926 }, { "start_logit": 3.6963858604431152, "end_logit": 2.8317039012908936, "text": "20,000", "probability": 0.05393672361969948 }, { "start_logit": 2.9378397464752197, "end_logit": 3.5678818225860596, "text": "Oursel led a force of \"Franks\" into the upper Euphrates valley in northern Syria. From 1073", "probability": 0.05274366959929466 }, { "start_logit": 3.488311290740967, "end_logit": 2.988400459289551, "text": "8,000 of the 20,000 troops of the Armenian general Philaretus Brachamius", "probability": 0.051235560327768326 }, { "start_logit": 3.488311290740967, "end_logit": 2.9685521125793457, "text": "8,000", "probability": 0.05022864788770676 }, { "start_logit": 3.1751790046691895, "end_logit": 3.203460216522217, "text": "Cilicia and the Taurus Mountains", "probability": 0.04644929617643356 }, { "start_logit": 2.728168249130249, "end_logit": 3.650108575820923, "text": "upper Euphrates valley in northern Syria. From 1073 to 1074", "probability": 0.046432457864284515 }, { "start_logit": 3.488311290740967, "end_logit": 2.8317039012908936, "text": "8,000 of the 20,000", "probability": 0.04380452260375023 }, { "start_logit": 2.728168249130249, "end_logit": 3.5678818225860596, "text": "upper Euphrates valley in northern Syria. From 1073", "probability": 0.0427672304213047 }, { "start_logit": 2.701601505279541, "end_logit": 3.5678818225860596, "text": "Taurus Mountains. A Norman named Oursel led a force of \"Franks\" into the upper Euphrates valley in northern Syria. From 1073", "probability": 0.04164601489901543 }, { "start_logit": 2.536686658859253, "end_logit": 3.650108575820923, "text": "northern Syria. From 1073 to 1074", "probability": 0.03834090754389763 }, { "start_logit": 2.536686658859253, "end_logit": 3.5678818225860596, "text": "northern Syria. From 1073", "probability": 0.03531438857316971 }, { "start_logit": 3.0186033248901367, "end_logit": 3.025587797164917, "text": "Raimbaud", "probability": 0.03324529901146889 }, { "start_logit": 3.054271936416626, "end_logit": 2.988400459289551, "text": "1073 to 1074, 8,000 of the 20,000 troops of the Armenian general Philaretus Brachamius", "probability": 0.03319483622908592 } ], "56de10b44396321400ee2594": [ { "start_logit": 3.1290175914764404, "end_logit": 3.7124929428100586, "text": "Raimbaud. They even lent their ethnicity to the name of their castle: Afranji", "probability": 0.07784292101860046 }, { "start_logit": 3.6717886924743652, "end_logit": 3.1102588176727295, "text": "20,000 troops of the Armenian general Philaretus Brachamius were Normans\u2014formerly of Oursel\u2014led by Raimbaud", "probability": 0.07334903627634048 }, { "start_logit": 3.0855579376220703, "end_logit": 3.5985400676727295, "text": "1073 to 1074", "probability": 0.06650522351264954 }, { "start_logit": 3.0855579376220703, "end_logit": 3.553213596343994, "text": "1073", "probability": 0.06355805695056915 }, { "start_logit": 3.6717886924743652, "end_logit": 2.8601291179656982, "text": "20,000", "probability": 0.057116881012916565 }, { "start_logit": 3.6717886924743652, "end_logit": 2.837836503982544, "text": "20,000 troops of the Armenian general Philaretus Brachamius", "probability": 0.055857714265584946 }, { "start_logit": 2.891594171524048, "end_logit": 3.5985400676727295, "text": "1074", "probability": 0.054779522120952606 }, { "start_logit": 3.4385194778442383, "end_logit": 3.04101824760437, "text": "8,000", "probability": 0.0542021319270134 }, { "start_logit": 2.8610055446624756, "end_logit": 3.5985400676727295, "text": "Oursel led a force of \"Franks\" into the upper Euphrates valley in northern Syria. From 1073 to 1074", "probability": 0.05312925949692726 }, { "start_logit": 2.8610055446624756, "end_logit": 3.553213596343994, "text": "Oursel led a force of \"Franks\" into the upper Euphrates valley in northern Syria. From 1073", "probability": 0.050774846225976944 }, { "start_logit": 3.4385194778442383, "end_logit": 2.8601291179656982, "text": "8,000 of the 20,000", "probability": 0.04523318633437157 }, { "start_logit": 3.4385194778442383, "end_logit": 2.837836503982544, "text": "8,000 of the 20,000 troops of the Armenian general Philaretus Brachamius", "probability": 0.0442359559237957 }, { "start_logit": 3.1290175914764404, "end_logit": 3.1102588176727295, "text": "Raimbaud", "probability": 0.042625751346349716 }, { "start_logit": 2.667287588119507, "end_logit": 3.553213596343994, "text": "Taurus Mountains. A Norman named Oursel led a force of \"Franks\" into the upper Euphrates valley in northern Syria. From 1073", "probability": 0.041832901537418365 }, { "start_logit": 2.6015679836273193, "end_logit": 3.5985400676727295, "text": "northern Syria. From 1073 to 1074", "probability": 0.04098844900727272 }, { "start_logit": 2.6015679836273193, "end_logit": 3.553213596343994, "text": "northern Syria. From 1073", "probability": 0.03917205333709717 }, { "start_logit": 3.0855579376220703, "end_logit": 3.04101824760437, "text": "1073 to 1074, 8,000", "probability": 0.03808264434337616 }, { "start_logit": 2.400378465652466, "end_logit": 3.7124929428100586, "text": "Afranji", "probability": 0.03756427392363548 }, { "start_logit": 3.0855579376220703, "end_logit": 2.8601291179656982, "text": "1073 to 1074, 8,000 of the 20,000", "probability": 0.03178102895617485 }, { "start_logit": 2.891594171524048, "end_logit": 3.04101824760437, "text": "1074, 8,000", "probability": 0.0313681997358799 } ], "56de10b44396321400ee2595": [ { "start_logit": 3.6446163654327393, "end_logit": 3.1036391258239746, "text": "20,000 troops of the Armenian general Philaretus Brachamius were Normans\u2014formerly of Oursel\u2014led by Raimbaud", "probability": 0.06873943656682968 }, { "start_logit": 3.0821917057037354, "end_logit": 3.6210620403289795, "text": "Raimbaud. They even lent their ethnicity to the name of their castle: Afranji", "probability": 0.06571459770202637 }, { "start_logit": 3.056180477142334, "end_logit": 3.628580093383789, "text": "1073", "probability": 0.06451049447059631 }, { "start_logit": 3.056180477142334, "end_logit": 3.6089956760406494, "text": "1073 to 1074", "probability": 0.06325940042734146 }, { "start_logit": 2.9340522289276123, "end_logit": 3.6089956760406494, "text": "1074", "probability": 0.055986762046813965 }, { "start_logit": 3.6446163654327393, "end_logit": 2.8721110820770264, "text": "20,000", "probability": 0.05453238636255264 }, { "start_logit": 3.6446163654327393, "end_logit": 2.856632709503174, "text": "20,000 troops of the Armenian general Philaretus Brachamius", "probability": 0.05369482934474945 }, { "start_logit": 2.850499391555786, "end_logit": 3.628580093383789, "text": "Oursel led a force of \"Franks\" into the upper Euphrates valley in northern Syria. From 1073", "probability": 0.05251750722527504 }, { "start_logit": 2.850499391555786, "end_logit": 3.6089956760406494, "text": "Oursel led a force of \"Franks\" into the upper Euphrates valley in northern Syria. From 1073 to 1074", "probability": 0.05149900168180466 }, { "start_logit": 3.4348816871643066, "end_logit": 2.984241008758545, "text": "8,000", "probability": 0.04946127533912659 }, { "start_logit": 2.7384085655212402, "end_logit": 3.628580093383789, "text": "Taurus Mountains. A Norman named Oursel led a force of \"Franks\" into the upper Euphrates valley in northern Syria. From 1073", "probability": 0.04694872349500656 }, { "start_logit": 3.186758518218994, "end_logit": 3.1790080070495605, "text": "Cilicia and the Taurus Mountains", "probability": 0.046891383826732635 }, { "start_logit": 2.717421293258667, "end_logit": 3.628580093383789, "text": "upper Euphrates valley in northern Syria. From 1073", "probability": 0.045973677188158035 }, { "start_logit": 2.717421293258667, "end_logit": 3.6089956760406494, "text": "upper Euphrates valley in northern Syria. From 1073 to 1074", "probability": 0.045082058757543564 }, { "start_logit": 3.4348816871643066, "end_logit": 2.8721110820770264, "text": "8,000 of the 20,000", "probability": 0.04421481117606163 }, { "start_logit": 3.4348816871643066, "end_logit": 2.856632709503174, "text": "8,000 of the 20,000 troops of the Armenian general Philaretus Brachamius", "probability": 0.04353571683168411 }, { "start_logit": 3.0821917057037354, "end_logit": 3.1036391258239746, "text": "Raimbaud", "probability": 0.03916950151324272 }, { "start_logit": 2.4923107624053955, "end_logit": 3.628580093383789, "text": "northern Syria. From 1073", "probability": 0.036706652492284775 }, { "start_logit": 2.4923107624053955, "end_logit": 3.6089956760406494, "text": "northern Syria. From 1073 to 1074", "probability": 0.03599477559328079 }, { "start_logit": 3.186758518218994, "end_logit": 2.902592182159424, "text": "Cilicia", "probability": 0.035566993057727814 } ], "56de11154396321400ee25aa": [ { "start_logit": 3.5683677196502686, "end_logit": 4.112304210662842, "text": "George Maniaces in the Sicilian expedition of 1038", "probability": 0.09733249247074127 }, { "start_logit": 3.3764727115631104, "end_logit": 4.112304210662842, "text": "Maniakates were descended from Normans who served under George Maniaces in the Sicilian expedition of 1038", "probability": 0.08033765107393265 }, { "start_logit": 3.349508285522461, "end_logit": 4.029251575469971, "text": "Petraliphae", "probability": 0.0719679594039917 }, { "start_logit": 3.1489474773406982, "end_logit": 4.029251575469971, "text": "Raoul, the Petraliphae", "probability": 0.05888933315873146 }, { "start_logit": 3.4169869422912598, "end_logit": 3.6897525787353516, "text": "Pierre d'Aulps, and that group of Albanian clans known as the Maniakates", "probability": 0.054827980697155 }, { "start_logit": 3.3764727115631104, "end_logit": 3.6897525787353516, "text": "Maniakates", "probability": 0.0526510551571846 }, { "start_logit": 3.349508285522461, "end_logit": 3.6897525787353516, "text": "Petraliphae were descended from a Pierre d'Aulps, and that group of Albanian clans known as the Maniakates", "probability": 0.05125033110380173 }, { "start_logit": 3.4169869422912598, "end_logit": 3.522076368331909, "text": "Pierre d'Aulps", "probability": 0.04636404290795326 }, { "start_logit": 2.7867655754089355, "end_logit": 4.112304210662842, "text": "Albanian clans known as the Maniakates were descended from Normans who served under George Maniaces in the Sicilian expedition of 1038", "probability": 0.04454638436436653 }, { "start_logit": 3.349508285522461, "end_logit": 3.522076368331909, "text": "Petraliphae were descended from a Pierre d'Aulps", "probability": 0.043338704854249954 }, { "start_logit": 2.75281023979187, "end_logit": 4.112304210662842, "text": "1038", "probability": 0.043059177696704865 }, { "start_logit": 2.7495555877685547, "end_logit": 4.112304210662842, "text": "Sicilian expedition of 1038", "probability": 0.04291927069425583 }, { "start_logit": 3.1489474773406982, "end_logit": 3.6897525787353516, "text": "Raoul, the Petraliphae were descended from a Pierre d'Aulps, and that group of Albanian clans known as the Maniakates", "probability": 0.04193670675158501 }, { "start_logit": 2.800511598587036, "end_logit": 4.029251575469971, "text": "Raoulii were descended from an Italo-Norman named Raoul, the Petraliphae", "probability": 0.04156359285116196 }, { "start_logit": 3.011258602142334, "end_logit": 3.794872760772705, "text": "Comnenian Restoration", "probability": 0.040592875331640244 }, { "start_logit": 2.847935438156128, "end_logit": 3.930522918701172, "text": "Byzantine Greece", "probability": 0.03948495537042618 }, { "start_logit": 3.4169869422912598, "end_logit": 3.3471786975860596, "text": "Pierre d'Aulps, and that group of Albanian clans", "probability": 0.038924627006053925 }, { "start_logit": 3.5683677196502686, "end_logit": 3.1500582695007324, "text": "George Maniaces", "probability": 0.03718430921435356 }, { "start_logit": 2.6690621376037598, "end_logit": 4.029251575469971, "text": "western European warriors. The Raoulii were descended from an Italo-Norman named Raoul, the Petraliphae", "probability": 0.03644392639398575 }, { "start_logit": 3.349508285522461, "end_logit": 3.3471786975860596, "text": "Petraliphae were descended from a Pierre d'Aulps, and that group of Albanian clans", "probability": 0.03638468682765961 } ], "56de148dcffd8e1900b4b5bc": [ { "start_logit": 3.723295211791992, "end_logit": 4.294713973999023, "text": "February 1082", "probability": 0.16258862614631653 }, { "start_logit": 3.8308029174804688, "end_logit": 3.5740127563476562, "text": "Robert Guiscard", "probability": 0.08806100487709045 }, { "start_logit": 2.800476312637329, "end_logit": 4.294713973999023, "text": "1082", "probability": 0.0646122545003891 }, { "start_logit": 3.723295211791992, "end_logit": 3.356579303741455, "text": "February 1082, when Dyrrachium was betrayed to the Normans by the Venetian and Amalfitan merchants", "probability": 0.06363022327423096 }, { "start_logit": 2.730196714401245, "end_logit": 4.294713973999023, "text": "Comiscortes in the service of Byzantium. The city's garrison resisted until February 1082", "probability": 0.06022725626826286 }, { "start_logit": 3.723295211791992, "end_logit": 3.295708656311035, "text": "February 1082, when Dyrrachium", "probability": 0.05987253785133362 }, { "start_logit": 2.614046573638916, "end_logit": 4.294713973999023, "text": "Byzantium. The city's garrison resisted until February 1082", "probability": 0.053622812032699585 }, { "start_logit": 3.723295211791992, "end_logit": 3.0215117931365967, "text": "February 1082, when Dyrrachium was betrayed to the Normans", "probability": 0.0455140583217144 }, { "start_logit": 2.3435933589935303, "end_logit": 4.294713973999023, "text": "high Albanian official named Comiscortes in the service of Byzantium. The city's garrison resisted until February 1082", "probability": 0.040916018187999725 }, { "start_logit": 2.3307292461395264, "end_logit": 4.294713973999023, "text": "2", "probability": 0.04039303958415985 }, { "start_logit": 2.983400583267212, "end_logit": 3.5740127563476562, "text": "Guiscard", "probability": 0.037736475467681885 }, { "start_logit": 3.0171432495117188, "end_logit": 3.5356926918029785, "text": "Venetian and Amalfitan merchants who had settled there. The Normans were now free to penetrate into the hinterland; they took Ioannina", "probability": 0.03756414353847504 }, { "start_logit": 2.5878942012786865, "end_logit": 3.85443115234375, "text": "1085", "probability": 0.03363407403230667 }, { "start_logit": 2.852816343307495, "end_logit": 3.589054584503174, "text": "1081", "probability": 0.033618777990341187 }, { "start_logit": 2.730196714401245, "end_logit": 3.6769602298736572, "text": "Comiscortes", "probability": 0.03247176855802536 }, { "start_logit": 2.8419389724731445, "end_logit": 3.5356926918029785, "text": "Ioannina", "probability": 0.031527046114206314 }, { "start_logit": 3.0171432495117188, "end_logit": 3.356579303741455, "text": "Venetian and Amalfitan merchants", "probability": 0.0314040407538414 }, { "start_logit": 2.8419389724731445, "end_logit": 3.475898265838623, "text": "Ioannina and some minor cities in southwestern Macedonia and Thessaly before appearing at the gates of Thessalonica", "probability": 0.029697153717279434 }, { "start_logit": 2.695392608642578, "end_logit": 3.5356926918029785, "text": "Amalfitan merchants who had settled there. The Normans were now free to penetrate into the hinterland; they took Ioannina", "probability": 0.02722945809364319 }, { "start_logit": 2.5834105014801025, "end_logit": 3.589054584503174, "text": "western feudal lords and the Catholic Church. After allying himself with Croatia and the Catholic cities of Dalmatia, in 1081", "probability": 0.025679150596261024 } ], "56de148dcffd8e1900b4b5bd": [ { "start_logit": 3.7047581672668457, "end_logit": 4.212092399597168, "text": "February 1082", "probability": 0.1478237509727478 }, { "start_logit": 3.996854066848755, "end_logit": 3.628868818283081, "text": "Robert Guiscard", "probability": 0.1104864627122879 }, { "start_logit": 2.9317500591278076, "end_logit": 4.212092399597168, "text": "Comiscortes in the service of Byzantium. The city's garrison resisted until February 1082", "probability": 0.068238765001297 }, { "start_logit": 3.7047581672668457, "end_logit": 3.388824224472046, "text": "February 1082, when Dyrrachium was betrayed to the Normans by the Venetian and Amalfitan merchants", "probability": 0.06489381939172745 }, { "start_logit": 2.81790828704834, "end_logit": 4.212092399597168, "text": "1082", "probability": 0.06089620292186737 }, { "start_logit": 3.178748369216919, "end_logit": 3.628868818283081, "text": "Guiscard", "probability": 0.0487540028989315 }, { "start_logit": 2.5813488960266113, "end_logit": 4.212092399597168, "text": "Byzantium. The city's garrison resisted until February 1082", "probability": 0.04806775227189064 }, { "start_logit": 2.9317500591278076, "end_logit": 3.8249447345733643, "text": "Comiscortes", "probability": 0.04633348435163498 }, { "start_logit": 3.996854066848755, "end_logit": 2.6067264080047607, "text": "Robert Guiscard, an other Norman adventurer previously elevated to the dignity of count of Apulia", "probability": 0.039755597710609436 }, { "start_logit": 2.3810651302337646, "end_logit": 4.212092399597168, "text": "high Albanian official named Comiscortes in the service of Byzantium. The city's garrison resisted until February 1082", "probability": 0.03934339061379433 }, { "start_logit": 3.1069586277008057, "end_logit": 3.4727632999420166, "text": "Venetian and Amalfitan merchants who had settled there. The Normans were now free to penetrate into the hinterland; they took Ioannina", "probability": 0.03881831094622612 }, { "start_logit": 2.675046443939209, "end_logit": 3.8567068576812744, "text": "1085", "probability": 0.03700021281838417 }, { "start_logit": 2.3040051460266113, "end_logit": 4.212092399597168, "text": "2", "probability": 0.03642544895410538 }, { "start_logit": 3.1069586277008057, "end_logit": 3.388824224472046, "text": "Venetian and Amalfitan merchants", "probability": 0.03569294512271881 }, { "start_logit": 2.8692715167999268, "end_logit": 3.5888583660125732, "text": "1081", "probability": 0.03437398374080658 }, { "start_logit": 3.7047581672668457, "end_logit": 2.668902635574341, "text": "February 1082, when Dyrrachium was betrayed to the Normans", "probability": 0.031589701771736145 }, { "start_logit": 3.7047581672668457, "end_logit": 2.6636791229248047, "text": "February 1082, when Dyrrachium", "probability": 0.0314251147210598 }, { "start_logit": 2.81790828704834, "end_logit": 3.388824224472046, "text": "1082, when Dyrrachium was betrayed to the Normans by the Venetian and Amalfitan merchants", "probability": 0.02673310972750187 }, { "start_logit": 2.3810651302337646, "end_logit": 3.8249447345733643, "text": "high Albanian official named Comiscortes", "probability": 0.026713790372014046 }, { "start_logit": 2.7302632331848145, "end_logit": 3.4727632999420166, "text": "Amalfitan merchants who had settled there. The Normans were now free to penetrate into the hinterland; they took Ioannina", "probability": 0.026634221896529198 } ], "56de148dcffd8e1900b4b5be": [ { "start_logit": 3.7635459899902344, "end_logit": 4.252717018127441, "text": "February 1082", "probability": 0.15610572695732117 }, { "start_logit": 3.9143624305725098, "end_logit": 3.445117473602295, "text": "Robert Guiscard", "probability": 0.08094342052936554 }, { "start_logit": 3.7635459899902344, "end_logit": 3.432248115539551, "text": "February 1082, when Dyrrachium was betrayed to the Normans by the Venetian and Amalfitan merchants", "probability": 0.06872167438268661 }, { "start_logit": 2.8063626289367676, "end_logit": 4.252717018127441, "text": "Comiscortes in the service of Byzantium. The city's garrison resisted until February 1082", "probability": 0.059940364211797714 }, { "start_logit": 2.804683208465576, "end_logit": 4.252717018127441, "text": "1082", "probability": 0.05983978509902954 }, { "start_logit": 3.7635459899902344, "end_logit": 3.251958131790161, "text": "February 1082, when Dyrrachium", "probability": 0.05738450586795807 }, { "start_logit": 2.7131900787353516, "end_logit": 4.252717018127441, "text": "Byzantium. The city's garrison resisted until February 1082", "probability": 0.054607849568128586 }, { "start_logit": 3.7635459899902344, "end_logit": 3.006941795349121, "text": "February 1082, when Dyrrachium was betrayed to the Normans", "probability": 0.04491439461708069 }, { "start_logit": 2.50823974609375, "end_logit": 4.252717018127441, "text": "high Albanian official named Comiscortes in the service of Byzantium. The city's garrison resisted until February 1082", "probability": 0.044488344341516495 }, { "start_logit": 3.0824267864227295, "end_logit": 3.571276903152466, "text": "Venetian and Amalfitan merchants who had settled there. The Normans were now free to penetrate into the hinterland; they took Ioannina", "probability": 0.03996380791068077 }, { "start_logit": 2.338390827178955, "end_logit": 4.252717018127441, "text": "2", "probability": 0.03753892704844475 }, { "start_logit": 3.121556282043457, "end_logit": 3.445117473602295, "text": "Guiscard", "probability": 0.036632806062698364 }, { "start_logit": 2.8063626289367676, "end_logit": 3.738682985305786, "text": "Comiscortes", "probability": 0.03584902733564377 }, { "start_logit": 3.0824267864227295, "end_logit": 3.432248115539551, "text": "Venetian and Amalfitan merchants", "probability": 0.034776631742715836 }, { "start_logit": 3.9143624305725098, "end_logit": 2.586740493774414, "text": "Robert Guiscard, an other Norman adventurer previously elevated to the dignity of count of Apulia", "probability": 0.034307822585105896 }, { "start_logit": 2.8781847953796387, "end_logit": 3.571276903152466, "text": "Ioannina", "probability": 0.03258110210299492 }, { "start_logit": 2.610607147216797, "end_logit": 3.8272340297698975, "text": "1085", "probability": 0.03220468387007713 }, { "start_logit": 2.8495864868164062, "end_logit": 3.580413818359375, "text": "1081", "probability": 0.031953152269124985 }, { "start_logit": 2.8781847953796387, "end_logit": 3.477365493774414, "text": "Ioannina and some minor cities in southwestern Macedonia and Thessaly before appearing at the gates of Thessalonica", "probability": 0.029660634696483612 }, { "start_logit": 2.711740493774414, "end_logit": 3.571276903152466, "text": "Amalfitan merchants who had settled there. The Normans were now free to penetrate into the hinterland; they took Ioannina", "probability": 0.027585428208112717 } ], "56de15104396321400ee25b7": [ { "start_logit": 3.2748501300811768, "end_logit": 3.9203364849090576, "text": "1107", "probability": 0.12650005519390106 }, { "start_logit": 3.2748501300811768, "end_logit": 3.430281400680542, "text": "1107, the Normans under the command of Bohemond", "probability": 0.07749299705028534 }, { "start_logit": 2.7939231395721436, "end_logit": 3.767890214920044, "text": "Petrela", "probability": 0.06714600324630737 }, { "start_logit": 3.099336862564087, "end_logit": 3.430281400680542, "text": "Bohemond", "probability": 0.0650186687707901 }, { "start_logit": 3.2748501300811768, "end_logit": 3.2546303272247314, "text": "1107, the Normans under the command of Bohemond, Robert's son, landed in Valona and besieged Dyrrachium", "probability": 0.0650096982717514 }, { "start_logit": 2.5919830799102783, "end_logit": 3.9203364849090576, "text": "First Crusade, in 1107", "probability": 0.06390359997749329 }, { "start_logit": 2.521787166595459, "end_logit": 3.9203364849090576, "text": "7", "probability": 0.059571634978055954 }, { "start_logit": 3.099336862564087, "end_logit": 3.2546303272247314, "text": "Bohemond, Robert's son, landed in Valona and besieged Dyrrachium", "probability": 0.054544847458601 }, { "start_logit": 2.4450504779815674, "end_logit": 3.767890214920044, "text": "Dyrrachium using the most sophisticated military equipment of the time, but to no avail. Meanwhile, they occupied Petrela", "probability": 0.04737035930156708 }, { "start_logit": 2.823312997817993, "end_logit": 3.2546303272247314, "text": "Robert's son, landed in Valona and besieged Dyrrachium", "probability": 0.04138835147023201 }, { "start_logit": 2.5919830799102783, "end_logit": 3.430281400680542, "text": "First Crusade, in 1107, the Normans under the command of Bohemond", "probability": 0.03914687782526016 }, { "start_logit": 2.10017466545105, "end_logit": 3.9203364849090576, "text": "the First Crusade, in 1107", "probability": 0.03907829895615578 }, { "start_logit": 3.2748501300811768, "end_logit": 2.6977670192718506, "text": "1107, the Normans under the command of Bohemond, Robert's son, landed in Valona", "probability": 0.03725079447031021 }, { "start_logit": 2.521787166595459, "end_logit": 3.430281400680542, "text": "7, the Normans under the command of Bohemond", "probability": 0.03649314492940903 }, { "start_logit": 2.5973668098449707, "end_logit": 3.2546303272247314, "text": "Valona and besieged Dyrrachium", "probability": 0.033018019050359726 }, { "start_logit": 3.099336862564087, "end_logit": 2.6977670192718506, "text": "Bohemond, Robert's son, landed in Valona", "probability": 0.03125439211726189 }, { "start_logit": 2.521787166595459, "end_logit": 3.2546303272247314, "text": "7, the Normans under the command of Bohemond, Robert's son, landed in Valona and besieged Dyrrachium", "probability": 0.030614499002695084 }, { "start_logit": 3.0349812507629395, "end_logit": 2.683032512664795, "text": "Ballsh), Kanina and Jericho", "probability": 0.028877707198262215 }, { "start_logit": 2.4450504779815674, "end_logit": 3.2546303272247314, "text": "Dyrrachium", "probability": 0.028353115543723106 }, { "start_logit": 3.0349812507629395, "end_logit": 2.6509861946105957, "text": "Ballsh), Kanina", "probability": 0.027966953814029694 } ], "56de15104396321400ee25b8": [ { "start_logit": 3.210930585861206, "end_logit": 3.8873660564422607, "text": "1107", "probability": 0.11582612246274948 }, { "start_logit": 3.210930585861206, "end_logit": 3.4335267543792725, "text": "1107, the Normans under the command of Bohemond, Robert's son, landed in Valona and besieged Dyrrachium", "probability": 0.07357099652290344 }, { "start_logit": 3.210930585861206, "end_logit": 3.422417163848877, "text": "1107, the Normans under the command of Bohemond", "probability": 0.07275816053152084 }, { "start_logit": 2.8748598098754883, "end_logit": 3.6845524311065674, "text": "Petrela", "probability": 0.06757279485464096 }, { "start_logit": 2.555603265762329, "end_logit": 3.8873660564422607, "text": "First Crusade, in 1107", "probability": 0.060145266354084015 }, { "start_logit": 2.9967727661132812, "end_logit": 3.4335267543792725, "text": "Bohemond, Robert's son, landed in Valona and besieged Dyrrachium", "probability": 0.059388067573308945 }, { "start_logit": 2.9967727661132812, "end_logit": 3.422417163848877, "text": "Bohemond", "probability": 0.05873192474246025 }, { "start_logit": 2.498783588409424, "end_logit": 3.8873660564422607, "text": "7", "probability": 0.05682309716939926 }, { "start_logit": 2.523259401321411, "end_logit": 3.6845524311065674, "text": "Dyrrachium using the most sophisticated military equipment of the time, but to no avail. Meanwhile, they occupied Petrela", "probability": 0.04754161089658737 }, { "start_logit": 2.6597652435302734, "end_logit": 3.4335267543792725, "text": "Valona and besieged Dyrrachium", "probability": 0.04239734262228012 }, { "start_logit": 2.8748598098754883, "end_logit": 3.1097970008850098, "text": "Petrela, the citadel of Mili at the banks of the river Deabolis, Gllavenica", "probability": 0.03803285211324692 }, { "start_logit": 2.555603265762329, "end_logit": 3.422417163848877, "text": "First Crusade, in 1107, the Normans under the command of Bohemond", "probability": 0.03778129816055298 }, { "start_logit": 2.523259401321411, "end_logit": 3.4335267543792725, "text": "Dyrrachium", "probability": 0.036987487226724625 }, { "start_logit": 3.210930585861206, "end_logit": 2.727182626724243, "text": "1107, the Normans under the command of Bohemond, Robert's son, landed in Valona", "probability": 0.03630322962999344 }, { "start_logit": 2.498783588409424, "end_logit": 3.4335267543792725, "text": "7, the Normans under the command of Bohemond, Robert's son, landed in Valona and besieged Dyrrachium", "probability": 0.03609316796064377 }, { "start_logit": 2.498783588409424, "end_logit": 3.422417163848877, "text": "7, the Normans under the command of Bohemond", "probability": 0.035694416612386703 }, { "start_logit": 3.210930585861206, "end_logit": 2.6380276679992676, "text": "1107, the Normans", "probability": 0.033206693828105927 }, { "start_logit": 2.3703622817993164, "end_logit": 3.4335267543792725, "text": "Robert's son, landed in Valona and besieged Dyrrachium", "probability": 0.031743332743644714 }, { "start_logit": 3.0767390727996826, "end_logit": 2.673909902572632, "text": "Ballsh), Kanina and Jericho", "probability": 0.030097510665655136 }, { "start_logit": 2.9967727661132812, "end_logit": 2.727182626724243, "text": "Bohemond, Robert's son, landed in Valona", "probability": 0.02930472046136856 } ], "56de15104396321400ee25b9": [ { "start_logit": 3.311030387878418, "end_logit": 3.9139227867126465, "text": "1107", "probability": 0.12684638798236847 }, { "start_logit": 3.311030387878418, "end_logit": 3.527085065841675, "text": "1107, the Normans under the command of Bohemond", "probability": 0.08615425229072571 }, { "start_logit": 3.311030387878418, "end_logit": 3.3692398071289062, "text": "1107, the Normans under the command of Bohemond, Robert's son, landed in Valona and besieged Dyrrachium", "probability": 0.07357414811849594 }, { "start_logit": 3.1074559688568115, "end_logit": 3.527085065841675, "text": "Bohemond", "probability": 0.07028543949127197 }, { "start_logit": 2.6183574199676514, "end_logit": 3.9139227867126465, "text": "First Crusade, in 1107", "probability": 0.06345325708389282 }, { "start_logit": 3.1074559688568115, "end_logit": 3.3692398071289062, "text": "Bohemond, Robert's son, landed in Valona and besieged Dyrrachium", "probability": 0.0600225105881691 }, { "start_logit": 2.5206222534179688, "end_logit": 3.9139227867126465, "text": "7", "probability": 0.05754508078098297 }, { "start_logit": 2.83624267578125, "end_logit": 3.3692398071289062, "text": "Robert's son, landed in Valona and besieged Dyrrachium", "probability": 0.04576437920331955 }, { "start_logit": 2.6183574199676514, "end_logit": 3.527085065841675, "text": "First Crusade, in 1107, the Normans under the command of Bohemond", "probability": 0.04309755191206932 }, { "start_logit": 2.5206222534179688, "end_logit": 3.527085065841675, "text": "7, the Normans under the command of Bohemond", "probability": 0.03908470273017883 }, { "start_logit": 2.107370376586914, "end_logit": 3.9139227867126465, "text": "the First Crusade, in 1107", "probability": 0.038065820932388306 }, { "start_logit": 2.6727685928344727, "end_logit": 3.314849376678467, "text": "Petrela", "probability": 0.03680529072880745 }, { "start_logit": 2.600266456604004, "end_logit": 3.3692398071289062, "text": "Valona and besieged Dyrrachium", "probability": 0.0361446812748909 }, { "start_logit": 3.311030387878418, "end_logit": 2.6120309829711914, "text": "1107, the Normans under the command of Bohemond, Robert's son, landed in Valona", "probability": 0.03450433537364006 }, { "start_logit": 2.528855085372925, "end_logit": 3.3692398071289062, "text": "Dyrrachium", "probability": 0.03365355730056763 }, { "start_logit": 2.5206222534179688, "end_logit": 3.3692398071289062, "text": "7, the Normans under the command of Bohemond, Robert's son, landed in Valona and besieged Dyrrachium", "probability": 0.033377617597579956 }, { "start_logit": 2.528855085372925, "end_logit": 3.314849376678467, "text": "Dyrrachium using the most sophisticated military equipment of the time, but to no avail. Meanwhile, they occupied Petrela", "probability": 0.03187199681997299 }, { "start_logit": 3.096919059753418, "end_logit": 2.7229175567626953, "text": "Ballsh), Kanina and Jericho", "probability": 0.03112029656767845 }, { "start_logit": 3.311030387878418, "end_logit": 2.488009214401245, "text": "1107, the Normans", "probability": 0.030479779466986656 }, { "start_logit": 3.1074559688568115, "end_logit": 2.6120309829711914, "text": "Bohemond, Robert's son, landed in Valona", "probability": 0.028148967772722244 } ], "56de1563cffd8e1900b4b5c2": [ { "start_logit": 3.4892752170562744, "end_logit": 4.252988338470459, "text": "1185", "probability": 0.2723306119441986 }, { "start_logit": 2.4899981021881104, "end_logit": 4.252988338470459, "text": "5", "probability": 0.1002572700381279 }, { "start_logit": 2.486034393310547, "end_logit": 4.252988338470459, "text": "Byzantine state-of-affairs paved the road to a third attack in 1185", "probability": 0.09986064583063126 }, { "start_logit": 3.4892752170562744, "end_logit": 2.9363882541656494, "text": "1185, when a large Norman army invaded Dyrrachium", "probability": 0.07299686968326569 }, { "start_logit": 3.4892752170562744, "end_logit": 2.866093158721924, "text": "1185, when a large Norman army invaded Dyrrachium, owing to the betrayal of high Byzantine officials", "probability": 0.06804176419973373 }, { "start_logit": 3.4892752170562744, "end_logit": 2.347391366958618, "text": "1185, when a large Norman army", "probability": 0.04050476476550102 }, { "start_logit": 1.4812777042388916, "end_logit": 4.252988338470459, "text": "third attack in 1185", "probability": 0.03656236082315445 }, { "start_logit": 3.4892752170562744, "end_logit": 2.154012680053711, "text": "118", "probability": 0.03338279575109482 }, { "start_logit": 2.4899981021881104, "end_logit": 2.9363882541656494, "text": "5, when a large Norman army invaded Dyrrachium", "probability": 0.02687346376478672 }, { "start_logit": 2.486034393310547, "end_logit": 2.9363882541656494, "text": "Byzantine state-of-affairs paved the road to a third attack in 1185, when a large Norman army invaded Dyrrachium", "probability": 0.026767149567604065 }, { "start_logit": 1.1661418676376343, "end_logit": 4.252988338470459, "text": "further decline of Byzantine state-of-affairs paved the road to a third attack in 1185", "probability": 0.026679174974560738 }, { "start_logit": 2.4899981021881104, "end_logit": 2.866093158721924, "text": "5, when a large Norman army invaded Dyrrachium, owing to the betrayal of high Byzantine officials", "probability": 0.02504926547408104 }, { "start_logit": 2.4144656658172607, "end_logit": 2.866093158721924, "text": "high Byzantine officials", "probability": 0.023226911202073097 }, { "start_logit": 2.329056978225708, "end_logit": 2.9363882541656494, "text": "Norman army invaded Dyrrachium", "probability": 0.022878514602780342 }, { "start_logit": 2.396517515182495, "end_logit": 2.866093158721924, "text": "Byzantine officials", 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King David I of Scotland, whose elder brother Alexander I had married Sybilla of Normandy", "probability": 0.032622747123241425 } ], "56de3d594396321400ee26ca": [ { "start_logit": 2.796041250228882, "end_logit": 3.0549285411834717, "text": "Edward the Confessor had set up the aforementioned Ralph as earl of Hereford and charged him with defending the Marches and warring with the Welsh", "probability": 0.08912747353315353 }, { "start_logit": 2.796041250228882, "end_logit": 2.918778896331787, "text": "Edward the Confessor", "probability": 0.07778260111808777 }, { "start_logit": 2.796041250228882, "end_logit": 2.7588226795196533, "text": "Edward the Confessor had set up the aforementioned Ralph as earl of Hereford", "probability": 0.06628488004207611 }, { "start_logit": 2.439450740814209, "end_logit": 3.0549285411834717, "text": "Ralph as earl of Hereford and charged him with defending the Marches and warring with the Welsh", "probability": 0.062394484877586365 }, { "start_logit": 2.373082399368286, "end_logit": 3.0549285411834717, "text": "Wales. 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Edward the Confessor", "probability": 0.04994684085249901 }, { "start_logit": 2.190916061401367, "end_logit": 3.046067476272583, "text": "earl of Hereford and charged him with defending the Marches and warring with the Welsh", "probability": 0.04921684414148331 }, { "start_logit": 2.171849012374878, "end_logit": 3.046067476272583, "text": "Ralph as earl of Hereford and charged him with defending the Marches and warring with the Welsh", "probability": 0.048287324607372284 }, { "start_logit": 2.331594705581665, "end_logit": 2.8520894050598145, "text": "Hereford", "probability": 0.04666232690215111 }, { "start_logit": 2.3214683532714844, "end_logit": 2.8520894050598145, "text": "Wales. 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Edward the Confessor", "probability": 0.05382993072271347 }, { "start_logit": 2.0341100692749023, "end_logit": 3.0561530590057373, "text": "Welsh", "probability": 0.04256020113825798 }, { "start_logit": 2.385378837585449, "end_logit": 2.7047905921936035, "text": "Wales. Edward the Confessor had set up the aforementioned Ralph as earl of Hereford", "probability": 0.04255620762705803 }, { "start_logit": 1.8797346353530884, "end_logit": 3.186143159866333, "text": "the Normans", "probability": 0.0415349081158638 }, { "start_logit": 2.360302686691284, "end_logit": 2.7047905921936035, "text": "Hereford", "probability": 0.04150231555104256 }, { "start_logit": 2.355064630508423, "end_logit": 2.7047905921936035, "text": "Ralph as earl of Hereford", "probability": 0.04128551483154297 }, { "start_logit": 1.8505891561508179, "end_logit": 3.186143159866333, "text": "Norman Conquest of England, the Normans", "probability": 0.0403418093919754 }, { "start_logit": 1.9547946453094482, "end_logit": 3.0561530590057373, "text": "earl of Hereford and charged him with defending the Marches and warring with the Welsh", "probability": 0.039314914494752884 }, { "start_logit": 1.9197808504104614, "end_logit": 3.0561530590057373, "text": "the Welsh", "probability": 0.0379621721804142 }, { "start_logit": 2.385378837585449, "end_logit": 2.5308327674865723, "text": "Wales. Edward the Confessor had set up the aforementioned Ralph as earl of Hereford and charged him with defending the Marches", "probability": 0.03576135262846947 }, { "start_logit": 1.7141135931015015, "end_logit": 3.186143159866333, "text": "England, the Normans", "probability": 0.03519530966877937 }, { "start_logit": 2.360302686691284, "end_logit": 2.5308327674865723, "text": "Hereford and charged him with defending the Marches", "probability": 0.034875739365816116 }, { "start_logit": 1.831214189529419, "end_logit": 3.0561530590057373, "text": "Marches and warring with the Welsh", "probability": 0.03474457561969757 } ], "56de3dbacffd8e1900b4b6d2": [ { "start_logit": 3.4216926097869873, "end_logit": 3.7199063301086426, "text": "Bernard de Neufmarch\u00e9", "probability": 0.12216640263795853 }, { "start_logit": 3.4216926097869873, "end_logit": 3.35711407661438, "text": "Bernard de Neufmarch\u00e9, Roger of Montgomery", "probability": 0.08499497175216675 }, { "start_logit": 3.4286937713623047, "end_logit": 3.201061725616455, "text": "Hugh Lupus", "probability": 0.07322529703378677 }, { "start_logit": 3.4216926097869873, "end_logit": 3.201061725616455, "text": "Bernard de Neufmarch\u00e9, Roger of Montgomery in Shropshire and Hugh Lupus", "probability": 0.07271440327167511 }, { "start_logit": 3.4286937713623047, "end_logit": 3.074328899383545, "text": "Hugh Lupus in Cheshire", "probability": 0.06450921297073364 }, { "start_logit": 3.4216926097869873, "end_logit": 3.074328899383545, "text": "Bernard de Neufmarch\u00e9, Roger of Montgomery in Shropshire and Hugh Lupus in Cheshire", "probability": 0.06405913829803467 }, { "start_logit": 3.1222658157348633, "end_logit": 3.35711407661438, "text": "Roger of Montgomery", "probability": 0.06300190836191177 }, { "start_logit": 3.4216926097869873, "end_logit": 2.9366281032562256, "text": "Bernard de Neufmarch\u00e9, Roger of Montgomery in Shropshire", "probability": 0.05581853911280632 }, { "start_logit": 3.1222658157348633, "end_logit": 3.201061725616455, "text": "Roger of Montgomery in Shropshire and Hugh Lupus", "probability": 0.05389905348420143 }, { "start_logit": 3.4286937713623047, "end_logit": 2.802431344985962, "text": "Hugh Lupus in Cheshire. These Normans began a long period of slow conquest during which almost all of Wales was at some point subject to Norman interference", "probability": 0.049151644110679626 }, { "start_logit": 3.1222658157348633, "end_logit": 3.074328899383545, "text": "Roger of Montgomery in Shropshire and Hugh Lupus in Cheshire", "probability": 0.04748339205980301 }, { "start_logit": 3.1222658157348633, "end_logit": 2.9366281032562256, "text": "Roger of Montgomery in Shropshire", "probability": 0.041375115513801575 }, { "start_logit": 2.617373466491699, "end_logit": 3.201061725616455, "text": "Shropshire and Hugh Lupus", "probability": 0.03253187984228134 }, { "start_logit": 2.6340999603271484, "end_logit": 3.074328899383545, "text": "Cheshire", "probability": 0.029142986983060837 }, { "start_logit": 2.617373466491699, "end_logit": 3.074328899383545, "text": "Shropshire and Hugh Lupus in Cheshire", "probability": 0.028659580275416374 }, { "start_logit": 1.837981104850769, "end_logit": 3.7199063301086426, "text": "William's most trusted Norman barons, including Bernard de Neufmarch\u00e9", "probability": 0.025070026516914368 }, { "start_logit": 2.617373466491699, "end_logit": 2.9366281032562256, "text": "Shropshire", "probability": 0.02497279830276966 }, { "start_logit": 1.7326873540878296, "end_logit": 3.7199063301086426, "text": "Norman barons, including Bernard de Neufmarch\u00e9", "probability": 0.02256453037261963 }, { "start_logit": 1.7277822494506836, "end_logit": 3.7199063301086426, "text": "trusted Norman barons, including Bernard de Neufmarch\u00e9", "probability": 0.022454116493463516 }, { "start_logit": 2.6340999603271484, "end_logit": 2.802431344985962, "text": "Cheshire. These Normans began a long period of slow conquest during which almost all of Wales was at some point subject to Norman interference", "probability": 0.02220497652888298 } ], "56de3e414396321400ee26d8": [ { "start_logit": 3.4806361198425293, "end_logit": 4.007849216461182, "text": "1018", "probability": 0.10251325368881226 }, { "start_logit": 3.23138689994812, "end_logit": 4.007849216461182, "text": "Antioch. They were major foreign participants in the Reconquista in Iberia. In 1018", "probability": 0.07989734411239624 }, { "start_logit": 3.030242443084717, "end_logit": 4.0101141929626465, "text": "1064", "probability": 0.06548777222633362 }, { "start_logit": 2.9856011867523193, "end_logit": 4.0101141929626465, "text": "Moorish lands, but failed. In 1064", "probability": 0.0626285970211029 }, { "start_logit": 2.9729082584381104, "end_logit": 4.0101141929626465, "text": "Iberian Peninsula to carve out a state for himself from Moorish lands, but failed. In 1064", "probability": 0.06183870881795883 }, { "start_logit": 2.932021141052246, "end_logit": 4.007849216461182, "text": "First Crusade carved out a Norman principality in Antioch. They were major foreign participants in the Reconquista in Iberia. In 1018", "probability": 0.059226974844932556 }, { "start_logit": 2.8998875617980957, "end_logit": 4.0101141929626465, "text": "Roger de Tosny travelled to the Iberian Peninsula to carve out a state for himself from Moorish lands, but failed. In 1064", "probability": 0.05748410522937775 }, { "start_logit": 2.832327127456665, "end_logit": 4.007849216461182, "text": "Reconquista in Iberia. In 1018", "probability": 0.05360720306634903 }, { "start_logit": 3.4806361198425293, "end_logit": 3.2321596145629883, "text": "1018, Roger de Tosny travelled to the Iberian Peninsula", "probability": 0.047195687890052795 }, { "start_logit": 3.030242443084717, "end_logit": 3.622694492340088, "text": "1064, during the War of Barbastro", "probability": 0.04445349797606468 }, { "start_logit": 2.638174533843994, "end_logit": 4.007849216461182, "text": "Iberia. In 1018", "probability": 0.044147245585918427 }, { "start_logit": 3.4806361198425293, "end_logit": 3.158194065093994, "text": "1018, Roger de Tosny", "probability": 0.043830808252096176 }, { "start_logit": 2.9856011867523193, "end_logit": 3.622694492340088, "text": "Moorish lands, but failed. In 1064, during the War of Barbastro", "probability": 0.042512670159339905 }, { "start_logit": 2.9729082584381104, "end_logit": 3.622694492340088, "text": "Iberian Peninsula to carve out a state for himself from Moorish lands, but failed. In 1064, during the War of Barbastro", "probability": 0.04197649285197258 }, { "start_logit": 2.7807037830352783, "end_logit": 3.622694492340088, "text": "Barbastro", "probability": 0.03463640809059143 }, { "start_logit": 2.389826774597168, "end_logit": 4.007849216461182, "text": "the First Crusade carved out a Norman principality in Antioch. They were major foreign participants in the Reconquista in Iberia. In 1018", "probability": 0.034438762813806534 }, { "start_logit": 3.23138689994812, "end_logit": 3.158194065093994, "text": "Antioch. They were major foreign participants in the Reconquista in Iberia. In 1018, Roger de Tosny", "probability": 0.034161098301410675 }, { "start_logit": 2.3491406440734863, "end_logit": 4.007849216461182, "text": "8", "probability": 0.03306570649147034 }, { "start_logit": 2.200277328491211, "end_logit": 4.007849216461182, "text": "Norman principality in Antioch. They were major foreign participants in the Reconquista in Iberia. In 1018", "probability": 0.028492284938693047 }, { "start_logit": 2.9729082584381104, "end_logit": 3.2321596145629883, "text": "Iberian Peninsula", "probability": 0.028405262157320976 } ], "56de3e414396321400ee26d9": [ { "start_logit": 3.6440439224243164, "end_logit": 3.9863476753234863, "text": "Roger de Tosny travelled to the Iberian Peninsula to carve out a state for himself from Moorish lands, but failed. In 1064", "probability": 0.10939505696296692 }, { "start_logit": 3.4891276359558105, "end_logit": 3.939316749572754, "text": "1018", "probability": 0.08939085900783539 }, { "start_logit": 3.6440439224243164, "end_logit": 3.5100080966949463, "text": "Roger de Tosny", "probability": 0.06794005632400513 }, { "start_logit": 3.1529593467712402, "end_logit": 3.939316749572754, "text": "Antioch. They were major foreign participants in the Reconquista in Iberia. In 1018", "probability": 0.06387002766132355 }, { "start_logit": 3.0485198497772217, "end_logit": 3.9863476753234863, "text": "1064", "probability": 0.06030658632516861 }, { "start_logit": 3.4891276359558105, "end_logit": 3.5100080966949463, "text": "1018, Roger de Tosny", "probability": 0.05818979814648628 }, { "start_logit": 2.963299512863159, "end_logit": 3.9863476753234863, "text": "Moorish lands, but failed. In 1064", "probability": 0.055380139499902725 }, { "start_logit": 2.9268906116485596, "end_logit": 3.9863476753234863, "text": "Iberian Peninsula to carve out a state for himself from Moorish lands, but failed. In 1064", "probability": 0.053400103002786636 }, { "start_logit": 2.949976921081543, "end_logit": 3.939316749572754, "text": "First Crusade carved out a Norman principality in Antioch. They were major foreign participants in the Reconquista in Iberia. In 1018", "probability": 0.052136629819869995 }, { "start_logit": 2.886733293533325, "end_logit": 3.939316749572754, "text": "Reconquista in Iberia. In 1018", "probability": 0.04894141107797623 }, { "start_logit": 3.6440439224243164, "end_logit": 3.1662087440490723, "text": "Roger de Tosny travelled to the Iberian Peninsula", "probability": 0.04817435145378113 }, { "start_logit": 3.1529593467712402, "end_logit": 3.5100080966949463, "text": "Antioch. They were major foreign participants in the Reconquista in Iberia. In 1018, Roger de Tosny", "probability": 0.041576772928237915 }, { "start_logit": 3.4891276359558105, "end_logit": 3.1662087440490723, "text": "1018, Roger de Tosny travelled to the Iberian Peninsula", "probability": 0.041260696947574615 }, { "start_logit": 2.6001672744750977, "end_logit": 3.939316749572754, "text": "Iberia. In 1018", "probability": 0.03674705699086189 }, { "start_logit": 2.886733293533325, "end_logit": 3.5100080966949463, "text": "Reconquista in Iberia. In 1018, Roger de Tosny", "probability": 0.03185885772109032 }, { "start_logit": 2.445409059524536, "end_logit": 3.939316749572754, "text": "the First Crusade carved out a Norman principality in Antioch. They were major foreign participants in the Reconquista in Iberia. In 1018", "probability": 0.031478337943553925 }, { "start_logit": 2.3739287853240967, "end_logit": 3.939316749572754, "text": "8", "probability": 0.0293068066239357 }, { "start_logit": 3.419396162033081, "end_logit": 2.837117910385132, "text": "William of Montreuil", "probability": 0.027690468356013298 }, { "start_logit": 3.419396162033081, "end_logit": 2.833789825439453, "text": "William of Montreuil led the papal army", "probability": 0.027598468586802483 }, { "start_logit": 3.0485198497772217, "end_logit": 3.119986057281494, "text": "1064, during the War of Barbastro", "probability": 0.025357630103826523 } ], "56de3ebc4396321400ee26e6": [ { "start_logit": 3.349764347076416, "end_logit": 3.996068000793457, "text": "Asia Minor. After the successful Siege of Antioch in 1097", "probability": 0.101679228246212 }, { "start_logit": 3.171434164047241, "end_logit": 3.996068000793457, "text": "1097", "probability": 0.08507158607244492 }, { "start_logit": 3.05414080619812, "end_logit": 3.895524024963379, "text": "Amalfi", "probability": 0.06841935217380524 }, { "start_logit": 2.9434869289398193, "end_logit": 3.8964226245880127, "text": "1096", "probability": 0.061307378113269806 }, { "start_logit": 2.9434869289398193, "end_logit": 3.895524024963379, "text": "1096, Crusaders passing by the siege of Amalfi", "probability": 0.06125233322381973 }, { "start_logit": 2.802764654159546, "end_logit": 3.996068000793457, "text": "Bohemond was the de facto leader of the Crusade during its passage through Asia Minor. After the successful Siege of Antioch in 1097", "probability": 0.05884009972214699 }, { "start_logit": 3.1659929752349854, "end_logit": 3.4499032497406006, "text": "Taranto", "probability": 0.04900326579809189 }, { "start_logit": 3.1659929752349854, "end_logit": 3.359293222427368, "text": "Taranto and his nephew Tancred", "probability": 0.04475829750299454 }, { "start_logit": 2.518782377243042, "end_logit": 3.996068000793457, "text": "Antioch in 1097", "probability": 0.04429365321993828 }, { "start_logit": 3.057593584060669, "end_logit": 3.4499032497406006, "text": "Bohemond of Taranto", "probability": 0.04396911710500717 }, { "start_logit": 3.05414080619812, "end_logit": 3.4499032497406006, "text": "Amalfi were joined by Bohemond of Taranto", "probability": 0.043817564845085144 }, { "start_logit": 3.057593584060669, "end_logit": 3.359293222427368, "text": "Bohemond of Taranto and his nephew Tancred", "probability": 0.04016023874282837 }, { "start_logit": 3.05414080619812, "end_logit": 3.359293222427368, "text": "Amalfi were joined by Bohemond of Taranto and his nephew Tancred", "probability": 0.04002181440591812 }, { "start_logit": 3.0513367652893066, "end_logit": 3.359293222427368, "text": "Tancred", "probability": 0.039909761399030685 }, { "start_logit": 2.9434869289398193, "end_logit": 3.4499032497406006, "text": "1096, Crusaders passing by the siege of Amalfi were joined by Bohemond of Taranto", "probability": 0.03922761231660843 }, { "start_logit": 3.1659929752349854, "end_logit": 3.1702303886413574, "text": "Taranto and his nephew Tancred with an army of Italo-Normans", "probability": 0.03704799711704254 }, { "start_logit": 2.4136240482330322, "end_logit": 3.8964226245880127, "text": "6", "probability": 0.03609077259898186 }, { "start_logit": 2.4136240482330322, "end_logit": 3.895524024963379, "text": "6, Crusaders passing by the siege of Amalfi", "probability": 0.03605835139751434 }, { "start_logit": 2.9434869289398193, "end_logit": 3.359293222427368, "text": "1096, Crusaders passing by the siege of Amalfi were joined by Bohemond of Taranto and his nephew Tancred", "probability": 0.03582947701215744 }, { "start_logit": 3.057593584060669, "end_logit": 3.1702303886413574, "text": "Bohemond of Taranto and his nephew Tancred with an army of Italo-Normans", "probability": 0.03324202820658684 } ], "56de3ebc4396321400ee26e7": [ { "start_logit": 3.4002110958099365, "end_logit": 3.915559768676758, "text": "Asia Minor. After the successful Siege of Antioch in 1097", "probability": 0.11021578311920166 }, { "start_logit": 3.146728038787842, "end_logit": 3.915559768676758, "text": "1097", "probability": 0.08553766459226608 }, { "start_logit": 2.949204683303833, "end_logit": 3.915559768676758, "text": "Antioch in 1097", "probability": 0.07020595669746399 }, { "start_logit": 2.949857473373413, "end_logit": 3.8095340728759766, "text": "Amalfi", "probability": 0.06318461149930954 }, { "start_logit": 2.9182469844818115, "end_logit": 3.8095340728759766, "text": "1096, Crusaders passing by the siege of Amalfi", "probability": 0.06121855974197388 }, { "start_logit": 2.9182469844818115, "end_logit": 3.8010735511779785, "text": "1096", "probability": 0.060702770948410034 }, { "start_logit": 2.6377782821655273, "end_logit": 3.915559768676758, "text": "Bohemond was the de facto leader of the Crusade during its passage through Asia Minor. After the successful Siege of Antioch in 1097", "probability": 0.0514189675450325 }, { "start_logit": 3.1866636276245117, "end_logit": 3.268737316131592, "text": "Taranto", "probability": 0.04662187770009041 }, { "start_logit": 3.1866636276245117, "end_logit": 3.219137668609619, "text": "Taranto and his nephew Tancred", "probability": 0.044365860521793365 }, { "start_logit": 3.4002110958099365, "end_logit": 2.928490161895752, "text": "Asia Minor. After the successful Siege of Antioch", "probability": 0.04107378050684929 }, { "start_logit": 2.4837348461151123, "end_logit": 3.8095340728759766, "text": "siege of Amalfi", "probability": 0.03964393958449364 }, { "start_logit": 3.1866636276245117, "end_logit": 3.079434871673584, "text": "Taranto and his nephew Tancred with an army of Italo-Normans", "probability": 0.03858129307627678 }, { "start_logit": 2.949857473373413, "end_logit": 3.268737316131592, "text": "Amalfi were joined by Bohemond of Taranto", "probability": 0.03679138049483299 }, { "start_logit": 2.997767210006714, "end_logit": 3.219137668609619, "text": "Tancred", "probability": 0.03672925755381584 }, { "start_logit": 2.3973071575164795, "end_logit": 3.8095340728759766, "text": "6, Crusaders passing by the siege of Amalfi", "probability": 0.03636150062084198 }, { "start_logit": 2.3973071575164795, "end_logit": 3.8010735511779785, "text": "6", "probability": 0.03605514019727707 }, { "start_logit": 2.9182469844818115, "end_logit": 3.268737316131592, "text": "1096, Crusaders passing by the siege of Amalfi were joined by Bohemond of Taranto", "probability": 0.035646576434373856 }, { "start_logit": 2.9137282371520996, "end_logit": 3.268737316131592, "text": "Bohemond of Taranto", "probability": 0.03548586741089821 }, { "start_logit": 2.2573418617248535, "end_logit": 3.915559768676758, "text": "Crusade during its passage through Asia Minor. After the successful Siege of Antioch in 1097", "probability": 0.035148102790117264 }, { "start_logit": 2.949857473373413, "end_logit": 3.219137668609619, "text": "Amalfi were joined by Bohemond of Taranto and his nephew Tancred", "probability": 0.03501105308532715 } ], "56de3ebc4396321400ee26e8": [ { "start_logit": 3.4233555793762207, "end_logit": 3.9465699195861816, "text": "Asia Minor. After the successful Siege of Antioch in 1097", "probability": 0.11150506138801575 }, { "start_logit": 3.188110589981079, "end_logit": 3.9465699195861816, "text": "1097", "probability": 0.08813107758760452 }, { "start_logit": 2.987886667251587, "end_logit": 3.9465699195861816, "text": "Antioch in 1097", "probability": 0.07213947176933289 }, { "start_logit": 2.9528071880340576, "end_logit": 3.896141767501831, "text": "1096", "probability": 0.06622734665870667 }, { "start_logit": 2.998351812362671, "end_logit": 3.7972357273101807, "text": "Amalfi", "probability": 0.06278599053621292 }, { "start_logit": 2.9528071880340576, "end_logit": 3.7972357273101807, "text": "1096, Crusaders passing by the siege of Amalfi", "probability": 0.059990573674440384 }, { "start_logit": 2.7379746437072754, "end_logit": 3.9465699195861816, "text": "Bohemond was the de facto leader of the Crusade during its passage through Asia Minor. After the successful Siege of Antioch in 1097", "probability": 0.056187208741903305 }, { "start_logit": 3.2030351161956787, "end_logit": 3.247650623321533, "text": "Taranto", "probability": 0.04447067528963089 }, { "start_logit": 3.4233555793762207, "end_logit": 2.9925546646118164, "text": "Asia Minor. After the successful Siege of Antioch", "probability": 0.04295077174901962 }, { "start_logit": 2.479871988296509, "end_logit": 3.896141767501831, "text": "6", "probability": 0.04127092286944389 }, { "start_logit": 3.0868754386901855, "end_logit": 3.247650623321533, "text": "Bohemond of Taranto", "probability": 0.03959371894598007 }, { "start_logit": 2.4851419925689697, "end_logit": 3.7972357273101807, "text": "siege of Amalfi", "probability": 0.03758189082145691 }, { "start_logit": 2.479871988296509, "end_logit": 3.7972357273101807, "text": "6, Crusaders passing by the siege of Amalfi", "probability": 0.03738434985280037 }, { "start_logit": 3.2030351161956787, "end_logit": 3.0630526542663574, "text": "Taranto and his nephew Tancred with an army of Italo-Normans", "probability": 0.03697463124990463 }, { "start_logit": 2.998351812362671, "end_logit": 3.247650623321533, "text": "Amalfi were joined by Bohemond of Taranto", "probability": 0.036239393055438995 }, { "start_logit": 2.9528071880340576, "end_logit": 3.247650623321533, "text": "1096, Crusaders passing by the siege of Amalfi were joined by Bohemond of Taranto", "probability": 0.034625906497240067 }, { "start_logit": 3.2030351161956787, "end_logit": 2.9678797721862793, "text": "Taranto and his nephew Tancred", "probability": 0.03361791744828224 }, { "start_logit": 2.2082371711730957, "end_logit": 3.9465699195861816, "text": "Crusade during its passage through Asia Minor. After the successful Siege of Antioch in 1097", "probability": 0.033080749213695526 }, { "start_logit": 3.0868754386901855, "end_logit": 3.0630526542663574, "text": "Bohemond of Taranto and his nephew Tancred with an army of Italo-Normans", "probability": 0.032919742166996 }, { "start_logit": 2.185054063796997, "end_logit": 3.9465699195861816, "text": "the Crusade during its passage through Asia Minor. After the successful Siege of Antioch in 1097", "probability": 0.03232266753911972 } ], "56de3efccffd8e1900b4b6fe": [ { "start_logit": 3.268482208251953, "end_logit": 3.3194141387939453, "text": "Third Crusade", "probability": 0.12999294698238373 }, { "start_logit": 2.8108909130096436, "end_logit": 3.3194141387939453, "text": "Anglo-Norman forces of the Third Crusade", "probability": 0.08226034045219421 }, { "start_logit": 2.8108909130096436, "end_logit": 3.297800064086914, "text": "Anglo-Norman", "probability": 0.08050143718719482 }, { "start_logit": 3.3420844078063965, "end_logit": 2.598241090774536, "text": "380 years", "probability": 0.06802733987569809 }, { "start_logit": 3.268482208251953, "end_logit": 2.598241090774536, "text": "Third Crusade opened a new chapter in the history of the island, which would be under Western European domination for the following 380 years", "probability": 0.06320016086101532 }, { "start_logit": 2.5061392784118652, "end_logit": 3.3194141387939453, "text": "the Third Crusade", "probability": 0.06065106764435768 }, { "start_logit": 2.399860382080078, "end_logit": 3.3194141387939453, "text": "Cyprus by the Anglo-Norman forces of the Third Crusade", "probability": 0.05453585460782051 }, { "start_logit": 3.3420844078063965, "end_logit": 2.3573663234710693, "text": "380", "probability": 0.053465377539396286 }, { "start_logit": 2.399860382080078, "end_logit": 3.297800064086914, "text": "Cyprus by the Anglo-Norman", "probability": 0.053369756788015366 }, { "start_logit": 3.268482208251953, "end_logit": 2.3573663234710693, "text": "Third Crusade opened a new chapter in the history of the island, which would be under Western European domination for the following 380", "probability": 0.049671564251184464 }, { "start_logit": 2.1239984035491943, "end_logit": 3.3194141387939453, "text": "Crusade", "probability": 0.04138823226094246 }, { "start_logit": 3.268482208251953, "end_logit": 2.098512887954712, "text": "Third Crusade opened a new chapter in the history of the island, which would be under Western European domination", "probability": 0.03834325820207596 }, { "start_logit": 2.8108909130096436, "end_logit": 2.3573663234710693, "text": "Anglo-Norman forces of the Third Crusade opened a new chapter in the history of the island, which would be under Western European domination for the following 380", "probability": 0.03143245726823807 }, { "start_logit": 2.5061392784118652, "end_logit": 2.598241090774536, "text": "the Third Crusade opened a new chapter in the history of the island, which would be under Western European domination for the following 380 years", "probability": 0.02948744222521782 }, { "start_logit": 1.7743127346038818, "end_logit": 3.3194141387939453, "text": "Norman forces of the Third Crusade", "probability": 0.029174963012337685 }, { "start_logit": 1.7743127346038818, "end_logit": 3.297800064086914, "text": "Norman", "probability": 0.028551138937473297 }, { "start_logit": 1.7477457523345947, "end_logit": 3.3194141387939453, "text": "conquest of Cyprus by the Anglo-Norman forces of the Third Crusade", "probability": 0.028410065919160843 }, { "start_logit": 1.7477457523345947, "end_logit": 3.297800064086914, "text": "conquest of Cyprus by the Anglo-Norman", "probability": 0.027802597731351852 }, { "start_logit": 3.268482208251953, "end_logit": 1.666332721710205, "text": "Third Crusade opened a new chapter in the history of the island, which would be under Western European", "probability": 0.02488832361996174 }, { "start_logit": 2.334860324859619, "end_logit": 2.598241090774536, "text": "Western European domination for the following 380 years", "probability": 0.02484571747481823 } ], "56de3f784396321400ee26fa": [ { "start_logit": 3.504028081893921, "end_logit": 3.5715479850769043, "text": "April 1191", "probability": 0.12080247700214386 }, { "start_logit": 3.504028081893921, "end_logit": 3.1061007976531982, "text": "April 1191 Richard the Lion-hearted left Messina", "probability": 0.075846366584301 }, { "start_logit": 3.504028081893921, "end_logit": 3.055799722671509, "text": "April 1191 Richard the Lion-hearted", "probability": 0.07212558388710022 }, { "start_logit": 3.0133395195007324, "end_logit": 3.3952224254608154, "text": "Isaac Komnenos", "probability": 0.06200050935149193 }, { "start_logit": 3.0133395195007324, "end_logit": 3.309464931488037, "text": "Isaac Komnenos. On 1 May 1191", "probability": 0.056905124336481094 }, { "start_logit": 2.860116481781006, "end_logit": 3.3952224254608154, "text": "treasure ship. Survivors of the wrecks had been taken prisoner by the island's despot Isaac Komnenos", "probability": 0.0531926155090332 }, { "start_logit": 2.8340723514556885, "end_logit": 3.3859009742736816, "text": "Berengaria", "probability": 0.05134433135390282 }, { "start_logit": 3.103712558746338, "end_logit": 3.1061007976531982, "text": "Messina", "probability": 0.05082528665661812 }, { "start_logit": 2.6318044662475586, "end_logit": 3.5715479850769043, "text": "1191", "probability": 0.050497982650995255 }, { "start_logit": 2.860116481781006, "end_logit": 3.309464931488037, "text": "treasure ship. Survivors of the wrecks had been taken prisoner by the island's despot Isaac Komnenos. On 1 May 1191", "probability": 0.048821087926626205 }, { "start_logit": 3.504028081893921, "end_logit": 2.5429325103759766, "text": "April 1191 Richard the Lion-hearted left Messina with a large fleet in order to reach Acre", "probability": 0.04318709298968315 }, { "start_logit": 2.934307813644409, "end_logit": 2.993349313735962, "text": "Cyprus, together with the wrecks of several other ships, including the treasure ship", "probability": 0.03833020105957985 }, { "start_logit": 2.5078604221343994, "end_logit": 3.3952224254608154, "text": "several other ships, including the treasure ship. Survivors of the wrecks had been taken prisoner by the island's despot Isaac Komnenos", "probability": 0.037399739027023315 }, { "start_logit": 2.488642692565918, "end_logit": 3.3859009742736816, "text": "Acre. But a storm dispersed the fleet. After some searching, it was discovered that the boat carrying his sister and his fianc\u00e9e Berengaria", "probability": 0.03634747117757797 }, { "start_logit": 2.5549676418304443, "end_logit": 3.309464931488037, "text": "1 May 1191", "probability": 0.03598180413246155 }, { "start_logit": 2.860116481781006, "end_logit": 2.993349313735962, "text": "treasure ship", "probability": 0.035589370876550674 }, { "start_logit": 2.8340723514556885, "end_logit": 2.993349313735962, "text": "Berengaria was anchored on the south coast of Cyprus, together with the wrecks of several other ships, including the treasure ship", "probability": 0.03467443212866783 }, { "start_logit": 2.6724793910980225, "end_logit": 3.1061007976531982, "text": "Richard the Lion-hearted left Messina", "probability": 0.03302157670259476 }, { "start_logit": 2.6318044662475586, "end_logit": 3.1061007976531982, "text": "1191 Richard the Lion-hearted left Messina", "probability": 0.03170538321137428 }, { "start_logit": 2.6724793910980225, "end_logit": 3.055799722671509, "text": "Richard the Lion-hearted", "probability": 0.03140164166688919 } ], "56de3f784396321400ee26fb": [ { "start_logit": 3.3985466957092285, "end_logit": 3.4626691341400146, "text": "April 1191", "probability": 0.1041049212217331 }, { "start_logit": 3.3985466957092285, "end_logit": 3.096618175506592, "text": "April 1191 Richard the Lion-hearted left Messina", "probability": 0.07219339162111282 }, { "start_logit": 3.107174873352051, "end_logit": 3.3768060207366943, "text": "Isaac Komnenos. On 1 May 1191", "probability": 0.07139050215482712 }, { "start_logit": 3.107174873352051, "end_logit": 3.3418593406677246, "text": "Isaac Komnenos", "probability": 0.068938709795475 }, { "start_logit": 3.3985466957092285, "end_logit": 2.8832385540008545, "text": "April 1191 Richard the Lion-hearted", "probability": 0.058321379125118256 }, { "start_logit": 2.8349339962005615, "end_logit": 3.3768060207366943, "text": "treasure ship. Survivors of the wrecks had been taken prisoner by the island's despot Isaac Komnenos. On 1 May 1191", "probability": 0.05437604710459709 }, { "start_logit": 2.8349339962005615, "end_logit": 3.3418593406677246, "text": "treasure ship. Survivors of the wrecks had been taken prisoner by the island's despot Isaac Komnenos", "probability": 0.05250859260559082 }, { "start_logit": 3.0635175704956055, "end_logit": 3.096618175506592, "text": "Messina", "probability": 0.051641181111335754 }, { "start_logit": 2.573261022567749, "end_logit": 3.4626691341400146, "text": "1191", "probability": 0.04560939595103264 }, { "start_logit": 2.6579349040985107, "end_logit": 3.3768060207366943, "text": "1 May 1191", "probability": 0.04555518925189972 }, { "start_logit": 2.8099939823150635, "end_logit": 3.219168186187744, "text": "Acre. But a storm dispersed the fleet. After some searching, it was discovered that the boat carrying his sister and his fianc\u00e9e Berengaria", "probability": 0.04530176892876625 }, { "start_logit": 2.9308419227600098, "end_logit": 3.0179977416992188, "text": "Cyprus, together with the wrecks of several other ships, including the treasure ship", "probability": 0.04180530458688736 }, { "start_logit": 3.3985466957092285, "end_logit": 2.4992573261260986, "text": "April 1191 Richard the Lion-hearted left Messina with a large fleet in order to reach Acre", "probability": 0.03972528129816055 }, { "start_logit": 2.664135217666626, "end_logit": 3.219168186187744, "text": "Berengaria", "probability": 0.03915340080857277 }, { "start_logit": 2.8349339962005615, "end_logit": 3.0179977416992188, "text": "treasure ship", "probability": 0.03798212483525276 }, { "start_logit": 2.6990349292755127, "end_logit": 3.096618175506592, "text": "Richard the Lion-hearted left Messina", "probability": 0.03586769476532936 }, { "start_logit": 2.4531753063201904, "end_logit": 3.3418593406677246, "text": "several other ships, including the treasure ship. Survivors of the wrecks had been taken prisoner by the island's despot Isaac Komnenos", "probability": 0.035845499485731125 }, { "start_logit": 2.3861277103424072, "end_logit": 3.3768060207366943, "text": "1191", "probability": 0.03471310809254646 }, { "start_logit": 2.333937168121338, "end_logit": 3.3768060207366943, "text": "May 1191", "probability": 0.03294787183403969 }, { "start_logit": 2.664135217666626, "end_logit": 3.0179977416992188, "text": "Berengaria was anchored on the south coast of Cyprus, together with the wrecks of several other ships, including the treasure ship", "probability": 0.03201857954263687 } ], "56de3f784396321400ee26fc": [ { "start_logit": 3.4707465171813965, "end_logit": 3.6502530574798584, "text": "April 1191", "probability": 0.12942294776439667 }, { "start_logit": 3.4707465171813965, "end_logit": 3.047522783279419, "text": "April 1191 Richard the Lion-hearted left Messina", "probability": 0.0708351880311966 }, { "start_logit": 3.4707465171813965, "end_logit": 3.042055368423462, "text": "April 1191 Richard the Lion-hearted", "probability": 0.07044896483421326 }, { "start_logit": 2.973572015762329, "end_logit": 3.336010456085205, "text": "Isaac Komnenos", "probability": 0.05749334394931793 }, { "start_logit": 2.973572015762329, "end_logit": 3.3288421630859375, "text": "Isaac Komnenos. On 1 May 1191", "probability": 0.0570826530456543 }, { "start_logit": 2.631523847579956, "end_logit": 3.6502530574798584, "text": "1191", "probability": 0.05591671168804169 }, { "start_logit": 2.883665084838867, "end_logit": 3.3168785572052, "text": "Acre. But a storm dispersed the fleet. After some searching, it was discovered that the boat carrying his sister and his fianc\u00e9e Berengaria", "probability": 0.05155399814248085 }, { "start_logit": 2.8042163848876953, "end_logit": 3.336010456085205, "text": "treasure ship. Survivors of the wrecks had been taken prisoner by the island's despot Isaac Komnenos", "probability": 0.048536356538534164 }, { "start_logit": 2.8042163848876953, "end_logit": 3.3288421630859375, "text": "treasure ship. Survivors of the wrecks had been taken prisoner by the island's despot Isaac Komnenos. On 1 May 1191", "probability": 0.0481896810233593 }, { "start_logit": 3.0396337509155273, "end_logit": 3.047522783279419, "text": "Messina", "probability": 0.04602766036987305 }, { "start_logit": 2.768310070037842, "end_logit": 3.3168785572052, "text": "Berengaria", "probability": 0.045937199145555496 }, { "start_logit": 3.4707465171813965, "end_logit": 2.463754892349243, "text": "April 1191 Richard the Lion-hearted left Messina with a large fleet in order to reach Acre", "probability": 0.03951135277748108 }, { "start_logit": 2.9329402446746826, "end_logit": 2.9663331508636475, "text": "Cyprus, together with the wrecks of several other ships, including the treasure ship", "probability": 0.038143668323755264 }, { "start_logit": 2.53903865814209, "end_logit": 3.336010456085205, "text": "several other ships, including the treasure ship. Survivors of the wrecks had been taken prisoner by the island's despot Isaac Komnenos", "probability": 0.03723077103495598 }, { "start_logit": 2.5018651485443115, "end_logit": 3.3288421630859375, "text": "1 May 1191", "probability": 0.035615961998701096 }, { "start_logit": 2.777637004852295, "end_logit": 3.047522783279419, "text": "Richard the Lion-hearted left Messina", "probability": 0.035418931394815445 }, { "start_logit": 2.777637004852295, "end_logit": 3.042055368423462, "text": "Richard the Lion-hearted", "probability": 0.03522580862045288 }, { "start_logit": 2.8042163848876953, "end_logit": 2.9663331508636475, "text": "treasure ship", "probability": 0.03353656083345413 }, { "start_logit": 2.768310070037842, "end_logit": 2.9663331508636475, "text": "Berengaria was anchored on the south coast of Cyprus, together with the wrecks of several other ships, including the treasure ship", "probability": 0.032353729009628296 }, { "start_logit": 2.7421562671661377, "end_logit": 2.9663331508636475, "text": "south coast of Cyprus, together with the wrecks of several other ships, including the treasure ship", "probability": 0.03151853382587433 } ], "56de3f784396321400ee26fd": [ { "start_logit": 3.430006504058838, "end_logit": 3.435056447982788, "text": "April 1191", "probability": 0.09566900879144669 }, { "start_logit": 3.430006504058838, "end_logit": 3.1351852416992188, "text": "April 1191 Richard the Lion-hearted left Messina", "probability": 0.07088249176740646 }, { "start_logit": 3.151120662689209, "end_logit": 3.3976738452911377, "text": "Isaac Komnenos. On 1 May 1191", "probability": 0.06972970813512802 }, { "start_logit": 3.430006504058838, "end_logit": 3.075026273727417, "text": "April 1191 Richard the Lion-hearted", "probability": 0.06674399226903915 }, { "start_logit": 3.151120662689209, "end_logit": 3.353415012359619, "text": "Isaac Komnenos", "probability": 0.06671083718538284 }, { "start_logit": 2.845672607421875, "end_logit": 3.3976738452911377, "text": "treasure ship. Survivors of the wrecks had been taken prisoner by the island's despot Isaac Komnenos. On 1 May 1191", "probability": 0.0513763464987278 }, { "start_logit": 2.882399797439575, "end_logit": 3.3435845375061035, "text": "Berengaria", "probability": 0.050492070615291595 }, { "start_logit": 2.845672607421875, "end_logit": 3.353415012359619, "text": "treasure ship. Survivors of the wrecks had been taken prisoner by the island's despot Isaac Komnenos", "probability": 0.04915209114551544 }, { "start_logit": 3.026012659072876, "end_logit": 3.1351852416992188, "text": "Messina", "probability": 0.04732455685734749 }, { "start_logit": 2.999976634979248, "end_logit": 3.1351852416992188, "text": "Richard the Lion-hearted left Messina", "probability": 0.04610833153128624 }, { "start_logit": 2.6596531867980957, "end_logit": 3.435056447982788, "text": "1191", "probability": 0.04428035020828247 }, { "start_logit": 2.7323052883148193, "end_logit": 3.3435845375061035, "text": "Acre. But a storm dispersed the fleet. After some searching, it was discovered that the boat carrying his sister and his fianc\u00e9e Berengaria", "probability": 0.04345479980111122 }, { "start_logit": 2.999976634979248, "end_logit": 3.075026273727417, "text": "Richard the Lion-hearted", "probability": 0.04341627657413483 }, { "start_logit": 2.665874719619751, "end_logit": 3.3976738452911377, "text": "1 May 1191", "probability": 0.04292181879281998 }, { "start_logit": 3.430006504058838, "end_logit": 2.5394279956817627, "text": "April 1191 Richard the Lion-hearted left Messina with a large fleet in order to reach Acre", "probability": 0.03906654566526413 }, { "start_logit": 2.882399797439575, "end_logit": 3.0186352729797363, "text": "Berengaria was anchored on the south coast of Cyprus, together with the wrecks of several other ships, including the treasure ship", "probability": 0.036483753472566605 }, { "start_logit": 2.845672607421875, "end_logit": 3.0186352729797363, "text": "treasure ship", "probability": 0.035168103873729706 }, { "start_logit": 2.4641730785369873, "end_logit": 3.3976738452911377, "text": "1191", "probability": 0.035081665962934494 }, { "start_logit": 2.45117449760437, "end_logit": 3.353415012359619, "text": "several other ships, including the treasure ship. Survivors of the wrecks had been taken prisoner by the island's despot Isaac Komnenos", "probability": 0.03312939405441284 }, { "start_logit": 2.6596531867980957, "end_logit": 3.1351852416992188, "text": "1191 Richard the Lion-hearted left Messina", "probability": 0.03280792757868767 } ], "56de40da4396321400ee2708": [ { "start_logit": 3.4900996685028076, "end_logit": 3.8277039527893066, "text": "Guy de Lusignan", "probability": 0.13818107545375824 }, { "start_logit": 3.7191762924194336, "end_logit": 3.2994906902313232, "text": "Richard de Camville", "probability": 0.10245553404092789 }, { "start_logit": 3.7191762924194336, "end_logit": 3.0947935581207275, "text": "Richard de Camville and Robert de Thornham", "probability": 0.08349037170410156 }, { "start_logit": 3.679941415786743, "end_logit": 3.0947935581207275, "text": "Robert de Thornham", "probability": 0.08027806878089905 }, { "start_logit": 2.933638095855713, "end_logit": 3.8277039527893066, "text": "Limassol at the same time, in particular Guy de Lusignan", "probability": 0.07921008765697479 }, { "start_logit": 3.372427225112915, "end_logit": 2.999117851257324, "text": "Guy de Lusignan. Isaac surrendered and was confined with silver chains", "probability": 0.05364060774445534 }, { "start_logit": 3.4900996685028076, "end_logit": 2.8119161128997803, "text": "Guy de Lusignan. All declared their support for Richard provided that he support Guy against his rival Conrad of Montferrat", "probability": 0.05003773048520088 }, { "start_logit": 3.372427225112915, "end_logit": 2.8836286067962646, "text": "Guy de Lusignan", "probability": 0.0477900505065918 }, { "start_logit": 2.2962234020233154, "end_logit": 3.8277039527893066, "text": "Holy Land arrived in Limassol at the same time, in particular Guy de Lusignan", "probability": 0.04187498986721039 }, { "start_logit": 2.2612104415893555, "end_logit": 3.8277039527893066, "text": "princes of the Holy Land arrived in Limassol at the same time, in particular Guy de Lusignan", "probability": 0.04043420031666756 }, { "start_logit": 3.7191762924194336, "end_logit": 2.298233985900879, "text": "Richard de Camville and Robert de Thornham, as governors of Cyprus", "probability": 0.03764393925666809 }, { "start_logit": 3.679941415786743, "end_logit": 2.298233985900879, "text": "Robert de Thornham, as governors of Cyprus", "probability": 0.03619557246565819 }, { "start_logit": 3.1204493045806885, "end_logit": 2.8119161128997803, "text": "Conrad of Montferrat", "probability": 0.03457486629486084 }, { "start_logit": 2.91194486618042, "end_logit": 2.999117851257324, "text": "silver chains", "probability": 0.03384611755609512 }, { "start_logit": 2.549639940261841, "end_logit": 3.2994906902313232, "text": "5 June, with his allies. Before his departure, he named two of his Norman generals, Richard de Camville", "probability": 0.031813547015190125 }, { "start_logit": 2.549639940261841, "end_logit": 3.0947935581207275, "text": "5 June, with his allies. Before his departure, he named two of his Norman generals, Richard de Camville and Robert de Thornham", "probability": 0.025924671441316605 }, { "start_logit": 3.4900996685028076, "end_logit": 2.1232616901397705, "text": "Guy de Lusignan. All declared their support for Richard provided that he support Guy against his rival Conrad of Montferrat. The local barons", "probability": 0.025131521746516228 }, { "start_logit": 2.933638095855713, "end_logit": 2.5380783081054688, "text": "Limassol", "probability": 0.02181238681077957 }, { "start_logit": 2.484191656112671, "end_logit": 2.8119161128997803, "text": "Guy against his rival Conrad of Montferrat", "probability": 0.018299421295523643 }, { "start_logit": 3.1204493045806885, "end_logit": 2.1232616901397705, "text": "Conrad of Montferrat. The local barons", "probability": 0.01736527681350708 } ], "56de40da4396321400ee2709": [ { "start_logit": 3.6841557025909424, "end_logit": 3.7420449256896973, "text": "Guy de Lusignan", "probability": 0.14778172969818115 }, { "start_logit": 3.769343852996826, "end_logit": 3.2037105560302734, "text": "Richard de Camville and Robert de Thornham", "probability": 0.09393376857042313 }, { "start_logit": 3.7405343055725098, "end_logit": 3.2037105560302734, "text": "Robert de Thornham", "probability": 0.09126618504524231 }, { "start_logit": 3.769343852996826, "end_logit": 3.0674960613250732, "text": "Richard de Camville", "probability": 0.08197178691625595 }, { "start_logit": 2.8685555458068848, "end_logit": 3.7420449256896973, "text": "Limassol at the same time, in particular Guy de Lusignan", "probability": 0.06537474691867828 }, { "start_logit": 3.6841557025909424, "end_logit": 2.7831597328186035, "text": "Guy de Lusignan. All declared their support for Richard provided that he support Guy against his rival Conrad of Montferrat", "probability": 0.056647688150405884 }, { "start_logit": 3.352412462234497, "end_logit": 3.047133684158325, "text": "Guy de Lusignan. Isaac surrendered and was confined with silver chains", "probability": 0.052935890853405 }, { "start_logit": 3.769343852996826, "end_logit": 2.494340419769287, "text": "Richard de Camville and Robert de Thornham, as governors of Cyprus", "probability": 0.046211086213588715 }, { "start_logit": 3.7405343055725098, "end_logit": 2.494340419769287, "text": "Robert de Thornham, as governors of Cyprus", "probability": 0.04489876329898834 }, { "start_logit": 3.352412462234497, "end_logit": 2.8714215755462646, "text": "Guy de Lusignan", "probability": 0.044405777007341385 }, { "start_logit": 2.348219633102417, "end_logit": 3.7420449256896973, "text": "princes of the Holy Land arrived in Limassol at the same time, in particular Guy de Lusignan", "probability": 0.038853563368320465 }, { "start_logit": 2.2353973388671875, "end_logit": 3.7420449256896973, "text": "Holy Land arrived in Limassol at the same time, in particular Guy de Lusignan", "probability": 0.034708261489868164 }, { "start_logit": 2.865152359008789, "end_logit": 3.047133684158325, "text": "silver chains", "probability": 0.0325188934803009 }, { "start_logit": 3.115863800048828, "end_logit": 2.7831597328186035, "text": "Conrad of Montferrat", "probability": 0.03209046646952629 }, { "start_logit": 2.5688717365264893, "end_logit": 3.2037105560302734, "text": "5 June, with his allies. Before his departure, he named two of his Norman generals, Richard de Camville and Robert de Thornham", "probability": 0.02827894501388073 }, { "start_logit": 3.6841557025909424, "end_logit": 2.0277323722839355, "text": "Guy de Lusignan. All declared their support for Richard provided that he support Guy against his rival Conrad of Montferrat. The local barons", "probability": 0.026613635942339897 }, { "start_logit": 2.5688717365264893, "end_logit": 3.0674960613250732, "text": "5 June, with his allies. Before his departure, he named two of his Norman generals, Richard de Camville", "probability": 0.024677781388163567 }, { "start_logit": 2.6981358528137207, "end_logit": 2.7831597328186035, "text": "Guy against his rival Conrad of Montferrat", "probability": 0.021132899448275566 }, { "start_logit": 2.8685555458068848, "end_logit": 2.4741222858428955, "text": "Limassol", "probability": 0.01839747652411461 }, { "start_logit": 2.0774998664855957, "end_logit": 3.2037105560302734, "text": "Thornham", "probability": 0.01730068027973175 } ], "56de40da4396321400ee270a": [ { "start_logit": 3.6714324951171875, "end_logit": 3.696113348007202, "text": "Guy de Lusignan", "probability": 0.15076489746570587 }, { "start_logit": 3.6987569332122803, "end_logit": 3.2301533222198486, "text": "Richard de Camville and Robert de Thornham", "probability": 0.09723063558340073 }, { "start_logit": 3.697847366333008, "end_logit": 3.2301533222198486, "text": "Robert de Thornham", "probability": 0.09714221209287643 }, { "start_logit": 3.6987569332122803, "end_logit": 3.0995969772338867, "text": "Richard de Camville", "probability": 0.0853303074836731 }, { "start_logit": 2.9702553749084473, "end_logit": 3.696113348007202, "text": "Limassol at the same time, in particular Guy de Lusignan", "probability": 0.07477951794862747 }, { "start_logit": 3.3297648429870605, "end_logit": 3.0519630908966064, "text": "Guy de Lusignan. Isaac surrendered and was confined with silver chains", "probability": 0.056255485862493515 }, { "start_logit": 3.6714324951171875, "end_logit": 2.7047977447509766, "text": "Guy de Lusignan. All declared their support for Richard provided that he support Guy against his rival Conrad of Montferrat", "probability": 0.05594705045223236 }, { "start_logit": 3.3297648429870605, "end_logit": 2.8259408473968506, "text": "Guy de Lusignan", "probability": 0.04487501084804535 }, { "start_logit": 2.3382842540740967, "end_logit": 3.696113348007202, "text": "princes of the Holy Land arrived in Limassol at the same time, in particular Guy de Lusignan", "probability": 0.03974853828549385 }, { "start_logit": 2.2149291038513184, "end_logit": 3.696113348007202, "text": "Holy Land arrived in Limassol at the same time, in particular Guy de Lusignan", "probability": 0.035135701298713684 }, { "start_logit": 2.82169771194458, "end_logit": 3.0519630908966064, "text": "silver chains", "probability": 0.03384653106331825 }, { "start_logit": 3.137833595275879, "end_logit": 2.7047977447509766, "text": "Conrad of Montferrat", "probability": 0.03281240910291672 }, { "start_logit": 2.510453462600708, "end_logit": 3.2301533222198486, "text": "5 June, with his allies. Before his departure, he named two of his Norman generals, Richard de Camville and Robert de Thornham", "probability": 0.029629850760102272 }, { "start_logit": 3.6987569332122803, "end_logit": 1.9420223236083984, "text": "Richard de Camville and Robert de Thornham, as governors of Cyprus", "probability": 0.02681482397019863 }, { "start_logit": 3.697847366333008, "end_logit": 1.9420223236083984, "text": "Robert de Thornham, as governors of Cyprus", "probability": 0.02679044008255005 }, { "start_logit": 2.510453462600708, "end_logit": 3.0995969772338867, "text": "5 June, with his allies. Before his departure, he named two of his Norman generals, Richard de Camville", "probability": 0.026003358885645866 }, { "start_logit": 2.9702553749084473, "end_logit": 2.5820791721343994, "text": "Limassol", "probability": 0.024545053020119667 }, { "start_logit": 3.6714324951171875, "end_logit": 1.8387812376022339, "text": "Guy de Lusignan. All declared their support for Richard provided that he support Guy against his rival Conrad of Montferrat. The local barons", "probability": 0.02353266440331936 }, { "start_logit": 2.652282238006592, "end_logit": 2.7047977447509766, "text": "Guy against his rival Conrad of Montferrat", "probability": 0.0201913733035326 }, { "start_logit": 2.0461277961730957, "end_logit": 3.2301533222198486, "text": "Acre on 5 June, with his allies. Before his departure, he named two of his Norman generals, Richard de Camville and Robert de Thornham", "probability": 0.018624108284711838 } ], "56de41504396321400ee2714": [ { "start_logit": 3.432002067565918, "end_logit": 3.988323211669922, "text": "12 May 1191", "probability": 0.13147437572479248 }, { "start_logit": 2.905836582183838, "end_logit": 3.988323211669922, "text": "Sancho VI of Navarre. The wedding was held on 12 May 1191", "probability": 0.07768378406763077 }, { "start_logit": 2.833183765411377, "end_logit": 3.988323211669922, "text": "1191", "probability": 0.07223998010158539 }, { "start_logit": 2.6897549629211426, "end_logit": 3.988323211669922, "text": "King Sancho VI of Navarre. The wedding was held on 12 May 1191", "probability": 0.06258746236562729 }, { "start_logit": 3.088963508605957, "end_logit": 3.533374071121216, "text": "Richard the Lion-Heart married Berengaria of Navarre", "probability": 0.05919422581791878 }, { "start_logit": 2.560878038406372, "end_logit": 3.988323211669922, "text": "May 1191", "probability": 0.05501950532197952 }, { "start_logit": 2.508610248565674, "end_logit": 3.988323211669922, "text": "Berengaria of Navarre, first-born daughter of King Sancho VI of Navarre. The wedding was held on 12 May 1191", "probability": 0.05221762880682945 }, { "start_logit": 2.8591256141662598, "end_logit": 3.533374071121216, "text": "Limassol, Richard the Lion-Heart married Berengaria of Navarre", "probability": 0.0470394492149353 }, { "start_logit": 2.384538173675537, "end_logit": 3.988323211669922, "text": "Navarre, first-born daughter of King Sancho VI of Navarre. The wedding was held on 12 May 1191", "probability": 0.04612467810511589 }, { "start_logit": 2.34552264213562, "end_logit": 3.988323211669922, "text": "Navarre. The wedding was held on 12 May 1191", "probability": 0.04435976222157478 }, { "start_logit": 3.432002067565918, "end_logit": 2.8823606967926025, "text": "12 May 1191 at the Chapel of St. George", "probability": 0.04350384324789047 }, { "start_logit": 3.088963508605957, "end_logit": 3.1989376544952393, "text": "Richard the Lion-Heart married Berengaria of Navarre, first-born daughter of King Sancho VI of Navarre", "probability": 0.042367760092020035 }, { "start_logit": 3.432002067565918, "end_logit": 2.854539394378662, "text": "12 May 1191 at the Chapel of St. George and it was attended by Richard's sister Joan, whom he had brought from Sicily", "probability": 0.0423101969063282 }, { "start_logit": 2.905836582183838, "end_logit": 3.1989376544952393, "text": "Sancho VI of Navarre", "probability": 0.03527805954217911 }, { "start_logit": 2.8591256141662598, "end_logit": 3.1989376544952393, "text": "Limassol, Richard the Lion-Heart married Berengaria of Navarre, first-born daughter of King Sancho VI of Navarre", "probability": 0.03366807848215103 }, { "start_logit": 3.088963508605957, "end_logit": 2.9612929821014404, "text": "Richard the Lion-Heart married Berengaria of Navarre, first-born daughter of King Sancho VI", "probability": 0.03340626880526543 }, { "start_logit": 2.508610248565674, "end_logit": 3.533374071121216, "text": "Berengaria of Navarre", "probability": 0.03313106670975685 }, { "start_logit": 3.432002067565918, "end_logit": 2.533973455429077, "text": "12 May 1191 at the Chapel of St. George and it was attended by Richard's sister Joan", "probability": 0.03070613369345665 }, { "start_logit": 2.384538173675537, "end_logit": 3.533374071121216, "text": "Navarre", "probability": 0.029265200719237328 }, { "start_logit": 2.6897549629211426, "end_logit": 3.1989376544952393, "text": "King Sancho VI of Navarre", "probability": 0.028422456234693527 } ], "56de41504396321400ee2715": [ { "start_logit": 3.441131114959717, "end_logit": 4.017847061157227, "text": "12 May 1191", "probability": 0.12552395462989807 }, { "start_logit": 2.975229501724243, "end_logit": 4.017847061157227, "text": "Sancho VI of Navarre. The wedding was held on 12 May 1191", "probability": 0.07877492904663086 }, { "start_logit": 2.8525478839874268, "end_logit": 4.017847061157227, "text": "1191", "probability": 0.06967998296022415 }, { "start_logit": 2.7251172065734863, "end_logit": 4.017847061157227, "text": "Berengaria of Navarre, first-born daughter of King Sancho VI of Navarre. The wedding was held on 12 May 1191", "probability": 0.061343103647232056 }, { "start_logit": 2.721541166305542, "end_logit": 4.017847061157227, "text": "King Sancho VI of Navarre. The wedding was held on 12 May 1191", "probability": 0.06112413853406906 }, { "start_logit": 2.8842568397521973, "end_logit": 3.7012784481048584, "text": "Richard the Lion-Heart married Berengaria of Navarre", "probability": 0.05240769684314728 }, { "start_logit": 2.5555055141448975, "end_logit": 4.017847061157227, "text": "May 1191", "probability": 0.051773130893707275 }, { "start_logit": 2.801934242248535, "end_logit": 3.7012784481048584, "text": "Limassol, Richard the Lion-Heart married Berengaria of Navarre", "probability": 0.04826619103550911 }, { "start_logit": 2.4388275146484375, "end_logit": 4.017847061157227, "text": "Navarre, first-born daughter of King Sancho VI of Navarre. The wedding was held on 12 May 1191", "probability": 0.046071428805589676 }, { "start_logit": 3.441131114959717, "end_logit": 2.9975268840789795, "text": "12 May 1191 at the Chapel of St. George and it was attended by Richard's sister Joan, whom he had brought from Sicily", "probability": 0.04524879530072212 }, { "start_logit": 2.7251172065734863, "end_logit": 3.7012784481048584, "text": "Berengaria of Navarre", "probability": 0.04469732940196991 }, { "start_logit": 2.39044451713562, "end_logit": 4.017847061157227, "text": "Navarre. The wedding was held on 12 May 1191", "probability": 0.043895430862903595 }, { "start_logit": 3.441131114959717, "end_logit": 2.8671109676361084, "text": "12 May 1191 at the Chapel of St. George", "probability": 0.039716243743896484 }, { "start_logit": 2.975229501724243, "end_logit": 3.317108392715454, "text": "Sancho VI of Navarre", "probability": 0.03908959776163101 }, { "start_logit": 2.8842568397521973, "end_logit": 3.317108392715454, "text": "Richard the Lion-Heart married Berengaria of Navarre, first-born daughter of King Sancho VI of Navarre", "probability": 0.03569047525525093 }, { "start_logit": 2.4388275146484375, "end_logit": 3.7012784481048584, "text": "Navarre", "probability": 0.03356972336769104 }, { "start_logit": 2.801934242248535, "end_logit": 3.317108392715454, "text": "Limassol, Richard the Lion-Heart married Berengaria of Navarre, first-born daughter of King Sancho VI of Navarre", "probability": 0.032870009541511536 }, { "start_logit": 2.7251172065734863, "end_logit": 3.317108392715454, "text": "Berengaria of Navarre, first-born daughter of King Sancho VI of Navarre", "probability": 0.030439594760537148 }, { "start_logit": 2.721541166305542, "end_logit": 3.317108392715454, "text": "King Sancho VI of Navarre", "probability": 0.030330928042531013 }, { "start_logit": 3.012917995452881, "end_logit": 2.9975268840789795, "text": "Sicily", "probability": 0.029487399384379387 } ], "56de41504396321400ee2716": [ { "start_logit": 3.446986198425293, "end_logit": 4.008831977844238, "text": "12 May 1191", "probability": 0.12621188163757324 }, { "start_logit": 2.9659018516540527, "end_logit": 4.008831977844238, "text": "Sancho VI of Navarre. The wedding was held on 12 May 1191", "probability": 0.07801318168640137 }, { "start_logit": 2.839892864227295, "end_logit": 4.008831977844238, "text": "1191", "probability": 0.06877695769071579 }, { "start_logit": 2.708662748336792, "end_logit": 4.008831977844238, "text": "King Sancho VI of Navarre. The wedding was held on 12 May 1191", "probability": 0.06031850352883339 }, { "start_logit": 2.707412004470825, "end_logit": 4.008831977844238, "text": "Berengaria of Navarre, first-born daughter of King Sancho VI of Navarre. 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They spread a unique Romanesque idiom to England", "probability": 0.02088276855647564 }, { "start_logit": 2.1817054748535156, "end_logit": 1.8824552297592163, "text": "Romanesque idiom to England and Italy, and the encastellation of these regions with keeps in their north French", "probability": 0.019275829195976257 } ], "56de4b074396321400ee2793": [ { "start_logit": 2.849353551864624, "end_logit": 3.6593074798583984, "text": "Islamic, Lombard, and Byzantine building techniques into their own, initiating a unique style known as Norman-Arab architecture within the Kingdom of Sicily", "probability": 0.09391939640045166 }, { "start_logit": 2.8341128826141357, "end_logit": 3.593339681625366, "text": "Early Gothic", "probability": 0.08659379929304123 }, { "start_logit": 2.6436972618103027, "end_logit": 3.6593074798583984, "text": "Byzantine building techniques into their own, initiating a unique style known as Norman-Arab architecture within the Kingdom of Sicily", "probability": 0.07646096497774124 }, { "start_logit": 2.5949912071228027, "end_logit": 3.593339681625366, "text": "Anglo-Saxon and precedes the Early Gothic", "probability": 0.06817694008350372 }, { "start_logit": 2.934497117996216, "end_logit": 3.21720552444458, "text": "southern Italy", "probability": 0.0657249465584755 }, { "start_logit": 2.477402448654175, "end_logit": 3.6593074798583984, "text": "Lombard, and Byzantine building techniques into their own, initiating a unique style known as Norman-Arab architecture within the Kingdom of Sicily", "probability": 0.0647469013929367 }, { "start_logit": 2.8341128826141357, "end_logit": 3.21720552444458, "text": "Early Gothic. In southern Italy", "probability": 0.0594475232064724 }, { "start_logit": 2.386965274810791, "end_logit": 3.6593074798583984, "text": "Norman-Arab architecture within the Kingdom of Sicily", "probability": 0.059148333966732025 }, { "start_logit": 2.5949912071228027, "end_logit": 3.21720552444458, "text": "Anglo-Saxon and precedes the Early Gothic. In southern Italy", "probability": 0.04680417850613594 }, { "start_logit": 2.1967031955718994, "end_logit": 3.593339681625366, "text": "England, the period of Norman architecture immediately succeeds that of the Anglo-Saxon and precedes the Early Gothic", "probability": 0.04577868431806564 }, { "start_logit": 2.0454540252685547, "end_logit": 3.593339681625366, "text": "Norman architecture immediately succeeds that of the Anglo-Saxon and precedes the Early Gothic", "probability": 0.039352897554636 }, { "start_logit": 1.9079359769821167, "end_logit": 3.6593074798583984, "text": "Sicily", "probability": 0.03663555532693863 }, { "start_logit": 1.9251930713653564, "end_logit": 3.593339681625366, "text": "Gothic", "probability": 0.03489377349615097 }, { "start_logit": 2.934497117996216, "end_logit": 2.539659261703491, "text": "southern Italy, the Normans incorporated elements of Islamic, Lombard, and Byzantine building techniques into their own, initiating a unique style known as Norman-Arab", "probability": 0.033379167318344116 }, { "start_logit": 2.5949912071228027, "end_logit": 2.863175392150879, "text": "Anglo-Saxon", "probability": 0.032849688082933426 }, { "start_logit": 1.7712332010269165, "end_logit": 3.6593074798583984, "text": "Kingdom of Sicily", "probability": 0.031954601407051086 }, { "start_logit": 2.934497117996216, "end_logit": 2.4829728603363037, "text": "southern Italy, the Normans incorporated elements of Islamic, Lombard", "probability": 0.03153965622186661 }, { "start_logit": 2.1967031955718994, "end_logit": 3.21720552444458, "text": "England, the period of Norman architecture immediately succeeds that of the Anglo-Saxon and precedes the Early Gothic. In southern Italy", "probability": 0.031427543610334396 }, { "start_logit": 2.849353551864624, "end_logit": 2.539659261703491, "text": "Islamic, Lombard, and Byzantine building techniques into their own, initiating a unique style known as Norman-Arab", "probability": 0.030654778704047203 }, { "start_logit": 2.934497117996216, "end_logit": 2.44980525970459, "text": "southern Italy, the Normans incorporated elements of Islamic, Lombard, and Byzantine", "probability": 0.030510712414979935 } ], "56de4b074396321400ee2794": [ { "start_logit": 2.849630355834961, "end_logit": 3.6632959842681885, "text": "Islamic, Lombard, and Byzantine building techniques into their own, initiating a unique style known as Norman-Arab architecture within the Kingdom of Sicily", "probability": 0.09308288991451263 }, { "start_logit": 2.83941388130188, "end_logit": 3.6181857585906982, "text": "Early Gothic", "probability": 0.08807281404733658 }, { "start_logit": 2.633592128753662, "end_logit": 3.6632959842681885, "text": "Byzantine building techniques into their own, initiating a unique style known as Norman-Arab architecture within the Kingdom of Sicily", "probability": 0.07499734312295914 }, { "start_logit": 2.598383903503418, "end_logit": 3.6181857585906982, "text": "Anglo-Saxon and precedes the Early Gothic", "probability": 0.06920922547578812 }, { "start_logit": 2.935903549194336, "end_logit": 3.236140727996826, "text": "southern Italy", "probability": 0.06619524210691452 }, { "start_logit": 2.4818944931030273, "end_logit": 3.6632959842681885, "text": "Lombard, and Byzantine building techniques into their own, initiating a unique style known as Norman-Arab architecture within the Kingdom of Sicily", "probability": 0.06444128602743149 }, { "start_logit": 2.83941388130188, "end_logit": 3.236140727996826, "text": "Early Gothic. In southern Italy", "probability": 0.06010656803846359 }, { "start_logit": 2.4112730026245117, "end_logit": 3.6632959842681885, "text": "Norman-Arab architecture within the Kingdom of Sicily", "probability": 0.06004733219742775 }, { "start_logit": 2.598383903503418, "end_logit": 3.236140727996826, "text": "Anglo-Saxon and precedes the Early Gothic. In southern Italy", "probability": 0.04723281413316727 }, { "start_logit": 2.1604108810424805, "end_logit": 3.6181857585906982, "text": "England, the period of Norman architecture immediately succeeds that of the Anglo-Saxon and precedes the Early Gothic", "probability": 0.04466370493173599 }, { "start_logit": 2.046414375305176, "end_logit": 3.6181857585906982, "text": "Norman architecture immediately succeeds that of the Anglo-Saxon and precedes the Early Gothic", "probability": 0.039851684123277664 }, { "start_logit": 1.9063661098480225, "end_logit": 3.6632959842681885, "text": "Sicily", "probability": 0.0362422801554203 }, { "start_logit": 1.9321398735046387, "end_logit": 3.6181857585906982, "text": "Gothic", "probability": 0.03554820641875267 }, { "start_logit": 2.935903549194336, "end_logit": 2.5495104789733887, "text": "southern Italy, the Normans incorporated elements of Islamic, Lombard, and Byzantine building techniques into their own, initiating a unique style known as Norman-Arab", "probability": 0.033314015716314316 }, { "start_logit": 2.598383903503418, "end_logit": 2.860161066055298, "text": "Anglo-Saxon", "probability": 0.03243081644177437 }, { "start_logit": 2.935903549194336, "end_logit": 2.4968011379241943, "text": "southern Italy, the Normans incorporated elements of Islamic, Lombard", "probability": 0.03160354495048523 }, { "start_logit": 1.7664705514907837, "end_logit": 3.6632959842681885, "text": "Kingdom of Sicily", "probability": 0.031510818749666214 }, { "start_logit": 2.849630355834961, "end_logit": 2.5495104789733887, "text": "Islamic, Lombard, and Byzantine building techniques into their own, initiating a unique style known as Norman-Arab", "probability": 0.030560404062271118 }, { "start_logit": 2.1604108810424805, "end_logit": 3.236140727996826, "text": "England, the period of Norman architecture immediately succeeds that of the Anglo-Saxon and precedes the Early Gothic. In southern Italy", "probability": 0.030481377616524696 }, { "start_logit": 2.935903549194336, "end_logit": 2.458224058151245, "text": "southern Italy, the Normans incorporated elements of Islamic, Lombard, and Byzantine", "probability": 0.030407587066292763 } ], "56de4b074396321400ee2795": [ { "start_logit": 2.7557616233825684, "end_logit": 3.625166416168213, "text": "Islamic, Lombard, and Byzantine building techniques into their own, initiating a unique style known as Norman-Arab architecture within the Kingdom of Sicily", "probability": 0.08637016266584396 }, { "start_logit": 2.7905354499816895, "end_logit": 3.5748865604400635, "text": "Early Gothic", "probability": 0.08504125475883484 }, { "start_logit": 2.5753374099731445, "end_logit": 3.625166416168213, "text": "Byzantine building techniques into their own, initiating a unique style known as Norman-Arab architecture within the Kingdom of Sicily", "probability": 0.0721118226647377 }, { "start_logit": 2.563302993774414, "end_logit": 3.5748865604400635, "text": "Anglo-Saxon and precedes the Early Gothic", "probability": 0.06775535643100739 }, { "start_logit": 2.9161343574523926, "end_logit": 3.213759660720825, "text": "southern Italy", "probability": 0.06719565391540527 }, { "start_logit": 2.432421922683716, "end_logit": 3.625166416168213, "text": "Lombard, and Byzantine building techniques into their own, initiating a unique style known as Norman-Arab architecture within the Kingdom of Sicily", "probability": 0.06250850856304169 }, { "start_logit": 2.4061241149902344, "end_logit": 3.625166416168213, "text": "Norman-Arab architecture within the Kingdom of Sicily", "probability": 0.06088609620928764 }, { "start_logit": 2.7905354499816895, "end_logit": 3.213759660720825, "text": "Early Gothic. In southern Italy", "probability": 0.059264443814754486 }, { "start_logit": 2.34541654586792, "end_logit": 3.5748865604400635, "text": "England, the period of Norman architecture immediately succeeds that of the Anglo-Saxon and precedes the Early Gothic", "probability": 0.05449001491069794 }, { "start_logit": 2.563302993774414, "end_logit": 3.213759660720825, "text": "Anglo-Saxon and precedes the Early Gothic. In southern Italy", "probability": 0.047218069434165955 }, { "start_logit": 2.073523759841919, "end_logit": 3.5748865604400635, "text": "Norman architecture immediately succeeds that of the Anglo-Saxon and precedes the Early Gothic", "probability": 0.041517894715070724 }, { "start_logit": 2.34541654586792, "end_logit": 3.213759660720825, "text": "England, the period of Norman architecture immediately succeeds that of the Anglo-Saxon and precedes the Early Gothic. In southern Italy", "probability": 0.03797357901930809 }, { "start_logit": 1.9460829496383667, "end_logit": 3.5748865604400635, "text": "Gothic", "probability": 0.036550089716911316 }, { "start_logit": 1.871904969215393, "end_logit": 3.625166416168213, "text": "Sicily", "probability": 0.03568696603178978 }, { "start_logit": 1.7754420042037964, "end_logit": 3.625166416168213, "text": "Kingdom of Sicily", "probability": 0.03240532428026199 }, { "start_logit": 2.9161343574523926, "end_logit": 2.470280647277832, "text": "southern Italy, the Normans incorporated elements of Islamic, Lombard, and Byzantine", "probability": 0.031948626041412354 }, { "start_logit": 2.563302993774414, "end_logit": 2.8207781314849854, "text": "Anglo-Saxon", "probability": 0.031874142587184906 }, { "start_logit": 2.9161343574523926, "end_logit": 2.4499106407165527, "text": "southern Italy, the Normans incorporated elements of Islamic, Lombard", "probability": 0.03130441531538963 }, { "start_logit": 1.713454008102417, "end_logit": 3.5748865604400635, "text": "the Early Gothic", "probability": 0.028964033350348473 }, { "start_logit": 2.073523759841919, "end_logit": 3.213759660720825, "text": "Norman architecture immediately succeeds that of the Anglo-Saxon and precedes the Early Gothic. In southern Italy", "probability": 0.02893342822790146 } ], "56de4b5c4396321400ee2799": [ { "start_logit": 3.4647507667541504, "end_logit": 3.9913158416748047, "text": "Winchester school", "probability": 0.23921434581279755 }, { "start_logit": 2.438614845275879, "end_logit": 3.9913158416748047, "text": "Saint-Evroul, and Saint-Wandrille. These centres were in contact with the so-called \"Winchester school", "probability": 0.08573182672262192 }, { "start_logit": 2.7335047721862793, "end_logit": 3.6472256183624268, "text": "early 11th century", "probability": 0.08161590248346329 }, { "start_logit": 2.7163541316986084, "end_logit": 3.6472256183624268, "text": "11th century", "probability": 0.0802280455827713 }, { "start_logit": 2.2904677391052246, "end_logit": 3.9913158416748047, "text": "Saint-Wandrille. These centres were in contact with the so-called \"Winchester school", "probability": 0.07392691820859909 }, { "start_logit": 3.4647507667541504, "end_logit": 2.3326432704925537, "text": "Winchester school\", which channeled a pure Carolingian artistic tradition to Normandy. In the final decade of the 11th and first of the 12th century", "probability": 0.04554437845945358 }, { "start_logit": 1.9691309928894043, "end_logit": 3.6472256183624268, "text": "the early 11th century", "probability": 0.038002435117959976 }, { "start_logit": 2.438614845275879, "end_logit": 3.065171241760254, "text": "Saint-Evroul, and Saint-Wandrille", "probability": 0.03395647183060646 }, { "start_logit": 2.3718583583831787, "end_logit": 3.065171241760254, "text": "F\u00e9camp, Jumi\u00e8ges, Bec, Saint-Ouen, Saint-Evroul, and Saint-Wandrille", "probability": 0.031763672828674316 }, { "start_logit": 2.6404714584350586, "end_logit": 2.7963452339172363, "text": "Mont-Saint-Michel, F\u00e9camp, Jumi\u00e8ges", "probability": 0.03175690397620201 }, { "start_logit": 2.370151996612549, "end_logit": 3.065171241760254, "text": "Saint-Ouen, Saint-Evroul, and Saint-Wandrille", "probability": 0.03170950710773468 }, { "start_logit": 2.2904677391052246, "end_logit": 3.065171241760254, "text": "Saint-Wandrille", "probability": 0.029280811548233032 }, { "start_logit": 2.288597345352173, "end_logit": 3.065171241760254, "text": "Jumi\u00e8ges, Bec, Saint-Ouen, Saint-Evroul, and Saint-Wandrille", "probability": 0.029226088896393776 }, { "start_logit": 2.1183550357818604, "end_logit": 3.1677141189575195, "text": "scriptoria and the reconstitution of a compilation of lost illuminated manuscripts", "probability": 0.02731298841536045 }, { "start_logit": 2.6404714584350586, "end_logit": 2.62540602684021, "text": "Mont-Saint-Michel, F\u00e9camp, Jumi\u00e8ges, Bec, Saint-Ouen, Saint-Evroul", "probability": 0.026767035946249962 }, { "start_logit": 2.3718583583831787, "end_logit": 2.7963452339172363, "text": "F\u00e9camp, Jumi\u00e8ges", "probability": 0.024276208132505417 }, { "start_logit": 2.6532506942749023, "end_logit": 2.4588370323181152, "text": "Cluniac reform of monasteries and patronising intellectual pursuits, especially the proliferation of scriptoria", "probability": 0.02295145019888878 }, { "start_logit": 2.7335047721862793, "end_logit": 2.3537943363189697, "text": "early 11th century the dukes began a programme of church reform, encouraging the Cluniac reform of monasteries", "probability": 0.02238951437175274 }, { "start_logit": 2.288597345352173, "end_logit": 2.7963452339172363, "text": "Jumi\u00e8ges", "probability": 0.022336816415190697 }, { "start_logit": 2.7163541316986084, "end_logit": 2.3537943363189697, "text": "11th century the dukes began a programme of church reform, encouraging the Cluniac reform of monasteries", "probability": 0.022008787840604782 } ], "56de4b5c4396321400ee279a": [ { "start_logit": 3.5360634326934814, "end_logit": 4.024813652038574, "text": "Winchester school", "probability": 0.2503070533275604 }, { "start_logit": 2.41117262840271, "end_logit": 4.024813652038574, "text": "Saint-Evroul, and Saint-Wandrille. These centres were in contact with the so-called \"Winchester school", "probability": 0.0812717154622078 }, { "start_logit": 2.392885446548462, "end_logit": 4.024813652038574, "text": "Saint-Wandrille. These centres were in contact with the so-called \"Winchester school", "probability": 0.07979895919561386 }, { "start_logit": 2.7418131828308105, "end_logit": 3.6339046955108643, "text": "11th century", "probability": 0.07651828229427338 }, { "start_logit": 2.7087390422821045, "end_logit": 3.6339046955108643, "text": "early 11th century", "probability": 0.07402888685464859 }, { "start_logit": 3.5360634326934814, "end_logit": 2.389275074005127, "text": "Winchester school\", which channeled a pure Carolingian artistic tradition to Normandy. In the final decade of the 11th and first of the 12th century", "probability": 0.048771701753139496 }, { "start_logit": 1.9770827293395996, "end_logit": 3.6339046955108643, "text": "Normans did not have the rich and distinctive traditions of the cultures they conquered. However, in the early 11th century", "probability": 0.03561615198850632 }, { "start_logit": 1.9649341106414795, "end_logit": 3.6339046955108643, "text": "the early 11th century", "probability": 0.035186074674129486 }, { "start_logit": 2.41117262840271, "end_logit": 3.053232431411743, "text": "Saint-Evroul, and Saint-Wandrille", "probability": 0.030760042369365692 }, { "start_logit": 2.392885446548462, "end_logit": 3.053232431411743, "text": "Saint-Wandrille", "probability": 0.03020264394581318 }, { "start_logit": 2.6254169940948486, "end_logit": 2.810952663421631, "text": "Mont-Saint-Michel, F\u00e9camp, Jumi\u00e8ges", "probability": 0.029909657314419746 }, { "start_logit": 2.3624329566955566, "end_logit": 3.053232431411743, "text": "F\u00e9camp, Jumi\u00e8ges, Bec, Saint-Ouen, Saint-Evroul, and Saint-Wandrille", "probability": 0.029296766966581345 }, { "start_logit": 2.352861166000366, "end_logit": 3.053232431411743, "text": "Saint-Ouen, Saint-Evroul, and Saint-Wandrille", "probability": 0.029017675668001175 }, { "start_logit": 2.3454251289367676, "end_logit": 3.053232431411743, "text": "Jumi\u00e8ges, Bec, Saint-Ouen, Saint-Evroul, and Saint-Wandrille", "probability": 0.02880270406603813 }, { "start_logit": 2.6254169940948486, "end_logit": 2.692708730697632, "text": "Mont-Saint-Michel, F\u00e9camp, Jumi\u00e8ges, Bec, Saint-Ouen, Saint-Evroul", "probability": 0.02657410502433777 }, { "start_logit": 2.1452245712280273, "end_logit": 3.1383607387542725, "text": "scriptoria and the reconstitution of a compilation of lost illuminated manuscripts", "probability": 0.025671903043985367 }, { "start_logit": 2.3624329566955566, "end_logit": 2.810952663421631, "text": "F\u00e9camp, Jumi\u00e8ges", "probability": 0.022993165999650955 }, { "start_logit": 2.3454251289367676, "end_logit": 2.810952663421631, "text": "Jumi\u00e8ges", "probability": 0.0226054098457098 }, { "start_logit": 2.41117262840271, "end_logit": 2.692708730697632, "text": "Saint-Evroul", "probability": 0.021449318155646324 }, { "start_logit": 2.6889543533325195, "end_logit": 2.4040708541870117, "text": "Cluniac reform of monasteries and patronising intellectual pursuits, especially the proliferation of scriptoria", "probability": 0.021217722445726395 } ], "56de4bb84396321400ee27a2": [ { "start_logit": 3.267195224761963, "end_logit": 3.442441940307617, "text": "16th century", "probability": 0.11237546056509018 }, { "start_logit": 3.267195224761963, "end_logit": 3.3631553649902344, "text": "16th century and French Revolution", "probability": 0.103809654712677 }, { "start_logit": 3.084639072418213, "end_logit": 3.3631553649902344, "text": "French Revolution", "probability": 0.08648775517940521 }, { "start_logit": 3.267195224761963, "end_logit": 3.177001476287842, "text": "16th century and French Revolution in the 18th", "probability": 0.08617715537548065 }, { "start_logit": 2.8440263271331787, "end_logit": 3.442441940307617, "text": "French Wars of Religion in the 16th century", "probability": 0.0736023485660553 }, { "start_logit": 3.084639072418213, "end_logit": 3.177001476287842, "text": "French Revolution in the 18th", "probability": 0.0717974528670311 }, { "start_logit": 2.8440263271331787, "end_logit": 3.3631553649902344, "text": "French Wars of Religion in the 16th century and French Revolution", "probability": 0.06799201667308807 }, { "start_logit": 2.951594114303589, "end_logit": 3.177001476287842, "text": "18th", "probability": 0.06285332143306732 }, { "start_logit": 2.8440263271331787, "end_logit": 3.177001476287842, "text": "French Wars of Religion in the 16th century and French Revolution in the 18th", "probability": 0.056443262845277786 }, { "start_logit": 3.267195224761963, "end_logit": 2.6035869121551514, "text": "16th", "probability": 0.04856923967599869 }, { "start_logit": 2.8440263271331787, "end_logit": 2.6035869121551514, "text": "French Wars of Religion in the 16th", "probability": 0.03181130439043045 }, { "start_logit": 2.8440263271331787, "end_logit": 2.5460662841796875, "text": "French Wars of Religion", "probability": 0.030033135786652565 }, { "start_logit": 1.887699007987976, "end_logit": 3.442441940307617, "text": "the 16th century", "probability": 0.02828550525009632 }, { "start_logit": 1.887699007987976, "end_logit": 3.3631553649902344, "text": "the 16th century and French Revolution", "probability": 0.02612944506108761 }, { "start_logit": 1.887699007987976, "end_logit": 3.177001476287842, "text": "the 16th century and French Revolution in the 18th", "probability": 0.021691251546144485 }, { "start_logit": 3.267195224761963, "end_logit": 1.6973862648010254, "text": "16th century and French Revolution in the 18th successively destroyed much of what existed in the way of the architectural and artistic remnant of this Norman creativity", "probability": 0.01962471753358841 }, { "start_logit": 1.4773956537246704, "end_logit": 3.442441940307617, "text": "The French Wars of Religion in the 16th 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Lombard Salerno", "probability": 0.06605716049671173 }, { "start_logit": 2.928819179534912, "end_logit": 3.0001847743988037, "text": "Lombard Salerno was a centre of ivorywork in the 11th century", "probability": 0.06557244807481766 }, { "start_logit": 3.005343437194824, "end_logit": 2.8293538093566895, "text": "southern Italy", "probability": 0.05967118591070175 }, { "start_logit": 2.928819179534912, "end_logit": 2.884638547897339, "text": "Lombard Salerno was a centre of ivorywork in the 11th century and this continued under Norman domination", "probability": 0.058417145162820816 }, { "start_logit": 3.0240912437438965, "end_logit": 2.679338216781616, "text": "French Crusaders traveling to the Holy Land who brought with them French artefacts with which to gift the churches at which they stopped in southern Italy", "probability": 0.05233060196042061 }, { "start_logit": 2.6387345790863037, "end_logit": 3.0001847743988037, "text": "Greek heritage. 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Many churches preserve sculptured fonts, capitals, and more importantly mosaics, which were common in Norman Italy", "probability": 0.03085881844162941 } ], "56de51c64396321400ee27f7": [ { "start_logit": 3.9044246673583984, "end_logit": 3.452028751373291, "text": "William of Volpiano and John of Ravenna", "probability": 0.1072140783071518 }, { "start_logit": 3.2954001426696777, "end_logit": 3.908447504043579, "text": "Saint-Evroul Abbey", "probability": 0.09203989058732986 }, { "start_logit": 3.9044246673583984, "end_logit": 3.248666763305664, "text": "William of Volpiano", "probability": 0.08748484402894974 }, { "start_logit": 3.6300010681152344, "end_logit": 3.452028751373291, "text": "John of Ravenna", "probability": 0.08148377388715744 }, { "start_logit": 3.253150224685669, "end_logit": 3.452028751373291, "text": "Italian abbots, William of Volpiano and John of Ravenna", "probability": 0.05589938536286354 }, { "start_logit": 2.7927582263946533, "end_logit": 3.908447504043579, "text": "11th century. F\u00e9camp Abbey and Saint-Evroul Abbey", "probability": 0.05567771568894386 }, { "start_logit": 2.671858072280884, "end_logit": 3.908447504043579, "text": "F\u00e9camp Abbey and Saint-Evroul Abbey", "probability": 0.04933726415038109 }, { "start_logit": 2.7927582263946533, "end_logit": 3.7774903774261475, "text": "11th century. F\u00e9camp Abbey", "probability": 0.04884357005357742 }, { "start_logit": 3.2954001426696777, "end_logit": 3.248666763305664, "text": "Saint-Evroul Abbey were centres of musical production and education. 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Under the Norman abbot Robert de Grantmesnil", "probability": 0.03152972832322121 }, { "start_logit": 2.777747392654419, "end_logit": 3.449846029281616, "text": "Grantmesnil", "probability": 0.031142383813858032 }, { "start_logit": 2.7798335552215576, "end_logit": 3.446309804916382, "text": "Latin monastery at Sant'Eufemia", "probability": 0.031097259372472763 }, { "start_logit": 2.634915590286255, "end_logit": 3.5583102703094482, "text": "Saint-Evroul fled to southern Italy, where they were patronised by Robert Guiscard", "probability": 0.03009027987718582 }, { "start_logit": 2.8489272594451904, "end_logit": 3.3342370986938477, "text": "Norman abbot Robert de Grantmesnil, several monks of Saint-Evroul fled to southern Italy", "probability": 0.029789051041007042 }, { "start_logit": 2.604792356491089, "end_logit": 3.5583102703094482, "text": "Guiscard", "probability": 0.02919737622141838 }, { "start_logit": 2.7901084423065186, "end_logit": 3.3342370986938477, "text": "Normandy. 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Tesla's father, in a moment of despair, promised to send him to the best engineering school", "probability": 0.058932576328516006 }, { "start_logit": 3.1961755752563477, "end_logit": 2.6620304584503174, "text": "1873, Tesla returned to his birthtown, Smiljan. Shortly after he arrived, Tesla contracted cholera", "probability": 0.051491059362888336 }, { "start_logit": 3.4059336185455322, "end_logit": 2.285090446472168, "text": "nine months", "probability": 0.043563783168792725 }, { "start_logit": 3.4059336185455322, "end_logit": 2.1977789402008057, "text": "nine", "probability": 0.03992149233818054 }, { "start_logit": 2.881377935409546, "end_logit": 2.6620304584503174, "text": "cholera", "probability": 0.03758521005511284 }, { "start_logit": 2.859761953353882, "end_logit": 2.6620304584503174, "text": "Smiljan. Shortly after he arrived, Tesla contracted cholera", "probability": 0.036781493574380875 }, { "start_logit": 3.1961755752563477, "end_logit": 2.285090446472168, "text": "1873, Tesla returned to his birthtown, Smiljan. Shortly after he arrived, Tesla contracted cholera; he was bedridden for nine months", "probability": 0.035320669412612915 }, { "start_logit": 3.1961755752563477, "end_logit": 2.1977789402008057, "text": "1873, Tesla returned to his birthtown, Smiljan. Shortly after he arrived, Tesla contracted cholera; he was bedridden for nine", "probability": 0.03236755356192589 }, { "start_logit": 1.4246217012405396, "end_logit": 3.7872047424316406, "text": "jan", "probability": 0.02697818912565708 }, { "start_logit": 2.881377935409546, "end_logit": 2.285090446472168, "text": "cholera; he was bedridden for nine months", "probability": 0.02578185498714447 }, { "start_logit": 3.1961755752563477, "end_logit": 1.9513133764266968, "text": "1873, Tesla returned to his birthtown", "probability": 0.025297140702605247 }, { "start_logit": 2.859761953353882, "end_logit": 2.285090446472168, "text": "Smiljan. Shortly after he arrived, Tesla contracted cholera; he was bedridden for nine months", "probability": 0.025230536237359047 }, { "start_logit": 2.881377935409546, "end_logit": 2.1977789402008057, "text": "cholera; he was bedridden for nine", "probability": 0.02362626977264881 }, { "start_logit": 2.859761953353882, "end_logit": 2.1977789402008057, "text": "Smiljan. Shortly after he arrived, Tesla contracted cholera; he was bedridden for nine", "probability": 0.023121044039726257 }, { "start_logit": 3.4059336185455322, "end_logit": 1.5635157823562622, "text": "nine months and was near death multiple times. Tesla's father, in a moment of despair", "probability": 0.021171415224671364 }, { "start_logit": 1.155300498008728, "end_logit": 3.7872047424316406, "text": "birthtown, Smiljan", "probability": 0.020608583465218544 } ], "56dfa2c54a1a83140091ebf6": [ { "start_logit": 3.0454390048980713, "end_logit": 3.712418556213379, "text": "1873, Tesla returned to his birthtown, Smiljan", "probability": 0.14436748623847961 }, { "start_logit": 2.86502742767334, "end_logit": 3.712418556213379, "text": "Smiljan", "probability": 0.12053627520799637 }, { "start_logit": 3.0454390048980713, "end_logit": 3.3031654357910156, "text": "1873", "probability": 0.09588110446929932 }, { "start_logit": 2.222287654876709, "end_logit": 3.712418556213379, "text": "Tesla returned to his birthtown, Smiljan", "probability": 0.06338396668434143 }, { "start_logit": 3.3790600299835205, "end_logit": 2.508183717727661, "text": "nine months and was near death multiple times. Tesla's father, in a moment of despair, promised to send him to the best engineering school", "probability": 0.0604458823800087 }, { "start_logit": 3.0454390048980713, "end_logit": 2.7518560886383057, "text": "1873, Tesla returned to his birthtown, Smiljan. Shortly after he arrived, Tesla contracted cholera", "probability": 0.05524621531367302 }, { "start_logit": 2.892752170562744, "end_logit": 2.7518560886383057, "text": "cholera", "probability": 0.04742327705025673 }, { "start_logit": 3.3790600299835205, "end_logit": 2.2407166957855225, "text": "nine months", "probability": 0.04626017436385155 }, { "start_logit": 2.86502742767334, "end_logit": 2.7518560886383057, "text": "Smiljan. Shortly after he arrived, Tesla contracted cholera", "probability": 0.04612651839852333 }, { "start_logit": 3.3790600299835205, "end_logit": 2.176175355911255, "text": "nine", "probability": 0.04336879029870033 }, { "start_logit": 3.0454390048980713, "end_logit": 2.2407166957855225, "text": "1873, Tesla returned to his birthtown, Smiljan. Shortly after he arrived, Tesla contracted cholera; he was bedridden for nine months", "probability": 0.033137332648038864 }, { "start_logit": 3.0454390048980713, "end_logit": 2.176175355911255, "text": "1873, Tesla returned to his birthtown, Smiljan. Shortly after he arrived, Tesla contracted cholera; he was bedridden for nine", "probability": 0.031066156923770905 }, { "start_logit": 1.4490519762039185, "end_logit": 3.712418556213379, "text": "jan", "probability": 0.0292527936398983 }, { "start_logit": 2.892752170562744, "end_logit": 2.2407166957855225, "text": "cholera; he was bedridden for nine months", "probability": 0.02844502404332161 }, { "start_logit": 2.86502742767334, "end_logit": 2.2407166957855225, "text": "Smiljan. Shortly after he arrived, Tesla contracted cholera; he was bedridden for nine months", "probability": 0.027667243033647537 }, { "start_logit": 2.892752170562744, "end_logit": 2.176175355911255, "text": "cholera; he was bedridden for nine", "probability": 0.026667147874832153 }, { "start_logit": 2.86502742767334, "end_logit": 2.176175355911255, "text": "Smiljan. Shortly after he arrived, Tesla contracted cholera; he was bedridden for nine", "probability": 0.02593795210123062 }, { "start_logit": 2.2760300636291504, "end_logit": 2.7518560886383057, "text": "Tesla contracted cholera", "probability": 0.02559484913945198 }, { "start_logit": 3.0454390048980713, "end_logit": 1.9563794136047363, "text": "1873, Tesla returned to his birthtown", "probability": 0.024936271831393242 }, { "start_logit": 2.222287654876709, "end_logit": 2.7518560886383057, "text": "Tesla returned to his birthtown, Smiljan. Shortly after he arrived, Tesla contracted cholera", "probability": 0.024255627766251564 } ], "56e0c2307aa994140058e6df": [ { "start_logit": 3.187976837158203, "end_logit": 3.7124102115631104, "text": "1873", "probability": 0.16716618835926056 }, { "start_logit": 3.187976837158203, "end_logit": 3.536473512649536, "text": "1873, Tesla returned to his birthtown, Smiljan", "probability": 0.14019744098186493 }, { "start_logit": 2.5305097103118896, "end_logit": 3.536473512649536, "text": "Smiljan", "probability": 0.07264501601457596 }, { "start_logit": 3.429532051086426, "end_logit": 2.592038631439209, "text": "nine months and was near death multiple times. Tesla's father, in a moment of despair, promised to send him to the best engineering school", "probability": 0.06941980868577957 }, { "start_logit": 3.187976837158203, "end_logit": 2.600501775741577, "text": "1873, Tesla returned to his birthtown, Smiljan. Shortly after he arrived, Tesla contracted cholera", "probability": 0.05498610809445381 }, { "start_logit": 2.238964080810547, "end_logit": 3.536473512649536, "text": "Tesla returned to his birthtown, Smiljan", "probability": 0.05427366495132446 }, { "start_logit": 3.429532051086426, "end_logit": 2.2942798137664795, "text": "nine months", "probability": 0.05154286324977875 }, { "start_logit": 3.429532051086426, "end_logit": 2.2328405380249023, "text": "nine", "probability": 0.048471417278051376 }, { "start_logit": 2.89387583732605, "end_logit": 2.600501775741577, "text": "cholera", "probability": 0.040975701063871384 }, { "start_logit": 3.187976837158203, "end_logit": 2.2942798137664795, "text": "1873, Tesla returned to his birthtown, Smiljan. Shortly after he arrived, Tesla contracted cholera; he was bedridden for nine months", "probability": 0.040482047945261 }, { "start_logit": 3.187976837158203, "end_logit": 2.2328405380249023, "text": "1873, Tesla returned to his birthtown, Smiljan. Shortly after he arrived, Tesla contracted cholera; he was bedridden for nine", "probability": 0.0380697101354599 }, { "start_logit": 2.89387583732605, "end_logit": 2.2942798137664795, "text": "cholera; he was bedridden for nine months", "probability": 0.03016725927591324 }, { "start_logit": 2.5305097103118896, "end_logit": 2.600501775741577, "text": "Smiljan. Shortly after he arrived, Tesla contracted cholera", "probability": 0.028491709381341934 }, { "start_logit": 2.89387583732605, "end_logit": 2.2328405380249023, "text": "cholera; he was bedridden for nine", "probability": 0.0283696036785841 }, { "start_logit": 3.187976837158203, "end_logit": 1.9318615198135376, "text": "1873, Tesla returned to his birthtown", "probability": 0.02817513607442379 }, { "start_logit": 2.281351089477539, "end_logit": 2.600501775741577, "text": "Tesla contracted cholera", "probability": 0.02220804989337921 }, { "start_logit": 3.429532051086426, "end_logit": 1.426236867904663, "text": "nine months and was near death multiple times. Tesla's father, in a moment of despair", "probability": 0.02163626439869404 }, { "start_logit": 2.238964080810547, "end_logit": 2.600501775741577, "text": "Tesla returned to his birthtown, Smiljan. Shortly after he arrived, Tesla contracted cholera", "probability": 0.021286385133862495 }, { "start_logit": 2.5305097103118896, "end_logit": 2.2942798137664795, "text": "Smiljan. Shortly after he arrived, Tesla contracted cholera; he was bedridden for nine months", "probability": 0.02097625657916069 }, { "start_logit": 1.2633647918701172, "end_logit": 3.536473512649536, "text": "jan", "probability": 0.020459342747926712 } ], "56e0c2307aa994140058e6e0": [ { "start_logit": 3.170346975326538, "end_logit": 3.7609148025512695, "text": "1873, Tesla returned to his birthtown, Smiljan", "probability": 0.151851624250412 }, { "start_logit": 2.966350793838501, "end_logit": 3.7609148025512695, "text": "Smiljan", "probability": 0.12382970005273819 }, { "start_logit": 3.170346975326538, "end_logit": 3.218190908432007, "text": "1873", "probability": 0.088250532746315 }, { "start_logit": 2.278585433959961, "end_logit": 3.7609148025512695, "text": "Tesla returned to his birthtown, Smiljan", "probability": 0.06224897503852844 }, { "start_logit": 3.170346975326538, "end_logit": 2.813032388687134, "text": "1873, Tesla returned to his birthtown, Smiljan. Shortly after he arrived, Tesla contracted cholera", "probability": 0.058851730078458786 }, { "start_logit": 3.404193162918091, "end_logit": 2.503598928451538, "text": "nine months and was near death multiple times. Tesla's father, in a moment of despair, promised to send him to the best engineering school", "probability": 0.05456725135445595 }, { "start_logit": 2.966350793838501, "end_logit": 2.813032388687134, "text": "Smiljan. Shortly after he arrived, Tesla contracted cholera", "probability": 0.0479915551841259 }, { "start_logit": 3.404193162918091, "end_logit": 2.369884729385376, "text": "nine months", "probability": 0.04773762449622154 }, { "start_logit": 2.864985227584839, "end_logit": 2.813032388687134, "text": "cholera", "probability": 0.043365299701690674 }, { "start_logit": 3.404193162918091, "end_logit": 2.213334560394287, "text": "nine", "probability": 0.04081990569829941 }, { "start_logit": 3.170346975326538, "end_logit": 2.369884729385376, "text": "1873, Tesla returned to his birthtown, Smiljan. Shortly after he arrived, Tesla contracted cholera; he was bedridden for nine months", "probability": 0.037783537060022354 }, { "start_logit": 3.170346975326538, "end_logit": 2.213334560394287, "text": "1873, Tesla returned to his birthtown, Smiljan. Shortly after he arrived, Tesla contracted cholera; he was bedridden for nine", "probability": 0.03230826556682587 }, { "start_logit": 2.966350793838501, "end_logit": 2.369884729385376, "text": "Smiljan. Shortly after he arrived, Tesla contracted cholera; he was bedridden for nine months", "probability": 0.030811171978712082 }, { "start_logit": 1.482259750366211, "end_logit": 3.7609148025512695, "text": "jan", "probability": 0.028073228895664215 }, { "start_logit": 2.864985227584839, "end_logit": 2.369884729385376, "text": "cholera; he was bedridden for nine months", "probability": 0.027841057628393173 }, { "start_logit": 2.966350793838501, "end_logit": 2.213334560394287, "text": "Smiljan. Shortly after he arrived, Tesla contracted cholera; he was bedridden for nine", "probability": 0.02634628862142563 }, { "start_logit": 2.3287317752838135, "end_logit": 2.813032388687134, "text": "Tesla contracted cholera", "probability": 0.025365907698869705 }, { "start_logit": 2.278585433959961, "end_logit": 2.813032388687134, "text": "Tesla returned to his birthtown, Smiljan. Shortly after he arrived, Tesla contracted cholera", "probability": 0.02412526123225689 }, { "start_logit": 3.170346975326538, "end_logit": 1.9170842170715332, "text": "1873, Tesla returned to his birthtown", "probability": 0.024024467915296555 }, { "start_logit": 2.864985227584839, "end_logit": 2.213334560394287, "text": "cholera; he was bedridden for nine", "probability": 0.023806564509868622 } ], "56e0c2307aa994140058e6e1": [ { "start_logit": 3.221151828765869, "end_logit": 3.7332098484039307, "text": "1873, Tesla returned to his birthtown, Smiljan", "probability": 0.15715712308883667 }, { "start_logit": 3.221151828765869, "end_logit": 3.4937310218811035, "text": "1873", "probability": 0.12368858605623245 }, { "start_logit": 2.9060614109039307, "end_logit": 3.7332098484039307, "text": "Smiljan", "probability": 0.11468111723661423 }, { "start_logit": 2.4190714359283447, "end_logit": 3.7332098484039307, "text": "Tesla returned to his birthtown, Smiljan", "probability": 0.0704684779047966 }, { "start_logit": 3.405766487121582, "end_logit": 2.446687936782837, "text": "nine months and was near death multiple times. Tesla's father, in a moment of despair, promised to send him to the best engineering school", "probability": 0.052213363349437714 }, { "start_logit": 3.405766487121582, "end_logit": 2.3851261138916016, "text": "nine months", "probability": 0.04909595847129822 }, { "start_logit": 3.221151828765869, "end_logit": 2.555708646774292, "text": "1873, Tesla returned to his birthtown, Smiljan. Shortly after he arrived, Tesla contracted cholera", "probability": 0.04841184243559837 }, { "start_logit": 3.405766487121582, "end_logit": 2.2562496662139893, "text": "nine", "probability": 0.043159399181604385 }, { "start_logit": 3.221151828765869, "end_logit": 2.3851261138916016, "text": "1873, Tesla returned to his birthtown, Smiljan. Shortly after he arrived, Tesla contracted cholera; he was bedridden for nine months", "probability": 0.04081958904862404 }, { "start_logit": 3.221151828765869, "end_logit": 2.2562496662139893, "text": "1873, Tesla returned to his birthtown, Smiljan. Shortly after he arrived, Tesla contracted cholera; he was bedridden for nine", "probability": 0.03588380292057991 }, { "start_logit": 2.9060614109039307, "end_logit": 2.555708646774292, "text": "Smiljan. Shortly after he arrived, Tesla contracted cholera", "probability": 0.035327233374118805 }, { "start_logit": 2.9060614109039307, "end_logit": 2.3851261138916016, "text": "Smiljan. Shortly after he arrived, Tesla contracted cholera; he was bedridden for nine months", "probability": 0.029786981642246246 }, { "start_logit": 2.729936122894287, "end_logit": 2.555708646774292, "text": "cholera", "probability": 0.029622336849570274 }, { "start_logit": 3.221151828765869, "end_logit": 1.9683151245117188, "text": "1873, Tesla returned to his birthtown", "probability": 0.026906050741672516 }, { "start_logit": 1.4346719980239868, "end_logit": 3.7332098484039307, "text": "jan", "probability": 0.026331504806876183 }, { "start_logit": 2.9060614109039307, "end_logit": 2.2562496662139893, "text": "Smiljan. Shortly after he arrived, Tesla contracted cholera; he was bedridden for nine", "probability": 0.02618522383272648 }, { "start_logit": 2.729936122894287, "end_logit": 2.3851261138916016, "text": "cholera; he was bedridden for nine months", "probability": 0.02497677691280842 }, { "start_logit": 2.729936122894287, "end_logit": 2.2562496662139893, "text": "cholera; he was bedridden for nine", "probability": 0.021956652402877808 }, { "start_logit": 2.4190714359283447, "end_logit": 2.555708646774292, "text": "Tesla returned to his birthtown, Smiljan. Shortly after he arrived, Tesla contracted cholera", "probability": 0.02170763909816742 }, { "start_logit": 2.4150390625, "end_logit": 2.555708646774292, "text": "Tesla contracted cholera", "probability": 0.021620290353894234 } ], "56e0c2307aa994140058e6e2": [ { "start_logit": 3.2293121814727783, "end_logit": 3.807896375656128, "text": "1873, Tesla returned to his birthtown, Smiljan", "probability": 0.1610805094242096 }, { "start_logit": 3.2293121814727783, "end_logit": 3.7068874835968018, "text": "1873", "probability": 0.1456046998500824 }, { "start_logit": 2.7787113189697266, "end_logit": 3.807896375656128, "text": "Smiljan", "probability": 0.10264778137207031 }, { "start_logit": 3.4436745643615723, "end_logit": 2.5984697341918945, "text": "nine months and was near death multiple times. Tesla's father, in a moment of despair, promised to send him to the best engineering school", "probability": 0.059551410377025604 }, { "start_logit": 2.1983940601348877, "end_logit": 3.807896375656128, "text": "Tesla returned to his birthtown, Smiljan", "probability": 0.057454079389572144 }, { "start_logit": 3.2293121814727783, "end_logit": 2.6978883743286133, "text": "1873, Tesla returned to his birthtown, Smiljan. Shortly after he arrived, Tesla contracted cholera", "probability": 0.0530850887298584 }, { "start_logit": 3.4436745643615723, "end_logit": 2.335566520690918, "text": "nine months", "probability": 0.04578409716486931 }, { "start_logit": 3.4436745643615723, "end_logit": 2.2241482734680176, "text": "nine", "probability": 0.040956828743219376 }, { "start_logit": 2.934823513031006, "end_logit": 2.6978883743286133, "text": "cholera", "probability": 0.039543747901916504 }, { "start_logit": 3.2293121814727783, "end_logit": 2.335566520690918, "text": "1873, Tesla returned to his birthtown, Smiljan. Shortly after he arrived, Tesla contracted cholera; he was bedridden for nine months", "probability": 0.03695031255483627 }, { "start_logit": 2.7787113189697266, "end_logit": 2.6978883743286133, "text": "Smiljan. 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He spent his spare time playing cards with local men on the streets. In March 1879", "probability": 0.024324599653482437 } ], "56dfa7887aa994140058dfab": [ { "start_logit": 3.5448386669158936, "end_logit": 3.20406436920166, "text": "60 florins a month. He spent his spare time playing cards with local men on the streets. In March 1879", "probability": 0.09367367625236511 }, { "start_logit": 3.4208333492279053, "end_logit": 3.227315664291382, "text": "December 1878", "probability": 0.08469553291797638 }, { "start_logit": 3.5448386669158936, "end_logit": 3.084299325942993, "text": "60 florins a month. He spent his spare time playing cards with local men on the streets. 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Tesla went to Maribor", "probability": 0.03609335795044899 }, { "start_logit": 2.6601009368896484, "end_logit": 3.1382052898406982, "text": "1879", "probability": 0.034574758261442184 }, { "start_logit": 2.6601009368896484, "end_logit": 3.136347770690918, "text": "1879, Milutin Tesla", "probability": 0.03451058641076088 }, { "start_logit": 2.8729727268218994, "end_logit": 2.7798237800598145, "text": "Milutin Tesla went to Maribor", "probability": 0.02989269606769085 }, { "start_logit": 3.6194441318511963, "end_logit": 2.019896984100342, "text": "60", "probability": 0.029493173584342003 }, { "start_logit": 3.0464038848876953, "end_logit": 2.5304172039031982, "text": "Maribor (now in Slovenia), where he worked as a draftsman for 60 florins", "probability": 0.027705715969204903 }, { "start_logit": 3.5970284938812256, "end_logit": 1.9706443548202515, "text": "December 1878, Tesla left Graz", "probability": 0.027453407645225525 }, { "start_logit": 3.5970284938812256, "end_logit": 1.9286631345748901, "text": "December 1878, Tesla left Graz and severed all relations with his family", "probability": 0.02632473222911358 }, { "start_logit": 2.6472909450531006, "end_logit": 2.8643851280212402, "text": "Mur River", "probability": 0.02595834992825985 }, { "start_logit": 2.6601009368896484, "end_logit": 2.7798237800598145, "text": "1879, Milutin Tesla went to Maribor", "probability": 0.02416105940937996 } ], "56dfa7887aa994140058dfad": [ { "start_logit": 3.5382254123687744, "end_logit": 3.2249608039855957, "text": "60 florins a month. 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He spent his spare time playing cards with local men on the streets. In March 1879", "probability": 0.024525703862309456 } ], "56e0ccaa7aa994140058e717": [ { "start_logit": 3.539801836013794, "end_logit": 3.2290613651275635, "text": "60 florins a month. He spent his spare time playing cards with local men on the streets. In March 1879", "probability": 0.09762384742498398 }, { "start_logit": 3.539801836013794, "end_logit": 3.0962061882019043, "text": "60 florins a month. He spent his spare time playing cards with local men on the streets. 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Within a few months, the Budapest Telephone Exchange", "probability": 0.07143577933311462 }, { "start_logit": 2.61578106880188, "end_logit": 3.5896623134613037, "text": "Budapest to work under Ferenc Pusk\u00e1s at a telegraph company, the Budapest Telephone Exchange", "probability": 0.05927839130163193 }, { "start_logit": 2.607421875, "end_logit": 3.5896623134613037, "text": "Ferenc Pusk\u00e1s at a telegraph company, the Budapest Telephone Exchange", "probability": 0.05878495052456856 }, { "start_logit": 2.61578106880188, "end_logit": 3.574578046798706, "text": "Budapest to work under Ferenc Pusk\u00e1s", "probability": 0.05839093029499054 }, { "start_logit": 2.607421875, "end_logit": 3.574578046798706, "text": "Ferenc Pusk\u00e1s", "probability": 0.05790487304329872 }, { "start_logit": 2.844651460647583, "end_logit": 3.2730557918548584, "text": "1881", "probability": 0.05429915338754654 }, { "start_logit": 3.3355774879455566, "end_logit": 2.640367031097412, "text": "Central Telegraph Office", "probability": 0.0471222847700119 }, { "start_logit": 2.8874711990356445, "end_logit": 3.056420087814331, "text": "Budapest Telephone Exchange", "probability": 0.04563582316040993 }, { "start_logit": 2.254307985305786, "end_logit": 3.5896623134613037, "text": "Tesla moved to Budapest to work under Ferenc Pusk\u00e1s at a telegraph company, the Budapest Telephone Exchange", "probability": 0.041296251118183136 }, { "start_logit": 2.254307985305786, "end_logit": 3.574578046798706, "text": "Tesla moved to Budapest to work under Ferenc Pusk\u00e1s", "probability": 0.0406780019402504 }, { "start_logit": 2.158151388168335, "end_logit": 3.5896623134613037, "text": "the Budapest Telephone Exchange", "probability": 0.03751028701663017 }, { "start_logit": 2.128490686416626, "end_logit": 3.5896623134613037, "text": "Pusk\u00e1s at a telegraph company, the Budapest Telephone Exchange", "probability": 0.03641404211521149 }, { "start_logit": 2.128490686416626, "end_logit": 3.574578046798706, "text": "Pusk\u00e1s", "probability": 0.03586888313293457 }, { "start_logit": 2.0513556003570557, "end_logit": 3.5896623134613037, "text": "telegraph company, the Budapest Telephone Exchange", "probability": 0.03371083736419678 }, { "start_logit": 1.7922030687332153, "end_logit": 3.5896623134613037, "text": "Telephone Exchange", "probability": 0.02601483464241028 }, { "start_logit": 2.844651460647583, "end_logit": 2.4452948570251465, "text": "1881, Tesla moved to Budapest to work under Ferenc Pusk\u00e1s at a telegraph company", "probability": 0.023730186745524406 }, { "start_logit": 2.009526491165161, "end_logit": 3.056420087814331, "text": "few months, the Budapest Telephone Exchange", "probability": 0.018967898562550545 } ], "56dfad0a7aa994140058dfc9": [ { "start_logit": 3.2223782539367676, "end_logit": 3.476254463195801, "text": "Budapest Telephone Exchange", "probability": 0.10310854762792587 }, { "start_logit": 2.8767611980438232, "end_logit": 3.541463613510132, "text": "1881, Tesla moved to Budapest to work under Ferenc Pusk\u00e1s", "probability": 0.07789597660303116 }, { "start_logit": 2.8767611980438232, "end_logit": 3.476254463195801, "text": "1881, Tesla moved to Budapest to work under Ferenc Pusk\u00e1s at a telegraph company, the Budapest Telephone Exchange", "probability": 0.07297854125499725 }, { "start_logit": 3.3033058643341064, "end_logit": 2.955338954925537, "text": "Central Telegraph Office instead. Within a few months, the Budapest Telephone Exchange", "probability": 0.0664064809679985 }, { "start_logit": 2.6010501384735107, "end_logit": 3.541463613510132, "text": "Ferenc Pusk\u00e1s", "probability": 0.05912556126713753 }, { "start_logit": 2.5973732471466064, "end_logit": 3.541463613510132, "text": "Budapest to work under Ferenc Pusk\u00e1s", "probability": 0.05890855938196182 }, { "start_logit": 2.6010501384735107, "end_logit": 3.476254463195801, "text": "Ferenc Pusk\u00e1s at a telegraph company, the Budapest Telephone Exchange", "probability": 0.055393069982528687 }, { "start_logit": 2.5973732471466064, "end_logit": 3.476254463195801, "text": "Budapest to work under Ferenc Pusk\u00e1s at a telegraph company, the Budapest Telephone Exchange", "probability": 0.055189743638038635 }, { "start_logit": 2.8767611980438232, "end_logit": 3.181060791015625, "text": "1881", "probability": 0.054324306547641754 }, { "start_logit": 3.3033058643341064, "end_logit": 2.6337890625, "text": "Central Telegraph Office", "probability": 0.04814630001783371 }, { "start_logit": 2.9150242805480957, "end_logit": 2.955338954925537, "text": "Budapest Telephone Exchange", "probability": 0.04503828287124634 }, { "start_logit": 2.3383142948150635, "end_logit": 3.476254463195801, "text": "the Budapest Telephone Exchange", "probability": 0.04259420186281204 }, { "start_logit": 2.2592639923095703, "end_logit": 3.541463613510132, "text": "Tesla moved to Budapest to work under Ferenc Pusk\u00e1s", "probability": 0.04200873151421547 }, { "start_logit": 2.2592639923095703, "end_logit": 3.476254463195801, "text": "Tesla moved to Budapest to work under Ferenc Pusk\u00e1s at a telegraph company, the Budapest Telephone Exchange", "probability": 0.0393567755818367 }, { "start_logit": 2.1087727546691895, "end_logit": 3.541463613510132, "text": "Pusk\u00e1s", "probability": 0.03613946959376335 }, { "start_logit": 2.1087727546691895, "end_logit": 3.476254463195801, "text": "Pusk\u00e1s at a telegraph company, the Budapest Telephone Exchange", "probability": 0.033858053386211395 }, { "start_logit": 2.0172417163848877, "end_logit": 3.476254463195801, "text": "telegraph company, the Budapest Telephone Exchange", "probability": 0.03089657984673977 }, { "start_logit": 2.8767611980438232, "end_logit": 2.558023691177368, "text": "1881, Tesla moved to Budapest to work under Ferenc Pusk\u00e1s at a telegraph company", "probability": 0.029134832322597504 }, { "start_logit": 1.8964678049087524, "end_logit": 3.476254463195801, "text": "Telephone Exchange", "probability": 0.027381613850593567 }, { "start_logit": 2.6010501384735107, "end_logit": 2.558023691177368, "text": "Ferenc Pusk\u00e1s at a telegraph company", "probability": 0.02211427502334118 } ], "56dfad0a7aa994140058dfca": [ { "start_logit": 3.2042977809906006, "end_logit": 3.4932918548583984, "text": "Budapest Telephone Exchange", "probability": 0.09686652570962906 }, { "start_logit": 2.930245876312256, "end_logit": 3.6052796840667725, "text": "1881, Tesla moved to Budapest to work under Ferenc Pusk\u00e1s", "probability": 0.0823739692568779 }, { "start_logit": 2.930245876312256, "end_logit": 3.4932918548583984, "text": "1881, Tesla moved to Budapest to work under Ferenc Pusk\u00e1s at a telegraph company, the Budapest Telephone Exchange", "probability": 0.07364688813686371 }, { "start_logit": 2.930245876312256, "end_logit": 3.4306015968322754, "text": "1881", "probability": 0.06917168200016022 }, { "start_logit": 2.712794542312622, "end_logit": 3.6052796840667725, "text": "Budapest to work under Ferenc Pusk\u00e1s", "probability": 0.06627537310123444 }, { "start_logit": 2.61514949798584, "end_logit": 3.6052796840667725, "text": "Ferenc Pusk\u00e1s", "probability": 0.060109835118055344 }, { "start_logit": 2.712794542312622, "end_logit": 3.4932918548583984, "text": "Budapest to work under Ferenc Pusk\u00e1s at a telegraph company, the Budapest Telephone Exchange", "probability": 0.05925382673740387 }, { "start_logit": 3.247293472290039, "end_logit": 2.95035982131958, "text": "Central Telegraph Office instead. Within a few months, the Budapest Telephone Exchange", "probability": 0.05875625088810921 }, { "start_logit": 2.61514949798584, "end_logit": 3.4932918548583984, "text": "Ferenc Pusk\u00e1s at a telegraph company, the Budapest Telephone Exchange", "probability": 0.05374149978160858 }, { "start_logit": 3.247293472290039, "end_logit": 2.681034564971924, "text": "Central Telegraph Office", "probability": 0.04488358646631241 }, { "start_logit": 2.2482986450195312, "end_logit": 3.6052796840667725, "text": "Tesla moved to Budapest to work under Ferenc Pusk\u00e1s", "probability": 0.041650887578725815 }, { "start_logit": 2.885923385620117, "end_logit": 2.95035982131958, "text": "Budapest Telephone Exchange", "probability": 0.04093671590089798 }, { "start_logit": 2.305997133255005, "end_logit": 3.4932918548583984, "text": "the Budapest Telephone Exchange", "probability": 0.03944995626807213 }, { "start_logit": 2.2482986450195312, "end_logit": 3.4932918548583984, "text": "Tesla moved to Budapest to work under Ferenc Pusk\u00e1s at a telegraph company, the Budapest Telephone Exchange", "probability": 0.03723818436264992 }, { "start_logit": 2.1167144775390625, "end_logit": 3.6052796840667725, "text": "Pusk\u00e1s", "probability": 0.036515556275844574 }, { "start_logit": 2.1167144775390625, "end_logit": 3.4932918548583984, "text": "Pusk\u00e1s at a telegraph company, the Budapest Telephone Exchange", "probability": 0.032646916806697845 }, { "start_logit": 2.930245876312256, "end_logit": 2.563898801803589, "text": "1881, Tesla moved to Budapest to work under Ferenc Pusk\u00e1s at a telegraph company", "probability": 0.029075289145112038 }, { "start_logit": 1.97426176071167, "end_logit": 3.4932918548583984, "text": "telegraph company, the Budapest Telephone Exchange", "probability": 0.02831234037876129 }, { "start_logit": 1.8775203227996826, "end_logit": 3.4932918548583984, "text": "Telephone Exchange", "probability": 0.02570168487727642 }, { "start_logit": 2.712794542312622, "end_logit": 2.563898801803589, "text": "Budapest to work under Ferenc Pusk\u00e1s at a telegraph company", "probability": 0.023393016308546066 } ], "56dfad0a7aa994140058dfcb": [ { "start_logit": 3.0863096714019775, "end_logit": 3.5600593090057373, "text": "Budapest Telephone Exchange", "probability": 0.09501050412654877 }, { "start_logit": 2.948577404022217, "end_logit": 3.604222059249878, "text": "1881, Tesla moved to Budapest to work under Ferenc Pusk\u00e1s", "probability": 0.0865236446261406 }, { "start_logit": 2.948577404022217, "end_logit": 3.5600593090057373, "text": "1881, Tesla moved to Budapest to work under Ferenc Pusk\u00e1s at a telegraph company, the Budapest Telephone Exchange", "probability": 0.08278565853834152 }, { "start_logit": 2.948577404022217, "end_logit": 3.418757200241089, "text": "1881", "probability": 0.07187674939632416 }, { "start_logit": 2.6603715419769287, "end_logit": 3.604222059249878, "text": "Budapest to work under Ferenc Pusk\u00e1s", "probability": 0.06485877186059952 }, { "start_logit": 2.6603715419769287, "end_logit": 3.5600593090057373, "text": "Budapest to work under Ferenc Pusk\u00e1s at a telegraph company, the Budapest Telephone Exchange", "probability": 0.06205675005912781 }, { "start_logit": 2.6052772998809814, "end_logit": 3.604222059249878, "text": "Ferenc Pusk\u00e1s", "probability": 0.061382077634334564 }, { "start_logit": 2.6052772998809814, "end_logit": 3.5600593090057373, "text": "Ferenc Pusk\u00e1s at a telegraph company, the Budapest Telephone Exchange", "probability": 0.05873025953769684 }, { "start_logit": 2.9587795734405518, "end_logit": 3.056507110595703, "text": "Central Telegraph Office instead. Within a few months, the Budapest Telephone Exchange", "probability": 0.05054706707596779 }, { "start_logit": 2.826082706451416, "end_logit": 3.056507110595703, "text": "Budapest Telephone Exchange", "probability": 0.04426562041044235 }, { "start_logit": 2.2427690029144287, "end_logit": 3.604222059249878, "text": "Tesla moved to Budapest to work under Ferenc Pusk\u00e1s", "probability": 0.04271753877401352 }, { "start_logit": 2.2427690029144287, "end_logit": 3.5600593090057373, "text": "Tesla moved to Budapest to work under Ferenc Pusk\u00e1s at a telegraph company, the Budapest Telephone Exchange", "probability": 0.04087206348776817 }, { "start_logit": 2.0936317443847656, "end_logit": 3.604222059249878, "text": "Pusk\u00e1s", "probability": 0.03679906576871872 }, { "start_logit": 2.0936317443847656, "end_logit": 3.5600593090057373, "text": "Pusk\u00e1s at a telegraph company, the Budapest Telephone Exchange", "probability": 0.035209279507398605 }, { "start_logit": 2.9587795734405518, "end_logit": 2.6279969215393066, "text": "Central Telegraph Office", "probability": 0.032930366694927216 }, { "start_logit": 2.018423557281494, "end_logit": 3.5600593090057373, "text": "the Budapest Telephone Exchange", "probability": 0.03265836834907532 }, { "start_logit": 2.948577404022217, "end_logit": 2.53833270072937, "text": "1881, Tesla moved to Budapest to work under Ferenc Pusk\u00e1s at a telegraph company", "probability": 0.029800593852996826 }, { "start_logit": 1.7588084936141968, "end_logit": 3.5600593090057373, "text": "telegraph company, the Budapest Telephone Exchange", "probability": 0.025190984830260277 }, { "start_logit": 1.6870179176330566, "end_logit": 3.5600593090057373, "text": "Telephone Exchange", "probability": 0.023445894941687584 }, { "start_logit": 2.6603715419769287, "end_logit": 2.53833270072937, "text": "Budapest to work under Ferenc Pusk\u00e1s at a telegraph company", "probability": 0.02233874797821045 } ], "56e0d402231d4119001ac3fc": [ { "start_logit": 3.1412312984466553, "end_logit": 3.524549722671509, "text": "Budapest Telephone Exchange", "probability": 0.09742532670497894 }, { "start_logit": 2.857569694519043, "end_logit": 3.5944457054138184, "text": "1881, Tesla moved to Budapest to work under Ferenc Pusk\u00e1s", "probability": 0.07867462188005447 }, { "start_logit": 2.857569694519043, "end_logit": 3.524549722671509, "text": "1881, Tesla moved to Budapest to work under Ferenc Pusk\u00e1s at a telegraph company, the Budapest Telephone Exchange", "probability": 0.07336333394050598 }, { "start_logit": 3.31201434135437, "end_logit": 3.043492317199707, "text": "Central Telegraph Office instead. Within a few months, the Budapest Telephone Exchange", "probability": 0.07143671810626984 }, { "start_logit": 2.6359078884124756, "end_logit": 3.5944457054138184, "text": "Ferenc Pusk\u00e1s", "probability": 0.06303300708532333 }, { "start_logit": 2.6359078884124756, "end_logit": 3.524549722671509, "text": "Ferenc Pusk\u00e1s at a telegraph company, the Budapest Telephone Exchange", "probability": 0.058777716010808945 }, { "start_logit": 2.5101661682128906, "end_logit": 3.5944457054138184, "text": "Budapest to work under Ferenc Pusk\u00e1s", "probability": 0.05558520928025246 }, { "start_logit": 2.857569694519043, "end_logit": 3.232285976409912, "text": "1881", "probability": 0.05477099493145943 }, { "start_logit": 2.5101661682128906, "end_logit": 3.524549722671509, "text": "Budapest to work under Ferenc Pusk\u00e1s at a telegraph company, the Budapest Telephone Exchange", "probability": 0.05183268338441849 }, { "start_logit": 3.31201434135437, "end_logit": 2.62692928314209, "text": "Central Telegraph Office", "probability": 0.04709887132048607 }, { "start_logit": 2.868924379348755, "end_logit": 3.043492317199707, "text": "Budapest Telephone Exchange", "probability": 0.04586588591337204 }, { "start_logit": 2.246061325073242, "end_logit": 3.5944457054138184, "text": "Tesla moved to Budapest to work under Ferenc Pusk\u00e1s", "probability": 0.04268348962068558 }, { "start_logit": 2.246061325073242, "end_logit": 3.524549722671509, "text": "Tesla moved to Budapest to work under Ferenc Pusk\u00e1s at a telegraph company, the Budapest Telephone Exchange", "probability": 0.0398019514977932 }, { "start_logit": 2.1466989517211914, "end_logit": 3.5944457054138184, "text": "Pusk\u00e1s", "probability": 0.03864625096321106 }, { "start_logit": 2.1489791870117188, "end_logit": 3.524549722671509, "text": "the Budapest Telephone Exchange", "probability": 0.03611953556537628 }, { "start_logit": 2.1466989517211914, "end_logit": 3.524549722671509, "text": "Pusk\u00e1s at a telegraph company, the Budapest Telephone Exchange", "probability": 0.03603726252913475 }, { "start_logit": 2.0660459995269775, "end_logit": 3.524549722671509, "text": "telegraph company, the Budapest Telephone Exchange", "probability": 0.03324488177895546 }, { "start_logit": 2.857569694519043, "end_logit": 2.56616473197937, "text": "1881, Tesla moved to Budapest to work under Ferenc Pusk\u00e1s at a telegraph company", "probability": 0.028135716915130615 }, { "start_logit": 1.7780027389526367, "end_logit": 3.524549722671509, "text": "Telephone Exchange", "probability": 0.02492465078830719 }, { "start_logit": 2.6359078884124756, "end_logit": 2.56616473197937, "text": "Ferenc Pusk\u00e1s at a telegraph company", "probability": 0.022541943937540054 } ], "56e0d402231d4119001ac3fd": [ { "start_logit": 3.1525375843048096, "end_logit": 3.6334285736083984, "text": "Budapest Telephone Exchange", "probability": 0.10019674897193909 }, { "start_logit": 2.856186866760254, "end_logit": 3.635221242904663, "text": "1881, Tesla moved to Budapest to work under Ferenc Pusk\u00e1s", "probability": 0.07463265210390091 }, { "start_logit": 2.856186866760254, "end_logit": 3.6334285736083984, "text": "1881, Tesla moved to Budapest to work under Ferenc Pusk\u00e1s at a telegraph company, the Budapest Telephone Exchange", "probability": 0.0744989663362503 }, { "start_logit": 3.3119726181030273, "end_logit": 3.099599838256836, "text": "Central Telegraph Office instead. Within a few months, the Budapest Telephone Exchange", "probability": 0.06890593469142914 }, { "start_logit": 2.735917568206787, "end_logit": 3.635221242904663, "text": "Ferenc Pusk\u00e1s", "probability": 0.06617537140846252 }, { "start_logit": 2.735917568206787, "end_logit": 3.6334285736083984, "text": "Ferenc Pusk\u00e1s at a telegraph company, the Budapest Telephone Exchange", "probability": 0.06605686992406845 }, { "start_logit": 2.4795379638671875, "end_logit": 3.635221242904663, "text": "Budapest to work under Ferenc Pusk\u00e1s", "probability": 0.0512097142636776 }, { "start_logit": 2.4795379638671875, "end_logit": 3.6334285736083984, "text": "Budapest to work under Ferenc Pusk\u00e1s at a telegraph company, the Budapest Telephone Exchange", "probability": 0.05111798271536827 }, { "start_logit": 2.875591278076172, "end_logit": 3.099599838256836, "text": "Budapest Telephone Exchange", "probability": 0.04453881457448006 }, { "start_logit": 3.3119726181030273, "end_logit": 2.661985397338867, "text": "Central Telegraph Office", "probability": 0.04448392242193222 }, { "start_logit": 2.3022122383117676, "end_logit": 3.635221242904663, "text": "Tesla moved to Budapest to work under Ferenc Pusk\u00e1s", "probability": 0.04288846626877785 }, { "start_logit": 2.3022122383117676, "end_logit": 3.6334285736083984, "text": "Tesla moved to Budapest to work under Ferenc Pusk\u00e1s at a telegraph company, the Budapest Telephone Exchange", "probability": 0.042811665683984756 }, { "start_logit": 2.856186866760254, "end_logit": 3.0350372791290283, "text": "1881", "probability": 0.040951721370220184 }, { "start_logit": 2.251720666885376, "end_logit": 3.635221242904663, "text": "Pusk\u00e1s", "probability": 0.04077673703432083 }, { "start_logit": 2.251720666885376, "end_logit": 3.6334285736083984, "text": "Pusk\u00e1s at a telegraph company, the Budapest Telephone Exchange", "probability": 0.04070369154214859 }, { "start_logit": 2.152331590652466, "end_logit": 3.6334285736083984, "text": "the Budapest Telephone Exchange", "probability": 0.03685273230075836 }, { "start_logit": 2.114729881286621, "end_logit": 3.6334285736083984, "text": "telegraph company, the Budapest Telephone Exchange", "probability": 0.03549274057149887 }, { "start_logit": 2.856186866760254, "end_logit": 2.655245542526245, "text": "1881, Tesla moved to Budapest to work under Ferenc Pusk\u00e1s at a telegraph company", "probability": 0.02801114320755005 }, { "start_logit": 1.7585461139678955, "end_logit": 3.6334285736083984, "text": "Telephone Exchange", "probability": 0.02485712245106697 }, { "start_logit": 2.735917568206787, "end_logit": 2.655245542526245, "text": "Ferenc Pusk\u00e1s at a telegraph company", "probability": 0.024836955592036247 } ], "56e0d402231d4119001ac3fe": [ { "start_logit": 3.05985951423645, "end_logit": 3.6539623737335205, "text": "Budapest Telephone Exchange", "probability": 0.09298430383205414 }, { "start_logit": 3.002171039581299, "end_logit": 3.6539623737335205, "text": "1881, Tesla moved to Budapest to work under Ferenc Pusk\u00e1s at a telegraph company, the Budapest Telephone Exchange", "probability": 0.08777199685573578 }, { "start_logit": 3.002171039581299, "end_logit": 3.6048004627227783, "text": "1881, Tesla moved to Budapest to work under Ferenc Pusk\u00e1s", "probability": 0.08356130868196487 }, { "start_logit": 3.002171039581299, "end_logit": 3.601950168609619, "text": "1881", "probability": 0.08332344144582748 }, { "start_logit": 2.6683595180511475, "end_logit": 3.6539623737335205, "text": "Ferenc Pusk\u00e1s at a telegraph company, the Budapest Telephone Exchange", "probability": 0.06286129355430603 }, { "start_logit": 2.6479811668395996, "end_logit": 3.6539623737335205, "text": "Budapest to work under Ferenc Pusk\u00e1s at a telegraph company, the Budapest Telephone Exchange", "probability": 0.06159326806664467 }, { "start_logit": 2.6683595180511475, "end_logit": 3.6048004627227783, "text": "Ferenc Pusk\u00e1s", "probability": 0.05984565615653992 }, { "start_logit": 2.6479811668395996, "end_logit": 3.6048004627227783, "text": "Budapest to work under Ferenc Pusk\u00e1s", "probability": 0.058638449758291245 }, { "start_logit": 3.2397751808166504, "end_logit": 2.958409547805786, "text": "Central Telegraph Office instead. Within a few months, the Budapest Telephone Exchange", "probability": 0.055522795766592026 }, { "start_logit": 3.2397751808166504, "end_logit": 2.740391969680786, "text": "Central Telegraph Office", "probability": 0.04464651271700859 }, { "start_logit": 2.2698426246643066, "end_logit": 3.6539623737335205, "text": "Tesla moved to Budapest to work under Ferenc Pusk\u00e1s at a telegraph company, the Budapest Telephone Exchange", "probability": 0.042199742048978806 }, { "start_logit": 2.2698426246643066, "end_logit": 3.6048004627227783, "text": "Tesla moved to Budapest to work under Ferenc Pusk\u00e1s", "probability": 0.040175292640924454 }, { "start_logit": 2.187079906463623, "end_logit": 3.6539623737335205, "text": "Pusk\u00e1s at a telegraph company, the Budapest Telephone Exchange", "probability": 0.038847796618938446 }, { "start_logit": 2.187079906463623, "end_logit": 3.6048004627227783, "text": "Pusk\u00e1s", "probability": 0.0369841493666172 }, { "start_logit": 2.7779927253723145, "end_logit": 2.958409547805786, "text": "Budapest Telephone Exchange", "probability": 0.03498821705579758 }, { "start_logit": 2.053427219390869, "end_logit": 3.6539623737335205, "text": "the Budapest Telephone Exchange", "probability": 0.03398769721388817 }, { "start_logit": 1.767650842666626, "end_logit": 3.6539623737335205, "text": "telegraph company, the Budapest Telephone Exchange", "probability": 0.025539392605423927 }, { "start_logit": 1.6099601984024048, "end_logit": 3.6539623737335205, "text": "Telephone Exchange", "probability": 0.02181355282664299 }, { "start_logit": 3.002171039581299, "end_logit": 2.085726499557495, "text": "1881, Tesla moved to Budapest to work under Ferenc Pusk\u00e1s at a telegraph company", "probability": 0.018292773514986038 }, { "start_logit": 2.021624803543091, "end_logit": 2.958409547805786, "text": "few months, the Budapest Telephone Exchange", "probability": 0.016422349959611893 } ], "56e0d402231d4119001ac3ff": [ { "start_logit": 3.174253463745117, "end_logit": 3.511127233505249, "text": "Budapest Telephone Exchange", "probability": 0.09505967795848846 }, { "start_logit": 2.9261860847473145, "end_logit": 3.6322853565216064, "text": "1881, Tesla moved to Budapest to work under Ferenc Pusk\u00e1s", "probability": 0.08372986316680908 }, { "start_logit": 2.9261860847473145, "end_logit": 3.511127233505249, "text": "1881, Tesla moved to Budapest to work under Ferenc Pusk\u00e1s at a telegraph company, the Budapest Telephone Exchange", "probability": 0.07417573034763336 }, { "start_logit": 2.9261860847473145, "end_logit": 3.4687092304229736, "text": "1881", "probability": 0.07109516859054565 }, { "start_logit": 2.650808811187744, "end_logit": 3.6322853565216064, "text": "Ferenc Pusk\u00e1s", "probability": 0.063574880361557 }, { "start_logit": 2.594553232192993, "end_logit": 3.6322853565216064, "text": "Budapest to work under Ferenc Pusk\u00e1s", "probability": 0.06009715795516968 }, { "start_logit": 3.2762510776519775, "end_logit": 2.929739236831665, "text": "Central Telegraph Office instead. Within a few months, the Budapest Telephone Exchange", "probability": 0.058857206255197525 }, { "start_logit": 2.650808811187744, "end_logit": 3.511127233505249, "text": "Ferenc Pusk\u00e1s at a telegraph company, the Budapest Telephone Exchange", "probability": 0.056320566684007645 }, { "start_logit": 2.594553232192993, "end_logit": 3.511127233505249, "text": "Budapest to work under Ferenc Pusk\u00e1s at a telegraph company, the Budapest Telephone Exchange", "probability": 0.05323970317840576 }, { "start_logit": 3.2762510776519775, "end_logit": 2.6785008907318115, "text": "Central Telegraph Office", "probability": 0.04578130692243576 }, { "start_logit": 2.3150856494903564, "end_logit": 3.6322853565216064, "text": "Tesla moved to Budapest to work under Ferenc Pusk\u00e1s", "probability": 0.045444637537002563 }, { "start_logit": 2.3150856494903564, "end_logit": 3.511127233505249, "text": "Tesla moved to Budapest to work under Ferenc Pusk\u00e1s at a telegraph company, the Budapest Telephone Exchange", "probability": 0.04025913029909134 }, { "start_logit": 2.309675931930542, "end_logit": 3.511127233505249, "text": "the Budapest Telephone Exchange", "probability": 0.040041930973529816 }, { "start_logit": 2.875500202178955, "end_logit": 2.929739236831665, "text": "Budapest Telephone Exchange", "probability": 0.03942355513572693 }, { "start_logit": 2.129570722579956, "end_logit": 3.6322853565216064, "text": "Pusk\u00e1s", "probability": 0.037749793380498886 }, { "start_logit": 2.129570722579956, "end_logit": 3.511127233505249, "text": "Pusk\u00e1s at a telegraph company, the Budapest Telephone Exchange", "probability": 0.033442310988903046 }, { "start_logit": 2.0226516723632812, "end_logit": 3.511127233505249, "text": "telegraph company, the Budapest Telephone Exchange", "probability": 0.03005121275782585 }, { "start_logit": 2.9261860847473145, "end_logit": 2.5185155868530273, "text": "1881, Tesla moved to Budapest to work under Ferenc Pusk\u00e1s at a telegraph company", "probability": 0.02749009244143963 }, { "start_logit": 1.7679171562194824, "end_logit": 3.511127233505249, "text": "Telephone Exchange", "probability": 0.023293355479836464 }, { "start_logit": 2.650808811187744, "end_logit": 2.5185155868530273, "text": "Ferenc Pusk\u00e1s at a telegraph company", "probability": 0.020872831344604492 } ], "56dfb0c8231d4119001abc83": [ { "start_logit": 3.457263946533203, "end_logit": 3.564551591873169, "text": "June 1884", "probability": 0.08858130872249603 }, { "start_logit": 3.4304039478302, "end_logit": 3.564551591873169, "text": "Continental Edison Company in France, designing and making improvements to electrical equipment. 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Tesla's work for Edison began with simple electrical engineering", "probability": 0.05918131396174431 }, { "start_logit": 3.191060781478882, "end_logit": 3.325493097305298, "text": "1882, Tesla began working for the Continental Edison Company", "probability": 0.05344533920288086 }, { "start_logit": 2.935298442840576, "end_logit": 3.564551591873169, "text": "France, designing and making improvements to electrical equipment. 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Tesla considered the winter of 1886/1887", "probability": 0.052236661314964294 }, { "start_logit": 1.8476173877716064, "end_logit": 3.4111814498901367, "text": "Tesla considered the winter of 1886/1887", "probability": 0.05222024768590927 }, { "start_logit": 1.7836414575576782, "end_logit": 3.4111814498901367, "text": "2 per day. Tesla considered the winter of 1886/1887", "probability": 0.04898403584957123 }, { "start_logit": 2.64725923538208, "end_logit": 2.4835989475250244, "text": "winter of 1886", "probability": 0.04594891145825386 }, { "start_logit": 1.7007704973220825, "end_logit": 3.4111814498901367, "text": "1887", "probability": 0.04508833587169647 }, { "start_logit": 2.528428077697754, "end_logit": 2.4835989475250244, "text": "$2 per day. Tesla considered the winter of 1886", "probability": 0.04080067202448845 }, { "start_logit": 2.5274651050567627, "end_logit": 2.4835989475250244, "text": "1886", "probability": 0.04076141119003296 }, { "start_logit": 2.528428077697754, "end_logit": 2.4307844638824463, "text": "$2", "probability": 0.03870171681046486 }, { "start_logit": 2.241245985031128, "end_logit": 2.4835989475250244, "text": "various electrical repair jobs and even as a ditch digger for $2 per day. Tesla considered the winter of 1886", "probability": 0.03061581403017044 }, { "start_logit": 2.241245985031128, "end_logit": 2.4307844638824463, "text": "various electrical repair jobs and even as a ditch digger for $2", "probability": 0.029040809720754623 }, { "start_logit": 2.289469003677368, "end_logit": 2.269606828689575, "text": "Tesla's ideas for new types of motors and electrical transmission equipment", "probability": 0.02593899704515934 }, { "start_logit": 1.1440787315368652, "end_logit": 3.4111814498901367, "text": "the winter of 1886/1887", "probability": 0.025840211659669876 }, { "start_logit": 2.1526365280151367, "end_logit": 2.3460888862609863, "text": "electrical utility than invent new systems", "probability": 0.024419870227575302 }, { "start_logit": 2.64725923538208, "end_logit": 1.8500233888626099, "text": "winter of 1886/1887 as a time of \"terrible headaches and bitter tears", "probability": 0.02438465878367424 }, { "start_logit": 2.528428077697754, "end_logit": 1.8500233888626099, "text": "$2 per day. Tesla considered the winter of 1886/1887 as a time of \"terrible headaches and bitter tears", "probability": 0.021652545779943466 } ], "56e0d76d231d4119001ac42c": [ { "start_logit": 2.6059720516204834, "end_logit": 3.4217817783355713, "text": "winter of 1886/1887", "probability": 0.11328206956386566 }, { "start_logit": 2.516228675842285, "end_logit": 3.4217817783355713, "text": "1886/1887", "probability": 0.10355856269598007 }, { "start_logit": 2.352313756942749, "end_logit": 3.4217817783355713, "text": "$2 per day. Tesla considered the winter of 1886/1887", "probability": 0.0879020020365715 }, { "start_logit": 2.2486069202423096, "end_logit": 3.4217817783355713, "text": "various electrical repair jobs and even as a ditch digger for $2 per day. Tesla considered the winter of 1886/1887", "probability": 0.07924274355173111 }, { "start_logit": 2.04394793510437, "end_logit": 3.4217817783355713, "text": "ditch digger for $2 per day. Tesla considered the winter of 1886/1887", "probability": 0.0645769014954567 }, { "start_logit": 1.8717219829559326, "end_logit": 3.4217817783355713, "text": "electrical repair jobs and even as a ditch digger for $2 per day. Tesla considered the winter of 1886/1887", "probability": 0.05436011776328087 }, { "start_logit": 1.7996947765350342, "end_logit": 3.4217817783355713, "text": "Tesla considered the winter of 1886/1887", "probability": 0.0505823977291584 }, { "start_logit": 1.7662334442138672, "end_logit": 3.4217817783355713, "text": "1887", "probability": 0.04891783371567726 }, { "start_logit": 1.6987735033035278, "end_logit": 3.4217817783355713, "text": "2 per day. Tesla considered the winter of 1886/1887", "probability": 0.045726701617240906 }, { "start_logit": 2.6059720516204834, "end_logit": 2.5107834339141846, "text": "winter of 1886", "probability": 0.04555327817797661 }, { "start_logit": 2.516228675842285, "end_logit": 2.5107834339141846, "text": "1886", "probability": 0.041643235832452774 }, { "start_logit": 2.352313756942749, "end_logit": 2.546116590499878, "text": "$2", "probability": 0.03661864623427391 }, { "start_logit": 2.352313756942749, "end_logit": 2.5107834339141846, "text": "$2 per day. Tesla considered the winter of 1886", "probability": 0.03534737974405289 }, { "start_logit": 2.2486069202423096, "end_logit": 2.546116590499878, "text": "various electrical repair jobs and even as a ditch digger for $2", "probability": 0.03301132097840309 }, { "start_logit": 2.2486069202423096, "end_logit": 2.5107834339141846, "text": "various electrical repair jobs and even as a ditch digger for $2 per day. Tesla considered the winter of 1886", "probability": 0.03186529129743576 }, { "start_logit": 2.04394793510437, "end_logit": 2.546116590499878, "text": "ditch digger for $2", "probability": 0.026901759207248688 }, { "start_logit": 2.2487640380859375, "end_logit": 2.3279128074645996, "text": "electrical utility than invent new systems", "probability": 0.026544002816081047 }, { "start_logit": 2.04394793510437, "end_logit": 2.5107834339141846, "text": "ditch digger for $2 per day. Tesla considered the winter of 1886", "probability": 0.025967828929424286 }, { "start_logit": 2.6059720516204834, "end_logit": 1.883961796760559, "text": "winter of 1886/1887 as a time of \"terrible headaches and bitter tears", "probability": 0.02433853968977928 }, { "start_logit": 2.270690441131592, "end_logit": 2.207709312438965, "text": "Tesla's ideas for new types of motors and electrical transmission equipment", "probability": 0.02405942790210247 } ], "56e0d76d231d4119001ac42d": [ { "start_logit": 2.5942306518554688, "end_logit": 3.4096269607543945, "text": "1886/1887", "probability": 0.10748811066150665 }, { "start_logit": 2.582655668258667, "end_logit": 3.4096269607543945, "text": "winter of 1886/1887", "probability": 0.10625114291906357 }, { "start_logit": 2.5435678958892822, "end_logit": 3.4096269607543945, "text": "$2 per day. Tesla considered the winter of 1886/1887", "probability": 0.10217808932065964 }, { "start_logit": 2.2489333152770996, "end_logit": 3.4096269607543945, "text": "various electrical repair jobs and even as a ditch digger for $2 per day. Tesla considered the winter of 1886/1887", "probability": 0.07610263675451279 }, { "start_logit": 1.956719994544983, "end_logit": 3.4096269607543945, "text": "electrical repair jobs and even as a ditch digger for $2 per day. Tesla considered the winter of 1886/1887", "probability": 0.056818924844264984 }, { "start_logit": 1.8337695598602295, "end_logit": 3.4096269607543945, "text": "Tesla considered the winter of 1886/1887", "probability": 0.05024541914463043 }, { "start_logit": 1.829671025276184, "end_logit": 3.4096269607543945, "text": "2 per day. Tesla considered the winter of 1886/1887", "probability": 0.05003989115357399 }, { "start_logit": 1.8164595365524292, "end_logit": 3.4096269607543945, "text": "1887", "probability": 0.04938315227627754 }, { "start_logit": 2.5942306518554688, "end_logit": 2.5539660453796387, "text": "1886", "probability": 0.04568268731236458 }, { "start_logit": 2.582655668258667, "end_logit": 2.5539660453796387, "text": "winter of 1886", "probability": 0.045156944543123245 }, { "start_logit": 1.7057360410690308, "end_logit": 3.4096269607543945, "text": "ditch digger for $2 per day. Tesla considered the winter of 1886/1887", "probability": 0.04420711472630501 }, { "start_logit": 2.5435678958892822, "end_logit": 2.5539660453796387, "text": "$2 per day. Tesla considered the winter of 1886", "probability": 0.04342593625187874 }, { "start_logit": 2.5435678958892822, "end_logit": 2.475771188735962, "text": "$2", "probability": 0.04015960544347763 }, { "start_logit": 2.2489333152770996, "end_logit": 2.5539660453796387, "text": "various electrical repair jobs and even as a ditch digger for $2 per day. Tesla considered the winter of 1886", "probability": 0.032343789935112 }, { "start_logit": 2.2489333152770996, "end_logit": 2.475771188735962, "text": "various electrical repair jobs and even as a ditch digger for $2", "probability": 0.029911035671830177 }, { "start_logit": 1.1972085237503052, "end_logit": 3.4096269607543945, "text": "the winter of 1886/1887", "probability": 0.02658528834581375 }, { "start_logit": 2.263784646987915, "end_logit": 2.2826244831085205, "text": "Tesla's ideas for new types of motors and electrical transmission equipment", "probability": 0.025026410818099976 }, { "start_logit": 1.956719994544983, "end_logit": 2.5539660453796387, "text": "electrical repair jobs and even as a ditch digger for $2 per day. Tesla considered the winter of 1886", "probability": 0.02414816804230213 }, { "start_logit": 2.13777232170105, "end_logit": 2.302834987640381, "text": "electrical utility than invent new systems", "probability": 0.022513827309012413 }, { "start_logit": 1.956719994544983, "end_logit": 2.475771188735962, "text": "electrical repair jobs and even as a ditch digger for $2", "probability": 0.022331850603222847 } ], "56dfb666231d4119001abcc0": [ { "start_logit": 4.04938268661499, "end_logit": 3.913032293319702, "text": "Charles F. Peck", "probability": 0.16932716965675354 }, { "start_logit": 3.7179222106933594, "end_logit": 3.913032293319702, "text": "Alfred S. Brown, a Western Union superintendent, and New York attorney Charles F. Peck", "probability": 0.12155570834875107 }, { "start_logit": 3.7179222106933594, "end_logit": 3.4713923931121826, "text": "Alfred S. Brown", "probability": 0.07815803587436676 }, { "start_logit": 3.6838207244873047, "end_logit": 3.3444571495056152, "text": "Tesla Electric Company", "probability": 0.06653285771608353 }, { "start_logit": 3.380483865737915, "end_logit": 3.5778918266296387, "text": "April 1887", "probability": 0.06204090267419815 }, { "start_logit": 2.9631495475769043, "end_logit": 3.913032293319702, "text": "1886 Tesla met Alfred S. Brown, a Western Union superintendent, and New York attorney Charles F. Peck", "probability": 0.05714544281363487 }, { "start_logit": 2.872333526611328, "end_logit": 3.913032293319702, "text": "Western Union superintendent, and New York attorney Charles F. Peck", "probability": 0.05218442901968956 }, { "start_logit": 3.380483865737915, "end_logit": 3.3444571495056152, "text": "April 1887 they formed the Tesla Electric Company", "probability": 0.049124568700790405 }, { "start_logit": 2.9631495475769043, "end_logit": 3.4713923931121826, "text": "1886 Tesla met Alfred S. Brown", "probability": 0.036743439733982086 }, { "start_logit": 2.766125202178955, "end_logit": 3.5778918266296387, "text": "1887", "probability": 0.03356336057186127 }, { "start_logit": 2.4275195598602295, "end_logit": 3.913032293319702, "text": "New York attorney Charles F. Peck", "probability": 0.0334472618997097 }, { "start_logit": 2.7229983806610107, "end_logit": 3.5778918266296387, "text": "Tesla's patents and other ideas they agreed to back him financially and handle his patents. Together in April 1887", "probability": 0.0321466401219368 }, { "start_logit": 3.3166072368621826, "end_logit": 2.9779105186462402, "text": "89 Liberty Street", "probability": 0.03194243833422661 }, { "start_logit": 2.9631495475769043, "end_logit": 3.2864909172058105, "text": "1886", "probability": 0.030540643259882927 }, { "start_logit": 2.222154378890991, "end_logit": 3.913032293319702, "text": "Tesla met Alfred S. Brown, a Western Union superintendent, and New York attorney Charles F. Peck", "probability": 0.027237771078944206 }, { "start_logit": 2.766125202178955, "end_logit": 3.3444571495056152, "text": "1887 they formed the Tesla Electric Company", "probability": 0.026575781404972076 }, { "start_logit": 2.7229983806610107, "end_logit": 3.3444571495056152, "text": "Tesla's patents and other ideas they agreed to back him financially and handle his patents. Together in April 1887 they formed the Tesla Electric Company", "probability": 0.02545401081442833 }, { "start_logit": 3.6838207244873047, "end_logit": 2.3431408405303955, "text": "Tesla Electric Company with an agreement that profits from generated patents would go \u2153 to Tesla, \u2153 to Peck and Brown", "probability": 0.024443866685032845 }, { "start_logit": 2.0867137908935547, "end_logit": 3.913032293319702, "text": "late 1886 Tesla met Alfred S. Brown, a Western Union superintendent, and New York attorney Charles F. Peck", "probability": 0.023787597194314003 }, { "start_logit": 3.380483865737915, "end_logit": 2.3431408405303955, "text": "April 1887 they formed the Tesla Electric Company with an agreement that profits from generated patents would go \u2153 to Tesla, \u2153 to Peck and Brown", "probability": 0.01804814115166664 } ], "56dfb666231d4119001abcc1": [ { "start_logit": 4.070748329162598, "end_logit": 3.9834415912628174, "text": "Charles F. Peck", "probability": 0.16691340506076813 }, { "start_logit": 3.8782296180725098, "end_logit": 3.9834415912628174, "text": "Alfred S. Brown, a Western Union superintendent, and New York attorney Charles F. Peck", "probability": 0.1376834213733673 }, { "start_logit": 3.8782296180725098, "end_logit": 3.758751630783081, "text": "Alfred S. Brown", "probability": 0.10997648537158966 }, { "start_logit": 3.374499797821045, "end_logit": 3.594672918319702, "text": "April 1887", "probability": 0.05639936774969101 }, { "start_logit": 2.975388526916504, "end_logit": 3.9834415912628174, "text": "1886 Tesla met Alfred S. Brown, a Western Union superintendent, and New York attorney Charles F. Peck", "probability": 0.055819056928157806 }, { "start_logit": 3.5802576541900635, "end_logit": 3.3336784839630127, "text": "Tesla Electric Company", "probability": 0.05336855351924896 }, { "start_logit": 2.822375535964966, "end_logit": 3.9834415912628174, "text": "Western Union superintendent, and New York attorney Charles F. Peck", "probability": 0.047899384051561356 }, { "start_logit": 2.975388526916504, "end_logit": 3.758751630783081, "text": "1886 Tesla met Alfred S. Brown", "probability": 0.044586263597011566 }, { "start_logit": 3.374499797821045, "end_logit": 3.3336784839630127, "text": "April 1887 they formed the Tesla Electric Company", "probability": 0.04344361647963524 }, { "start_logit": 2.791368007659912, "end_logit": 3.594672918319702, "text": "1887", "probability": 0.03147917240858078 }, { "start_logit": 2.399764060974121, "end_logit": 3.9834415912628174, "text": "New York attorney Charles F. Peck", "probability": 0.03139004856348038 }, { "start_logit": 3.3642101287841797, "end_logit": 2.9986846446990967, "text": "89 Liberty Street", "probability": 0.0307589340955019 }, { "start_logit": 2.975388526916504, "end_logit": 3.3490734100341797, "text": "1886", "probability": 0.029599202796816826 }, { "start_logit": 2.612039089202881, "end_logit": 3.594672918319702, "text": "Tesla's patents and other ideas they agreed to back him financially and handle his patents. Together in April 1887", "probability": 0.026311267167329788 }, { "start_logit": 2.162795066833496, "end_logit": 3.9834415912628174, "text": "Tesla met Alfred S. Brown, a Western Union superintendent, and New York attorney Charles F. Peck", "probability": 0.02476724237203598 }, { "start_logit": 2.791368007659912, "end_logit": 3.3336784839630127, "text": "1887 they formed the Tesla Electric Company", "probability": 0.024247951805591583 }, { "start_logit": 3.5802576541900635, "end_logit": 2.4748666286468506, "text": "Tesla Electric Company with an agreement that profits from generated patents would go \u2153 to Tesla, \u2153 to Peck and Brown", "probability": 0.022610394284129143 }, { "start_logit": 2.051015615463257, "end_logit": 3.9834415912628174, "text": "Brown, a Western Union superintendent, and New York attorney Charles F. Peck", "probability": 0.022147901356220245 }, { "start_logit": 1.965427279472351, "end_logit": 3.9834415912628174, "text": "late 1886 Tesla met Alfred S. Brown, a Western Union superintendent, and New York attorney Charles F. Peck", "probability": 0.02033115178346634 }, { "start_logit": 2.612039089202881, "end_logit": 3.3336784839630127, "text": "Tesla's patents and other ideas they agreed to back him financially and handle his patents. Together in April 1887 they formed the Tesla Electric Company", "probability": 0.020267188549041748 } ], "56dfb666231d4119001abcc2": [ { "start_logit": 4.064987659454346, "end_logit": 3.930323600769043, "text": "Charles F. Peck", "probability": 0.1576388031244278 }, { "start_logit": 3.8928966522216797, "end_logit": 3.930323600769043, "text": "Alfred S. Brown, a Western Union superintendent, and New York attorney Charles F. Peck", "probability": 0.13271649181842804 }, { "start_logit": 3.8928966522216797, "end_logit": 3.7775161266326904, "text": "Alfred S. Brown", "probability": 0.11390992999076843 }, { "start_logit": 3.4110989570617676, "end_logit": 3.5957961082458496, "text": "April 1887", "probability": 0.05866774171590805 }, { "start_logit": 3.0071609020233154, "end_logit": 3.930323600769043, "text": "1886 Tesla met Alfred S. Brown, a Western Union superintendent, and New York attorney Charles F. Peck", "probability": 0.05473370850086212 }, { "start_logit": 3.5309231281280518, "end_logit": 3.3710503578186035, "text": "Tesla Electric Company", "probability": 0.052824169397354126 }, { "start_logit": 2.913222074508667, "end_logit": 3.930323600769043, "text": "Western Union superintendent, and New York attorney Charles F. Peck", "probability": 0.049826204776763916 }, { "start_logit": 3.0071609020233154, "end_logit": 3.7775161266326904, "text": "1886 Tesla met Alfred S. 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This innovative electric motor", "probability": 0.02646799385547638 }, { "start_logit": 3.1988348960876465, "end_logit": 2.5567169189453125, "text": "1882). This innovative electric motor", "probability": 0.025471901521086693 }, { "start_logit": 3.2371950149536133, "end_logit": 2.509012222290039, "text": "polyphase current", "probability": 0.025234989821910858 }, { "start_logit": 3.322892904281616, "end_logit": 2.1995747089385986, "text": "alternating current, a power system format that was starting to be built in Europe", "probability": 0.020175963640213013 }, { "start_logit": 1.918525218963623, "end_logit": 3.556025266647339, "text": "Tesla claimed to have conceived in 1882). 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Although a patent-sharing agreement was signed between the two companies in 1896", "probability": 0.018843114376068115 }, { "start_logit": 3.3132331371307373, "end_logit": 2.113703489303589, "text": "1896 Westinghouse was still cash-strapped from the financial warfare. To secure further loans, Westinghouse", "probability": 0.01850644312798977 } ], "56e089ab231d4119001ac289": [ { "start_logit": 3.663060426712036, "end_logit": 4.0473833084106445, "text": "General Electric", "probability": 0.18750938773155212 }, { "start_logit": 3.663060426712036, "end_logit": 3.546492099761963, "text": "General Electric, backed by financier J. P. Morgan", "probability": 0.11362893134355545 }, { "start_logit": 3.531954288482666, "end_logit": 3.546492099761963, "text": "J. P. 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Although a patent-sharing agreement was signed between the two companies in 1896", "probability": 0.019161785021424294 } ], "56e0ef0c231d4119001ac463": [ { "start_logit": 3.7263240814208984, "end_logit": 3.955028533935547, "text": "General Electric", "probability": 0.17378081381320953 }, { "start_logit": 3.7263240814208984, "end_logit": 3.57572078704834, "text": "General Electric, backed by financier J. P. Morgan", "probability": 0.11892429739236832 }, { "start_logit": 3.509807586669922, "end_logit": 3.57572078704834, "text": "J. P. Morgan", "probability": 0.09577202051877975 }, { "start_logit": 3.3205151557922363, "end_logit": 3.3096237182617188, "text": "1896", "probability": 0.0607387013733387 }, { "start_logit": 3.7263240814208984, "end_logit": 2.8774564266204834, "text": "General Electric, backed by financier J. P. 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Morgan, involved in takeover attempts and patent battles with Westinghouse Electric", "probability": 0.046596821397542953 }, { "start_logit": 2.297428607940674, "end_logit": 4.054924011230469, "text": "mid 1890s saw the conglomerate General Electric", "probability": 0.04435550421476364 }, { "start_logit": 2.6157279014587402, "end_logit": 3.6164236068725586, "text": "conglomerate General Electric, backed by financier J. P. Morgan", "probability": 0.03933189436793327 }, { "start_logit": 2.613452911376953, "end_logit": 3.6164236068725586, "text": "1890s saw the conglomerate General Electric, backed by financier J. P. Morgan", "probability": 0.039242517203092575 }, { "start_logit": 3.485597848892212, "end_logit": 2.742143392562866, "text": "J. P. 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His early experiments were with Crookes tubes, a cold cathode electrical discharge tube", "probability": 0.04197495058178902 }, { "start_logit": 3.0101377964019775, "end_logit": 3.3067281246185303, "text": "5th Avenue laboratory fire of March 1895", "probability": 0.03791867569088936 }, { "start_logit": 2.6394519805908203, "end_logit": 3.6676855087280273, "text": "invisible\" kinds after he had noticed damaged film in his laboratory in previous experiments (later identified as \"Roentgen rays\" or \"X-Rays", "probability": 0.037551578134298325 }, { "start_logit": 3.1413211822509766, "end_logit": 3.1191763877868652, "text": "1894", "probability": 0.035840388387441635 }, { "start_logit": 2.6394519805908203, "end_logit": 3.574359893798828, "text": "invisible\" kinds after he had noticed damaged film in his laboratory in previous experiments (later identified as \"Roentgen rays", "probability": 0.034205615520477295 }, { "start_logit": 3.728794574737549, "end_logit": 2.459526538848877, "text": "Wilhelm R\u00f6ntgen", "probability": 0.033344704657793045 }, { "start_logit": 2.8507513999938965, "end_logit": 3.3067281246185303, "text": "$50,000\u2014was lost in the 5th Avenue laboratory fire of March 1895", "probability": 0.03233199194073677 }, { "start_logit": 3.147411346435547, "end_logit": 3.004040002822876, "text": "Crookes tubes, a cold cathode electrical discharge tube", "probability": 0.0321376733481884 }, { "start_logit": 3.047370672225952, "end_logit": 3.0964646339416504, "text": "December 1895 announcement of the discovery of x-rays\u2014when he tried to photograph Mark Twain illuminated by a Geissler tube", "probability": 0.03189384192228317 }, { "start_logit": 3.047370672225952, "end_logit": 3.004818916320801, "text": "December 1895", "probability": 0.02910085953772068 }, { "start_logit": 2.920191526412964, "end_logit": 3.0964646339416504, "text": "Mark Twain illuminated by a Geissler tube", "probability": 0.028084948658943176 } ], "56e08b3c231d4119001ac2a7": [ { "start_logit": 3.533059597015381, "end_logit": 3.558002233505249, "text": "Roentgen rays\" or \"X-Rays", "probability": 0.08583840727806091 }, { "start_logit": 3.533059597015381, "end_logit": 3.5424680709838867, "text": "Roentgen rays\" or \"X-Rays\"). His early experiments were with Crookes tubes", "probability": 0.08451530337333679 }, { "start_logit": 3.533059597015381, "end_logit": 3.4895341396331787, "text": "Roentgen rays", "probability": 0.08015789836645126 }, { "start_logit": 3.4340052604675293, "end_logit": 3.558002233505249, "text": "X-Rays", "probability": 0.0777432844042778 }, { "start_logit": 3.4340052604675293, "end_logit": 3.5424680709838867, "text": "X-Rays\"). His early experiments were with Crookes tubes", "probability": 0.07654496282339096 }, { "start_logit": 3.275972366333008, "end_logit": 3.571380138397217, "text": "1894", "probability": 0.06727290153503418 }, { "start_logit": 3.9300544261932373, "end_logit": 2.8693881034851074, "text": "Wilhelm R\u00f6ntgen's December 1895", "probability": 0.06412582844495773 }, { "start_logit": 3.2108240127563477, "end_logit": 3.4895341396331787, "text": "radiant energy of \"invisible\" kinds after he had noticed damaged film in his laboratory in previous experiments (later identified as \"Roentgen rays", "probability": 0.058076635003089905 }, { "start_logit": 3.9300544261932373, "end_logit": 2.6630568504333496, "text": "Wilhelm R\u00f6ntgen", "probability": 0.052170440554618835 }, { "start_logit": 2.929478883743286, "end_logit": 3.5424680709838867, "text": "Crookes tubes", "probability": 0.0462171845138073 }, { "start_logit": 3.533059597015381, "end_logit": 2.8420262336730957, "text": "Roentgen rays\" or \"X-Rays\"). His early experiments were with Crookes tubes, a cold cathode electrical discharge tube", "probability": 0.041950520128011703 }, { "start_logit": 2.997169256210327, "end_logit": 3.3337271213531494, "text": "5th Avenue laboratory fire of March 1895", "probability": 0.04013711214065552 }, { "start_logit": 3.4340052604675293, "end_logit": 2.8420262336730957, "text": "X-Rays\"). His early experiments were with Crookes tubes, a cold cathode electrical discharge tube", "probability": 0.03799431398510933 }, { "start_logit": 2.9557173252105713, "end_logit": 3.198920726776123, "text": "December 1895 announcement of the discovery of x-rays\u2014when he tried to photograph Mark Twain illuminated by a Geissler tube", "probability": 0.03365101292729378 }, { "start_logit": 2.5016472339630127, "end_logit": 3.558002233505249, "text": "invisible\" kinds after he had noticed damaged film in his laboratory in previous experiments (later identified as \"Roentgen rays\" or \"X-Rays", "probability": 0.030601663514971733 }, { "start_logit": 2.5016472339630127, "end_logit": 3.4895341396331787, "text": "invisible\" kinds after he had noticed damaged film in his laboratory in previous experiments (later identified as \"Roentgen rays", "probability": 0.028576547279953957 }, { "start_logit": 2.9557173252105713, "end_logit": 2.8693881034851074, "text": "December 1895", "probability": 0.024203825742006302 }, { "start_logit": 2.4809813499450684, "end_logit": 3.3337271213531494, "text": "$50,000\u2014was lost in the 5th Avenue laboratory fire of March 1895", "probability": 0.023953480646014214 }, { "start_logit": 2.4545228481292725, "end_logit": 3.3337271213531494, "text": "March 1895", "probability": 0.023328013718128204 }, { "start_logit": 2.929478883743286, "end_logit": 2.8420262336730957, "text": "Crookes tubes, a cold cathode electrical discharge tube", "probability": 0.02294064685702324 } ], "56e0f32d231d4119001ac4c8": [ { "start_logit": 3.544481039047241, "end_logit": 3.574483871459961, "text": "Roentgen rays", "probability": 0.0811406821012497 }, { "start_logit": 3.544481039047241, "end_logit": 3.572190284729004, "text": "Roentgen rays\" or \"X-Rays\"). His early experiments were with Crookes tubes", "probability": 0.08095479011535645 }, { "start_logit": 3.524334192276001, "end_logit": 3.572190284729004, "text": "X-Rays\"). His early experiments were with Crookes tubes", "probability": 0.07934009283781052 }, { "start_logit": 3.544481039047241, "end_logit": 3.5356082916259766, "text": "Roentgen rays\" or \"X-Rays", "probability": 0.07804682105779648 }, { "start_logit": 3.524334192276001, "end_logit": 3.5356082916259766, "text": "X-Rays", "probability": 0.07649011164903641 }, { "start_logit": 3.7939517498016357, "end_logit": 3.0734782218933105, "text": "Wilhelm R\u00f6ntgen's December 1895", "probability": 0.06309547275304794 }, { "start_logit": 3.2923779487609863, "end_logit": 3.5516645908355713, "text": "1894", "probability": 0.06163698062300682 }, { "start_logit": 3.1034207344055176, "end_logit": 3.572190284729004, "text": "Crookes tubes", "probability": 0.052082568407058716 }, { "start_logit": 3.7939517498016357, "end_logit": 2.720010280609131, "text": "Wilhelm R\u00f6ntgen", "probability": 0.044308703392744064 }, { "start_logit": 2.923855781555176, "end_logit": 3.574483871459961, "text": "radiant energy of \"invisible\" kinds after he had noticed damaged film in his laboratory in previous experiments (later identified as \"Roentgen rays", "probability": 0.043621886521577835 }, { "start_logit": 3.544481039047241, "end_logit": 2.9503273963928223, "text": "Roentgen rays\" or \"X-Rays\"). His early experiments were with Crookes tubes, a cold cathode electrical discharge tube", "probability": 0.043468110263347626 }, { "start_logit": 3.524334192276001, "end_logit": 2.9503273963928223, "text": "X-Rays\"). His early experiments were with Crookes tubes, a cold cathode electrical discharge tube", "probability": 0.04260114207863808 }, { "start_logit": 3.0225627422332764, "end_logit": 3.4084014892578125, "text": "5th Avenue laboratory fire of March 1895", "probability": 0.04077967628836632 }, { "start_logit": 2.7340216636657715, "end_logit": 3.574483871459961, "text": "invisible\" kinds after he had noticed damaged film in his laboratory in previous experiments (later identified as \"Roentgen rays", "probability": 0.03607949987053871 }, { "start_logit": 2.7340216636657715, "end_logit": 3.5356082916259766, "text": "invisible\" kinds after he had noticed damaged film in his laboratory in previous experiments (later identified as \"Roentgen rays\" or \"X-Rays", "probability": 0.034703802317380905 }, { "start_logit": 3.0662660598754883, "end_logit": 3.09281325340271, "text": "December 1895 announcement of the discovery of x-rays\u2014when he tried to photograph Mark Twain illuminated by a Geissler tube", "probability": 0.031071742996573448 }, { "start_logit": 3.0662660598754883, "end_logit": 3.0734782218933105, "text": "December 1895", "probability": 0.030476734042167664 }, { "start_logit": 3.1034207344055176, "end_logit": 2.9503273963928223, "text": "Crookes tubes, a cold cathode electrical discharge tube", "probability": 0.02796538546681404 }, { "start_logit": 2.615955114364624, "end_logit": 3.4084014892578125, "text": "March 1895", "probability": 0.027155404910445213 }, { "start_logit": 2.848057985305786, "end_logit": 3.09281325340271, "text": "Mark Twain illuminated by a Geissler tube", "probability": 0.024980375543236732 } ], "56e0f32d231d4119001ac4c9": [ { "start_logit": 3.6043946743011475, "end_logit": 3.5411458015441895, "text": "Roentgen rays", "probability": 0.08818497508764267 }, { "start_logit": 3.6043946743011475, "end_logit": 3.540391445159912, "text": "Roentgen rays\" or \"X-Rays", "probability": 0.08811848610639572 }, { "start_logit": 3.6043946743011475, "end_logit": 3.4468581676483154, "text": "Roentgen rays\" or \"X-Rays\"). His early experiments were with Crookes tubes", "probability": 0.08025019615888596 }, { "start_logit": 3.4690051078796387, "end_logit": 3.540391445159912, "text": "X-Rays", "probability": 0.07696054875850677 }, { "start_logit": 3.4690051078796387, "end_logit": 3.4468581676483154, "text": "X-Rays\"). His early experiments were with Crookes tubes", "probability": 0.07008855044841766 }, { "start_logit": 3.8048627376556396, "end_logit": 3.0309689044952393, "text": "Wilhelm R\u00f6ntgen's December 1895", "probability": 0.06469785422086716 }, { "start_logit": 3.163102149963379, "end_logit": 3.4468581676483154, "text": "Crookes tubes", "probability": 0.051617302000522614 }, { "start_logit": 3.6043946743011475, "end_logit": 2.9816577434539795, "text": "Roentgen rays\" or \"X-Rays\"). His early experiments were with Crookes tubes, a cold cathode electrical discharge tube", "probability": 0.05039786919951439 }, { "start_logit": 3.1989388465881348, "end_logit": 3.3257668018341064, "text": "1894", "probability": 0.04739905521273613 }, { "start_logit": 3.4690051078796387, "end_logit": 2.9816577434539795, "text": "X-Rays\"). His early experiments were with Crookes tubes, a cold cathode electrical discharge tube", "probability": 0.04401625692844391 }, { "start_logit": 2.844247817993164, "end_logit": 3.5411458015441895, "text": "radiant energy of \"invisible\" kinds after he had noticed damaged film in his laboratory in previous experiments (later identified as \"Roentgen rays", "probability": 0.04123510792851448 }, { "start_logit": 2.998185634613037, "end_logit": 3.2986907958984375, "text": "5th Avenue laboratory fire of March 1895", "probability": 0.037741970270872116 }, { "start_logit": 3.8048627376556396, "end_logit": 2.4750571250915527, "text": "Wilhelm R\u00f6ntgen", "probability": 0.03710738569498062 }, { "start_logit": 3.0820229053497314, "end_logit": 3.155240297317505, "text": "Mark Twain illuminated by a Geissler tube", "probability": 0.03555779904127121 }, { "start_logit": 2.638786792755127, "end_logit": 3.5411458015441895, "text": "invisible\" kinds after he had noticed damaged film in his laboratory in previous experiments (later identified as \"Roentgen rays", "probability": 0.03357658535242081 }, { "start_logit": 2.638786792755127, "end_logit": 3.540391445159912, "text": "invisible\" kinds after he had noticed damaged film in his laboratory in previous experiments (later identified as \"Roentgen rays\" or \"X-Rays", "probability": 0.03355126455426216 }, { "start_logit": 3.163102149963379, "end_logit": 2.9816577434539795, "text": "Crookes tubes, a cold cathode electrical discharge tube", "probability": 0.03241614252328873 }, { "start_logit": 2.9739530086517334, "end_logit": 3.155240297317505, "text": "December 1895 announcement of the discovery of x-rays\u2014when he tried to photograph Mark Twain illuminated by a Geissler tube", "probability": 0.03191542997956276 }, { "start_logit": 2.9739530086517334, "end_logit": 3.0309689044952393, "text": "December 1895", "probability": 0.028185799717903137 }, { "start_logit": 2.662562608718872, "end_logit": 3.2986907958984375, "text": "$50,000\u2014was lost in the 5th Avenue laboratory fire of March 1895", "probability": 0.026981452479958534 } ], "56e0f32d231d4119001ac4ca": [ { "start_logit": 3.5321273803710938, "end_logit": 3.5678651332855225, "text": "Roentgen rays", "probability": 0.08524113148450851 }, { "start_logit": 3.5321273803710938, "end_logit": 3.5277352333068848, "text": "Roentgen rays\" or \"X-Rays\"). His early experiments were with Crookes tubes", "probability": 0.0818881243467331 }, { "start_logit": 3.5321273803710938, "end_logit": 3.518669605255127, "text": "Roentgen rays\" or \"X-Rays", "probability": 0.08114911615848541 }, { "start_logit": 3.461836338043213, "end_logit": 3.5277352333068848, "text": "X-Rays\"). His early experiments were with Crookes tubes", "probability": 0.07632976025342941 }, { "start_logit": 3.461836338043213, "end_logit": 3.518669605255127, "text": "X-Rays", "probability": 0.07564091682434082 }, { "start_logit": 3.293766498565674, "end_logit": 3.4689130783081055, "text": "1894", "probability": 0.0608353391289711 }, { "start_logit": 3.1743271350860596, "end_logit": 3.5678651332855225, "text": "radiant energy of \"invisible\" kinds after he had noticed damaged film in his laboratory in previous experiments (later identified as \"Roentgen rays", "probability": 0.05960167199373245 }, { "start_logit": 3.7137086391448975, "end_logit": 2.9999704360961914, "text": "Wilhelm R\u00f6ntgen's December 1895", "probability": 0.057926252484321594 }, { "start_logit": 3.095813512802124, "end_logit": 3.5277352333068848, "text": "Crookes tubes", "probability": 0.05293368175625801 }, { "start_logit": 3.5321273803710938, "end_logit": 2.970777988433838, "text": "Roentgen rays\" or \"X-Rays\"). His early experiments were with Crookes tubes, a cold cathode electrical discharge tube", "probability": 0.046917784959077835 }, { "start_logit": 3.461836338043213, "end_logit": 2.970777988433838, "text": "X-Rays\"). His early experiments were with Crookes tubes, a cold cathode electrical discharge tube", "probability": 0.04373311996459961 }, { "start_logit": 3.0167746543884277, "end_logit": 3.2783987522125244, "text": "5th Avenue laboratory fire of March 1895", "probability": 0.0381171777844429 }, { "start_logit": 3.7137086391448975, "end_logit": 2.5599660873413086, "text": "Wilhelm R\u00f6ntgen", "probability": 0.03730645403265953 }, { "start_logit": 2.536111831665039, "end_logit": 3.5678651332855225, "text": "invisible\" kinds after he had noticed damaged film in his laboratory in previous experiments (later identified as \"Roentgen rays", "probability": 0.03148365393280983 }, { "start_logit": 3.095813512802124, "end_logit": 2.970777988433838, "text": "Crookes tubes, a cold cathode electrical discharge tube", "probability": 0.03032834082841873 }, { "start_logit": 3.005105972290039, "end_logit": 3.0528993606567383, "text": "December 1895 announcement of the discovery of x-rays\u2014when he tried to photograph Mark Twain illuminated by a Geissler tube", "probability": 0.030069056898355484 }, { "start_logit": 2.536111831665039, "end_logit": 3.518669605255127, "text": "invisible\" kinds after he had noticed damaged film in his laboratory in previous experiments (later identified as \"Roentgen rays\" or \"X-Rays", "probability": 0.029972275719046593 }, { "start_logit": 2.986377000808716, "end_logit": 3.0528993606567383, "text": "Mark Twain illuminated by a Geissler tube", "probability": 0.02951112948358059 }, { "start_logit": 3.005105972290039, "end_logit": 2.9999704360961914, "text": "December 1895", "probability": 0.0285189226269722 }, { "start_logit": 2.489453077316284, "end_logit": 3.2783987522125244, "text": "March 1895", "probability": 0.02249612659215927 } ], "56e0f32d231d4119001ac4cb": [ { "start_logit": 3.568528175354004, "end_logit": 3.5017974376678467, "text": "Roentgen rays\" or \"X-Rays\"). His early experiments were with Crookes tubes", "probability": 0.08730953186750412 }, { "start_logit": 3.568528175354004, "end_logit": 3.4987940788269043, "text": "Roentgen rays\" or \"X-Rays", "probability": 0.08704768121242523 }, { "start_logit": 3.568528175354004, "end_logit": 3.464895486831665, "text": "Roentgen rays", "probability": 0.08414632081985474 }, { "start_logit": 3.4062535762786865, "end_logit": 3.5017974376678467, "text": "X-Rays\"). His early experiments were with Crookes tubes", "probability": 0.07423122227191925 }, { "start_logit": 3.4062535762786865, "end_logit": 3.4987940788269043, "text": "X-Rays", "probability": 0.07400859147310257 }, { "start_logit": 3.230609893798828, "end_logit": 3.5702624320983887, "text": "1894", "probability": 0.0666867345571518 }, { "start_logit": 3.9193222522735596, "end_logit": 2.8100478649139404, "text": "Wilhelm R\u00f6ntgen's December 1895", "probability": 0.06208496168255806 }, { "start_logit": 3.9193222522735596, "end_logit": 2.712496757507324, "text": "Wilhelm R\u00f6ntgen", "probability": 0.05631452798843384 }, { "start_logit": 3.160956621170044, "end_logit": 3.464895486831665, "text": "radiant energy of \"invisible\" kinds after he had noticed damaged film in his laboratory in previous experiments (later identified as \"Roentgen rays", "probability": 0.055979520082473755 }, { "start_logit": 2.9166619777679443, "end_logit": 3.5017974376678467, "text": "Crookes tubes", "probability": 0.045494578778743744 }, { "start_logit": 3.568528175354004, "end_logit": 2.745602607727051, "text": "Roentgen rays\" or \"X-Rays\"). His early experiments were with Crookes tubes, a cold cathode electrical discharge tube", "probability": 0.04098739102482796 }, { "start_logit": 2.963332176208496, "end_logit": 3.319106101989746, "text": "5th Avenue laboratory fire of March 1895", "probability": 0.03970877081155777 }, { "start_logit": 3.4062535762786865, "end_logit": 2.745602607727051, "text": "X-Rays\"). 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In his many notes on the early investigation of this phenomenon, he attributed the skin damage to various causes", "probability": 0.03134341910481453 }, { "start_logit": 2.7591536045074463, "end_logit": 2.258889675140381, "text": "longitudinal waves, such as those produced in waves in plasmas. These plasma waves", "probability": 0.028947962448000908 }, { "start_logit": 2.3205065727233887, "end_logit": 2.6877427101135254, "text": "X-ray-producing devices", "probability": 0.028665825724601746 }, { "start_logit": 2.0501749515533447, "end_logit": 2.8094141483306885, "text": "force-free magnetic fields", "probability": 0.024705981835722923 }, { "start_logit": 2.832326889038086, "end_logit": 1.9674383401870728, "text": "single-node X-ray-producing devices. In his many notes on the early investigation of this phenomenon, he attributed the skin damage", "probability": 0.023271312937140465 }, { "start_logit": 1.9716145992279053, "end_logit": 2.8094141483306885, "text": "X-rays were longitudinal waves, such as those produced in waves in plasmas. These plasma waves can occur in force-free magnetic fields", "probability": 0.02283935248851776 }, { "start_logit": 2.069861888885498, "end_logit": 2.6877427101135254, "text": "Tesla noted the hazards of working with his circuit and single-node X-ray-producing devices", "probability": 0.02231057919561863 } ], "56e08f4a231d4119001ac2b9": [ { "start_logit": 2.922528028488159, "end_logit": 3.266101121902466, "text": "Roentgen rays", "probability": 0.10488137602806091 }, { "start_logit": 2.922528028488159, "end_logit": 3.084721326828003, "text": "Roentgen rays, but by the ozone generated in contact with the skin, and to a lesser extent, by nitrous acid", "probability": 0.0874834880232811 }, { "start_logit": 2.7616677284240723, "end_logit": 3.2301738262176514, "text": "longitudinal waves", "probability": 0.08614588528871536 }, { "start_logit": 2.681936264038086, "end_logit": 3.266101121902466, "text": "skin damage to various causes. He believed early on that damage to the skin was not caused by the Roentgen rays", "probability": 0.08245378732681274 }, { "start_logit": 2.627009153366089, "end_logit": 3.2301738262176514, "text": "ozone generated in contact with the skin, and to a lesser extent, by nitrous acid. Tesla incorrectly believed that X-rays were longitudinal waves", "probability": 0.07529274374246597 }, { "start_logit": 2.627009153366089, "end_logit": 3.084721326828003, "text": "ozone generated in contact with the skin, and to a lesser extent, by nitrous acid", "probability": 0.06510043889284134 }, { "start_logit": 2.7616677284240723, "end_logit": 2.762202501296997, "text": "longitudinal waves, such as those produced in waves in plasmas. These plasma waves can occur in force-free magnetic fields", "probability": 0.053950730711221695 }, { "start_logit": 2.7446017265319824, "end_logit": 2.688356399536133, "text": "single-node X-ray-producing devices", "probability": 0.04926229640841484 }, { "start_logit": 2.098738670349121, "end_logit": 3.2301738262176514, "text": "Tesla incorrectly believed that X-rays were longitudinal waves", "probability": 0.04439441114664078 }, { "start_logit": 2.087043523788452, "end_logit": 3.2301738262176514, "text": "nitrous acid. Tesla incorrectly believed that X-rays were longitudinal waves", "probability": 0.043878223747015 }, { "start_logit": 1.9249954223632812, "end_logit": 3.266101121902466, "text": "various causes. He believed early on that damage to the skin was not caused by the Roentgen rays", "probability": 0.038679011166095734 }, { "start_logit": 2.087043523788452, "end_logit": 3.084721326828003, "text": "nitrous acid", "probability": 0.03793846443295479 }, { "start_logit": 1.9321932792663574, "end_logit": 3.2301738262176514, "text": "X-rays were longitudinal waves", "probability": 0.037583597004413605 }, { "start_logit": 2.7616677284240723, "end_logit": 2.3787710666656494, "text": "longitudinal waves, such as those produced in waves in plasmas. These plasma waves", "probability": 0.036768440157175064 }, { "start_logit": 2.2556445598602295, "end_logit": 2.688356399536133, "text": "X-ray-producing devices", "probability": 0.03021087683737278 }, { "start_logit": 2.214500665664673, "end_logit": 2.688356399536133, "text": "Tesla noted the hazards of working with his circuit and single-node X-ray-producing devices", "probability": 0.028993090614676476 }, { "start_logit": 2.7446017265319824, "end_logit": 2.0206034183502197, "text": "single-node X-ray-producing devices. In his many notes on the early investigation of this phenomenon, he attributed the skin damage", "probability": 0.025264648720622063 }, { "start_logit": 2.7446017265319824, "end_logit": 1.9878662824630737, "text": "single-node X-ray-producing devices. In his many notes on the early investigation of this phenomenon, he attributed the skin damage to various causes", "probability": 0.02445094659924507 }, { "start_logit": 2.681936264038086, "end_logit": 2.0206034183502197, "text": "skin damage", "probability": 0.023730004206299782 }, { "start_logit": 1.9321932792663574, "end_logit": 2.762202501296997, "text": "X-rays were longitudinal waves, such as those produced in waves in plasmas. These plasma waves can occur in force-free magnetic fields", "probability": 0.023537544533610344 } ], "56e08f4a231d4119001ac2ba": [ { "start_logit": 2.998495578765869, "end_logit": 3.419034957885742, "text": "Roentgen rays, but by the ozone generated in contact with the skin, and to a lesser extent, by nitrous acid", "probability": 0.11709067225456238 }, { "start_logit": 2.998495578765869, "end_logit": 3.267611026763916, "text": "Roentgen rays", "probability": 0.10063747316598892 }, { "start_logit": 2.7841873168945312, "end_logit": 3.2408573627471924, "text": "longitudinal waves", "probability": 0.07908020168542862 }, { "start_logit": 2.5822503566741943, "end_logit": 3.419034957885742, "text": "ozone generated in contact with the skin, and to a lesser extent, by nitrous acid", "probability": 0.07722348719835281 }, { "start_logit": 2.649747133255005, "end_logit": 3.267611026763916, "text": "skin damage to various causes. He believed early on that damage to the skin was not caused by the Roentgen rays", "probability": 0.07100685685873032 }, { "start_logit": 2.5822503566741943, "end_logit": 3.2408573627471924, "text": "ozone generated in contact with the skin, and to a lesser extent, by nitrous acid. Tesla incorrectly believed that X-rays were longitudinal waves", "probability": 0.06462011486291885 }, { "start_logit": 2.255728006362915, "end_logit": 3.419034957885742, "text": "nitrous acid", "probability": 0.05571117624640465 }, { "start_logit": 2.7841873168945312, "end_logit": 2.8176088333129883, "text": "longitudinal waves, such as those produced in waves in plasmas. These plasma waves can occur in force-free magnetic fields", "probability": 0.051790885627269745 }, { "start_logit": 2.255728006362915, "end_logit": 3.2408573627471924, "text": "nitrous acid. Tesla incorrectly believed that X-rays were longitudinal waves", "probability": 0.046618781983852386 }, { "start_logit": 2.788566827774048, "end_logit": 2.6840758323669434, "text": "single-node X-ray-producing devices", "probability": 0.045515865087509155 }, { "start_logit": 2.010869026184082, "end_logit": 3.2408573627471924, "text": "Tesla incorrectly believed that X-rays were longitudinal waves", "probability": 0.03649387136101723 }, { "start_logit": 1.98243248462677, "end_logit": 3.2408573627471924, "text": "X-rays were longitudinal waves", "probability": 0.035470739006996155 }, { "start_logit": 1.9207557439804077, "end_logit": 3.267611026763916, "text": "various causes. He believed early on that damage to the skin was not caused by the Roentgen rays", "probability": 0.03425336629152298 }, { "start_logit": 2.7841873168945312, "end_logit": 2.363377094268799, "text": "longitudinal waves, such as those produced in waves in plasmas. These plasma waves", "probability": 0.03288387879729271 }, { "start_logit": 2.3408570289611816, "end_logit": 2.6840758323669434, "text": "X-ray-producing devices", "probability": 0.029088729992508888 }, { "start_logit": 2.788566827774048, "end_logit": 2.1709675788879395, "text": "single-node X-ray-producing devices. In his many notes on the early investigation of this phenomenon, he attributed the skin damage", "probability": 0.027247251942753792 }, { "start_logit": 2.1555233001708984, "end_logit": 2.6840758323669434, "text": "Tesla noted the hazards of working with his circuit and single-node X-ray-producing devices", "probability": 0.024167703464627266 }, { "start_logit": 2.788566827774048, "end_logit": 2.0504262447357178, "text": "single-node X-ray-producing devices. In his many notes on the early investigation of this phenomenon, he attributed the skin damage to various causes", "probability": 0.02415306121110916 }, { "start_logit": 2.649747133255005, "end_logit": 2.1709675788879395, "text": "skin damage", "probability": 0.02371559664607048 }, { "start_logit": 1.98243248462677, "end_logit": 2.8176088333129883, "text": "X-rays were longitudinal waves, such as those produced in waves in plasmas. These plasma waves can occur in force-free magnetic fields", "probability": 0.02323034405708313 } ], "56e08f4a231d4119001ac2bb": [ { "start_logit": 3.0006163120269775, "end_logit": 3.3553719520568848, "text": "Roentgen rays, but by the ozone generated in contact with the skin, and to a lesser extent, by nitrous acid", "probability": 0.12896378338336945 }, { "start_logit": 3.0006163120269775, "end_logit": 3.116189479827881, "text": "Roentgen rays", "probability": 0.10152947157621384 }, { "start_logit": 2.5280277729034424, "end_logit": 3.3553719520568848, "text": "ozone generated in contact with the skin, and to a lesser extent, by nitrous acid", "probability": 0.08039428293704987 }, { "start_logit": 2.6497788429260254, "end_logit": 3.0143485069274902, "text": "longitudinal waves", "probability": 0.06456487625837326 }, { "start_logit": 2.239506721496582, "end_logit": 3.3553719520568848, "text": "nitrous acid", "probability": 0.06024513021111488 }, { "start_logit": 2.443542957305908, "end_logit": 3.116189479827881, "text": "skin damage to various causes. He believed early on that damage to the skin was not caused by the Roentgen rays", "probability": 0.05816452577710152 }, { "start_logit": 2.5280277729034424, "end_logit": 3.0143485069274902, "text": "ozone generated in contact with the skin, and to a lesser extent, by nitrous acid. Tesla incorrectly believed that X-rays were longitudinal waves", "probability": 0.05716373398900032 }, { "start_logit": 2.6497788429260254, "end_logit": 2.731433153152466, "text": "longitudinal waves, such as those produced in waves in plasmas. These plasma waves can occur in force-free magnetic fields", "probability": 0.04865504056215286 }, { "start_logit": 2.663705825805664, "end_logit": 2.6293914318084717, "text": "single-node X-ray-producing devices", "probability": 0.04455127194523811 }, { "start_logit": 2.239506721496582, "end_logit": 3.0143485069274902, "text": "nitrous acid. Tesla incorrectly believed that X-rays were longitudinal waves", "probability": 0.042836837470531464 }, { "start_logit": 2.164616584777832, "end_logit": 3.0143485069274902, "text": "Tesla incorrectly believed that X-rays were longitudinal waves", "probability": 0.039745964109897614 }, { "start_logit": 2.0737998485565186, "end_logit": 3.0143485069274902, "text": "X-rays were longitudinal waves", "probability": 0.03629541024565697 }, { "start_logit": 1.9176112413406372, "end_logit": 3.116189479827881, "text": "various causes. He believed early on that damage to the skin was not caused by the Roentgen rays", "probability": 0.03437548875808716 }, { "start_logit": 2.3104121685028076, "end_logit": 2.6293914318084717, "text": "Tesla noted the hazards of working with his circuit and single-node X-ray-producing devices", "probability": 0.03129150718450546 }, { "start_logit": 2.3096530437469482, "end_logit": 2.6293914318084717, "text": "X-ray-producing devices", "probability": 0.031267762184143066 }, { "start_logit": 2.663705825805664, "end_logit": 2.1950840950012207, "text": "single-node X-ray-producing devices. In his many notes on the early investigation of this phenomenon, he attributed the skin damage", "probability": 0.028856437653303146 }, { "start_logit": 2.663705825805664, "end_logit": 2.186227321624756, "text": "single-node X-ray-producing devices. In his many notes on the early investigation of this phenomenon, he attributed the skin damage to various causes", "probability": 0.028601989150047302 }, { "start_logit": 2.093803644180298, "end_logit": 2.731433153152466, "text": "force-free magnetic fields", "probability": 0.02790427766740322 }, { "start_logit": 2.0737998485565186, "end_logit": 2.731433153152466, "text": "X-rays were longitudinal waves, such as those produced in waves in plasmas. These plasma waves can occur in force-free magnetic fields", "probability": 0.027351632714271545 }, { "start_logit": 2.6497788429260254, "end_logit": 2.1513850688934326, "text": "longitudinal waves, such as those produced in waves in plasmas. These plasma waves", "probability": 0.027240553870797157 } ], "56e0f6aa231d4119001ac4ee": [ { "start_logit": 2.84199857711792, "end_logit": 3.2159905433654785, "text": "Roentgen rays, but by the ozone generated in contact with the skin, and to a lesser extent, by nitrous acid", "probability": 0.11994199454784393 }, { "start_logit": 2.84199857711792, "end_logit": 3.093294143676758, "text": "Roentgen rays", "probability": 0.10609254986047745 }, { "start_logit": 2.84475040435791, "end_logit": 2.7224924564361572, "text": "single-node X-ray-producing devices", "probability": 0.07342479377985 }, { "start_logit": 2.2623045444488525, "end_logit": 3.2159905433654785, "text": "ozone generated in contact with the skin, and to a lesser extent, by nitrous acid", "probability": 0.06717589497566223 }, { "start_logit": 2.453029155731201, "end_logit": 2.9034273624420166, "text": "longitudinal waves", "probability": 0.05947023257613182 }, { "start_logit": 2.2537851333618164, "end_logit": 3.093294143676758, "text": "skin damage to various causes. He believed early on that damage to the skin was not caused by the Roentgen rays", "probability": 0.0589151605963707 }, { "start_logit": 2.081723213195801, "end_logit": 3.2159905433654785, "text": "nitrous acid", "probability": 0.05607739835977554 }, { "start_logit": 2.2623045444488525, "end_logit": 2.9034273624420166, "text": "ozone generated in contact with the skin, and to a lesser extent, by nitrous acid. Tesla incorrectly believed that X-rays were longitudinal waves", "probability": 0.04914381727576256 }, { "start_logit": 2.453029155731201, "end_logit": 2.6172361373901367, "text": "longitudinal waves, such as those produced in waves in plasmas. These plasma waves can occur in force-free magnetic fields", "probability": 0.04466920718550682 }, { "start_logit": 2.3008413314819336, "end_logit": 2.7224924564361572, "text": "Tesla noted the hazards of working with his circuit and single-node X-ray-producing devices", "probability": 0.04262123629450798 }, { "start_logit": 2.081723213195801, "end_logit": 2.9034273624420166, "text": "nitrous acid. Tesla incorrectly believed that X-rays were longitudinal waves", "probability": 0.041024502366781235 }, { "start_logit": 2.0680105686187744, "end_logit": 2.9034273624420166, "text": "Tesla incorrectly believed that X-rays were longitudinal waves", "probability": 0.04046579822897911 }, { "start_logit": 2.1977760791778564, "end_logit": 2.7224924564361572, "text": "X-ray-producing devices", "probability": 0.03844727203249931 }, { "start_logit": 1.8089550733566284, "end_logit": 3.093294143676758, "text": "various causes. He believed early on that damage to the skin was not caused by the Roentgen rays", "probability": 0.03776068612933159 }, { "start_logit": 1.874764084815979, "end_logit": 2.9034273624420166, "text": "X-rays were longitudinal waves", "probability": 0.033355098217725754 }, { "start_logit": 2.453029155731201, "end_logit": 2.2633073329925537, "text": "longitudinal waves, such as those produced in waves in plasmas. These plasma waves", "probability": 0.031354427337646484 }, { "start_logit": 2.84475040435791, "end_logit": 1.7006490230560303, "text": "single-node X-ray-producing devices. In his many notes on the early investigation of this phenomenon, he attributed the skin damage to various causes", "probability": 0.0264278631657362 }, { "start_logit": 1.874764084815979, "end_logit": 2.6172361373901367, "text": "X-rays were longitudinal waves, such as those produced in waves in plasmas. These plasma waves can occur in force-free magnetic fields", "probability": 0.025053642690181732 }, { "start_logit": 1.8460419178009033, "end_logit": 2.6172361373901367, "text": "force-free magnetic fields", "probability": 0.02434428036212921 }, { "start_logit": 2.84475040435791, "end_logit": 1.613991141319275, "text": "single-node X-ray-producing devices. In his many notes on the early investigation of this phenomenon, he attributed the skin damage", "probability": 0.02423410303890705 } ], "56e0f6aa231d4119001ac4ef": [ { "start_logit": 3.0035758018493652, "end_logit": 3.394775629043579, "text": "Roentgen rays, but by the ozone generated in contact with the skin, and to a lesser extent, by nitrous acid", "probability": 0.12263350933790207 }, { "start_logit": 3.0035758018493652, "end_logit": 3.097852945327759, "text": "Roentgen rays", "probability": 0.09112914651632309 }, { "start_logit": 2.619418144226074, "end_logit": 3.394775629043579, "text": "ozone generated in contact with the skin, and to a lesser extent, by nitrous acid", "probability": 0.08351632952690125 }, { "start_logit": 2.74945068359375, "end_logit": 3.243046760559082, "text": "longitudinal waves", "probability": 0.08172386884689331 }, { "start_logit": 2.619418144226074, "end_logit": 3.243046760559082, "text": "ozone generated in contact with the skin, and to a lesser extent, by nitrous acid. Tesla incorrectly believed that X-rays were longitudinal waves", "probability": 0.07175902277231216 }, { "start_logit": 2.5774950981140137, "end_logit": 3.097852945327759, "text": "skin damage to various causes. He believed early on that damage to the skin was not caused by the Roentgen rays", "probability": 0.05951312556862831 }, { "start_logit": 2.24967360496521, "end_logit": 3.394775629043579, "text": "nitrous acid", "probability": 0.05770235136151314 }, { "start_logit": 2.74945068359375, "end_logit": 2.8113973140716553, "text": "longitudinal waves, such as those produced in waves in plasmas. These plasma waves can occur in force-free magnetic fields", "probability": 0.053074516355991364 }, { "start_logit": 2.24967360496521, "end_logit": 3.243046760559082, "text": "nitrous acid. Tesla incorrectly believed that X-rays were longitudinal waves", "probability": 0.04957909137010574 }, { "start_logit": 2.7696733474731445, "end_logit": 2.71147084236145, "text": "single-node X-ray-producing devices", "probability": 0.04900844022631645 }, { "start_logit": 2.0345115661621094, "end_logit": 3.243046760559082, "text": "Tesla incorrectly believed that X-rays were longitudinal waves", "probability": 0.03998110443353653 }, { "start_logit": 1.8248258829116821, "end_logit": 3.243046760559082, "text": "X-rays were longitudinal waves", "probability": 0.03241823613643646 }, { "start_logit": 2.74945068359375, "end_logit": 2.308835744857788, "text": "longitudinal waves, such as those produced in waves in plasmas. These plasma waves", "probability": 0.03210896626114845 }, { "start_logit": 1.9321120977401733, "end_logit": 3.097852945327759, "text": "various causes. 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He stated that he observed stationary waves", "probability": 0.03682996705174446 }, { "start_logit": 2.0873310565948486, "end_logit": 3.443068027496338, "text": "Tesla was detecting from lightning storms", "probability": 0.033603377640247345 }, { "start_logit": 2.0700037479400635, "end_logit": 3.443068027496338, "text": "great distances and the nature of what Tesla was detecting from lightning storms", "probability": 0.033026136457920074 }, { "start_logit": 2.8399569988250732, "end_logit": 2.5677497386932373, "text": "atmospheric electricity, observing lightning signals via his receivers", "probability": 0.029723381623625755 }, { "start_logit": 3.1846635341644287, "end_logit": 2.18106746673584, "text": "stationary waves during this time. The great distances", "probability": 0.02850154973566532 }, { "start_logit": 3.1789848804473877, "end_logit": 2.18106746673584, "text": "lightning signals via his receivers. He stated that he observed stationary waves during this time. The great distances", "probability": 0.028340144082903862 }, { "start_logit": 2.834895372390747, "end_logit": 2.519803524017334, "text": "lightning storms confirmed his belief that the earth had a resonant frequency", "probability": 0.02818884514272213 }, { "start_logit": 2.276772975921631, "end_logit": 2.887545108795166, "text": "Tesla investigated atmospheric electricity", "probability": 0.023302141577005386 }, { "start_logit": 2.8399569988250732, "end_logit": 2.18106746673584, "text": "atmospheric electricity, observing lightning signals via his receivers. He stated that he observed stationary waves during this time. The great distances", "probability": 0.02019130252301693 }, { "start_logit": 2.276772975921631, "end_logit": 2.5677497386932373, "text": "Tesla investigated atmospheric electricity, observing lightning signals via his receivers", "probability": 0.016924288123846054 } ], "56e0fe85e3433e1400422a6a": [ { "start_logit": 3.602827310562134, "end_logit": 3.511281967163086, "text": "15 miles away in Cripple Creek", "probability": 0.16116489470005035 }, { "start_logit": 3.385982036590576, "end_logit": 3.511281967163086, "text": "Cripple Creek", "probability": 0.12974654138088226 }, { "start_logit": 3.283339738845825, "end_logit": 3.511281967163086, "text": "135 feet long. Thunder from the released energy was heard 15 miles away in Cripple Creek", "probability": 0.11708971112966537 }, { "start_logit": 2.684176206588745, "end_logit": 3.511281967163086, "text": "millions of volts and up to 135 feet long. Thunder from the released energy was heard 15 miles away in Cripple Creek", "probability": 0.06431400030851364 }, { "start_logit": 3.50809907913208, "end_logit": 2.6386873722076416, "text": "100 feet of the lab glowed even when turned off. Horses in a livery stable", "probability": 0.06125868856906891 }, { "start_logit": 3.602827310562134, "end_logit": 2.23372745513916, "text": "15 miles away in Cripple Creek, Colorado", "probability": 0.044919565320014954 }, { "start_logit": 3.385982036590576, "end_logit": 2.23372745513916, "text": "Cripple Creek, Colorado", "probability": 0.036162711679935455 }, { "start_logit": 3.385982036590576, "end_logit": 2.193363666534424, "text": "Cripple Creek, Colorado. People walking along the street observed sparks jumping between their feet and the ground. Sparks sprang from water line taps", "probability": 0.03473211079835892 }, { "start_logit": 2.953676462173462, "end_logit": 2.6160390377044678, "text": "artificial lightning", "probability": 0.03439924120903015 }, { "start_logit": 2.953676462173462, "end_logit": 2.6050209999084473, "text": "artificial lightning, with discharges consisting of millions", "probability": 0.03402232006192207 }, { "start_logit": 3.283339738845825, "end_logit": 2.23372745513916, "text": "135 feet long. Thunder from the released energy was heard 15 miles away in Cripple Creek, Colorado", "probability": 0.03263501822948456 }, { "start_logit": 3.283339738845825, "end_logit": 2.212646245956421, "text": "135", "probability": 0.031954243779182434 }, { "start_logit": 3.602827310562134, "end_logit": 1.8734643459320068, "text": "15", "probability": 0.03133108466863632 }, { "start_logit": 3.602827310562134, "end_logit": 1.8508504629135132, "text": "15 miles", "probability": 0.030630512163043022 }, { "start_logit": 3.283339738845825, "end_logit": 2.138699531555176, "text": "135 feet", "probability": 0.02967657335102558 }, { "start_logit": 2.953676462173462, "end_logit": 2.370535135269165, "text": "artificial lightning, with discharges consisting of millions of volts", "probability": 0.026910874992609024 }, { "start_logit": 2.684176206588745, "end_logit": 2.6050209999084473, "text": "millions", "probability": 0.025984909385442734 }, { "start_logit": 1.7462371587753296, "end_logit": 3.511281967163086, "text": "Thunder from the released energy was heard 15 miles away in Cripple Creek", "probability": 0.025174664333462715 }, { "start_logit": 3.50809907913208, "end_logit": 1.7246475219726562, "text": "100 feet of the lab glowed even when turned off. Horses in a livery stable bolted from their stalls after receiving shocks through their metal shoes", "probability": 0.02455868385732174 }, { "start_logit": 3.283339738845825, "end_logit": 1.8982371091842651, "text": "135 feet long. Thunder from the released energy", "probability": 0.023333629593253136 } ], "56e0fe85e3433e1400422a6b": [ { "start_logit": 3.6116130352020264, "end_logit": 3.4926388263702393, "text": "15 miles away in Cripple Creek", "probability": 0.16896536946296692 }, { "start_logit": 3.3399298191070557, "end_logit": 3.4926388263702393, "text": "Cripple Creek", "probability": 0.12876775860786438 }, { "start_logit": 3.2186477184295654, "end_logit": 3.4926388263702393, "text": "135 feet long. Thunder from the released energy was heard 15 miles away in Cripple Creek", "probability": 0.1140604242682457 }, { "start_logit": 3.5319745540618896, "end_logit": 2.8241515159606934, "text": "100 feet of the lab glowed even when turned off. Horses in a livery stable", "probability": 0.07996329665184021 }, { "start_logit": 2.665040969848633, "end_logit": 3.4926388263702393, "text": "millions of volts and up to 135 feet long. Thunder from the released energy was heard 15 miles away in Cripple Creek", "probability": 0.06557020545005798 }, { "start_logit": 3.6116130352020264, "end_logit": 2.0837819576263428, "text": "15 miles away in Cripple Creek, Colorado", "probability": 0.041298940777778625 }, { "start_logit": 3.3399298191070557, "end_logit": 2.2796871662139893, "text": "Cripple Creek, Colorado. People walking along the street observed sparks jumping between their feet and the ground. Sparks sprang from water line taps", "probability": 0.0382850281894207 }, { "start_logit": 3.6116130352020264, "end_logit": 1.8523832559585571, "text": "15", "probability": 0.032767537981271744 }, { "start_logit": 3.3399298191070557, "end_logit": 2.0837819576263428, "text": "Cripple Creek, Colorado", "probability": 0.03147374093532562 }, { "start_logit": 3.2186477184295654, "end_logit": 2.199951410293579, "text": "135", "probability": 0.03131324052810669 }, { "start_logit": 3.6116130352020264, "end_logit": 1.7968875169754028, "text": "15 miles", "probability": 0.03099861554801464 }, { "start_logit": 2.702421188354492, "end_logit": 2.6116442680358887, "text": "artificial lightning, with discharges consisting of millions", "probability": 0.028205228969454765 }, { "start_logit": 3.2186477184295654, "end_logit": 2.0837819576263428, "text": "135 feet long. Thunder from the released energy was heard 15 miles away in Cripple Creek, Colorado", "probability": 0.02787894196808338 }, { "start_logit": 2.665040969848633, "end_logit": 2.6116442680358887, "text": "millions", "probability": 0.027170373126864433 }, { "start_logit": 3.2186477184295654, "end_logit": 2.037271738052368, "text": "135 feet", "probability": 0.026611976325511932 }, { "start_logit": 2.4281482696533203, "end_logit": 2.8241515159606934, "text": "water line taps when touched. Light bulbs within 100 feet of the lab glowed even when turned off. Horses in a livery stable", "probability": 0.026515822857618332 }, { "start_logit": 3.5319745540618896, "end_logit": 1.7023409605026245, "text": "100 feet of the lab glowed even when turned off. Horses in a livery stable bolted from their stalls after receiving shocks through their metal shoes", "probability": 0.02604321390390396 }, { "start_logit": 2.702421188354492, "end_logit": 2.4915611743927, "text": "artificial lightning", "probability": 0.02501370944082737 }, { "start_logit": 3.5319745540618896, "end_logit": 1.6512451171875, "text": "100 feet of the lab", "probability": 0.024745948612689972 }, { "start_logit": 2.3429667949676514, "end_logit": 2.8241515159606934, "text": "livery stable", "probability": 0.024350685998797417 } ], "56e0fe85e3433e1400422a6c": [ { "start_logit": 3.6664061546325684, "end_logit": 3.5266032218933105, "text": "15 miles away in Cripple Creek", "probability": 0.17462711036205292 }, { "start_logit": 3.3662805557250977, "end_logit": 3.5266032218933105, "text": "Cripple Creek", "probability": 0.1293506920337677 }, { "start_logit": 3.303302764892578, "end_logit": 3.5266032218933105, "text": "135 feet long. Thunder from the released energy was heard 15 miles away in Cripple Creek", "probability": 0.12145569175481796 }, { "start_logit": 2.6887083053588867, "end_logit": 3.5266032218933105, "text": "millions of volts and up to 135 feet long. Thunder from the released energy was heard 15 miles away in Cripple Creek", "probability": 0.0656905472278595 }, { "start_logit": 3.4764585494995117, "end_logit": 2.6981546878814697, "text": "100 feet of the lab glowed even when turned off. Horses in a livery stable", "probability": 0.06307071447372437 }, { "start_logit": 3.6664061546325684, "end_logit": 2.053908348083496, "text": "15 miles away in Cripple Creek, Colorado", "probability": 0.040043167769908905 }, { "start_logit": 3.6664061546325684, "end_logit": 1.9669780731201172, "text": "15", "probability": 0.03670921549201012 }, { "start_logit": 3.6664061546325684, "end_logit": 1.9315366744995117, "text": "15 miles", "probability": 0.035430971533060074 }, { "start_logit": 3.3662805557250977, "end_logit": 2.180356979370117, "text": "Cripple Creek, Colorado. People walking along the street observed sparks jumping between their feet and the ground. Sparks sprang from water line taps", "probability": 0.03365902230143547 }, { "start_logit": 3.303302764892578, "end_logit": 2.2396435737609863, "text": "135", "probability": 0.033535003662109375 }, { "start_logit": 3.3662805557250977, "end_logit": 2.053908348083496, "text": "Cripple Creek, Colorado", "probability": 0.029660983011126518 }, { "start_logit": 2.8500473499298096, "end_logit": 2.544642686843872, "text": "artificial lightning", "probability": 0.02891421876847744 }, { "start_logit": 2.8500473499298096, "end_logit": 2.5397350788116455, "text": "artificial lightning, with discharges consisting of millions", "probability": 0.028772667050361633 }, { "start_logit": 3.303302764892578, "end_logit": 2.053908348083496, "text": "135 feet long. Thunder from the released energy was heard 15 miles away in Cripple Creek, Colorado", "probability": 0.02785060554742813 }, { "start_logit": 3.303302764892578, "end_logit": 2.0518245697021484, "text": "135 feet", "probability": 0.02779262885451317 }, { "start_logit": 3.303302764892578, "end_logit": 1.9669780731201172, "text": "135 feet long. Thunder from the released energy was heard 15", "probability": 0.025531793013215065 }, { "start_logit": 3.6664061546325684, "end_logit": 1.5790761709213257, "text": "15 miles away", "probability": 0.024906428530812263 }, { "start_logit": 3.303302764892578, "end_logit": 1.9315366744995117, "text": "135 feet long. Thunder from the released energy was heard 15 miles", "probability": 0.024642756208777428 }, { "start_logit": 2.6887083053588867, "end_logit": 2.5397350788116455, "text": "millions", "probability": 0.02448563650250435 }, { "start_logit": 2.8500473499298096, "end_logit": 2.352935552597046, "text": "artificial lightning, with discharges consisting of millions of volts", "probability": 0.023870093747973442 } ], "56e0fe85e3433e1400422a6d": [ { "start_logit": 3.605705738067627, "end_logit": 3.4790408611297607, "text": "15 miles away in Cripple Creek", "probability": 0.16858859360218048 }, { "start_logit": 3.3320541381835938, "end_logit": 3.4790408611297607, "text": "Cripple Creek", "probability": 0.12822803854942322 }, { "start_logit": 3.22151517868042, "end_logit": 3.4790408611297607, "text": "135 feet long. Thunder from the released energy was heard 15 miles away in Cripple Creek", "probability": 0.11480909585952759 }, { "start_logit": 3.519482374191284, "end_logit": 2.7806015014648438, "text": "100 feet of the lab glowed even when turned off. Horses in a livery stable", "probability": 0.07692255079746246 }, { "start_logit": 2.6877353191375732, "end_logit": 3.4790408611297607, "text": "millions of volts and up to 135 feet long. Thunder from the released energy was heard 15 miles away in Cripple Creek", "probability": 0.06732227653265 }, { "start_logit": 3.605705738067627, "end_logit": 2.0678577423095703, "text": "15 miles away in Cripple Creek, Colorado", "probability": 0.04111110791563988 }, { "start_logit": 3.3320541381835938, "end_logit": 2.2590787410736084, "text": "Cripple Creek, Colorado. People walking along the street observed sparks jumping between their feet and the ground. Sparks sprang from water line taps", "probability": 0.03785821795463562 }, { "start_logit": 3.605705738067627, "end_logit": 1.832909107208252, "text": "15", "probability": 0.0325029157102108 }, { "start_logit": 3.605705738067627, "end_logit": 1.8086442947387695, "text": "15 miles", "probability": 0.03172373026609421 }, { "start_logit": 3.22151517868042, "end_logit": 2.1855316162109375, "text": "135", "probability": 0.031492892652750015 }, { "start_logit": 3.3320541381835938, "end_logit": 2.0678577423095703, "text": "Cripple Creek, Colorado", "probability": 0.03126899152994156 }, { "start_logit": 2.8224096298217773, "end_logit": 2.571659564971924, "text": "artificial lightning, with discharges consisting of millions", "probability": 0.03108682669699192 }, { "start_logit": 3.22151517868042, "end_logit": 2.0678577423095703, "text": "135 feet long. Thunder from the released energy was heard 15 miles away in Cripple Creek, Colorado", "probability": 0.027996735647320747 }, { "start_logit": 2.6877353191375732, "end_logit": 2.571659564971924, "text": "millions", "probability": 0.02716989815235138 }, { "start_logit": 3.22151517868042, "end_logit": 2.030111074447632, "text": "135 feet", "probability": 0.02695964276790619 }, { "start_logit": 2.4587321281433105, "end_logit": 2.7806015014648438, "text": "water line taps when touched. Light bulbs within 100 feet of the lab glowed even when turned off. Horses in a livery stable", "probability": 0.02663027122616768 }, { "start_logit": 2.8224096298217773, "end_logit": 2.3867063522338867, "text": "artificial lightning, with discharges consisting of millions of volts", "probability": 0.025837603956460953 }, { "start_logit": 3.519482374191284, "end_logit": 1.666227102279663, "text": "100 feet of the lab glowed even when turned off. Horses in a livery stable bolted from their stalls after receiving shocks through their metal shoes", "probability": 0.025239862501621246 }, { "start_logit": 3.519482374191284, "end_logit": 1.6037465333938599, "text": "100 feet of the lab", "probability": 0.02371111698448658 }, { "start_logit": 2.8224096298217773, "end_logit": 2.2935595512390137, "text": "artificial lightning", "probability": 0.023539600893855095 } ], "56e0fe85e3433e1400422a6e": [ { "start_logit": 3.614771604537964, "end_logit": 3.4933853149414062, "text": "15 miles away in Cripple Creek", "probability": 0.168150395154953 }, { "start_logit": 3.347118377685547, "end_logit": 3.4933853149414062, "text": "Cripple Creek", "probability": 0.12866410613059998 }, { "start_logit": 3.2154810428619385, "end_logit": 3.4933853149414062, "text": "135 feet long. Thunder from the released energy was heard 15 miles away in Cripple Creek", "probability": 0.11279451847076416 }, { "start_logit": 3.518756866455078, "end_logit": 2.8034005165100098, "text": "100 feet of the lab glowed even when turned off. Horses in a livery stable", "probability": 0.07662007212638855 }, { "start_logit": 2.6605429649353027, "end_logit": 3.4933853149414062, "text": "millions of volts and up to 135 feet long. Thunder from the released energy was heard 15 miles away in Cripple Creek", "probability": 0.06475622951984406 }, { "start_logit": 3.614771604537964, "end_logit": 2.0876052379608154, "text": "15 miles away in Cripple Creek, Colorado", "probability": 0.04122638702392578 }, { "start_logit": 3.347118377685547, "end_logit": 2.2735636234283447, "text": "Cripple Creek, Colorado. People walking along the street observed sparks jumping between their feet and the ground. Sparks sprang from water line taps", "probability": 0.03799229487776756 }, { "start_logit": 2.877554178237915, "end_logit": 2.5847835540771484, "text": "artificial lightning, with discharges consisting of millions", "probability": 0.032428547739982605 }, { "start_logit": 3.614771604537964, "end_logit": 1.8460313081741333, "text": "15", "probability": 0.032378822565078735 }, { "start_logit": 3.614771604537964, "end_logit": 1.8334332704544067, "text": "15 miles", "probability": 0.031973473727703094 }, { "start_logit": 3.347118377685547, "end_logit": 2.0876052379608154, "text": "Cripple Creek, Colorado", "probability": 0.03154532611370087 }, { "start_logit": 3.2154810428619385, "end_logit": 2.1914806365966797, "text": "135", "probability": 0.030681593343615532 }, { "start_logit": 3.2154810428619385, "end_logit": 2.0876052379608154, "text": "135 feet long. Thunder from the released energy was heard 15 miles away in Cripple Creek, Colorado", "probability": 0.027654485777020454 }, { "start_logit": 2.877554178237915, "end_logit": 2.411731719970703, "text": "artificial lightning, with discharges consisting of millions of volts", "probability": 0.027275457978248596 }, { "start_logit": 3.2154810428619385, "end_logit": 2.065720319747925, "text": "135 feet", "probability": 0.02705584280192852 }, { "start_logit": 2.877554178237915, "end_logit": 2.394922971725464, "text": "artificial lightning", "probability": 0.026820827275514603 }, { "start_logit": 2.6605429649353027, "end_logit": 2.5847835540771484, "text": "millions", "probability": 0.026102421805262566 }, { "start_logit": 3.518756866455078, "end_logit": 1.7264834642410278, "text": "100 feet of the lab glowed even when turned off. Horses in a livery stable bolted from their stalls after receiving shocks through their metal shoes", "probability": 0.026100171729922295 }, { "start_logit": 2.434842109680176, "end_logit": 2.8034005165100098, "text": "water line taps when touched. Light bulbs within 100 feet of the lab glowed even when turned off. Horses in a livery stable", "probability": 0.02591816894710064 }, { "start_logit": 3.518756866455078, "end_logit": 1.6367833614349365, "text": "100 feet of the lab", "probability": 0.02386092208325863 } ], "56e0ff5dcd28a01900c673fb": [ { "start_logit": 3.4077322483062744, "end_logit": 3.398423910140991, "text": "August 1917", "probability": 0.18716777861118317 }, { "start_logit": 2.5566067695617676, "end_logit": 3.398423910140991, "text": "1917", "probability": 0.07990829646587372 }, { "start_logit": 3.4077322483062744, "end_logit": 2.387338876724243, "text": "August 1917, Tesla explained what had happened in The Electrical Experimenter", "probability": 0.06809612363576889 }, { "start_logit": 2.216766595840454, "end_logit": 3.398423910140991, "text": "Tesla inadvertently faulted a power station generator, causing a power outage. In August 1917", "probability": 0.056885458528995514 }, { "start_logit": 3.4077322483062744, "end_logit": 2.1681501865386963, "text": "August 1917, Tesla explained what had happened in The Electrical Experimenter: \"As an example of what has been done with several hundred", "probability": 0.05469277501106262 }, { "start_logit": 3.306490898132324, "end_logit": 2.201786518096924, "text": "several hundred kilowatts of high frequency energy liberated, it was found that the dynamos in a power house", "probability": 0.051117487251758575 }, { "start_logit": 3.306490898132324, "end_logit": 2.1681501865386963, "text": "several hundred", "probability": 0.049426667392253876 }, { "start_logit": 2.216766595840454, "end_logit": 3.2438724040985107, "text": "Tesla inadvertently faulted a power station generator", "probability": 0.04873942583799362 }, { "start_logit": 3.301906108856201, "end_logit": 2.0614593029022217, "text": "six miles away were repeatedly burned out, due to the powerful high frequency currents", "probability": 0.044221650809049606 }, { "start_logit": 1.9009474515914917, "end_logit": 3.398423910140991, "text": "power station generator, causing a power outage. 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Morgan was shocked by the reminder of his part in the stock market crash", "probability": 0.024740852415561676 }, { "start_logit": 2.4994537830352783, "end_logit": 2.1323275566101074, "text": "Morgan", "probability": 0.02393384836614132 }, { "start_logit": 2.4462034702301025, "end_logit": 2.1323275566101074, "text": "Tesla later approached Morgan", "probability": 0.02269269898533821 }, { "start_logit": 2.325528144836426, "end_logit": 2.24873685836792, "text": "Morgan, but it was also fruitless. Morgan still owed Tesla money on the original agreement, and Tesla had been facing foreclosure", "probability": 0.022596094757318497 }, { "start_logit": 2.325528144836426, "end_logit": 2.0997767448425293, "text": "Morgan", "probability": 0.019468873739242554 }, { "start_logit": 2.2998125553131104, "end_logit": 2.0997767448425293, "text": "Tesla wrote another plea to Morgan", "probability": 0.018974605947732925 }, { "start_logit": 2.142103433609009, "end_logit": 2.24873685836792, "text": "Tesla had been facing foreclosure", "probability": 0.018809322267770767 }, { "start_logit": 2.6538608074188232, "end_logit": 1.6114249229431152, "text": "1901, which he (Morgan", "probability": 0.016589954495429993 }, { "start_logit": 2.0814082622528076, "end_logit": 2.1650047302246094, "text": "Morgan) had caused. Morgan was shocked by the reminder of his part in the stock market crash", "probability": 0.016279803588986397 }, { "start_logit": 1.9658417701721191, "end_logit": 2.24873685836792, "text": "Morgan still owed Tesla money on the original agreement, and Tesla had been facing foreclosure", "probability": 0.015769705176353455 } ], "56e10296cd28a01900c67423": [ { "start_logit": 3.8055036067962646, "end_logit": 3.535965919494629, "text": "December 1901", "probability": 0.14303135871887207 }, { "start_logit": 3.8055036067962646, "end_logit": 2.832420587539673, "text": "December 1901, Marconi successfully transmitted the letter S from England to Newfoundland", "probability": 0.07077588886022568 }, { "start_logit": 3.3371922969818115, "end_logit": 3.215404510498047, "text": "nine months. The tower was erected to its full 187 feet (57 m). In July 1903", "probability": 0.06498724967241287 }, { "start_logit": 3.304652214050293, "end_logit": 3.215404510498047, "text": "July 1903", "probability": 0.06290658563375473 }, { "start_logit": 3.8055036067962646, "end_logit": 2.654823064804077, "text": "December 1901, Marconi successfully transmitted the letter S from England", "probability": 0.059259187430143356 }, { "start_logit": 2.8352134227752686, "end_logit": 3.535965919494629, "text": "1901", "probability": 0.0542050339281559 }, { "start_logit": 3.289184808731079, "end_logit": 2.985680341720581, "text": "Wardenclyffe", "probability": 0.049227841198444366 }, { "start_logit": 3.1816444396972656, "end_logit": 2.985680341720581, "text": "50 letters to Morgan, pleading for and demanding additional funding to complete the construction of Wardenclyffe", "probability": 0.0442085936665535 }, { "start_logit": 3.1816444396972656, "end_logit": 2.936354160308838, "text": "50", "probability": 0.042080845683813095 }, { "start_logit": 2.879692792892456, "end_logit": 3.2348318099975586, "text": "14 October 1904", "probability": 0.04193492606282234 }, { "start_logit": 3.8055036067962646, "end_logit": 2.2921078205108643, "text": "December 1901, Marconi", "probability": 0.04123162478208542 }, { "start_logit": 3.8055036067962646, "end_logit": 2.285325527191162, "text": "December 1901, Marconi successfully transmitted the letter S", "probability": 0.04095291718840599 }, { "start_logit": 3.249755382537842, "end_logit": 2.832420587539673, "text": "Marconi successfully transmitted the letter S from England to Newfoundland", "probability": 0.04060009494423866 }, { "start_logit": 3.8055036067962646, "end_logit": 2.2103869915008545, "text": "December 1901, Marconi successfully transmitted the letter S from England to Newfoundland, terminating Tesla's relationship with Morgan", "probability": 0.03799614682793617 }, { "start_logit": 3.8055036067962646, "end_logit": 2.189354181289673, "text": "December 1901, Marconi successfully transmitted the letter S from England to Newfoundland, terminating Tesla's relationship with Morgan.[improper synthesis", "probability": 0.037205327302217484 }, { "start_logit": 2.7376115322113037, "end_logit": 3.215404510498047, "text": "187 feet (57 m). In July 1903", "probability": 0.03568071499466896 }, { "start_logit": 3.010603904724121, "end_logit": 2.936354160308838, "text": "Newfoundland, terminating Tesla's relationship with Morgan.[improper synthesis?] Over the next five years, Tesla wrote over 50", "probability": 0.03546521067619324 }, { "start_logit": 3.249755382537842, "end_logit": 2.654823064804077, "text": "Marconi successfully transmitted the letter S from England", "probability": 0.03399360179901123 }, { "start_logit": 2.6378414630889893, "end_logit": 3.215404510498047, "text": "1903", "probability": 0.03229265660047531 }, { "start_logit": 3.010603904724121, "end_logit": 2.832420587539673, "text": "Newfoundland", "probability": 0.031964261084795 } ], "56e10296cd28a01900c67424": [ { "start_logit": 3.4450762271881104, "end_logit": 3.518842935562134, "text": "December 1901", "probability": 0.10918709635734558 }, { "start_logit": 3.4590094089508057, "end_logit": 3.287569999694824, "text": "nine months. The tower was erected to its full 187 feet (57 m). In July 1903", "probability": 0.08785809576511383 }, { "start_logit": 3.273127555847168, "end_logit": 3.287569999694824, "text": "July 1903", "probability": 0.07295489311218262 }, { "start_logit": 2.9814116954803467, "end_logit": 3.518842935562134, "text": "1901", "probability": 0.06867590546607971 }, { "start_logit": 3.2652547359466553, "end_logit": 2.982541561126709, "text": "50", "probability": 0.05335351452231407 }, { "start_logit": 3.3072257041931152, "end_logit": 2.901428699493408, "text": "Wardenclyffe", "probability": 0.05130550637841225 }, { "start_logit": 3.4450762271881104, "end_logit": 2.7425520420074463, "text": "December 1901, Marconi successfully transmitted the letter S from England to Newfoundland", "probability": 0.05023801699280739 }, { "start_logit": 3.2652547359466553, "end_logit": 2.901428699493408, "text": "50 letters to Morgan, pleading for and demanding additional funding to complete the construction of Wardenclyffe", "probability": 0.049196720123291016 }, { "start_logit": 3.4450762271881104, "end_logit": 2.6225030422210693, "text": "December 1901, Marconi successfully transmitted the letter S from England", "probability": 0.0445549376308918 }, { "start_logit": 2.7748708724975586, "end_logit": 3.287569999694824, "text": "1903", "probability": 0.04432658478617668 }, { "start_logit": 2.791356086730957, "end_logit": 3.258185625076294, "text": "14 October 1904", "probability": 0.04375847056508064 }, { "start_logit": 2.9590904712677, "end_logit": 2.982541561126709, "text": "five years, Tesla wrote over 50", "probability": 0.03928237408399582 }, { "start_logit": 3.4590094089508057, "end_logit": 2.467487335205078, "text": "nine", "probability": 0.03869228437542915 }, { "start_logit": 2.9005613327026367, "end_logit": 2.982541561126709, "text": "Newfoundland, terminating Tesla's relationship with Morgan.[improper synthesis?] Over the next five years, Tesla wrote over 50", "probability": 0.03704919293522835 }, { "start_logit": 3.1204864978790283, "end_logit": 2.7425520420074463, "text": "Marconi successfully transmitted the letter S from England to Newfoundland", "probability": 0.03631323203444481 }, { "start_logit": 2.9590904712677, "end_logit": 2.901428699493408, "text": "five years, Tesla wrote over 50 letters to Morgan, pleading for and demanding additional funding to complete the construction of Wardenclyffe", "probability": 0.03622187301516533 }, { "start_logit": 3.4450762271881104, "end_logit": 2.4118833541870117, "text": "December 1901, Marconi successfully transmitted the letter S from England to Newfoundland, terminating Tesla's relationship with Morgan.[improper synthesis", "probability": 0.036093149334192276 }, { "start_logit": 2.5819058418273926, "end_logit": 3.258185625076294, "text": "1904", "probability": 0.03548945114016533 }, { "start_logit": 3.3072257041931152, "end_logit": 2.467487335205078, "text": "Wardenclyffe. Tesla continued the project for another nine", "probability": 0.033243417739868164 }, { "start_logit": 3.1204864978790283, "end_logit": 2.6225030422210693, "text": "Marconi successfully transmitted the letter S from England", "probability": 0.03220537304878235 } ], "56e10296cd28a01900c67425": [ { "start_logit": 3.5640757083892822, "end_logit": 3.336163282394409, "text": "December 1901", "probability": 0.10235202312469482 }, { "start_logit": 3.5125553607940674, "end_logit": 3.26959228515625, "text": "nine months. The tower was erected to its full 187 feet (57 m). In July 1903", "probability": 0.09095150232315063 }, { "start_logit": 3.334520101547241, "end_logit": 3.26959228515625, "text": "July 1903", "probability": 0.07611852139234543 }, { "start_logit": 3.5640757083892822, "end_logit": 2.7700650691986084, "text": "December 1901, Marconi successfully transmitted the letter S from England to Newfoundland", "probability": 0.05810895562171936 }, { "start_logit": 3.5640757083892822, "end_logit": 2.725551128387451, "text": "December 1901, Marconi successfully transmitted the letter S from England", "probability": 0.055579036474227905 }, { "start_logit": 3.210146427154541, "end_logit": 3.004270076751709, "text": "50", "probability": 0.05155223235487938 }, { "start_logit": 3.273815631866455, "end_logit": 2.9217662811279297, "text": "Wardenclyffe", "probability": 0.050590358674526215 }, { "start_logit": 3.210146427154541, "end_logit": 2.9217662811279297, "text": "50 letters to Morgan, pleading for and demanding additional funding to complete the construction of Wardenclyffe", "probability": 0.04746970534324646 }, { "start_logit": 2.767667770385742, "end_logit": 3.336163282394409, "text": "1901", "probability": 0.046155236661434174 }, { "start_logit": 2.7809998989105225, "end_logit": 3.26959228515625, "text": "1903", "probability": 0.043762244284152985 }, { "start_logit": 2.8416714668273926, "end_logit": 3.195474863052368, "text": "14 October 1904", "probability": 0.0431777648627758 }, { "start_logit": 3.5125553607940674, "end_logit": 2.5004196166992188, "text": "nine", "probability": 0.04214659333229065 }, { "start_logit": 2.951066493988037, "end_logit": 3.004270076751709, "text": "five years, Tesla wrote over 50", "probability": 0.039786022156476974 }, { "start_logit": 3.5640757083892822, "end_logit": 2.3691599369049072, "text": "December 1901, Marconi successfully transmitted the letter S from England to Newfoundland, terminating Tesla's relationship with Morgan", "probability": 0.03891636058688164 }, { "start_logit": 2.9054219722747803, "end_logit": 3.004270076751709, "text": "Newfoundland, terminating Tesla's relationship with Morgan.[improper synthesis?] Over the next five years, Tesla wrote over 50", "probability": 0.038010817021131516 }, { "start_logit": 2.626809597015381, "end_logit": 3.26959228515625, "text": "187 feet (57 m). In July 1903", "probability": 0.0375090017914772 }, { "start_logit": 2.951066493988037, "end_logit": 2.9217662811279297, "text": "five years, Tesla wrote over 50 letters to Morgan, pleading for and demanding additional funding to complete the construction of Wardenclyffe", "probability": 0.03663528338074684 }, { "start_logit": 3.0498733520507812, "end_logit": 2.7700650691986084, "text": "Marconi successfully transmitted the letter S from England to Newfoundland", "probability": 0.03474785014986992 }, { "start_logit": 3.0498733520507812, "end_logit": 2.725551128387451, "text": "Marconi successfully transmitted the letter S from England", "probability": 0.03323500230908394 }, { "start_logit": 3.273815631866455, "end_logit": 2.5004196166992188, "text": "Wardenclyffe. Tesla continued the project for another nine", "probability": 0.03319549933075905 } ], "56e10296cd28a01900c67426": [ { "start_logit": 3.4738144874572754, "end_logit": 3.5690107345581055, "text": "December 1901", "probability": 0.11860884726047516 }, { "start_logit": 3.445636034011841, "end_logit": 3.2597250938415527, "text": "nine months. The tower was erected to its full 187 feet (57 m). In July 1903", "probability": 0.0846366360783577 }, { "start_logit": 3.00480318069458, "end_logit": 3.5690107345581055, "text": "1901", "probability": 0.07420412451028824 }, { "start_logit": 3.235217809677124, "end_logit": 3.2597250938415527, "text": "July 1903", "probability": 0.0685764029622078 }, { "start_logit": 3.4738144874572754, "end_logit": 2.7489309310913086, "text": "December 1901, Marconi successfully transmitted the letter S from England to Newfoundland", "probability": 0.05223492532968521 }, { "start_logit": 3.2714719772338867, "end_logit": 2.9456934928894043, "text": "50", "probability": 0.05194426700472832 }, { "start_logit": 3.2714719772338867, "end_logit": 2.906317949295044, "text": "50 letters to Morgan, pleading for and demanding additional funding to complete the construction of Wardenclyffe", "probability": 0.049938663840293884 }, { "start_logit": 3.2347819805145264, "end_logit": 2.906317949295044, "text": "Wardenclyffe", "probability": 0.04813963174819946 }, { "start_logit": 3.4738144874572754, "end_logit": 2.622849941253662, "text": "December 1901, Marconi successfully transmitted the letter S from England", "probability": 0.04604734852910042 }, { "start_logit": 2.773381233215332, "end_logit": 3.2597250938415527, "text": "1903", "probability": 0.04321173578500748 }, { "start_logit": 2.7348124980926514, "end_logit": 3.278073310852051, "text": "14 October 1904", "probability": 0.042346760630607605 }, { "start_logit": 3.445636034011841, "end_logit": 2.4529037475585938, "text": "nine", "probability": 0.03777113929390907 }, { "start_logit": 2.931776523590088, "end_logit": 2.9456934928894043, "text": "Newfoundland, terminating Tesla's relationship with Morgan.[improper synthesis?] Over the next five years, Tesla wrote over 50", "probability": 0.03698365017771721 }, { "start_logit": 2.617457389831543, "end_logit": 3.2597250938415527, "text": "187 feet (57 m). In July 1903", "probability": 0.0369730181992054 }, { "start_logit": 2.5882370471954346, "end_logit": 3.278073310852051, "text": "1904", "probability": 0.03657320886850357 }, { "start_logit": 2.911318063735962, "end_logit": 2.9456934928894043, "text": "five years, Tesla wrote over 50", "probability": 0.036234717816114426 }, { "start_logit": 2.911318063735962, "end_logit": 2.906317949295044, "text": "five years, Tesla wrote over 50 letters to Morgan, pleading for and demanding additional funding to complete the construction of Wardenclyffe", "probability": 0.03483567014336586 }, { "start_logit": 3.0402519702911377, "end_logit": 2.7489309310913086, "text": "Marconi successfully transmitted the letter S from England to Newfoundland", "probability": 0.03385844826698303 }, { "start_logit": 3.4738144874572754, "end_logit": 2.314784526824951, "text": "December 1901, Marconi successfully transmitted the letter S from England to Newfoundland, terminating Tesla's relationship with Morgan", "probability": 0.03383869305253029 }, { "start_logit": 2.819084882736206, "end_logit": 2.9456934928894043, "text": "England to Newfoundland, terminating Tesla's relationship with Morgan.[improper synthesis?] Over the next five years, Tesla wrote over 50", "probability": 0.03304215148091316 } ], "56e10325cd28a01900c67435": [ { "start_logit": 3.4016025066375732, "end_logit": 3.7844736576080322, "text": "1906", "probability": 0.10378687083721161 }, { "start_logit": 3.854802370071411, "end_logit": 3.2882256507873535, "text": "16,000 rpm bladeless turbine. During 1910\u20131911", "probability": 0.09941385686397552 }, { "start_logit": 3.7126781940460205, "end_logit": 3.2882256507873535, "text": "200 horsepower (150 kilowatts) 16,000 rpm bladeless turbine. During 1910\u20131911", "probability": 0.08624286949634552 }, { "start_logit": 3.854802370071411, "end_logit": 2.8771724700927734, "text": "16,000 rpm bladeless turbine", "probability": 0.06590655446052551 }, { "start_logit": 3.4016025066375732, "end_logit": 3.2882256507873535, "text": "1906, Tesla demonstrated his 200 horsepower (150 kilowatts) 16,000 rpm bladeless turbine. During 1910\u20131911", "probability": 0.06318653374910355 }, { "start_logit": 3.393138885498047, "end_logit": 3.2882256507873535, "text": "150 kilowatts) 16,000 rpm bladeless turbine. During 1910\u20131911", "probability": 0.0626540258526802 }, { "start_logit": 3.7126781940460205, "end_logit": 2.8771724700927734, "text": "200 horsepower (150 kilowatts) 16,000 rpm bladeless turbine", "probability": 0.05717482417821884 }, { "start_logit": 3.854802370071411, "end_logit": 2.645315170288086, "text": "16,000 rpm bladeless turbine. During 1910\u20131911 at the Waterside Power Station", "probability": 0.052267804741859436 }, { "start_logit": 3.7126781940460205, "end_logit": 2.645315170288086, "text": "200 horsepower (150 kilowatts) 16,000 rpm bladeless turbine. During 1910\u20131911 at the Waterside Power Station", "probability": 0.045343030244112015 }, { "start_logit": 3.4016025066375732, "end_logit": 2.8771724700927734, "text": "1906, Tesla demonstrated his 200 horsepower (150 kilowatts) 16,000 rpm bladeless turbine", "probability": 0.04188964143395424 }, { "start_logit": 3.393138885498047, "end_logit": 2.8771724700927734, "text": "150 kilowatts) 16,000 rpm bladeless turbine", "probability": 0.041536588221788406 }, { "start_logit": 2.891096830368042, "end_logit": 3.2882256507873535, "text": "1910\u20131911", "probability": 0.03792405128479004 }, { "start_logit": 3.854802370071411, "end_logit": 2.27097749710083, "text": "16,000 rpm bladeless turbine. During 1910", "probability": 0.03594692051410675 }, { "start_logit": 2.2757537364959717, "end_logit": 3.7844736576080322, "text": "50th birthday in 1906", "probability": 0.03366607800126076 }, { "start_logit": 3.393138885498047, "end_logit": 2.645315170288086, "text": "150 kilowatts) 16,000 rpm bladeless turbine. During 1910\u20131911 at the Waterside Power Station", "probability": 0.032940976321697235 }, { "start_logit": 3.7126781940460205, "end_logit": 2.27097749710083, "text": "200 horsepower (150 kilowatts) 16,000 rpm bladeless turbine. During 1910", "probability": 0.031184442341327667 }, { "start_logit": 3.854802370071411, "end_logit": 2.1174182891845703, "text": "16,000 rpm bladeless turbine. During 1910\u20131911 at the Waterside Power Station in New York", "probability": 0.030829859897494316 }, { "start_logit": 2.571662187576294, "end_logit": 3.2882256507873535, "text": "1911", "probability": 0.0275541041046381 }, { "start_logit": 3.7126781940460205, "end_logit": 2.1174182891845703, "text": "200 horsepower (150 kilowatts) 16,000 rpm bladeless turbine. During 1910\u20131911 at the Waterside Power Station in New York", "probability": 0.026745319366455078 }, { "start_logit": 2.4254367351531982, "end_logit": 3.2882256507873535, "text": "Tesla demonstrated his 200 horsepower (150 kilowatts) 16,000 rpm bladeless turbine. During 1910\u20131911", "probability": 0.023805711418390274 } ], "56e10325cd28a01900c67436": [ { "start_logit": 3.3646066188812256, "end_logit": 3.7109484672546387, "text": "1906", "probability": 0.115037702023983 }, { "start_logit": 3.7303085327148438, "end_logit": 3.154179096221924, "text": "16,000 rpm bladeless turbine. During 1910\u20131911", "probability": 0.09502999484539032 }, { "start_logit": 3.4323232173919678, "end_logit": 3.154179096221924, "text": "200 horsepower (150 kilowatts) 16,000 rpm bladeless turbine. During 1910\u20131911", "probability": 0.07054191827774048 }, { "start_logit": 3.3646066188812256, "end_logit": 3.154179096221924, "text": "1906, Tesla demonstrated his 200 horsepower (150 kilowatts) 16,000 rpm bladeless turbine. During 1910\u20131911", "probability": 0.06592321395874023 }, { "start_logit": 3.7303085327148438, "end_logit": 2.711644172668457, "text": "16,000 rpm bladeless turbine", "probability": 0.061047837138175964 }, { "start_logit": 3.286031484603882, "end_logit": 3.154179096221924, "text": "150 kilowatts) 16,000 rpm bladeless turbine. During 1910\u20131911", "probability": 0.06094156205654144 }, { "start_logit": 3.7303085327148438, "end_logit": 2.703828811645508, "text": "16,000 rpm bladeless turbine. During 1910\u20131911 at the Waterside Power Station", "probability": 0.060572586953639984 }, { "start_logit": 3.4323232173919678, "end_logit": 2.711644172668457, "text": "200 horsepower (150 kilowatts) 16,000 rpm bladeless turbine", "probability": 0.04531656205654144 }, { "start_logit": 3.4323232173919678, "end_logit": 2.703828811645508, "text": "200 horsepower (150 kilowatts) 16,000 rpm bladeless turbine. During 1910\u20131911 at the Waterside Power Station", "probability": 0.0449637770652771 }, { "start_logit": 3.3646066188812256, "end_logit": 2.711644172668457, "text": "1906, Tesla demonstrated his 200 horsepower (150 kilowatts) 16,000 rpm bladeless turbine", "probability": 0.042349476367235184 }, { "start_logit": 2.85302472114563, "end_logit": 3.154179096221924, "text": "1910\u20131911", "probability": 0.03952404111623764 }, { "start_logit": 3.286031484603882, "end_logit": 2.711644172668457, "text": "150 kilowatts) 16,000 rpm bladeless turbine", "probability": 0.03914923965930939 }, { "start_logit": 3.286031484603882, "end_logit": 2.703828811645508, "text": "150 kilowatts) 16,000 rpm bladeless turbine. During 1910\u20131911 at the Waterside Power Station", "probability": 0.03884446620941162 }, { "start_logit": 3.7303085327148438, "end_logit": 2.255467653274536, "text": "16,000 rpm bladeless turbine. During 1910", "probability": 0.0386861227452755 }, { "start_logit": 3.7303085327148438, "end_logit": 2.175109386444092, "text": "16,000 rpm bladeless turbine. During 1910\u20131911 at the Waterside Power Station in New York", "probability": 0.035699013620615005 }, { "start_logit": 2.668519973754883, "end_logit": 3.154179096221924, "text": "Tesla demonstrated his 200 horsepower (150 kilowatts) 16,000 rpm bladeless turbine. During 1910\u20131911", "probability": 0.03286486491560936 }, { "start_logit": 2.9914305210113525, "end_logit": 2.703828811645508, "text": "Waterside Power Station", "probability": 0.02893245965242386 }, { "start_logit": 3.4323232173919678, "end_logit": 2.255467653274536, "text": "200 horsepower (150 kilowatts) 16,000 rpm bladeless turbine. During 1910", "probability": 0.02871719002723694 }, { "start_logit": 2.5194101333618164, "end_logit": 3.154179096221924, "text": "1911", "probability": 0.028312241658568382 }, { "start_logit": 3.7303085327148438, "end_logit": 1.9158354997634888, "text": "16,000 rpm bladeless turbine. During 1910\u20131911 at the Waterside Power Station in New York, several of his bladeless turbine engines", "probability": 0.02754576876759529 } ], "56e10325cd28a01900c67437": [ { "start_logit": 3.3666515350341797, "end_logit": 3.814309597015381, "text": "1906", "probability": 0.11792903393507004 }, { "start_logit": 3.7614028453826904, "end_logit": 3.212211847305298, "text": "16,000 rpm bladeless turbine. During 1910\u20131911", "probability": 0.09584540128707886 }, { "start_logit": 3.4759280681610107, "end_logit": 3.212211847305298, "text": "200 horsepower (150 kilowatts) 16,000 rpm bladeless turbine. During 1910\u20131911", "probability": 0.07204289734363556 }, { "start_logit": 3.7614028453826904, "end_logit": 2.8250200748443604, "text": "16,000 rpm bladeless turbine", "probability": 0.06507528573274612 }, { "start_logit": 3.3666515350341797, "end_logit": 3.212211847305298, "text": "1906, Tesla demonstrated his 200 horsepower (150 kilowatts) 16,000 rpm bladeless turbine. During 1910\u20131911", "probability": 0.06458518654108047 }, { "start_logit": 3.3018224239349365, "end_logit": 3.212211847305298, "text": "150 kilowatts) 16,000 rpm bladeless turbine. During 1910\u20131911", "probability": 0.06053103134036064 }, { "start_logit": 3.7614028453826904, "end_logit": 2.663628101348877, "text": "16,000 rpm bladeless turbine. During 1910\u20131911 at the Waterside Power Station", "probability": 0.05537635087966919 }, { "start_logit": 3.4759280681610107, "end_logit": 2.8250200748443604, "text": "200 horsepower (150 kilowatts) 16,000 rpm bladeless turbine", "probability": 0.048914309591054916 }, { "start_logit": 3.3666515350341797, "end_logit": 2.8250200748443604, "text": "1906, Tesla demonstrated his 200 horsepower (150 kilowatts) 16,000 rpm bladeless turbine", "probability": 0.04385081306099892 }, { "start_logit": 3.4759280681610107, "end_logit": 2.663628101348877, "text": "200 horsepower (150 kilowatts) 16,000 rpm bladeless turbine. During 1910\u20131911 at the Waterside Power Station", "probability": 0.0416240356862545 }, { "start_logit": 3.3018224239349365, "end_logit": 2.8250200748443604, "text": "150 kilowatts) 16,000 rpm bladeless turbine", "probability": 0.041098203510046005 }, { "start_logit": 2.8914310932159424, "end_logit": 3.212211847305298, "text": "1910\u20131911", "probability": 0.040155716240406036 }, { "start_logit": 3.7614028453826904, "end_logit": 2.2693216800689697, "text": "16,000 rpm bladeless turbine. During 1910", "probability": 0.03733183071017265 }, { "start_logit": 3.3018224239349365, "end_logit": 2.663628101348877, "text": "150 kilowatts) 16,000 rpm bladeless turbine. During 1910\u20131911 at the Waterside Power Station", "probability": 0.03497285395860672 }, { "start_logit": 3.7614028453826904, "end_logit": 2.1835031509399414, "text": "16,000 rpm bladeless turbine. During 1910\u20131911 at the Waterside Power Station in New York", "probability": 0.03426169976592064 }, { "start_logit": 2.0630626678466797, "end_logit": 3.814309597015381, "text": "50th birthday in 1906", "probability": 0.03202427178621292 }, { "start_logit": 2.6127090454101562, "end_logit": 3.212211847305298, "text": "bladeless turbine. During 1910\u20131911", "probability": 0.030387839302420616 }, { "start_logit": 2.5872466564178467, "end_logit": 3.212211847305298, "text": "1911", "probability": 0.02962386980652809 }, { "start_logit": 3.4759280681610107, "end_logit": 2.2693216800689697, "text": "200 horsepower (150 kilowatts) 16,000 rpm bladeless turbine. During 1910", "probability": 0.02806074544787407 }, { "start_logit": 3.7614028453826904, "end_logit": 1.9193705320358276, "text": "16,000 rpm bladeless turbine. During 1910\u20131911 at the Waterside Power Station in New York, several of his bladeless turbine engines", "probability": 0.026308579370379448 } ], "56e10325cd28a01900c67438": [ { "start_logit": 3.4073727130889893, "end_logit": 3.760176420211792, "text": "1906", "probability": 0.10151739418506622 }, { "start_logit": 3.7504942417144775, "end_logit": 3.3669633865356445, "text": "16,000 rpm bladeless turbine. During 1910\u20131911", "probability": 0.09655747562646866 }, { "start_logit": 3.641340970993042, "end_logit": 3.3669633865356445, "text": "200 horsepower (150 kilowatts) 16,000 rpm bladeless turbine. During 1910\u20131911", "probability": 0.0865727961063385 }, { "start_logit": 3.4073727130889893, "end_logit": 3.3669633865356445, "text": "1906, Tesla demonstrated his 200 horsepower (150 kilowatts) 16,000 rpm bladeless turbine. During 1910\u20131911", "probability": 0.06851255148649216 }, { "start_logit": 3.3830513954162598, "end_logit": 3.3669633865356445, "text": "150 kilowatts) 16,000 rpm bladeless turbine. During 1910\u20131911", "probability": 0.06686634570360184 }, { "start_logit": 3.7504942417144775, "end_logit": 2.9932968616485596, "text": "16,000 rpm bladeless turbine", "probability": 0.06645148247480392 }, { "start_logit": 3.641340970993042, "end_logit": 2.9932968616485596, "text": "200 horsepower (150 kilowatts) 16,000 rpm bladeless turbine", "probability": 0.059579942375421524 }, { "start_logit": 3.4073727130889893, "end_logit": 2.9932968616485596, "text": "1906, Tesla demonstrated his 200 horsepower (150 kilowatts) 16,000 rpm bladeless turbine", "probability": 0.04715077951550484 }, { "start_logit": 3.3830513954162598, "end_logit": 2.9932968616485596, "text": "150 kilowatts) 16,000 rpm bladeless turbine", "probability": 0.046017855405807495 }, { "start_logit": 2.9086365699768066, "end_logit": 3.3669633865356445, "text": "1910\u20131911", "probability": 0.04160752147436142 }, { "start_logit": 3.7504942417144775, "end_logit": 2.452502965927124, "text": "16,000 rpm bladeless turbine. During 1910\u20131911 at the Waterside Power Station", "probability": 0.03869375213980675 }, { "start_logit": 2.381147623062134, "end_logit": 3.760176420211792, "text": "50th birthday in 1906", "probability": 0.036379486322402954 }, { "start_logit": 3.641340970993042, "end_logit": 2.452502965927124, "text": "200 horsepower (150 kilowatts) 16,000 rpm bladeless turbine. During 1910\u20131911 at the Waterside Power Station", "probability": 0.03469254821538925 }, { "start_logit": 2.678067684173584, "end_logit": 3.3669633865356445, "text": "Tesla demonstrated his 200 horsepower (150 kilowatts) 16,000 rpm bladeless turbine. During 1910\u20131911", "probability": 0.033039774745702744 }, { "start_logit": 3.7504942417144775, "end_logit": 2.251159906387329, "text": "16,000 rpm bladeless turbine. During 1910", "probability": 0.031637247651815414 }, { "start_logit": 3.7504942417144775, "end_logit": 2.2485132217407227, "text": "16,000 rpm bladeless turbine. During 1910\u20131911 at the Waterside Power Station in New York", "probability": 0.03155361860990524 }, { "start_logit": 2.572089672088623, "end_logit": 3.3669633865356445, "text": "1911", "probability": 0.029717441648244858 }, { "start_logit": 3.641340970993042, "end_logit": 2.251159906387329, "text": "200 horsepower (150 kilowatts) 16,000 rpm bladeless turbine. During 1910", "probability": 0.028365734964609146 }, { "start_logit": 3.641340970993042, "end_logit": 2.2485132217407227, "text": "200 horsepower (150 kilowatts) 16,000 rpm bladeless turbine. During 1910\u20131911 at the Waterside Power Station in New York", "probability": 0.0282907634973526 }, { "start_logit": 3.3830513954162598, "end_logit": 2.452502965927124, "text": "150 kilowatts) 16,000 rpm bladeless turbine. During 1910\u20131911 at the Waterside Power Station", "probability": 0.026795530691742897 } ], "56e10412e3433e1400422aba": [ { "start_logit": 3.9537971019744873, "end_logit": 3.2359824180603027, "text": "Houston Street lab", "probability": 0.16904371976852417 }, { "start_logit": 3.3783092498779297, "end_logit": 3.2359824180603027, "text": "steam-powered mechanical oscillator\u2014Tesla's oscillator. While experimenting with mechanical oscillators at his Houston Street lab", "probability": 0.0950753465294838 }, { "start_logit": 3.674522638320923, "end_logit": 2.6307878494262695, "text": "Allan L. Benson", "probability": 0.06980379670858383 }, { "start_logit": 3.1064109802246094, "end_logit": 3.0941617488861084, "text": "February 1912", "probability": 0.0628625750541687 }, { "start_logit": 3.9537971019744873, "end_logit": 2.2149124145507812, "text": "Houston Street lab, Tesla allegedly generated a resonance of several buildings", "probability": 0.06089114770293236 }, { "start_logit": 3.674522638320923, "end_logit": 2.4651050567626953, "text": "Allan L. Benson\u2014was published in World Today", "probability": 0.05914580076932907 }, { "start_logit": 3.3783092498779297, "end_logit": 2.647519826889038, "text": "steam-powered mechanical oscillator\u2014Tesla's oscillator", "probability": 0.052783966064453125 }, { "start_logit": 2.646211624145508, "end_logit": 3.2359824180603027, "text": "mechanical oscillators at his Houston Street lab", "probability": 0.04572165757417679 }, { "start_logit": 2.591350793838501, "end_logit": 3.2359824180603027, "text": "Tesla's oscillator. While experimenting with mechanical oscillators at his Houston Street lab", "probability": 0.04328090697526932 }, { "start_logit": 3.1064109802246094, "end_logit": 2.6307878494262695, "text": "February 1912, an article\u2014\"Nikola Tesla, Dreamer\" by Allan L. Benson", "probability": 0.03955044224858284 }, { "start_logit": 3.083012580871582, "end_logit": 2.6307878494262695, "text": "Nikola Tesla, Dreamer\" by Allan L. Benson", "probability": 0.03863576799631119 }, { "start_logit": 3.3783092498779297, "end_logit": 2.202371597290039, "text": "steam-powered mechanical oscillator\u2014Tesla's oscillator. While experimenting with mechanical oscillators", "probability": 0.033820219337940216 }, { "start_logit": 3.1064109802246094, "end_logit": 2.4651050567626953, "text": "February 1912, an article\u2014\"Nikola Tesla, Dreamer\" by Allan L. Benson\u2014was published in World Today", "probability": 0.033511683344841 }, { "start_logit": 3.083012580871582, "end_logit": 2.4651050567626953, "text": "Nikola Tesla, Dreamer\" by Allan L. Benson\u2014was published in World Today", "probability": 0.03273666650056839 }, { "start_logit": 2.2427830696105957, "end_logit": 3.2359824180603027, "text": "mechanical oscillator\u2014Tesla's oscillator. While experimenting with mechanical oscillators at his Houston Street lab", "probability": 0.030543245375156403 }, { "start_logit": 3.1064109802246094, "end_logit": 2.3194899559020996, "text": "February 1912, an article\u2014\"Nikola Tesla, Dreamer", "probability": 0.02897053025662899 }, { "start_logit": 2.308481216430664, "end_logit": 3.0941617488861084, "text": "1912", "probability": 0.028304515406489372 }, { "start_logit": 3.083012580871582, "end_logit": 2.3194899559020996, "text": "Nikola Tesla, Dreamer", "probability": 0.028300531208515167 }, { "start_logit": 2.591350793838501, "end_logit": 2.647519826889038, "text": "Tesla's oscillator", "probability": 0.02402869611978531 }, { "start_logit": 1.958645224571228, "end_logit": 3.2359824180603027, "text": "oscillator. While experimenting with mechanical oscillators at his Houston Street lab", "probability": 0.02298877015709877 } ], "56e10412e3433e1400422abb": [ { "start_logit": 3.936110496520996, "end_logit": 3.198854446411133, "text": "Houston Street lab", "probability": 0.1607774943113327 }, { "start_logit": 3.3727762699127197, "end_logit": 3.198854446411133, "text": "steam-powered mechanical oscillator\u2014Tesla's oscillator. While experimenting with mechanical oscillators at his Houston Street lab", "probability": 0.09153184294700623 }, { "start_logit": 3.684098243713379, "end_logit": 2.5759799480438232, "text": "Allan L. Benson", "probability": 0.06702964007854462 }, { "start_logit": 3.684098243713379, "end_logit": 2.500115156173706, "text": "Allan L. Benson\u2014was published in World Today", "probability": 0.06213255226612091 }, { "start_logit": 3.936110496520996, "end_logit": 2.240074872970581, "text": "Houston Street lab, Tesla allegedly generated a resonance of several buildings", "probability": 0.06163575127720833 }, { "start_logit": 3.118196487426758, "end_logit": 3.0400640964508057, "text": "February 1912", "probability": 0.06054075434803963 }, { "start_logit": 3.3727762699127197, "end_logit": 2.7438066005706787, "text": "steam-powered mechanical oscillator\u2014Tesla's oscillator", "probability": 0.058069419115781784 }, { "start_logit": 2.6978402137756348, "end_logit": 3.198854446411133, "text": "mechanical oscillators at his Houston Street lab", "probability": 0.046607017517089844 }, { "start_logit": 2.5831289291381836, "end_logit": 3.198854446411133, "text": "Tesla's oscillator. While experimenting with mechanical oscillators at his Houston Street lab", "probability": 0.04155591502785683 }, { "start_logit": 3.140681505203247, "end_logit": 2.5759799480438232, "text": "Nikola Tesla, Dreamer\" by Allan L. Benson", "probability": 0.038928158581256866 }, { "start_logit": 3.118196487426758, "end_logit": 2.5759799480438232, "text": "February 1912, an article\u2014\"Nikola Tesla, Dreamer\" by Allan L. Benson", "probability": 0.03806263580918312 }, { "start_logit": 3.140681505203247, "end_logit": 2.500115156173706, "text": "Nikola Tesla, Dreamer\" by Allan L. Benson\u2014was published in World Today", "probability": 0.0360841304063797 }, { "start_logit": 3.118196487426758, "end_logit": 2.500115156173706, "text": "February 1912, an article\u2014\"Nikola Tesla, Dreamer\" by Allan L. Benson\u2014was published in World Today", "probability": 0.03528183698654175 }, { "start_logit": 3.3727762699127197, "end_logit": 2.2000553607940674, "text": "steam-powered mechanical oscillator\u2014Tesla's oscillator. While experimenting with mechanical oscillators", "probability": 0.03371315076947212 }, { "start_logit": 2.3597817420959473, "end_logit": 3.198854446411133, "text": "mechanical oscillator\u2014Tesla's oscillator. While experimenting with mechanical oscillators at his Houston Street lab", "probability": 0.03323796018958092 }, { "start_logit": 3.140681505203247, "end_logit": 2.255391836166382, "text": "Nikola Tesla, Dreamer", "probability": 0.028251025825738907 }, { "start_logit": 3.118196487426758, "end_logit": 2.255391836166382, "text": "February 1912, an article\u2014\"Nikola Tesla, Dreamer", "probability": 0.027622893452644348 }, { "start_logit": 2.3043720722198486, "end_logit": 3.0400640964508057, "text": "1912", "probability": 0.026829246431589127 }, { "start_logit": 2.5831289291381836, "end_logit": 2.7438066005706787, "text": "Tesla's oscillator", "probability": 0.026363806799054146 }, { "start_logit": 2.123350143432617, "end_logit": 3.1798205375671387, "text": "sledge hammer", "probability": 0.02574465610086918 } ], "56e10412e3433e1400422abc": [ { "start_logit": 3.852823495864868, "end_logit": 2.9991183280944824, "text": "Houston Street lab", "probability": 0.13381285965442657 }, { "start_logit": 3.7612950801849365, "end_logit": 2.757566213607788, "text": "Allan L. Benson", "probability": 0.09590531885623932 }, { "start_logit": 3.3382928371429443, "end_logit": 2.9991183280944824, "text": "steam-powered mechanical oscillator\u2014Tesla's oscillator. While experimenting with mechanical oscillators at his Houston Street lab", "probability": 0.07999075949192047 }, { "start_logit": 3.3382928371429443, "end_logit": 2.765948534011841, "text": "steam-powered mechanical oscillator\u2014Tesla's oscillator", "probability": 0.06335421651601791 }, { "start_logit": 3.7612950801849365, "end_logit": 2.2921175956726074, "text": "Allan L. Benson\u2014was published in World Today", "probability": 0.060214459896087646 }, { "start_logit": 3.852823495864868, "end_logit": 2.1392390727996826, "text": "Houston Street lab, Tesla allegedly generated a resonance of several buildings", "probability": 0.05663134902715683 }, { "start_logit": 3.039738416671753, "end_logit": 2.950596809387207, "text": "February 1912", "probability": 0.05653362721204758 }, { "start_logit": 3.0889625549316406, "end_logit": 2.757566213607788, "text": "Nikola Tesla, Dreamer\" by Allan L. Benson", "probability": 0.048961251974105835 }, { "start_logit": 3.039738416671753, "end_logit": 2.757566213607788, "text": "February 1912, an article\u2014\"Nikola Tesla, Dreamer\" by Allan L. Benson", "probability": 0.04660952091217041 }, { "start_logit": 3.3382928371429443, "end_logit": 2.3640739917755127, "text": "steam-powered mechanical oscillator\u2014Tesla's oscillator. While experimenting with mechanical oscillators", "probability": 0.04238807037472725 }, { "start_logit": 2.6083903312683105, "end_logit": 2.9991183280944824, "text": "mechanical oscillators at his Houston Street lab", "probability": 0.03855203464627266 }, { "start_logit": 3.0889625549316406, "end_logit": 2.4695658683776855, "text": "Nikola Tesla, Dreamer", "probability": 0.036709241569042206 }, { "start_logit": 2.55421781539917, "end_logit": 2.9991183280944824, "text": "Tesla's oscillator. While experimenting with mechanical oscillators at his Houston Street lab", "probability": 0.0365191325545311 }, { "start_logit": 3.039738416671753, "end_logit": 2.4695658683776855, "text": "February 1912, an article\u2014\"Nikola Tesla, Dreamer", "probability": 0.034946009516716 }, { "start_logit": 3.0889625549316406, "end_logit": 2.2921175956726074, "text": "Nikola Tesla, Dreamer\" by Allan L. Benson\u2014was published in World Today", "probability": 0.03074047714471817 }, { "start_logit": 3.039738416671753, "end_logit": 2.2921175956726074, "text": "February 1912, an article\u2014\"Nikola Tesla, Dreamer\" by Allan L. Benson\u2014was published in World Today", "probability": 0.02926393784582615 }, { "start_logit": 2.55421781539917, "end_logit": 2.765948534011841, "text": "Tesla's oscillator", "probability": 0.02892385795712471 }, { "start_logit": 2.290372133255005, "end_logit": 2.9991183280944824, "text": "mechanical oscillator\u2014Tesla's oscillator. 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In 1912", "probability": 0.06112753599882126 }, { "start_logit": 2.6717689037323, "end_logit": 2.982987880706787, "text": "Mr. Tesla claims, be converted into a health-giving and stimulating electromagnetic field or 'bath", "probability": 0.051420945674180984 }, { "start_logit": 2.0769240856170654, "end_logit": 3.4319019317626953, "text": "New York City schools, William H. Maxwell", "probability": 0.04443890601396561 }, { "start_logit": 2.6717689037323, "end_logit": 2.7171170711517334, "text": "Mr. Tesla claims, be converted into a health-giving and stimulating electromagnetic field", "probability": 0.039416126906871796 }, { "start_logit": 2.3122339248657227, "end_logit": 2.982987880706787, "text": "high frequency. The whole room will thus, Mr. Tesla claims, be converted into a health-giving and stimulating electromagnetic field or 'bath", "probability": 0.03589187189936638 }, { "start_logit": 3.0967249870300293, "end_logit": 2.060586452484131, "text": "1912, he crafted \"a plan to make dull students bright by saturating them unconsciously with electricity,\" wiring the walls of a schoolroom", "probability": 0.0312681645154953 }, { "start_logit": 3.0967249870300293, "end_logit": 2.0285842418670654, "text": "1912, he crafted \"a plan to make dull students bright by saturating them unconsciously with electricity", "probability": 0.030283348634839058 }, { "start_logit": 2.3122339248657227, "end_logit": 2.7171170711517334, "text": "high frequency. The whole room will thus, Mr. Tesla claims, be converted into a health-giving and stimulating electromagnetic field", "probability": 0.02751249633729458 }, { "start_logit": 1.8309019804000854, "end_logit": 2.982987880706787, "text": "health-giving and stimulating electromagnetic field or 'bath", "probability": 0.02217973582446575 }, { "start_logit": 2.6717689037323, "end_logit": 2.1046080589294434, "text": "Mr. Tesla", "probability": 0.021363113075494766 }, { "start_logit": 2.3408374786376953, "end_logit": 2.3912556171417236, "text": "Tesla theorized that the application of electricity", "probability": 0.020437713712453842 }, { "start_logit": 2.3122339248657227, "end_logit": 2.4109466075897217, "text": "high frequency", "probability": 0.02025638148188591 }, { "start_logit": 2.330536365509033, "end_logit": 2.3912556171417236, "text": "electricity", "probability": 0.020228274166584015 }, { "start_logit": 1.2826344966888428, "end_logit": 3.4319019317626953, "text": "superintendent of New York City schools, William H. 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The whole room will thus, Mr. Tesla claims, be converted into a health-giving and stimulating electromagnetic field or 'bath", "probability": 0.035598721355199814 }, { "start_logit": 2.165048837661743, "end_logit": 2.9301581382751465, "text": "Tesla theorized that the application of electricity to the brain enhanced intelligence", "probability": 0.029742328450083733 }, { "start_logit": 3.098525285720825, "end_logit": 1.9592396020889282, "text": "1912, he crafted \"a plan to make dull students bright by saturating them unconsciously with electricity", "probability": 0.02864929847419262 }, { "start_logit": 2.0245115756988525, "end_logit": 2.9301581382751465, "text": "electricity to the brain enhanced intelligence", "probability": 0.025842847302556038 }, { "start_logit": 2.2916815280914307, "end_logit": 2.6073086261749268, "text": "high frequency. The whole room will thus, Mr. Tesla claims, be converted into a health-giving and stimulating electromagnetic field", "probability": 0.02444325014948845 }, { "start_logit": 1.9517343044281006, "end_logit": 2.9301581382751465, "text": "brain enhanced intelligence", "probability": 0.024028873071074486 }, { "start_logit": 1.8789944648742676, "end_logit": 2.983264207839966, "text": "health-giving and stimulating electromagnetic field or 'bath", "probability": 0.023561708629131317 }, { "start_logit": 1.398324728012085, "end_logit": 3.3871331214904785, "text": "bath.'\" The plan was, at least provisionally approved by then superintendent of New York City schools, William H. Maxwell", "probability": 0.021819883957505226 }, { "start_logit": 2.2916815280914307, "end_logit": 2.4869606494903564, "text": "high frequency", "probability": 0.021671675145626068 }, { "start_logit": 2.724607229232788, "end_logit": 2.0499520301818848, "text": "Mr. Tesla", "probability": 0.02158336713910103 }, { "start_logit": 2.249478816986084, "end_logit": 2.4869606494903564, "text": "infinitesimal electric waves vibrating at high frequency", "probability": 0.020776107907295227 } ], "56e1066be3433e1400422ae7": [ { "start_logit": 3.9613215923309326, "end_logit": 3.178030252456665, "text": "William H. Maxwell", "probability": 0.2435455173254013 }, { "start_logit": 3.118203639984131, "end_logit": 3.4579479694366455, "text": "1912", "probability": 0.13867096602916718 }, { "start_logit": 2.4120872020721436, "end_logit": 3.4579479694366455, "text": "Tesla theorized that the application of electricity to the brain enhanced intelligence. In 1912", "probability": 0.06844203919172287 }, { "start_logit": 2.7605700492858887, "end_logit": 2.9686360359191895, "text": "Mr. Tesla claims, be converted into a health-giving and stimulating electromagnetic field or 'bath", "probability": 0.05945133790373802 }, { "start_logit": 2.0732734203338623, "end_logit": 3.4579479694366455, "text": "electricity to the brain enhanced intelligence. In 1912", "probability": 0.04877283051609993 }, { "start_logit": 3.118203639984131, "end_logit": 2.2533864974975586, "text": "1912, he crafted \"a plan to make dull students bright by saturating them unconsciously with electricity,\" wiring the walls of a schoolroom", "probability": 0.04157679155468941 }, { "start_logit": 2.3457276821136475, "end_logit": 2.9686360359191895, "text": "high frequency. The whole room will thus, Mr. Tesla claims, be converted into a health-giving and stimulating electromagnetic field or 'bath", "probability": 0.039264291524887085 }, { "start_logit": 2.7605700492858887, "end_logit": 2.5472099781036377, "text": "Mr. Tesla claims, be converted into a health-giving and stimulating electromagnetic field", "probability": 0.039006657898426056 }, { "start_logit": 2.1017978191375732, "end_logit": 3.178030252456665, "text": "New York City schools, William H. Maxwell", "probability": 0.03793143481016159 }, { "start_logit": 1.7955912351608276, "end_logit": 3.4579479694366455, "text": "brain enhanced intelligence. In 1912", "probability": 0.03694724291563034 }, { "start_logit": 3.118203639984131, "end_logit": 1.9635279178619385, "text": "1912, he crafted \"a plan to make dull students bright by saturating them unconsciously with electricity", "probability": 0.031114809215068817 }, { "start_logit": 2.4120872020721436, "end_logit": 2.6345982551574707, "text": "Tesla theorized that the application of electricity to the brain enhanced intelligence", "probability": 0.0300432275980711 }, { "start_logit": 2.7605700492858887, "end_logit": 2.2562079429626465, "text": "Mr. Tesla", "probability": 0.02915802039206028 }, { "start_logit": 2.3457276821136475, "end_logit": 2.5472099781036377, "text": "high frequency. The whole room will thus, Mr. Tesla claims, be converted into a health-giving and stimulating electromagnetic field", "probability": 0.025761717930436134 }, { "start_logit": 1.836859107017517, "end_logit": 2.9686360359191895, "text": "health-giving and stimulating electromagnetic field or 'bath", "probability": 0.023604735732078552 }, { "start_logit": 2.3457276821136475, "end_logit": 2.4403488636016846, "text": "high frequency", "probability": 0.02315078116953373 }, { "start_logit": 2.292015552520752, "end_logit": 2.4403488636016846, "text": "infinitesimal electric waves vibrating at high frequency", "probability": 0.021940113976597786 }, { "start_logit": 2.0732734203338623, "end_logit": 2.6345982551574707, "text": "electricity to the brain enhanced intelligence", "probability": 0.021409260109066963 }, { "start_logit": 2.292015552520752, "end_logit": 2.378695249557495, "text": "infinitesimal electric waves", "probability": 0.020628273487091064 }, { "start_logit": 1.4405287504196167, "end_logit": 3.178030252456665, "text": "bath.'\" The plan was, at least provisionally approved by then superintendent of New York City schools, William H. Maxwell", "probability": 0.019580043852329254 } ], "56e1075ae3433e1400422afa": [ { "start_logit": 3.622439384460449, "end_logit": 3.629211902618408, "text": "Wardenclyffe for $20,000 ($472,500 in today's dollars). In 1917", "probability": 0.10935524851083755 }, { "start_logit": 3.358184814453125, "end_logit": 3.629211902618408, "text": "20,000 ($472,500 in today's dollars). In 1917", "probability": 0.08396056294441223 }, { "start_logit": 3.622439384460449, "end_logit": 3.3356142044067383, "text": "Wardenclyffe for $20,000", "probability": 0.08153268694877625 }, { "start_logit": 3.622439384460449, "end_logit": 3.221407413482666, "text": "Wardenclyffe", "probability": 0.07273314893245697 }, { "start_logit": 3.0717718601226807, "end_logit": 3.629211902618408, "text": "472,500 in today's dollars). In 1917", "probability": 0.06305039674043655 }, { "start_logit": 3.358184814453125, "end_logit": 3.3356142044067383, "text": "20,000", "probability": 0.06259901076555252 }, { "start_logit": 3.0496721267700195, "end_logit": 3.629211902618408, "text": "$20,000 ($472,500 in today's dollars). In 1917", "probability": 0.061672281473875046 }, { "start_logit": 3.006478786468506, "end_logit": 3.629211902618408, "text": "1917", "probability": 0.05906515568494797 }, { "start_logit": 3.622439384460449, "end_logit": 2.8197903633117676, "text": "Wardenclyffe for $20,000 ($472,500", "probability": 0.048675715923309326 }, { "start_logit": 3.0496721267700195, "end_logit": 3.3356142044067383, "text": "$20,000", "probability": 0.04598139226436615 }, { "start_logit": 3.358184814453125, "end_logit": 2.8197903633117676, "text": "20,000 ($472,500", "probability": 0.03737214207649231 }, { "start_logit": 3.622439384460449, "end_logit": 2.471374273300171, "text": "Wardenclyffe for $20", "probability": 0.03435557708144188 }, { "start_logit": 3.0717718601226807, "end_logit": 2.992042303085327, "text": "472,500 in today's dollars). In 1917, around the time that the Wardenclyffe Tower was demolished by Boldt", "probability": 0.033340223133563995 }, { "start_logit": 3.008465051651001, "end_logit": 2.992042303085327, "text": "Wardenclyffe Tower was demolished by Boldt", "probability": 0.03129498288035393 }, { "start_logit": 3.006478786468506, "end_logit": 2.992042303085327, "text": "1917, around the time that the Wardenclyffe Tower was demolished by Boldt", "probability": 0.03123287670314312 }, { "start_logit": 3.358184814453125, "end_logit": 2.633855104446411, "text": "20,000 ($472,500 in today's dollars). In 1917, around the time that the Wardenclyffe Tower", "probability": 0.031031105667352676 }, { "start_logit": 3.622439384460449, "end_logit": 2.3638813495635986, "text": "Wardenclyffe for $20,000 ($472", "probability": 0.03085414133965969 }, { "start_logit": 3.0717718601226807, "end_logit": 2.8197903633117676, "text": "472,500", "probability": 0.028064709156751633 }, { "start_logit": 3.0496721267700195, "end_logit": 2.8197903633117676, "text": "$20,000 ($472,500", "probability": 0.027451282367110252 }, { "start_logit": 3.358184814453125, "end_logit": 2.471374273300171, "text": "20", "probability": 0.02637745998799801 } ], "56e1075ae3433e1400422afb": [ { "start_logit": 3.62959623336792, "end_logit": 3.5775177478790283, "text": "Wardenclyffe for $20,000 ($472,500 in today's dollars). In 1917", "probability": 0.1079896092414856 }, { "start_logit": 3.62959623336792, "end_logit": 3.3188416957855225, "text": "Wardenclyffe for $20,000", "probability": 0.08337583392858505 }, { "start_logit": 3.3548147678375244, "end_logit": 3.5775177478790283, "text": "20,000 ($472,500 in today's dollars). In 1917", "probability": 0.08204381167888641 }, { "start_logit": 3.62959623336792, "end_logit": 3.179793357849121, "text": "Wardenclyffe", "probability": 0.07255249470472336 }, { "start_logit": 3.3548147678375244, "end_logit": 3.3188416957855225, "text": "20,000", "probability": 0.06334380805492401 }, { "start_logit": 3.0721189975738525, "end_logit": 3.5775177478790283, "text": "472,500 in today's dollars). In 1917", "probability": 0.06184044107794762 }, { "start_logit": 3.0162699222564697, "end_logit": 3.5775177478790283, "text": "$20,000 ($472,500 in today's dollars). In 1917", "probability": 0.05848138779401779 }, { "start_logit": 2.97131085395813, "end_logit": 3.5775177478790283, "text": "1917", "probability": 0.055910345166921616 }, { "start_logit": 3.62959623336792, "end_logit": 2.8231072425842285, "text": "Wardenclyffe for $20,000 ($472,500", "probability": 0.050786182284355164 }, { "start_logit": 3.0162699222564697, "end_logit": 3.3188416957855225, "text": "$20,000", "probability": 0.04515190050005913 }, { "start_logit": 3.3548147678375244, "end_logit": 2.8231072425842285, "text": "20,000 ($472,500", "probability": 0.038584206253290176 }, { "start_logit": 3.62959623336792, "end_logit": 2.479170083999634, "text": "Wardenclyffe for $20", "probability": 0.03600606322288513 }, { "start_logit": 3.3548147678375244, "end_logit": 2.68609356880188, "text": "20,000 ($472,500 in today's dollars). In 1917, around the time that the Wardenclyffe Tower", "probability": 0.03364381194114685 }, { "start_logit": 3.0721189975738525, "end_logit": 2.945655107498169, "text": "472,500 in today's dollars). In 1917, around the time that the Wardenclyffe Tower was demolished by Boldt", "probability": 0.03287442401051521 }, { "start_logit": 3.62959623336792, "end_logit": 2.373450994491577, "text": "Wardenclyffe for $20,000 ($472", "probability": 0.03239382430911064 }, { "start_logit": 3.0249176025390625, "end_logit": 2.945655107498169, "text": "Wardenclyffe Tower was demolished by Boldt", "probability": 0.0313587486743927 }, { "start_logit": 2.97131085395813, "end_logit": 2.945655107498169, "text": "1917, around the time that the Wardenclyffe Tower was demolished by Boldt", "probability": 0.029721979051828384 }, { "start_logit": 3.0721189975738525, "end_logit": 2.8231072425842285, "text": "472,500", "probability": 0.029082810506224632 }, { "start_logit": 3.0162699222564697, "end_logit": 2.8231072425842285, "text": "$20,000 ($472,500", "probability": 0.027503084391355515 }, { "start_logit": 3.3548147678375244, "end_logit": 2.479170083999634, "text": "20", "probability": 0.027355173602700233 } ], "56e1075ae3433e1400422afc": [ { "start_logit": 3.3871583938598633, "end_logit": 3.5871689319610596, "text": "20,000 ($472,500 in today's dollars). In 1917", "probability": 0.09933862090110779 }, { "start_logit": 3.3871583938598633, "end_logit": 3.3584139347076416, "text": "20,000", "probability": 0.07902619987726212 }, { "start_logit": 3.1464900970458984, "end_logit": 3.5871689319610596, "text": "$20,000 ($472,500 in today's dollars). In 1917", "probability": 0.07809031754732132 }, { "start_logit": 3.059804677963257, "end_logit": 3.5871689319610596, "text": "472,500 in today's dollars). In 1917", "probability": 0.07160614430904388 }, { "start_logit": 3.0097174644470215, "end_logit": 3.5871689319610596, "text": "Wardenclyffe for $20,000 ($472,500 in today's dollars). In 1917", "probability": 0.0681079551577568 }, { "start_logit": 2.9704749584198, "end_logit": 3.5871689319610596, "text": "1917", "probability": 0.06548697501420975 }, { "start_logit": 3.1464900970458984, "end_logit": 3.3584139347076416, "text": "$20,000", "probability": 0.06212268024682999 }, { "start_logit": 3.0097174644470215, "end_logit": 3.3584139347076416, "text": "Wardenclyffe for $20,000", "probability": 0.05418147146701813 }, { "start_logit": 3.3871583938598633, "end_logit": 2.8068151473999023, "text": "20,000 ($472,500", "probability": 0.0455213263630867 }, { "start_logit": 3.3871583938598633, "end_logit": 2.7472445964813232, "text": "20,000 ($472,500 in today's dollars). In 1917, around the time that the Wardenclyffe Tower", "probability": 0.04288879781961441 }, { "start_logit": 3.059804677963257, "end_logit": 2.9243814945220947, "text": "472,500 in today's dollars). In 1917, around the time that the Wardenclyffe Tower was demolished by Boldt", "probability": 0.03690671548247337 }, { "start_logit": 3.1464900970458984, "end_logit": 2.8068151473999023, "text": "$20,000 ($472,500", "probability": 0.035784415900707245 }, { "start_logit": 3.0097174644470215, "end_logit": 2.9238107204437256, "text": "Wardenclyffe", "probability": 0.03508365526795387 }, { "start_logit": 2.9704749584198, "end_logit": 2.9243814945220947, "text": "1917, around the time that the Wardenclyffe Tower was demolished by Boldt", "probability": 0.033752817660570145 }, { "start_logit": 3.1464900970458984, "end_logit": 2.7472445964813232, "text": "$20,000 ($472,500 in today's dollars). In 1917, around the time that the Wardenclyffe Tower", "probability": 0.03371497988700867 }, { "start_logit": 3.059804677963257, "end_logit": 2.8068151473999023, "text": "472,500", "probability": 0.03281308710575104 }, { "start_logit": 2.495217800140381, "end_logit": 3.3584139347076416, "text": "Tesla lost the funding he was receiving from his patents in European countries. Eventually, he sold Wardenclyffe for $20,000", "probability": 0.03238966315984726 }, { "start_logit": 3.0097174644470215, "end_logit": 2.8068151473999023, "text": "Wardenclyffe for $20,000 ($472,500", "probability": 0.031210044398903847 }, { "start_logit": 3.3871583938598633, "end_logit": 2.424516439437866, "text": "20", "probability": 0.03105880878865719 }, { "start_logit": 3.059804677963257, "end_logit": 2.7472445964813232, "text": "472,500 in today's dollars). In 1917, around the time that the Wardenclyffe Tower", "probability": 0.03091547079384327 } ], "56e1075ae3433e1400422afd": [ { "start_logit": 3.4137520790100098, "end_logit": 3.618408441543579, "text": "20,000 ($472,500 in today's dollars). In 1917", "probability": 0.10271590948104858 }, { "start_logit": 3.4137520790100098, "end_logit": 3.354288101196289, "text": "20,000", "probability": 0.07887358963489532 }, { "start_logit": 3.09163498878479, "end_logit": 3.618408441543579, "text": "Wardenclyffe for $20,000 ($472,500 in today's dollars). In 1917", "probability": 0.07442930340766907 }, { "start_logit": 3.077204942703247, "end_logit": 3.618408441543579, "text": "472,500 in today's dollars). In 1917", "probability": 0.07336299121379852 }, { "start_logit": 3.0650503635406494, "end_logit": 3.618408441543579, "text": "$20,000 ($472,500 in today's dollars). In 1917", "probability": 0.07247669994831085 }, { "start_logit": 2.998217821121216, "end_logit": 3.618408441543579, "text": "1917", "probability": 0.06779121607542038 }, { "start_logit": 3.09163498878479, "end_logit": 3.354288101196289, "text": "Wardenclyffe for $20,000", "probability": 0.05715284124016762 }, { "start_logit": 3.0650503635406494, "end_logit": 3.354288101196289, "text": "$20,000", "probability": 0.05565347149968147 }, { "start_logit": 3.4137520790100098, "end_logit": 2.8338286876678467, "text": "20,000 ($472,500", "probability": 0.04687042534351349 }, { "start_logit": 3.4137520790100098, "end_logit": 2.7192909717559814, "text": "20,000 ($472,500 in today's dollars). In 1917, around the time that the Wardenclyffe Tower", "probability": 0.04179804399609566 }, { "start_logit": 3.077204942703247, "end_logit": 2.953200340270996, "text": "472,500 in today's dollars). In 1917, around the time that the Wardenclyffe Tower was demolished by Boldt", "probability": 0.03772078454494476 }, { "start_logit": 2.998217821121216, "end_logit": 2.953200340270996, "text": "1917, around the time that the Wardenclyffe Tower was demolished by Boldt", "probability": 0.03485596179962158 }, { "start_logit": 3.09163498878479, "end_logit": 2.8338286876678467, "text": "Wardenclyffe for $20,000 ($472,500", "probability": 0.03396293893456459 }, { "start_logit": 3.077204942703247, "end_logit": 2.8338286876678467, "text": "472,500", "probability": 0.03347637131810188 }, { "start_logit": 3.09163498878479, "end_logit": 2.8119571208953857, "text": "Wardenclyffe", "probability": 0.03322818502783775 }, { "start_logit": 3.0650503635406494, "end_logit": 2.8338286876678467, "text": "$20,000 ($472,500", "probability": 0.03307194635272026 }, { "start_logit": 3.4137520790100098, "end_logit": 2.4379723072052, "text": "20", "probability": 0.03154865279793739 }, { "start_logit": 2.4944260120391846, "end_logit": 3.354288101196289, "text": "European countries. Eventually, he sold Wardenclyffe for $20,000", "probability": 0.03145381435751915 }, { "start_logit": 3.077204942703247, "end_logit": 2.7192909717559814, "text": "472,500 in today's dollars). In 1917, around the time that the Wardenclyffe Tower", "probability": 0.02985350601375103 }, { "start_logit": 3.4137520790100098, "end_logit": 2.3776979446411133, "text": "20,000 ($472", "probability": 0.02970324456691742 } ], "56e1075ae3433e1400422afe": [ { "start_logit": 3.595628499984741, "end_logit": 3.5604286193847656, "text": "Wardenclyffe for $20,000 ($472,500 in today's dollars). In 1917", "probability": 0.10014839470386505 }, { "start_logit": 3.595628499984741, "end_logit": 3.347165584564209, "text": "Wardenclyffe for $20,000", "probability": 0.0809142142534256 }, { "start_logit": 3.3776681423187256, "end_logit": 3.5604286193847656, "text": "20,000 ($472,500 in today's dollars). In 1917", "probability": 0.08053506165742874 }, { "start_logit": 3.595628499984741, "end_logit": 3.1708078384399414, "text": "Wardenclyffe", "probability": 0.06783187389373779 }, { "start_logit": 3.3776681423187256, "end_logit": 3.347165584564209, "text": "20,000", "probability": 0.06506775319576263 }, { "start_logit": 3.1482484340667725, "end_logit": 3.5604286193847656, "text": "$20,000 ($472,500 in today's dollars). In 1917", "probability": 0.06402495503425598 }, { "start_logit": 3.0901007652282715, "end_logit": 3.5604286193847656, "text": "472,500 in today's dollars). In 1917", "probability": 0.06040821224451065 }, { "start_logit": 2.994415283203125, "end_logit": 3.5604286193847656, "text": "1917", "probability": 0.054895948618650436 }, { "start_logit": 3.1482484340667725, "end_logit": 3.347165584564209, "text": "$20,000", "probability": 0.05172852426767349 }, { "start_logit": 3.595628499984741, "end_logit": 2.846433162689209, "text": "Wardenclyffe for $20,000 ($472,500", "probability": 0.0490410178899765 }, { "start_logit": 3.3776681423187256, "end_logit": 2.846433162689209, "text": "20,000 ($472,500", "probability": 0.039436694234609604 }, { "start_logit": 3.595628499984741, "end_logit": 2.512042760848999, "text": "Wardenclyffe for $20", "probability": 0.03510230779647827 }, { "start_logit": 3.3776681423187256, "end_logit": 2.7008867263793945, "text": "20,000 ($472,500 in today's dollars). In 1917, around the time that the Wardenclyffe Tower", "probability": 0.034095000475645065 }, { "start_logit": 3.595628499984741, "end_logit": 2.471595048904419, "text": "Wardenclyffe for $20,000 ($472", "probability": 0.03371082991361618 }, { "start_logit": 3.0901007652282715, "end_logit": 2.9663453102111816, "text": "472,500 in today's dollars). In 1917, around the time that the Wardenclyffe Tower was demolished by Boldt", "probability": 0.03334946185350418 }, { "start_logit": 3.1482484340667725, "end_logit": 2.846433162689209, "text": "$20,000 ($472,500", "probability": 0.0313519686460495 }, { "start_logit": 2.994415283203125, "end_logit": 2.9663453102111816, "text": "1917, around the time that the Wardenclyffe Tower was demolished by Boldt", "probability": 0.030306320637464523 }, { "start_logit": 2.9923136234283447, "end_logit": 2.9663453102111816, "text": "Wardenclyffe Tower was demolished by Boldt", "probability": 0.030242696404457092 }, { "start_logit": 3.0901007652282715, "end_logit": 2.846433162689209, "text": "472,500", "probability": 0.029580920934677124 }, { "start_logit": 3.3776681423187256, "end_logit": 2.512042760848999, "text": "20", "probability": 0.028227780014276505 } ], "56e108abe3433e1400422b0c": [ { "start_logit": 3.480384349822998, "end_logit": 3.8639650344848633, "text": "\u00c9mile Girardeau, who helped develop France's first radar system in the 1930s", "probability": 0.09231986850500107 }, { "start_logit": 3.382862091064453, "end_logit": 3.793900489807129, "text": "fluorescent screen", "probability": 0.07807520776987076 }, { "start_logit": 3.480384349822998, "end_logit": 3.6592249870300293, "text": "\u00c9mile Girardeau, who helped develop France's first radar system in the 1930s, noted in 1953", "probability": 0.07522769272327423 }, { "start_logit": 3.480384349822998, "end_logit": 3.5375261306762695, "text": "\u00c9mile Girardeau", "probability": 0.06660771369934082 }, { "start_logit": 3.175675392150879, "end_logit": 3.793900489807129, "text": "tremendous frequency,\" with the signal being viewed on a fluorescent screen", "probability": 0.06346482783555984 }, { "start_logit": 3.473445177078247, "end_logit": 3.462343692779541, "text": "August 1917", "probability": 0.061356376856565475 }, { "start_logit": 3.1422152519226074, "end_logit": 3.6592249870300293, "text": "1953", 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regular commute to the cathedral and the library", "probability": 0.0498715303838253 }, { "start_logit": 2.8570971488952637, "end_logit": 2.9093706607818604, "text": "Hotel New Yorker to make his regular commute to the cathedral and the library", "probability": 0.04975350573658943 }, { "start_logit": 2.3165948390960693, "end_logit": 3.441807746887207, "text": "Tesla left the Hotel New Yorker", "probability": 0.049353841692209244 }, { "start_logit": 2.508476972579956, "end_logit": 3.188835382461548, "text": "1938", "probability": 0.046429045498371124 }, { "start_logit": 2.1821112632751465, "end_logit": 3.441807746887207, "text": "midnight one night, Tesla left the Hotel New Yorker", "probability": 0.04314350336790085 }, { "start_logit": 2.5736992359161377, "end_logit": 2.9093706607818604, "text": "fall of 1937, after midnight one night, Tesla left the Hotel New Yorker to make his regular commute to the cathedral and the library", "probability": 0.03747532516717911 }, { "start_logit": 2.859466791152954, "end_logit": 2.5803329944610596, "text": "1937, after midnight one night, Tesla left the Hotel New Yorker to make his regular commute to the cathedral", "probability": 0.035888347774744034 }, { "start_logit": 2.8570971488952637, "end_logit": 2.5803329944610596, "text": "Hotel New Yorker to make his regular commute to the cathedral", "probability": 0.0358034148812294 }, { "start_logit": 1.9927864074707031, "end_logit": 3.441807746887207, "text": "New Yorker", "probability": 0.03570201247930527 }, { "start_logit": 1.9340460300445557, "end_logit": 3.441807746887207, "text": "the Hotel New Yorker", "probability": 0.033665258437395096 }, { "start_logit": 2.115135908126831, "end_logit": 3.188835382461548, "text": "early 1938", "probability": 0.031330253928899765 }, { "start_logit": 2.859466791152954, "end_logit": 2.4185807704925537, "text": "1937, after midnight one night, Tesla left the Hotel New Yorker to make his regular commute to the cathedral and the library to feed the pigeons", "probability": 0.030528491362929344 }, { "start_logit": 2.8570971488952637, "end_logit": 2.4185807704925537, "text": "Hotel New Yorker to make his regular commute to the cathedral and the library to feed the pigeons", "probability": 0.03045622818171978 }, { "start_logit": 2.3165948390960693, "end_logit": 2.9093706607818604, "text": "Tesla left the Hotel New Yorker to make his regular commute to the cathedral and the library", "probability": 0.02897920086979866 }, { "start_logit": 2.2560267448425293, "end_logit": 2.9093706607818604, "text": "cathedral and the library", "probability": 0.027276089414954185 } ], "56e10ddce3433e1400422b4c": [ { "start_logit": 2.783876419067383, "end_logit": 3.517212152481079, "text": "1937", "probability": 0.09837289154529572 }, { "start_logit": 2.8628039360046387, "end_logit": 3.3503575325012207, "text": "Hotel New Yorker", "probability": 0.09009262919425964 }, { "start_logit": 2.783876419067383, "end_logit": 3.3503575325012207, "text": "1937, after midnight one night, Tesla left the Hotel New Yorker", "probability": 0.08325522392988205 }, { "start_logit": 2.8628039360046387, "end_logit": 2.995870590209961, "text": "Hotel New Yorker to make his regular commute to the cathedral and the library", "probability": 0.06320297718048096 }, { "start_logit": 2.783876419067383, "end_logit": 2.995870590209961, "text": "1937, after midnight one night, Tesla left the Hotel New Yorker to make his regular commute to the cathedral and the library", "probability": 0.05840631201863289 }, { "start_logit": 2.2567992210388184, "end_logit": 3.517212152481079, "text": "fall of 1937", "probability": 0.0580722875893116 }, { "start_logit": 2.3273258209228516, "end_logit": 3.3503575325012207, "text": "Tesla left the Hotel New Yorker", "probability": 0.05273927003145218 }, { "start_logit": 2.497344970703125, "end_logit": 3.1720223426818848, "text": "1938", "probability": 0.05230250209569931 }, { "start_logit": 2.2567992210388184, "end_logit": 3.3503575325012207, "text": "fall of 1937, after midnight one night, Tesla left the Hotel New Yorker", "probability": 0.04914787411689758 }, { "start_logit": 2.8628039360046387, "end_logit": 2.5716159343719482, "text": "Hotel New Yorker to make his regular commute to the cathedral", "probability": 0.04135099798440933 }, { "start_logit": 2.783876419067383, "end_logit": 2.5716159343719482, "text": "1937, after midnight one night, Tesla left the Hotel New Yorker to make his regular commute to the cathedral", "probability": 0.03821276128292084 }, { "start_logit": 2.166687250137329, "end_logit": 3.1720223426818848, "text": "early 1938", "probability": 0.03757679462432861 }, { "start_logit": 2.3273258209228516, "end_logit": 2.995870590209961, "text": "Tesla left the Hotel New Yorker to make his regular commute to the cathedral and the library", "probability": 0.03699835017323494 }, { "start_logit": 1.9396247863769531, "end_logit": 3.3503575325012207, "text": "the Hotel New Yorker", "probability": 0.03578966483473778 }, { "start_logit": 1.9254337549209595, "end_logit": 3.3503575325012207, "text": "New Yorker", "probability": 0.035285357385873795 }, { "start_logit": 1.9061070680618286, "end_logit": 3.3503575325012207, "text": "midnight one night, Tesla left the Hotel New Yorker", "probability": 0.03460995480418205 }, { "start_logit": 2.2567992210388184, "end_logit": 2.995870590209961, "text": "fall of 1937, after midnight one night, Tesla left the Hotel New Yorker to make his regular commute to the cathedral and the library", "probability": 0.03447887301445007 }, { "start_logit": 2.8628039360046387, "end_logit": 2.3895058631896973, "text": "Hotel New Yorker to make his regular commute to the cathedral and the library to feed the pigeons", "probability": 0.0344664640724659 }, { "start_logit": 2.0604088306427, "end_logit": 3.1720223426818848, "text": "Tesla was bedridden for some months and was unable to continue feeding pigeons from his window; soon, they failed to come. In early 1938", "probability": 0.03378808870911598 }, { "start_logit": 2.783876419067383, "end_logit": 2.3895058631896973, "text": "1937, after midnight one night, Tesla left the Hotel New Yorker to make his regular commute to the cathedral and the library to feed the pigeons", "probability": 0.03185069561004639 } ], "56e10e73cd28a01900c674eb": [ { "start_logit": 3.3151144981384277, "end_logit": 3.6863064765930176, "text": "peace ray", "probability": 0.1279217153787613 }, { "start_logit": 3.4156949520111084, "end_logit": 3.4227969646453857, "text": "death ray", "probability": 0.10868887603282928 }, { "start_logit": 2.9378483295440674, "end_logit": 3.821404218673706, "text": "Van de Graaff generator", "probability": 0.10040882229804993 }, { "start_logit": 3.3151144981384277, "end_logit": 3.4227969646453857, "text": "peace ray\" or death ray", "probability": 0.09828867018222809 }, { "start_logit": 2.9378483295440674, "end_logit": 3.6863064765930176, "text": "Van de Graaff generator. The press variably referred to it as a \"peace ray", "probability": 0.08772023022174835 }, { "start_logit": 2.9378483295440674, "end_logit": 3.4227969646453857, "text": "Van de Graaff generator. The press variably referred to it as a \"peace ray\" or death ray", "probability": 0.06739985942840576 }, { "start_logit": 2.402222156524658, "end_logit": 3.821404218673706, "text": "teleforce\" weapon after studying the Van de Graaff generator", "probability": 0.05876953527331352 }, { "start_logit": 2.402222156524658, "end_logit": 3.6863064765930176, "text": "teleforce\" weapon after studying the Van de Graaff generator. The press variably referred to it as a \"peace ray", "probability": 0.05134287104010582 }, { "start_logit": 2.172969102859497, "end_logit": 3.821404218673706, "text": "Tesla made claims concerning a \"teleforce\" weapon after studying the Van de Graaff generator", "probability": 0.04672927409410477 }, { "start_logit": 3.4156949520111084, "end_logit": 2.30419659614563, "text": "death ray. Tesla described the weapon as capable of being used against ground-based infantry or for anti-aircraft", "probability": 0.03551265597343445 }, { "start_logit": 3.3151144981384277, "end_logit": 2.30419659614563, "text": "peace ray\" or death ray. Tesla described the weapon as capable of being used against ground-based infantry or for anti-aircraft", "probability": 0.03211454302072525 }, { "start_logit": 3.4156949520111084, "end_logit": 2.178131580352783, "text": "death ray. Tesla described the weapon as capable of being used against ground-based infantry", "probability": 0.031306441873311996 }, { "start_logit": 2.9378483295440674, "end_logit": 2.6453664302825928, "text": "Van de Graaff", "probability": 0.030975986272096634 }, { "start_logit": 3.3151144981384277, "end_logit": 2.178131580352783, "text": "peace ray\" or death ray. Tesla described the weapon as capable of being used against ground-based infantry", "probability": 0.028310805559158325 }, { "start_logit": 2.402222156524658, "end_logit": 2.6453664302825928, "text": "teleforce\" weapon after studying the Van de Graaff", "probability": 0.01813032291829586 }, { "start_logit": 1.1350165605545044, "end_logit": 3.821404218673706, "text": "the Van de Graaff generator", "probability": 0.016550535336136818 }, { "start_logit": 1.1030116081237793, "end_logit": 3.821404218673706, "text": "Graaff generator", "probability": 0.016029218211770058 }, { "start_logit": 1.0314114093780518, "end_logit": 3.821404218673706, "text": "de Graaff generator", "probability": 0.014921649359166622 }, { "start_logit": 1.1350165605545044, "end_logit": 3.6863064765930176, "text": "the Van de Graaff generator. The press variably referred to it as a \"peace ray", "probability": 0.014459049329161644 }, { "start_logit": 0.9971429705619812, "end_logit": 3.821404218673706, "text": "generator", "probability": 0.014418971724808216 } ], "56e10e73cd28a01900c674ec": [ { "start_logit": 3.2347543239593506, "end_logit": 3.727699041366577, "text": "peace ray", "probability": 0.1255618780851364 }, { "start_logit": 3.3700196743011475, "end_logit": 3.41621732711792, "text": "death ray", "probability": 0.10527563095092773 }, { "start_logit": 2.963148832321167, "end_logit": 3.814168691635132, "text": "Van de Graaff generator", "probability": 0.10434082895517349 }, { "start_logit": 2.963148832321167, "end_logit": 3.727699041366577, "text": "Van de Graaff generator. The press variably referred to it as a \"peace ray", "probability": 0.09569759666919708 }, { "start_logit": 3.2347543239593506, "end_logit": 3.41621732711792, "text": "peace ray\" or death ray", "probability": 0.09195660054683685 }, { "start_logit": 2.963148832321167, "end_logit": 3.41621732711792, "text": "Van de Graaff generator. The press variably referred to it as a \"peace ray\" or death ray", "probability": 0.07008516788482666 }, { "start_logit": 2.5177159309387207, "end_logit": 3.814168691635132, "text": "Tesla made claims concerning a \"teleforce\" weapon after studying the Van de Graaff generator", "probability": 0.0668351948261261 }, { "start_logit": 2.006620407104492, "end_logit": 3.814168691635132, "text": "teleforce\" weapon after studying the Van de Graaff generator", "probability": 0.04009030759334564 }, { "start_logit": 3.3700196743011475, "end_logit": 2.3959646224975586, "text": "death ray. Tesla described the weapon as capable of being used against ground-based infantry", "probability": 0.03795228898525238 }, { "start_logit": 2.006620407104492, "end_logit": 3.727699041366577, "text": "teleforce\" weapon after studying the Van de Graaff generator. The press variably referred to it as a \"peace ray", "probability": 0.03676936402916908 }, { "start_logit": 3.2347543239593506, "end_logit": 2.3959646224975586, "text": "peace ray\" or death ray. Tesla described the weapon as capable of being used against ground-based infantry", "probability": 0.033150721341371536 }, { "start_logit": 3.3700196743011475, "end_logit": 2.1990742683410645, "text": "death ray. Tesla described the weapon as capable of being used against ground-based infantry or for anti-aircraft", "probability": 0.031169468536973 }, { "start_logit": 2.963148832321167, "end_logit": 2.546116828918457, "text": "Van de Graaff", "probability": 0.029359353706240654 }, { "start_logit": 3.2347543239593506, "end_logit": 2.1990742683410645, "text": "peace ray\" or death ray. Tesla described the weapon as capable of being used against ground-based infantry or for anti-aircraft", "probability": 0.027226032689213753 }, { "start_logit": 2.5177159309387207, "end_logit": 2.6336727142333984, "text": "Tesla made claims concerning a \"teleforce", "probability": 0.02052685245871544 }, { "start_logit": 2.5177159309387207, "end_logit": 2.546116828918457, "text": "Tesla made claims concerning a \"teleforce\" weapon after studying the Van de Graaff", "probability": 0.018806040287017822 }, { "start_logit": 1.1744847297668457, "end_logit": 3.814168691635132, "text": "the Van de Graaff generator", "probability": 0.017444046214222908 }, { "start_logit": 1.100247859954834, "end_logit": 3.814168691635132, "text": "Graaff generator", "probability": 0.016195958480238914 }, { "start_logit": 1.1744847297668457, "end_logit": 3.727699041366577, "text": "the Van de Graaff generator. The press variably referred to it as a \"peace ray", "probability": 0.015999041497707367 }, { "start_logit": 1.0600402355194092, "end_logit": 3.814168691635132, "text": "de Graaff generator", "probability": 0.015557676553726196 } ], "56e10e73cd28a01900c674ed": [ { "start_logit": 3.234015941619873, "end_logit": 3.6949472427368164, "text": "peace ray", "probability": 0.11763691902160645 }, { "start_logit": 3.3528738021850586, "end_logit": 3.449876546859741, "text": "death ray", "probability": 0.10368840396404266 }, { "start_logit": 3.234015941619873, "end_logit": 3.449876546859741, "text": "peace ray\" or death ray", "probability": 0.09206842631101608 }, { "start_logit": 2.894477128982544, "end_logit": 3.7792632579803467, "text": "Van de Graaff generator", "probability": 0.09113848954439163 }, { "start_logit": 2.894477128982544, "end_logit": 3.6949472427368164, "text": "Van de Graaff generator. The press variably referred to it as a \"peace ray", "probability": 0.08376907557249069 }, { "start_logit": 2.894477128982544, "end_logit": 3.449876546859741, "text": "Van de Graaff generator. The press variably referred to it as a \"peace ray\" or death ray", "probability": 0.06556181609630585 }, { "start_logit": 2.469416379928589, "end_logit": 3.7792632579803467, "text": "teleforce\" weapon after studying the Van de Graaff generator", "probability": 0.05957996845245361 }, { "start_logit": 2.4212288856506348, "end_logit": 3.7792632579803467, "text": "Tesla made claims concerning a \"teleforce\" weapon after studying the Van de Graaff generator", "probability": 0.05677701532840729 }, { "start_logit": 2.469416379928589, "end_logit": 3.6949472427368164, "text": "teleforce\" weapon after studying the Van de Graaff generator. The press variably referred to it as a \"peace ray", "probability": 0.05476238951086998 }, { "start_logit": 3.3528738021850586, "end_logit": 2.6519696712493896, "text": "death ray. Tesla described the weapon as capable of being used against ground-based infantry", "probability": 0.04668782651424408 }, { "start_logit": 3.234015941619873, "end_logit": 2.6519696712493896, "text": "peace ray\" or death ray. Tesla described the weapon as capable of being used against ground-based infantry", "probability": 0.04145568609237671 }, { "start_logit": 3.3528738021850586, "end_logit": 2.3193247318267822, "text": "death ray. Tesla described the weapon as capable of being used against ground-based infantry or for anti-aircraft", "probability": 0.03347630798816681 }, { "start_logit": 3.234015941619873, "end_logit": 2.3193247318267822, "text": "peace ray\" or death ray. 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In 1957", "probability": 0.04818526655435562 }, { "start_logit": 4.104825973510742, "end_logit": 2.3747897148132324, "text": "Charlotte Muzar transported Tesla's ashes from the United States to Belgrade", "probability": 0.03729960322380066 }, { "start_logit": 2.420365571975708, "end_logit": 4.009394645690918, "text": "Kosanovi\u0107", "probability": 0.03548559918999672 }, { "start_logit": 2.406287431716919, "end_logit": 4.009394645690918, "text": "Tesla's nephew, Sava Kosanovi\u0107", "probability": 0.034989528357982635 }, { "start_logit": 3.7717883586883545, "end_logit": 2.6170921325683594, "text": "Sava Kosanovi\u0107, Tesla's entire estate was shipped to Belgrade in 80 trunks marked N.T. In 1957, Kosanovi\u0107", "probability": 0.03406422212719917 }, { "start_logit": 3.387845754623413, "end_logit": 2.9993278980255127, "text": "Nikola Tesla Museum", "probability": 0.03400612249970436 }, { "start_logit": 2.4554548263549805, "end_logit": 3.862264633178711, "text": "Tesla's entire estate was shipped to Belgrade in 80 trunks marked N.T. In 1957", "probability": 0.03172440826892853 }, { "start_logit": 2.420365571975708, "end_logit": 3.862264633178711, "text": "Kosanovi\u0107, Tesla's entire estate was shipped to Belgrade in 80 trunks marked N.T. In 1957", "probability": 0.03063051961362362 }, { "start_logit": 2.406287431716919, "end_logit": 3.862264633178711, "text": "Tesla's nephew, Sava Kosanovi\u0107, Tesla's entire estate was shipped to Belgrade in 80 trunks marked N.T. 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In 1957", "probability": 0.11995293945074081 }, { "start_logit": 3.3064675331115723, "end_logit": 3.9961204528808594, "text": "1952, following pressure from Tesla's nephew, Sava Kosanovi\u0107", "probability": 0.08694427460432053 }, { "start_logit": 3.1582753658294678, "end_logit": 3.8504269123077393, "text": "N.T. In 1957", "probability": 0.06480493396520615 }, { "start_logit": 3.087033987045288, "end_logit": 3.8504269123077393, "text": "80 trunks marked N.T. In 1957", "probability": 0.0603487528860569 }, { "start_logit": 3.0642364025115967, "end_logit": 3.8504269123077393, "text": "1957", "probability": 0.058988507837057114 }, { "start_logit": 3.3064675331115723, "end_logit": 3.4855809211730957, "text": "1952", "probability": 0.052181489765644073 }, { "start_logit": 2.865576982498169, "end_logit": 3.8504269123077393, "text": "Belgrade in 80 trunks marked N.T. In 1957", "probability": 0.04836049675941467 }, { "start_logit": 4.092284202575684, "end_logit": 2.3553149700164795, "text": "Charlotte Muzar transported Tesla's ashes from the United States to Belgrade", "probability": 0.03697635978460312 }, { "start_logit": 2.39674711227417, "end_logit": 3.9961204528808594, "text": "Tesla's nephew, Sava Kosanovi\u0107", "probability": 0.03500696271657944 }, { "start_logit": 2.395874500274658, "end_logit": 3.9961204528808594, "text": "Kosanovi\u0107", "probability": 0.034976426512002945 }, { "start_logit": 3.7739930152893066, "end_logit": 2.6127171516418457, "text": "Sava Kosanovi\u0107, Tesla's entire estate was shipped to Belgrade in 80 trunks marked N.T. In 1957, Kosanovi\u0107", "probability": 0.03479207307100296 }, { "start_logit": 3.3747262954711914, "end_logit": 2.9914848804473877, "text": "Nikola Tesla Museum", "probability": 0.03408611938357353 }, { "start_logit": 2.457441806793213, "end_logit": 3.8504269123077393, "text": "Tesla's entire estate was shipped to Belgrade in 80 trunks marked N.T. In 1957", "probability": 0.03215436637401581 }, { "start_logit": 2.39674711227417, "end_logit": 3.8504269123077393, "text": "Tesla's nephew, Sava Kosanovi\u0107, Tesla's entire estate was shipped to Belgrade in 80 trunks marked N.T. In 1957", "probability": 0.03026081621646881 }, { "start_logit": 2.395874500274658, "end_logit": 3.8504269123077393, "text": "Kosanovi\u0107, Tesla's entire estate was shipped to Belgrade in 80 trunks marked N.T. In 1957", "probability": 0.03023442067205906 }, { "start_logit": 4.092284202575684, "end_logit": 2.1404030323028564, "text": "Charlotte Muzar transported Tesla's ashes from the United States to Belgrade. The ashes are displayed in a gold-plated sphere", "probability": 0.02982557751238346 }, { "start_logit": 3.7739930152893066, "end_logit": 2.382518768310547, "text": "Sava Kosanovi\u0107, Tesla's entire estate was shipped to Belgrade", "probability": 0.027637988328933716 }, { "start_logit": 4.092284202575684, "end_logit": 1.847794532775879, "text": "Charlotte Muzar", "probability": 0.022259261459112167 }, { "start_logit": 4.092284202575684, "end_logit": 1.8103737831115723, "text": "Charlotte Muzar transported Tesla's ashes from the United States", "probability": 0.021441694349050522 } ], "56e11996e3433e1400422bde": [ { "start_logit": 3.299448251724243, "end_logit": 3.1640021800994873, "text": "278", "probability": 0.12460729479789734 }, { "start_logit": 3.394224166870117, "end_logit": 2.837198257446289, "text": "26", "probability": 0.09880410879850388 }, { "start_logit": 3.299448251724243, "end_logit": 2.837198257446289, "text": "278 patents issued to Tesla in 26", "probability": 0.08986988663673401 }, { "start_logit": 2.8808650970458984, "end_logit": 3.2428085803985596, "text": "300", "probability": 0.08871155232191086 }, { "start_logit": 2.5391032695770264, "end_logit": 3.2428085803985596, "text": "around 300", "probability": 0.06303111463785172 }, { "start_logit": 3.394224166870117, "end_logit": 2.3371942043304443, "text": "26 countries that have been accounted for. Many of Tesla's patents were in the United States, Britain, and Canada", "probability": 0.05992748588323593 }, { "start_logit": 3.299448251724243, "end_logit": 2.3371942043304443, "text": "278 patents issued to Tesla in 26 countries that have been accounted for. Many of Tesla's patents were in the United States, Britain, and Canada", "probability": 0.05450863763689995 }, { "start_logit": 3.394224166870117, "end_logit": 2.056204319000244, "text": "26 countries", "probability": 0.0452473945915699 }, { "start_logit": 3.299448251724243, "end_logit": 2.056204319000244, "text": "278 patents issued to Tesla in 26 countries", "probability": 0.041155993938446045 }, { "start_logit": 2.1744916439056396, "end_logit": 3.1640021800994873, "text": "Tesla's patents are not accounted for, and various sources have discovered some that have lain hidden in patent archives. There are a minimum of 278", "probability": 0.04045582190155983 }, { "start_logit": 2.0903728008270264, "end_logit": 3.2428085803985596, "text": "Tesla obtained around 300", "probability": 0.04024147242307663 }, { "start_logit": 2.8808650970458984, "end_logit": 2.418992042541504, "text": "300 patents worldwide", "probability": 0.03892255574464798 }, { "start_logit": 3.394224166870117, "end_logit": 1.8853076696395874, "text": "26 countries that have been accounted for. Many of Tesla's patents were in the United States, Britain", "probability": 0.03813943266868591 }, { "start_logit": 3.299448251724243, "end_logit": 1.8853076696395874, "text": "278 patents issued to Tesla in 26 countries that have been accounted for. Many of Tesla's patents were in the United States, Britain", "probability": 0.0346907302737236 }, { "start_logit": 2.5391032695770264, "end_logit": 2.418992042541504, "text": "around 300 patents worldwide", "probability": 0.027655158191919327 }, { "start_logit": 2.0859487056732178, "end_logit": 2.837198257446289, "text": "Tesla in 26", "probability": 0.02670534886419773 }, { "start_logit": 1.653830885887146, "end_logit": 3.1640021800994873, "text": "various sources have discovered some that have lain hidden in patent archives. There are a minimum of 278", "probability": 0.024035926908254623 }, { "start_logit": 1.6188093423843384, "end_logit": 3.1640021800994873, "text": "minimum of 278", "probability": 0.023208728060126305 }, { "start_logit": 2.1744916439056396, "end_logit": 2.535787343978882, "text": "Tesla's patents are not accounted for, and various sources have discovered some that have lain hidden in patent archives", "probability": 0.02158493734896183 }, { "start_logit": 3.299448251724243, "end_logit": 1.2564114332199097, "text": "278 patents issued to Tesla", "probability": 0.018496405333280563 } ], "56e11996e3433e1400422bdf": [ { "start_logit": 3.2674527168273926, "end_logit": 3.12616229057312, "text": "278", "probability": 0.11824701726436615 }, { "start_logit": 3.4218711853027344, "end_logit": 2.9419493675231934, "text": "26", "probability": 0.1147758960723877 }, { "start_logit": 3.2674527168273926, "end_logit": 2.9419493675231934, "text": "278 patents issued to Tesla in 26", "probability": 0.09835300594568253 }, { "start_logit": 2.846184253692627, "end_logit": 3.188971757888794, "text": "300", "probability": 0.08262541890144348 }, { "start_logit": 3.4218711853027344, "end_logit": 2.34688401222229, "text": "26 countries that have been accounted for. Many of Tesla's patents were in the United States, Britain, and Canada", "probability": 0.0633019357919693 }, { "start_logit": 3.2674527168273926, "end_logit": 2.34688401222229, "text": "278 patents issued to Tesla in 26 countries that have been accounted for. Many of Tesla's patents were in the United States, Britain, and Canada", "probability": 0.054244305938482285 }, { "start_logit": 2.4231865406036377, "end_logit": 3.188971757888794, "text": "around 300", "probability": 0.054126251488924026 }, { "start_logit": 3.4218711853027344, "end_logit": 2.036388874053955, "text": "26 countries", "probability": 0.04640563949942589 }, { "start_logit": 2.2355473041534424, "end_logit": 3.12616229057312, "text": "Tesla's patents are not accounted for, and various sources have discovered some that have lain hidden in patent archives. There are a minimum of 278", "probability": 0.04213465750217438 }, { "start_logit": 2.1336615085601807, "end_logit": 3.188971757888794, "text": "Tesla obtained around 300", "probability": 0.040519945323467255 }, { "start_logit": 3.2674527168273926, "end_logit": 2.036388874053955, "text": "278 patents issued to Tesla in 26 countries", "probability": 0.0397656187415123 }, { "start_logit": 3.4218711853027344, "end_logit": 1.8513637781143188, "text": "26 countries that have been accounted for. Many of Tesla's patents were in the United States, Britain", "probability": 0.038566954433918 }, { "start_logit": 3.2674527168273926, "end_logit": 1.8513637781143188, "text": "278 patents issued to Tesla in 26 countries that have been accounted for. Many of Tesla's patents were in the United States, Britain", "probability": 0.033048540353775024 }, { "start_logit": 2.1069929599761963, "end_logit": 2.9419493675231934, "text": "Tesla in 26", "probability": 0.030818147584795952 }, { "start_logit": 2.846184253692627, "end_logit": 2.1435165405273438, "text": "300 patents worldwide", "probability": 0.029045449569821358 }, { "start_logit": 1.7101022005081177, "end_logit": 3.12616229057312, "text": "minimum of 278", "probability": 0.024913892149925232 }, { "start_logit": 1.7068500518798828, "end_logit": 3.12616229057312, "text": "various sources have discovered some that have lain hidden in patent archives. There are a minimum of 278", "probability": 0.02483300492167473 }, { "start_logit": 2.2355473041534424, "end_logit": 2.516296625137329, "text": "Tesla's patents are not accounted for, and various sources have discovered some that have lain hidden in patent archives", "probability": 0.02289697900414467 }, { "start_logit": 1.7101022005081177, "end_logit": 2.9419493675231934, "text": "minimum of 278 patents issued to Tesla in 26", "probability": 0.020722342655062675 }, { "start_logit": 1.7068500518798828, "end_logit": 2.9419493675231934, "text": "various sources have discovered some that have lain hidden in patent archives. There are a minimum of 278 patents issued to Tesla in 26", "probability": 0.020655060186982155 } ], "56e11996e3433e1400422be0": [ { "start_logit": 3.2970945835113525, "end_logit": 3.1348941326141357, "text": "278", "probability": 0.11435971409082413 }, { "start_logit": 3.424067735671997, "end_logit": 2.9522640705108643, "text": "26", "probability": 0.10816869139671326 }, { "start_logit": 2.993905544281006, "end_logit": 3.3166663646698, "text": "300", "probability": 0.10128433257341385 }, { "start_logit": 3.2970945835113525, "end_logit": 2.9522640705108643, "text": "278 patents issued to Tesla in 26", "probability": 0.09527036547660828 }, { "start_logit": 2.7073984146118164, "end_logit": 3.3166663646698, "text": "around 300", "probability": 0.07605259865522385 }, { "start_logit": 3.424067735671997, "end_logit": 2.385591983795166, "text": "26 countries that have been accounted for. Many of Tesla's patents were in the United States, Britain, and Canada", "probability": 0.06137607619166374 }, { "start_logit": 3.2970945835113525, "end_logit": 2.385591983795166, "text": "278 patents issued to Tesla in 26 countries that have been accounted for. Many of Tesla's patents were in the United States, Britain, and Canada", "probability": 0.05405742675065994 }, { "start_logit": 2.1968581676483154, "end_logit": 3.3166663646698, "text": "Tesla obtained around 300", "probability": 0.045644570142030716 }, { "start_logit": 2.2536251544952393, "end_logit": 3.1348941326141357, "text": "Tesla's patents are not accounted for, and various sources have discovered some that have lain hidden in patent archives. There are a minimum of 278", "probability": 0.04028097912669182 }, { "start_logit": 3.424067735671997, "end_logit": 1.9291889667510986, "text": "26 countries", "probability": 0.03888532146811485 }, { "start_logit": 2.993905544281006, "end_logit": 2.3415300846099854, "text": "300 patents worldwide", "probability": 0.03819849342107773 }, { "start_logit": 3.2970945835113525, "end_logit": 1.9291889667510986, "text": "278 patents issued to Tesla in 26 countries", "probability": 0.034248530864715576 }, { "start_logit": 2.1611833572387695, "end_logit": 2.9522640705108643, "text": "Tesla in 26", "probability": 0.030594104900956154 }, { "start_logit": 2.7073984146118164, "end_logit": 2.3415300846099854, "text": "around 300 patents worldwide", "probability": 0.028682535514235497 }, { "start_logit": 1.7720282077789307, "end_logit": 3.1348941326141357, "text": "various sources have discovered some that have lain hidden in patent archives. There are a minimum of 278", "probability": 0.024885429069399834 }, { "start_logit": 3.424067735671997, "end_logit": 1.4730206727981567, "text": "26 countries that have been accounted for. Many of Tesla's patents were in the United States, Britain", "probability": 0.024641910567879677 }, { "start_logit": 3.2970945835113525, "end_logit": 1.4730206727981567, "text": "278 patents issued to Tesla in 26 countries that have been accounted for. Many of Tesla's patents were in the United States, Britain", "probability": 0.02170354314148426 }, { "start_logit": 1.6261610984802246, "end_logit": 3.1348941326141357, "text": "minimum of 278", "probability": 0.021507788449525833 }, { "start_logit": 1.7720282077789307, "end_logit": 2.9522640705108643, "text": "various sources have discovered some that have lain hidden in patent archives. There are a minimum of 278 patents issued to Tesla in 26", "probability": 0.02073146216571331 }, { "start_logit": 2.2536251544952393, "end_logit": 2.405630588531494, "text": "Tesla's patents are not accounted for, and various sources have discovered some that have lain hidden in patent archives", "probability": 0.019426073879003525 } ], "56e11996e3433e1400422be1": [ { "start_logit": 3.280759334564209, "end_logit": 3.1385912895202637, "text": "278", "probability": 0.12981221079826355 }, { "start_logit": 3.3423514366149902, "end_logit": 2.905015230178833, "text": "26", "probability": 0.10930095613002777 }, { "start_logit": 3.280759334564209, "end_logit": 2.905015230178833, "text": "278 patents issued to Tesla in 26", "probability": 0.10277200490236282 }, { "start_logit": 2.764955997467041, "end_logit": 3.0131452083587646, "text": "300", "probability": 0.06836351007223129 }, { "start_logit": 3.3423514366149902, "end_logit": 2.3053205013275146, "text": "26 countries that have been accounted for. Many of Tesla's patents were in the United States, Britain, and Canada", "probability": 0.06000392138957977 }, { "start_logit": 3.280759334564209, "end_logit": 2.3053205013275146, "text": "278 patents issued to Tesla in 26 countries that have been accounted for. Many of Tesla's patents were in the United States, Britain, and Canada", "probability": 0.05641966685652733 }, { "start_logit": 2.283801794052124, "end_logit": 3.1385912895202637, "text": "Tesla's patents are not accounted for, and various sources have discovered some that have lain hidden in patent archives. There are a minimum of 278", "probability": 0.047900743782520294 }, { "start_logit": 3.3423514366149902, "end_logit": 2.0403661727905273, "text": "26 countries", "probability": 0.04603748023509979 }, { "start_logit": 3.280759334564209, "end_logit": 2.0403661727905273, "text": "278 patents issued to Tesla in 26 countries", "probability": 0.043287493288517 }, { "start_logit": 2.2195305824279785, "end_logit": 3.0131452083587646, "text": "around 300", "probability": 0.03962315618991852 }, { "start_logit": 2.187361001968384, "end_logit": 3.0131452083587646, "text": "Tesla obtained around 300", "probability": 0.038368795067071915 }, { "start_logit": 3.3423514366149902, "end_logit": 1.832774043083191, "text": "26 countries that have been accounted for. Many of Tesla's patents were in the United States, Britain", "probability": 0.037407226860523224 }, { "start_logit": 3.280759334564209, "end_logit": 1.832774043083191, "text": "278 patents issued to Tesla in 26 countries that have been accounted for. Many of Tesla's patents were in the United States, Britain", "probability": 0.035172753036022186 }, { "start_logit": 2.1533267498016357, "end_logit": 2.905015230178833, "text": "Tesla in 26", "probability": 0.03328411281108856 }, { "start_logit": 2.283801794052124, "end_logit": 2.6260733604431152, "text": "Tesla's patents are not accounted for, and various sources have discovered some that have lain hidden in patent archives", "probability": 0.0286918506026268 }, { "start_logit": 1.7372545003890991, "end_logit": 3.1385912895202637, "text": "minimum of 278", "probability": 0.027731921523809433 }, { "start_logit": 1.7208094596862793, "end_logit": 3.1385912895202637, "text": "various sources have discovered some that have lain hidden in patent archives. There are a minimum of 278", "probability": 0.027279594913125038 }, { "start_logit": 2.764955997467041, "end_logit": 2.0067861080169678, "text": "300 patents worldwide", "probability": 0.024990107864141464 }, { "start_logit": 1.7372545003890991, "end_logit": 2.905015230178833, "text": "minimum of 278 patents issued to Tesla in 26", "probability": 0.021955285221338272 }, { "start_logit": 1.7208094596862793, "end_logit": 2.905015230178833, "text": "various sources have discovered some that have lain hidden in patent archives. There are a minimum of 278 patents issued to Tesla in 26", "probability": 0.02159718982875347 } ], "56e11a16cd28a01900c675b5": [ { "start_logit": 3.4311904907226562, "end_logit": 3.045663356781006, "text": "8:10 p.m., at Delmonico's restaurant and later the Waldorf-Astoria Hotel", "probability": 0.10953330248594284 }, { "start_logit": 3.4285314083099365, "end_logit": 3.045663356781006, "text": "Delmonico's restaurant and later the Waldorf-Astoria Hotel", "probability": 0.10924240946769714 }, { "start_logit": 3.4311904907226562, "end_logit": 2.861117362976074, "text": "8:10 p.m., at Delmonico's restaurant", "probability": 0.09107493609189987 }, { "start_logit": 3.4285314083099365, "end_logit": 2.861117362976074, "text": "Delmonico's restaurant", "probability": 0.09083309769630432 }, { "start_logit": 3.4285314083099365, "end_logit": 2.579699754714966, "text": "Delmonico's restaurant and later the Waldorf-Astoria Hotel. 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Tesla would telephone his dinner order to the headwaiter", "probability": 0.029342012479901314 }, { "start_logit": 2.2914175987243652, "end_logit": 2.861117362976074, "text": "exactly 8:10 p.m., at Delmonico's restaurant", "probability": 0.0291341133415699 }, { "start_logit": 3.4311904907226562, "end_logit": 1.631878137588501, "text": "8:10 p.m., at Delmonico's restaurant and later the Waldorf-Astoria", "probability": 0.02664078399538994 }, { "start_logit": 3.4285314083099365, "end_logit": 1.631878137588501, "text": "Delmonico's restaurant and later the Waldorf-Astoria", "probability": 0.026570040732622147 }, { "start_logit": 3.15841007232666, "end_logit": 1.8443167209625244, "text": "9:00", "probability": 0.025080768391489983 }, { "start_logit": 3.3989973068237305, "end_logit": 1.5267080068588257, "text": "eight o'clock ... He dined alone, except on the rare occasions when he would give a dinner to a group", "probability": 0.023221535608172417 }, { "start_logit": 3.15841007232666, "end_logit": 1.7374130487442017, "text": "9:00 a.m. until 6:00 p.m. or later, with dinner from exactly 8:10", "probability": 0.02253788709640503 }, { "start_logit": 3.3989973068237305, "end_logit": 1.4925581216812134, "text": "eight o'clock", "probability": 0.022441906854510307 } ], "56e11a16cd28a01900c675b6": [ { "start_logit": 3.5203664302825928, "end_logit": 3.0679545402526855, "text": "Delmonico's restaurant and later the Waldorf-Astoria Hotel", "probability": 0.11508292704820633 }, { "start_logit": 3.4435927867889404, "end_logit": 3.0679545402526855, "text": "8:10 p.m., at Delmonico's restaurant and later the Waldorf-Astoria Hotel", "probability": 0.10657823085784912 }, { "start_logit": 3.5203664302825928, "end_logit": 2.807732582092285, "text": "Delmonico's restaurant", "probability": 0.08871521800756454 }, { "start_logit": 3.4435927867889404, "end_logit": 2.807732582092285, "text": "8:10 p.m., at Delmonico's restaurant", "probability": 0.08215910941362381 }, { "start_logit": 3.5203664302825928, "end_logit": 2.6601083278656006, "text": "Delmonico's restaurant and later the Waldorf-Astoria Hotel. Tesla would telephone his dinner order to the headwaiter", "probability": 0.07653950154781342 }, { "start_logit": 3.5203664302825928, "end_logit": 2.479313850402832, "text": "Delmonico", "probability": 0.06388041377067566 }, { "start_logit": 3.4435927867889404, "end_logit": 2.479313850402832, "text": "8:10 p.m., at Delmonico", "probability": 0.05915961414575577 }, { "start_logit": 2.9640777111053467, "end_logit": 2.807732582092285, "text": "6:00 p.m. or later, with dinner from exactly 8:10 p.m., at Delmonico's restaurant", "probability": 0.0508633553981781 }, { "start_logit": 2.605630874633789, "end_logit": 3.0679545402526855, "text": "Waldorf-Astoria Hotel", "probability": 0.04610482230782509 }, { "start_logit": 2.9640777111053467, "end_logit": 2.479313850402832, "text": "6:00 p.m. or later, with dinner from exactly 8:10 p.m., at Delmonico", "probability": 0.03662474453449249 }, { "start_logit": 2.3525776863098145, "end_logit": 3.0679545402526855, "text": "exactly 8:10 p.m., at Delmonico's restaurant and later the Waldorf-Astoria Hotel", "probability": 0.03579701483249664 }, { "start_logit": 2.605630874633789, "end_logit": 2.6601083278656006, "text": "Waldorf-Astoria Hotel. Tesla would telephone his dinner order to the headwaiter", "probability": 0.03066345676779747 }, { "start_logit": 3.4435927867889404, "end_logit": 1.7665483951568604, "text": "8:10", "probability": 0.029005151242017746 }, { "start_logit": 3.5203664302825928, "end_logit": 1.6786470413208008, "text": "Delmonico's restaurant and later the Waldorf-Astoria", "probability": 0.028684185817837715 }, { "start_logit": 2.3525776863098145, "end_logit": 2.807732582092285, "text": "exactly 8:10 p.m., at Delmonico's restaurant", "probability": 0.027595218271017075 }, { "start_logit": 3.2110373973846436, "end_logit": 1.9434412717819214, "text": "9:00", "probability": 0.027434758841991425 }, { "start_logit": 3.4435927867889404, "end_logit": 1.6786470413208008, "text": "8:10 p.m., at Delmonico's restaurant and later the Waldorf-Astoria", "probability": 0.026564408093690872 }, { "start_logit": 2.6299421787261963, "end_logit": 2.435410499572754, "text": "3:00 a.m.\":283, 286", "probability": 0.02509540133178234 }, { "start_logit": 3.2110373973846436, "end_logit": 1.7665483951568604, "text": "9:00 a.m. until 6:00 p.m. or later, with dinner from exactly 8:10", "probability": 0.022986751049757004 }, { "start_logit": 3.3406999111175537, "end_logit": 1.5207247734069824, "text": "eight o'clock", "probability": 0.020465828478336334 } ], "56e11a16cd28a01900c675b7": [ { "start_logit": 3.4639832973480225, "end_logit": 3.018388032913208, "text": "Delmonico's restaurant and later the Waldorf-Astoria Hotel", "probability": 0.11151722818613052 }, { "start_logit": 3.4173405170440674, "end_logit": 3.018388032913208, "text": "8:10 p.m., at Delmonico's restaurant and later the Waldorf-Astoria Hotel", "probability": 0.10643520206212997 }, { "start_logit": 3.4639832973480225, "end_logit": 2.763780355453491, "text": "Delmonico's restaurant", "probability": 0.08645045012235641 }, { "start_logit": 3.4173405170440674, "end_logit": 2.763780355453491, "text": "8:10 p.m., at Delmonico's restaurant", "probability": 0.08251075446605682 }, { "start_logit": 3.4639832973480225, "end_logit": 2.6186163425445557, "text": "Delmonico's restaurant and later the Waldorf-Astoria Hotel. Tesla would telephone his dinner order to the headwaiter", "probability": 0.07476931065320969 }, { "start_logit": 3.4639832973480225, "end_logit": 2.436725378036499, "text": "Delmonico", "probability": 0.062334585934877396 }, { "start_logit": 3.4173405170440674, "end_logit": 2.436725378036499, "text": "8:10 p.m., at Delmonico", "probability": 0.05949389934539795 }, { "start_logit": 2.935487747192383, "end_logit": 2.763780355453491, "text": "6:00 p.m. or later, with dinner from exactly 8:10 p.m., at Delmonico's restaurant", "probability": 0.05096178501844406 }, { "start_logit": 2.5493268966674805, "end_logit": 3.018388032913208, "text": "Waldorf-Astoria Hotel", "probability": 0.04467984288930893 }, { "start_logit": 2.935487747192383, "end_logit": 2.436725378036499, "text": "6:00 p.m. or later, with dinner from exactly 8:10 p.m., at Delmonico", "probability": 0.03674570098519325 }, { "start_logit": 2.297879695892334, "end_logit": 3.018388032913208, "text": "exactly 8:10 p.m., at Delmonico's restaurant and later the Waldorf-Astoria Hotel", "probability": 0.03474638983607292 }, { "start_logit": 3.196033477783203, "end_logit": 2.034761428833008, "text": "9:00", "probability": 0.03189989551901817 }, { "start_logit": 3.4173405170440674, "end_logit": 1.7900911569595337, "text": "8:10", "probability": 0.031163251027464867 }, { "start_logit": 2.5493268966674805, "end_logit": 2.6186163425445557, "text": "Waldorf-Astoria Hotel. Tesla would telephone his dinner order to the headwaiter", "probability": 0.029956631362438202 }, { "start_logit": 3.4639832973480225, "end_logit": 1.6395339965820312, "text": "Delmonico's restaurant and later the Waldorf-Astoria", "probability": 0.028087517246603966 }, { "start_logit": 2.6483261585235596, "end_logit": 2.4304492473602295, "text": "3:00 a.m.\":283, 286", "probability": 0.02740110084414482 }, { "start_logit": 2.297879695892334, "end_logit": 2.763780355453491, "text": "exactly 8:10 p.m., at Delmonico's restaurant", "probability": 0.026936106383800507 }, { "start_logit": 3.4173405170440674, "end_logit": 1.6395339965820312, "text": "8:10 p.m., at Delmonico's restaurant and later the Waldorf-Astoria", "probability": 0.026807507500052452 }, { "start_logit": 3.196033477783203, "end_logit": 1.7900911569595337, "text": "9:00 a.m. until 6:00 p.m. or later, with dinner from exactly 8:10", "probability": 0.024976423010230064 }, { "start_logit": 3.3426949977874756, "end_logit": 1.5222669839859009, "text": "eight o'clock", "probability": 0.022126365453004837 } ], "56e11a16cd28a01900c675b8": [ { "start_logit": 3.424386978149414, "end_logit": 3.0507571697235107, "text": "8:10 p.m., at Delmonico's restaurant and later the Waldorf-Astoria Hotel", "probability": 0.10626628994941711 }, { "start_logit": 3.42303466796875, "end_logit": 3.0507571697235107, "text": "Delmonico's restaurant and later the Waldorf-Astoria Hotel", "probability": 0.10612268000841141 }, { "start_logit": 3.424386978149414, "end_logit": 2.9205498695373535, "text": "8:10 p.m., at Delmonico's restaurant", "probability": 0.09329256415367126 }, { "start_logit": 3.42303466796875, "end_logit": 2.9205498695373535, "text": "Delmonico's restaurant", "probability": 0.09316649287939072 }, { "start_logit": 3.42303466796875, "end_logit": 2.5781571865081787, "text": "Delmonico's restaurant and later the Waldorf-Astoria Hotel. Tesla would telephone his dinner order to the headwaiter", "probability": 0.06615468859672546 }, { "start_logit": 3.004624843597412, "end_logit": 2.9205498695373535, "text": "6:00 p.m. or later, with dinner from exactly 8:10 p.m., at Delmonico's restaurant", "probability": 0.061312172561883926 }, { "start_logit": 3.424386978149414, "end_logit": 2.3783957958221436, "text": "8:10 p.m., at Delmonico", "probability": 0.0542491190135479 }, { "start_logit": 3.42303466796875, "end_logit": 2.3783957958221436, "text": "Delmonico", "probability": 0.05417580157518387 }, { "start_logit": 2.6106536388397217, "end_logit": 3.0507571697235107, "text": "Waldorf-Astoria Hotel", "probability": 0.04709724336862564 }, { "start_logit": 2.37663197517395, "end_logit": 3.0507571697235107, "text": "exactly 8:10 p.m., at Delmonico's restaurant and later the Waldorf-Astoria Hotel", "probability": 0.03727015480399132 }, { "start_logit": 3.004624843597412, "end_logit": 2.3783957958221436, "text": "6:00 p.m. or later, with dinner from exactly 8:10 p.m., at Delmonico", "probability": 0.03565267100930214 }, { "start_logit": 2.37663197517395, "end_logit": 2.9205498695373535, "text": "exactly 8:10 p.m., at Delmonico's restaurant", "probability": 0.03271997347474098 }, { "start_logit": 3.424386978149414, "end_logit": 1.8114888668060303, "text": "8:10", "probability": 0.030774297192692757 }, { "start_logit": 3.424386978149414, "end_logit": 1.810827374458313, "text": "8:10 p.m., at Delmonico's restaurant and later the Waldorf-Astoria", "probability": 0.030753932893276215 }, { "start_logit": 3.42303466796875, "end_logit": 1.810827374458313, "text": "Delmonico's restaurant and later the Waldorf-Astoria", "probability": 0.030712373554706573 }, { "start_logit": 2.6106536388397217, "end_logit": 2.5781571865081787, "text": "Waldorf-Astoria Hotel. Tesla would telephone his dinner order to the headwaiter", "probability": 0.029359454289078712 }, { "start_logit": 3.453434467315674, "end_logit": 1.5749776363372803, "text": "eight o'clock ... He dined alone, except on the rare occasions when he would give a dinner to a group", "probability": 0.025008495897054672 }, { "start_logit": 3.453434467315674, "end_logit": 1.4880119562149048, "text": "eight o'clock", "probability": 0.02292550355195999 }, { "start_logit": 2.5982725620269775, "end_logit": 2.3359787464141846, "text": "3:00 a.m.\":283, 286", "probability": 0.02276114746928215 }, { "start_logit": 3.004624843597412, "end_logit": 1.8114888668060303, "text": "6:00 p.m. or later, with dinner from exactly 8:10", "probability": 0.020224953070282936 } ], "56e11a73e3433e1400422bf0": [ { "start_logit": 3.438352108001709, "end_logit": 2.478363275527954, "text": "8 to 10 miles per day. He squished his toes one hundred times for each foot every night, saying that it stimulated his brain cells", "probability": 0.09209565073251724 }, { "start_logit": 3.438352108001709, "end_logit": 2.4065794944763184, "text": "8 to 10 miles per day. He squished his toes one hundred", "probability": 0.0857163593173027 }, { "start_logit": 3.438352108001709, "end_logit": 2.351194381713867, "text": "8 to 10 miles", "probability": 0.08109802007675171 }, { "start_logit": 3.1926043033599854, "end_logit": 2.478363275527954, "text": "10 miles per day. He squished his toes one hundred times for each foot every night, saying that it stimulated his brain cells", "probability": 0.07202977687120438 }, { "start_logit": 3.438352108001709, "end_logit": 2.2203750610351562, "text": "8 to 10", "probability": 0.07115346938371658 }, { "start_logit": 3.438352108001709, "end_logit": 2.213343858718872, "text": "8 to 10 miles per day. He squished his toes one hundred times", "probability": 0.070654958486557 }, { "start_logit": 3.1926043033599854, "end_logit": 2.4065794944763184, "text": "10 miles per day. He squished his toes one hundred", "probability": 0.06704044342041016 }, { "start_logit": 3.1926043033599854, "end_logit": 2.351194381713867, "text": "10 miles", "probability": 0.06342832744121552 }, { "start_logit": 3.438352108001709, "end_logit": 2.001622438430786, "text": "8", "probability": 0.057173293083906174 }, { "start_logit": 3.1926043033599854, "end_logit": 2.2203750610351562, "text": "10", "probability": 0.055650509893894196 }, { "start_logit": 3.1926043033599854, "end_logit": 2.213343858718872, "text": "10 miles per day. He squished his toes one hundred times", "probability": 0.05526060238480568 }, { "start_logit": 3.438352108001709, "end_logit": 1.641936182975769, "text": "8 to 10 miles per day", "probability": 0.03990096226334572 }, { "start_logit": 3.1926043033599854, "end_logit": 1.641936182975769, "text": "10 miles per day", "probability": 0.031207311898469925 }, { "start_logit": 3.438352108001709, "end_logit": 1.1486550569534302, "text": "8 to 10 miles per day. He squished his toes one hundred times for each foot every night", "probability": 0.024364303797483444 }, { "start_logit": 2.102635622024536, "end_logit": 2.478363275527954, "text": "one hundred times for each foot every night, saying that it stimulated his brain cells", "probability": 0.02421835996210575 }, { "start_logit": 2.165992498397827, "end_logit": 2.4065794944763184, "text": "Tesla walked between 8 to 10 miles per day. He squished his toes one hundred", "probability": 0.024015123024582863 }, { "start_logit": 2.165992498397827, "end_logit": 2.351194381713867, "text": "Tesla walked between 8 to 10 miles", "probability": 0.022721216082572937 }, { "start_logit": 2.102635622024536, "end_logit": 2.4065794944763184, "text": "one hundred", "probability": 0.022540811449289322 }, { "start_logit": 2.165992498397827, "end_logit": 2.2203750610351562, "text": "Tesla walked between 8 to 10", "probability": 0.019935056567192078 }, { "start_logit": 2.165992498397827, "end_logit": 2.213343858718872, "text": "Tesla walked between 8 to 10 miles per day. He squished his toes one hundred times", "probability": 0.019795376807451248 } ], "56e11a73e3433e1400422bf1": [ { "start_logit": 3.2370686531066895, "end_logit": 2.460996389389038, "text": "8 to 10 miles per day. He squished his toes one hundred times for each foot every night, saying that it stimulated his brain cells", "probability": 0.08837322890758514 }, { "start_logit": 3.2370686531066895, "end_logit": 2.4251248836517334, "text": "8 to 10 miles per day. He squished his toes one hundred", "probability": 0.0852593332529068 }, { "start_logit": 3.2370686531066895, "end_logit": 2.3204963207244873, "text": "8 to 10 miles per day. He squished his toes one hundred times", "probability": 0.07678958028554916 }, { "start_logit": 3.087717056274414, "end_logit": 2.460996389389038, "text": "10 miles per day. He squished his toes one hundred times for each foot every night, saying that it stimulated his brain cells", "probability": 0.07611291110515594 }, { "start_logit": 3.087717056274414, "end_logit": 2.4251248836517334, "text": "10 miles per day. 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He said that he had been visited by a specific injured white pigeon daily", "probability": 0.023849328979849815 }, { "start_logit": 1.1927939653396606, "end_logit": 2.9059853553771973, "text": "pigeons", "probability": 0.023438716307282448 }, { "start_logit": 2.2737648487091064, "end_logit": 1.7839099168777466, "text": "Tesla walked to the park every day", "probability": 0.022494815289974213 }, { "start_logit": 1.0913246870040894, "end_logit": 2.9059853553771973, "text": "the park every day to feed the pigeons", "probability": 0.021177096292376518 }, { "start_logit": 1.0167161226272583, "end_logit": 2.9059853553771973, "text": "park every day to feed the pigeons", "probability": 0.01965460181236267 }, { "start_logit": 0.8362568020820618, "end_logit": 3.069514036178589, "text": "injured white pigeon daily. Tesla spent over $2,000", "probability": 0.019324636086821556 }, { "start_logit": 2.7504844665527344, "end_logit": 1.1188781261444092, "text": "$2", "probability": 0.01863371580839157 }, { "start_logit": 2.7504844665527344, "end_logit": 1.1000854969024658, "text": "$2,000, including building a device that comfortably supported her so her bones could heal, to fix her broken wing and leg", "probability": 0.0182868093252182 } ], "56e11ba9cd28a01900c675d8": [ { "start_logit": 2.816676139831543, "end_logit": 3.0361173152923584, "text": "$2,000", "probability": 0.14727316796779633 }, { "start_logit": 2.7388291358947754, "end_logit": 3.0361173152923584, "text": "2,000", "probability": 0.13624322414398193 }, { "start_logit": 2.479534864425659, "end_logit": 3.0361173152923584, "text": "white pigeon daily. Tesla spent over $2,000", "probability": 0.10512473434209824 }, { "start_logit": 2.211538553237915, "end_logit": 3.0361173152923584, "text": "over $2,000", "probability": 0.08041103184223175 }, { "start_logit": 1.946060061454773, "end_logit": 3.0361173152923584, "text": "Tesla spent over $2,000", "probability": 0.061662301421165466 }, { "start_logit": 1.88965904712677, "end_logit": 3.0361173152923584, "text": "hotel room to nurse back to health. He said that he had been visited by a specific injured white pigeon daily. Tesla spent over $2,000", "probability": 0.05828075483441353 }, { "start_logit": 2.479534864425659, "end_logit": 2.346548080444336, "text": "white pigeon", "probability": 0.052750781178474426 }, { "start_logit": 2.479534864425659, "end_logit": 2.120800733566284, "text": "white pigeon daily", "probability": 0.04209088161587715 }, { "start_logit": 2.3300302028656006, "end_logit": 2.1891911029815674, "text": "Tesla walked to the park every day to feed the pigeons", "probability": 0.03881150856614113 }, { "start_logit": 1.4551969766616821, "end_logit": 3.0361173152923584, "text": "000", "probability": 0.037743374705314636 }, { "start_logit": 2.3300302028656006, "end_logit": 2.0540077686309814, "text": "Tesla walked to the park", "probability": 0.03390401601791382 }, { "start_logit": 1.88965904712677, "end_logit": 2.346548080444336, "text": "hotel room to nurse back to health. He said that he had been visited by a specific injured white pigeon", "probability": 0.02924482151865959 }, { "start_logit": 1.0751200914382935, "end_logit": 3.0361173152923584, "text": "injured white pigeon daily. Tesla spent over $2,000", "probability": 0.02580924890935421 }, { "start_logit": 2.3300302028656006, "end_logit": 1.7457199096679688, "text": "Tesla walked to the park every day", "probability": 0.02490941435098648 }, { "start_logit": 1.88965904712677, "end_logit": 2.120800733566284, "text": "hotel room to nurse back to health. He said that he had been visited by a specific injured white pigeon daily", "probability": 0.02333502471446991 }, { "start_logit": 2.816676139831543, "end_logit": 1.107427954673767, "text": "$2", "probability": 0.02140446938574314 }, { "start_logit": 2.816676139831543, "end_logit": 1.100039005279541, "text": "$2,000, including building a device that comfortably supported her so her bones could heal, to fix her broken wing and leg", "probability": 0.0212468933314085 }, { "start_logit": 2.3300302028656006, "end_logit": 1.5409631729125977, "text": "Tesla walked to the park every day to feed the pigeons and even brought injured ones into his hotel room to nurse back to health", "probability": 0.020297320559620857 }, { "start_logit": 2.7388291358947754, "end_logit": 1.107427954673767, "text": "2", "probability": 0.01980140060186386 }, { "start_logit": 2.7388291358947754, "end_logit": 1.100039005279541, "text": "2,000, including building a device that comfortably supported her so her bones could heal, to fix her broken wing and leg", "probability": 0.019655626267194748 } ], "56e11ba9cd28a01900c675d9": [ { "start_logit": 2.714733600616455, "end_logit": 3.048480272293091, "text": "$2,000", "probability": 0.12831991910934448 }, { "start_logit": 2.709888219833374, "end_logit": 3.048480272293091, "text": "2,000", "probability": 0.12769964337348938 }, { "start_logit": 2.584831953048706, "end_logit": 3.048480272293091, "text": "white pigeon daily. Tesla spent over $2,000", "probability": 0.11268819123506546 }, { "start_logit": 2.171872854232788, "end_logit": 3.048480272293091, "text": "over $2,000", "probability": 0.07456457614898682 }, { "start_logit": 2.026515245437622, "end_logit": 3.048480272293091, "text": "Tesla spent over $2,000", "probability": 0.06447695940732956 }, { "start_logit": 1.9317492246627808, "end_logit": 3.048480272293091, "text": "hotel room to nurse back to health. He said that he had been visited by a specific injured white pigeon daily. Tesla spent over $2,000", "probability": 0.058647315949201584 }, { "start_logit": 2.584831953048706, "end_logit": 2.3784139156341553, "text": "white pigeon", "probability": 0.05765968933701515 }, { "start_logit": 2.584831953048706, "end_logit": 2.232144355773926, "text": "white pigeon daily", "probability": 0.0498136468231678 }, { "start_logit": 2.437772512435913, "end_logit": 2.233257532119751, "text": "Tesla walked to the park every day to feed the pigeons", "probability": 0.043049149215221405 }, { "start_logit": 2.437772512435913, "end_logit": 2.1251518726348877, "text": "Tesla walked to the park", "probability": 0.03863802179694176 }, { "start_logit": 1.4721651077270508, "end_logit": 3.048480272293091, "text": "000", "probability": 0.03703849017620087 }, { "start_logit": 1.9317492246627808, "end_logit": 2.3784139156341553, "text": "hotel room to nurse back to health. He said that he had been visited by a specific injured white pigeon", "probability": 0.03000834211707115 }, { "start_logit": 2.437772512435913, "end_logit": 1.7546195983886719, "text": "Tesla walked to the park every day", "probability": 0.026674414053559303 }, { "start_logit": 1.9317492246627808, "end_logit": 2.232144355773926, "text": "hotel room to nurse back to health. He said that he had been visited by a specific injured white pigeon daily", "probability": 0.025924958288669586 }, { "start_logit": 1.0316861867904663, "end_logit": 3.048480272293091, "text": "injured white pigeon daily. Tesla spent over $2,000", "probability": 0.023842712864279747 }, { "start_logit": 2.437772512435913, "end_logit": 1.5892943143844604, "text": "Tesla", "probability": 0.022609705105423927 }, { "start_logit": 2.437772512435913, "end_logit": 1.5343466997146606, "text": "Tesla walked to the park every day to feed the pigeons and even brought injured ones into his hotel room to nurse back to health", "probability": 0.021400874480605125 }, { "start_logit": 2.437772512435913, "end_logit": 1.4640611410140991, "text": "Tesla walked to the park every day to feed the pigeons and even brought injured ones into his hotel room", "probability": 0.019948340952396393 }, { "start_logit": 2.714733600616455, "end_logit": 1.1140098571777344, "text": "$2,000, including building a device that comfortably supported her so her bones could heal, to fix her broken wing and leg", "probability": 0.018542325124144554 }, { "start_logit": 2.709888219833374, "end_logit": 1.1140098571777344, "text": "2,000, including building a device that comfortably supported her so her bones could heal, to fix her broken wing and leg", "probability": 0.01845269650220871 } ], "56e11ba9cd28a01900c675da": [ { "start_logit": 2.788111686706543, "end_logit": 2.9922144412994385, "text": "$2,000", "probability": 0.13499405980110168 }, { "start_logit": 2.734246015548706, "end_logit": 2.9922144412994385, "text": "2,000", "probability": 0.1279149204492569 }, { "start_logit": 2.573235034942627, "end_logit": 2.9922144412994385, "text": "white pigeon daily. Tesla spent over $2,000", "probability": 0.1088917925953865 }, { "start_logit": 2.176006555557251, "end_logit": 2.9922144412994385, "text": "over $2,000", "probability": 0.07319492101669312 }, { "start_logit": 2.573235034942627, "end_logit": 2.4883131980895996, "text": "white pigeon daily", "probability": 0.06578903645277023 }, { "start_logit": 1.957009196281433, "end_logit": 2.9922144412994385, "text": "hotel room to nurse back to health. He said that he had been visited by a specific injured white pigeon daily. Tesla spent over $2,000", "probability": 0.05879921093583107 }, { "start_logit": 1.9345474243164062, "end_logit": 2.9922144412994385, "text": "Tesla spent over $2,000", "probability": 0.057493194937705994 }, { "start_logit": 2.3312435150146484, "end_logit": 2.3676061630249023, "text": "Tesla walked to the park every day to feed the pigeons", "probability": 0.04577575623989105 }, { "start_logit": 2.573235034942627, "end_logit": 2.1153652667999268, "text": "white pigeon", "probability": 0.04530899226665497 }, { "start_logit": 2.3312435150146484, "end_logit": 2.118492603302002, "text": "Tesla walked to the park", "probability": 0.03568181395530701 }, { "start_logit": 1.957009196281433, "end_logit": 2.4883131980895996, "text": "hotel room to nurse back to health. He said that he had been visited by a specific injured white pigeon daily", "probability": 0.03552467003464699 }, { "start_logit": 1.4519907236099243, "end_logit": 2.9922144412994385, "text": "000", "probability": 0.035485006868839264 }, { "start_logit": 2.3312435150146484, "end_logit": 1.802819013595581, "text": "Tesla walked to the park every day", "probability": 0.026022659614682198 }, { "start_logit": 1.957009196281433, "end_logit": 2.1153652667999268, "text": "hotel room to nurse back to health. He said that he had been visited by a specific injured white pigeon", "probability": 0.02446587383747101 }, { "start_logit": 0.9479250907897949, "end_logit": 2.9922144412994385, "text": "injured white pigeon daily. Tesla spent over $2,000", "probability": 0.021435415372252464 }, { "start_logit": 2.788111686706543, "end_logit": 1.152022123336792, "text": "$2,000, including building a device that comfortably supported her so her bones could heal, to fix her broken wing and leg", "probability": 0.021435294300317764 }, { "start_logit": 2.3312435150146484, "end_logit": 1.5793887376785278, "text": "Tesla walked to the park every day to feed the pigeons and even brought injured ones into his hotel room to nurse back to health", "probability": 0.020812150090932846 }, { "start_logit": 2.3312435150146484, "end_logit": 1.5762804746627808, "text": "Tesla", "probability": 0.02074756659567356 }, { "start_logit": 2.734246015548706, "end_logit": 1.152022123336792, "text": "2,000, including building a device that comfortably supported her so her bones could heal, to fix her broken wing and leg", "probability": 0.02031121216714382 }, { "start_logit": 2.788111686706543, "end_logit": 1.0785309076309204, "text": "$2", "probability": 0.019916478544473648 } ], "56e11ba9cd28a01900c675db": [ { "start_logit": 2.7185397148132324, "end_logit": 2.960817337036133, "text": "2,000", "probability": 0.13421212136745453 }, { "start_logit": 2.679270029067993, "end_logit": 2.960817337036133, "text": "$2,000", "probability": 0.12904377281665802 }, { "start_logit": 2.3721964359283447, "end_logit": 2.960817337036133, "text": "white pigeon daily. Tesla spent over $2,000", "probability": 0.09492412954568863 }, { "start_logit": 2.1210718154907227, "end_logit": 2.960817337036133, "text": "over $2,000", "probability": 0.07384391129016876 }, { "start_logit": 2.027087450027466, "end_logit": 2.960817337036133, "text": "Tesla spent over $2,000", "probability": 0.06721987575292587 }, { "start_logit": 1.8786896467208862, "end_logit": 2.960817337036133, "text": "hotel room to nurse back to health. He said that he had been visited by a specific injured white pigeon daily. Tesla spent over $2,000", "probability": 0.0579494833946228 }, { "start_logit": 2.493055582046509, "end_logit": 2.2870407104492188, "text": "Tesla walked to the park every day to feed the pigeons", "probability": 0.05460691452026367 }, { "start_logit": 2.493055582046509, "end_logit": 2.136687755584717, "text": "Tesla walked to the park", "probability": 0.04698404297232628 }, { "start_logit": 2.3721964359283447, "end_logit": 2.078845500946045, "text": "white pigeon", "probability": 0.03929537162184715 }, { "start_logit": 2.3721964359283447, "end_logit": 2.062509775161743, "text": "white pigeon daily", "probability": 0.03865865245461464 }, { "start_logit": 1.3811883926391602, "end_logit": 2.960817337036133, "text": "000", "probability": 0.035236068069934845 }, { "start_logit": 2.493055582046509, "end_logit": 1.6665537357330322, "text": "Tesla walked to the park every day", "probability": 0.029361192137002945 }, { "start_logit": 2.493055582046509, "end_logit": 1.662229299545288, "text": "Tesla walked to the park every day to feed the pigeons and even brought injured ones", "probability": 0.029234496876597404 }, { "start_logit": 2.493055582046509, "end_logit": 1.6081370115280151, "text": "Tesla", "probability": 0.02769514173269272 }, { "start_logit": 2.493055582046509, "end_logit": 1.5164077281951904, "text": "Tesla walked to the park every day to feed the pigeons and even brought injured ones into his hotel room", "probability": 0.025267722085118294 }, { "start_logit": 2.493055582046509, "end_logit": 1.496118187904358, "text": "Tesla walked to the park every day to feed the pigeons and even brought injured ones into his hotel room to nurse back to health", "probability": 0.02476022206246853 }, { "start_logit": 1.8786896467208862, "end_logit": 2.078845500946045, "text": "hotel room to nurse back to health. He said that he had been visited by a specific injured white pigeon", "probability": 0.023989103734493256 }, { "start_logit": 1.8786896467208862, "end_logit": 2.062509775161743, "text": "hotel room to nurse back to health. He said that he had been visited by a specific injured white pigeon daily", "probability": 0.023600401356816292 }, { "start_logit": 0.9262486696243286, "end_logit": 2.960817337036133, "text": "injured white pigeon daily. Tesla spent over $2,000", "probability": 0.022356795147061348 }, { "start_logit": 2.7185397148132324, "end_logit": 1.1414923667907715, "text": "2", "probability": 0.021760504692792892 } ], "56e11c24e3433e1400422c18": [ { "start_logit": 3.270618200302124, "end_logit": 4.1397318840026855, "text": "1888 to about 1926", "probability": 0.15774983167648315 }, { "start_logit": 3.040194034576416, "end_logit": 4.1397318840026855, "text": "142 pounds (64 kg), with almost no weight variance from 1888 to about 1926", "probability": 0.12528441846370697 }, { "start_logit": 2.7996795177459717, "end_logit": 4.1397318840026855, "text": "64 kg), with almost no weight variance from 1888 to about 1926", "probability": 0.09850148856639862 }, { "start_logit": 2.778333902359009, "end_logit": 4.1397318840026855, "text": "1926", "probability": 0.0964212566614151 }, { "start_logit": 2.5819599628448486, "end_logit": 4.1397318840026855, "text": "6 feet 2 inches (1.88 m) tall and weighed 142 pounds (64 kg), with almost no weight variance from 1888 to about 1926", "probability": 0.07922980934381485 }, { "start_logit": 2.573852300643921, "end_logit": 4.1397318840026855, "text": "about 1926", "probability": 0.07859000563621521 }, { "start_logit": 3.270618200302124, "end_logit": 2.8755881786346436, "text": "1888", "probability": 0.04456135258078575 }, { "start_logit": 1.9611003398895264, "end_logit": 4.1397318840026855, "text": "1.88 m) tall and weighed 142 pounds (64 kg), with almost no weight variance from 1888 to about 1926", "probability": 0.04258459433913231 }, { "start_logit": 3.040194034576416, "end_logit": 2.8755881786346436, "text": "142 pounds (64 kg), with almost no weight variance from 1888", "probability": 0.035390470176935196 }, { "start_logit": 1.7711479663848877, "end_logit": 4.1397318840026855, "text": "88 m) tall and weighed 142 pounds (64 kg), with almost no weight variance from 1888 to about 1926", "probability": 0.035217415541410446 }, { "start_logit": 2.7996795177459717, "end_logit": 2.8755881786346436, "text": "64 kg), with almost no weight variance from 1888", "probability": 0.02782481536269188 }, { "start_logit": 1.4292136430740356, "end_logit": 4.1397318840026855, "text": "feet 2 inches (1.88 m) tall and weighed 142 pounds (64 kg), with almost no weight variance from 1888 to about 1926", "probability": 0.02501825988292694 }, { "start_logit": 2.5819599628448486, "end_logit": 2.8755881786346436, "text": "6 feet 2 inches (1.88 m) tall and weighed 142 pounds (64 kg), with almost no weight variance from 1888", "probability": 0.02238091640174389 }, { "start_logit": 1.2944371700286865, "end_logit": 4.1397318840026855, "text": "2 inches (1.88 m) tall and weighed 142 pounds (64 kg), with almost no weight variance from 1888 to about 1926", "probability": 0.02186373807489872 }, { "start_logit": 3.270618200302124, "end_logit": 2.1444461345672607, "text": "1888 to about 1926.:292", "probability": 0.02145000547170639 }, { "start_logit": 1.274361491203308, 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His opinion stemmed from the belief that humans' \"pity\" had interfered with the natural \"ruthless workings", "probability": 0.04008541256189346 }, { "start_logit": 2.67659854888916, "end_logit": 2.1337454319000244, "text": "selective breeding version of eugenics. His opinion stemmed from the belief that humans' \"pity\" had interfered with the natural \"ruthless workings of nature", "probability": 0.03946012631058693 }, { "start_logit": 2.3379807472229004, "end_logit": 2.456934690475464, "text": "master race\" or inherent superiority of one person over another. His advocacy of it was, however, to push it further. In a 1937", "probability": 0.038855984807014465 }, { "start_logit": 1.420059084892273, "end_logit": 3.242750406265259, "text": "imposed selective breeding version of eugenics", "probability": 0.03404749184846878 }, { "start_logit": 2.123384714126587, "end_logit": 2.468959331512451, "text": "eugenics. 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His opinion stemmed from the belief that humans' \"pity", "probability": 0.05343574285507202 }, { "start_logit": 1.8467248678207397, "end_logit": 3.2824289798736572, "text": "pity\" had interfered with the natural \"ruthless workings of nature,\" rather than from conceptions of a \"master race", "probability": 0.04944338649511337 }, { "start_logit": 2.4401376247406006, "end_logit": 2.6494007110595703, "text": "master race\" or inherent superiority of one person over another. His advocacy of it was, however, to push it further. In a 1937", "probability": 0.04752296954393387 }, { "start_logit": 1.7136601209640503, "end_logit": 3.2824289798736572, "text": "humans' \"pity\" had interfered with the natural \"ruthless workings of nature,\" rather than from conceptions of a \"master race", "probability": 0.04328315705060959 }, { "start_logit": 2.655921459197998, "end_logit": 2.337116241455078, "text": "selective breeding version of eugenics. His opinion stemmed from the belief that humans' \"pity\" had interfered with the natural \"ruthless workings of nature", "probability": 0.043151285499334335 }, { "start_logit": 2.655921459197998, "end_logit": 2.2846262454986572, "text": "selective breeding version of eugenics. His opinion stemmed from the belief that humans' \"pity\" had interfered with the natural \"ruthless workings", "probability": 0.04094470664858818 }, { "start_logit": 2.655921459197998, "end_logit": 2.1184096336364746, "text": "selective breeding", "probability": 0.03467454016208649 }, { "start_logit": 2.2217209339141846, "end_logit": 2.5508840084075928, "text": "eugenics. His opinion stemmed from the belief that humans' \"pity", "probability": 0.03461473807692528 }, { "start_logit": 1.4740393161773682, "end_logit": 3.2824289798736572, "text": "nature,\" rather than from conceptions of a \"master race", "probability": 0.034060657024383545 }, { "start_logit": 1.5560357570648193, "end_logit": 3.1875500679016113, "text": "imposed selective breeding version of eugenics", "probability": 0.03362467512488365 }, { "start_logit": 2.2217209339141846, "end_logit": 2.337116241455078, "text": "eugenics. His opinion stemmed from the belief that humans' \"pity\" had interfered with the natural \"ruthless workings of nature", "probability": 0.027952639386057854 }, { "start_logit": 2.2217209339141846, "end_logit": 2.2846262454986572, "text": "eugenics. His opinion stemmed from the belief that humans' \"pity\" had interfered with the natural \"ruthless workings", "probability": 0.026523251086473465 }, { "start_logit": 2.310051918029785, "end_logit": 2.1571450233459473, "text": "Tesla", "probability": 0.02550492249429226 } ], "56e122dacd28a01900c6763c": [ { "start_logit": 2.785914421081543, "end_logit": 3.200222969055176, "text": "selective breeding version of eugenics", "probability": 0.1248169094324112 }, { "start_logit": 2.3971269130706787, "end_logit": 3.099376678466797, "text": "master race", "probability": 0.07649415731430054 }, { "start_logit": 2.2312660217285156, "end_logit": 3.200222969055176, "text": "Tesla, like many of his era, became a proponent of an imposed selective breeding version of eugenics", "probability": 0.07167912274599075 }, { "start_logit": 2.1132755279541016, "end_logit": 3.200222969055176, "text": "eugenics", "probability": 0.0637015551328659 }, { "start_logit": 2.785914421081543, "end_logit": 2.444607734680176, "text": "selective breeding version of eugenics. His opinion stemmed from the belief that humans' \"pity", "probability": 0.05862918868660927 }, { "start_logit": 2.785914421081543, "end_logit": 2.4047915935516357, "text": "selective breeding version of eugenics. His opinion stemmed from the belief that humans' \"pity\" had interfered with the natural \"ruthless workings of nature", "probability": 0.05634067952632904 }, { "start_logit": 2.7277872562408447, "end_logit": 2.4481770992279053, "text": "1937", "probability": 0.05551619827747345 }, { "start_logit": 2.0764212608337402, "end_logit": 3.099376678466797, "text": "ruthless workings of nature,\" rather than from conceptions of a \"master race", "probability": 0.05550697073340416 }, { "start_logit": 2.785914421081543, "end_logit": 2.360645055770874, "text": "selective breeding", "probability": 0.05390753597021103 }, { "start_logit": 1.951655626296997, "end_logit": 3.099376678466797, "text": "pity\" had interfered with the natural \"ruthless workings of nature,\" rather than from conceptions of a \"master race", "probability": 0.04899619147181511 }, { "start_logit": 1.8360390663146973, "end_logit": 3.099376678466797, "text": "natural \"ruthless workings of nature,\" rather than from conceptions of a \"master race", "probability": 0.043646641075611115 }, { "start_logit": 2.3971269130706787, "end_logit": 2.4481770992279053, "text": "master race\" or inherent superiority of one person over another. His advocacy of it was, however, to push it further. In a 1937", "probability": 0.039885569363832474 }, { "start_logit": 1.6600847244262695, "end_logit": 3.099376678466797, "text": "humans' \"pity\" had interfered with the natural \"ruthless workings of nature,\" rather than from conceptions of a \"master race", "probability": 0.03660452738404274 }, { "start_logit": 2.785914421081543, "end_logit": 1.9599015712738037, "text": "selective breeding version of eugenics. His opinion stemmed from the belief that humans' \"pity\" had interfered with the natural \"ruthless workings", "probability": 0.03610844537615776 }, { "start_logit": 2.2312660217285156, "end_logit": 2.360645055770874, "text": "Tesla, like many of his era, became a proponent of an imposed selective breeding", "probability": 0.030957700684666634 }, { "start_logit": 1.4879472255706787, "end_logit": 3.099376678466797, "text": "nature,\" rather than from conceptions of a \"master race", "probability": 0.03081602044403553 }, { "start_logit": 1.3603605031967163, "end_logit": 3.200222969055176, "text": "imposed selective breeding version of eugenics", "probability": 0.030002901330590248 }, { "start_logit": 2.1132755279541016, "end_logit": 2.444607734680176, "text": "eugenics. His opinion stemmed from the belief that humans' \"pity", "probability": 0.029921993613243103 }, { "start_logit": 2.1132755279541016, "end_logit": 2.4047915935516357, "text": "eugenics. His opinion stemmed from the belief that humans' \"pity\" had interfered with the natural \"ruthless workings of nature", "probability": 0.028754031285643578 }, { "start_logit": 2.0764212608337402, "end_logit": 2.4047915935516357, "text": "ruthless workings of nature", "probability": 0.027713598683476448 } ], "56e1239acd28a01900c67641": [ { "start_logit": 3.5327858924865723, "end_logit": 3.9545187950134277, "text": "Queen Bees", "probability": 0.33566540479660034 }, { "start_logit": 2.8906807899475098, "end_logit": 3.6150882244110107, "text": "1926", "probability": 0.12578561902046204 }, { "start_logit": 1.845748782157898, "end_logit": 3.9545187950134277, "text": "gender equality, and indicated that humanity's future would be run by \"Queen Bees", "probability": 0.06212061271071434 }, { "start_logit": 2.8906807899475098, "end_logit": 2.867119312286377, "text": "1926, Tesla commented on the ills of the social subservience of women and the struggle of women toward gender equality", "probability": 0.059537727385759354 }, { "start_logit": 1.793488621711731, "end_logit": 3.9545187950134277, "text": "humanity's future would be run by \"Queen Bees", "probability": 0.0589575357735157 }, { "start_logit": 1.4024373292922974, "end_logit": 3.9545187950134277, "text": "social subservience of women and the struggle of women toward gender equality, and indicated that humanity's future would be run by \"Queen Bees", "probability": 0.039875663816928864 }, { "start_logit": 1.1797429323196411, "end_logit": 3.9545187950134277, "text": "struggle of women toward gender equality, and indicated that humanity's future would be run by \"Queen Bees", "probability": 0.031914860010147095 }, { "start_logit": 1.1187244653701782, "end_logit": 3.9545187950134277, "text": "women toward gender equality, and indicated that humanity's future would be run by \"Queen Bees", "probability": 0.03002568893134594 }, { "start_logit": 1.0534100532531738, "end_logit": 3.9545187950134277, "text": "women and the struggle of women toward gender equality, and indicated that humanity's future would be run by \"Queen Bees", "probability": 0.02812725305557251 }, { "start_logit": 1.0413025617599487, "end_logit": 3.9545187950134277, "text": "Bees", "probability": 0.027788762003183365 }, { "start_logit": 2.0970470905303955, "end_logit": 2.867119312286377, "text": "Tesla commented on the ills of the social subservience of women and the struggle of women toward gender equality", "probability": 0.026922889053821564 }, { "start_logit": 2.8906807899475098, "end_logit": 1.9242546558380127, "text": "1926, Tesla commented on the ills of the social subservience of women", "probability": 0.02319057285785675 }, { "start_logit": 0.7929720878601074, "end_logit": 3.9545187950134277, "text": "\"Queen Bees", "probability": 0.02167806774377823 }, { "start_logit": 1.845748782157898, "end_logit": 2.867119312286377, "text": "gender equality", "probability": 0.02094035968184471 }, { "start_logit": 3.5327858924865723, "end_logit": 1.1649595499038696, "text": "Queen Bees.\" He believed that women would become the dominant sex", "probability": 0.020626064389944077 }, { "start_logit": 2.8906807899475098, "end_logit": 1.7832940816879272, "text": "1926, Tesla", "probability": 0.02014155499637127 }, { "start_logit": 3.5327858924865723, "end_logit": 1.118760108947754, "text": "Queen Bees.\" He believed that women would become the dominant sex in the future", "probability": 0.01969483122229576 }, { "start_logit": 3.5327858924865723, "end_logit": 0.921294093132019, "text": "Queen Bees.\" He believed that women", "probability": 0.016165677458047867 }, { "start_logit": 0.48835185170173645, "end_logit": 3.9545187950134277, "text": "the struggle of women toward gender equality, and indicated that humanity's future would be run by \"Queen Bees", "probability": 0.015985479578375816 }, { "start_logit": 2.8906807899475098, "end_logit": 1.478877305984497, "text": "1926, Tesla commented on the ills of the social subservience of women and the struggle of women", "probability": 0.014855473302304745 } ], "56e1239acd28a01900c67642": [ { "start_logit": 3.435344696044922, "end_logit": 3.822679281234741, "text": "Queen Bees", "probability": 0.33714693784713745 }, { "start_logit": 2.7121288776397705, "end_logit": 3.352046489715576, "text": "1926", "probability": 0.10217327624559402 }, { "start_logit": 2.7121288776397705, "end_logit": 2.7897377014160156, "text": "1926, Tesla commented on the ills of the social subservience of women and the struggle of women toward gender equality", "probability": 0.05822768807411194 }, { "start_logit": 1.5549434423446655, "end_logit": 3.822679281234741, "text": "humanity's future would be run by \"Queen Bees", "probability": 0.051424622535705566 }, { "start_logit": 1.495432734489441, "end_logit": 3.822679281234741, "text": "gender equality, and indicated that humanity's future would be run by \"Queen Bees", "probability": 0.048453591763973236 }, { "start_logit": 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"women and the struggle of women toward gender equality, and indicated that humanity's future would be run by \"Queen Bees", "probability": 0.029803985729813576 }, { "start_logit": 0.9836836457252502, "end_logit": 3.822679281234741, "text": "Bees", "probability": 0.029045330360531807 }, { "start_logit": 2.7121288776397705, "end_logit": 2.0817277431488037, "text": "1926, Tesla commented on the ills of the social subservience of women", "probability": 0.028684336692094803 }, { "start_logit": 3.435344696044922, "end_logit": 1.3216474056243896, "text": "Queen Bees.\" He believed that women would become the dominant sex", "probability": 0.02764616347849369 }, { "start_logit": 0.7596463561058044, "end_logit": 3.822679281234741, "text": "\"Queen Bees", "probability": 0.02321549504995346 }, { "start_logit": 3.435344696044922, "end_logit": 1.1372488737106323, "text": "Queen Bees.\" He believed that women", "probability": 0.022990664467215538 }, { "start_logit": 2.7121288776397705, "end_logit": 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"end_logit": 3.954590082168579, "text": "struggle of women toward gender equality, and indicated that humanity's future would be run by \"Queen Bees", "probability": 0.02900806814432144 }, { "start_logit": 2.8537349700927734, "end_logit": 1.91567063331604, "text": "1926, Tesla commented on the ills of the social subservience of women", "probability": 0.023683948442339897 }, { "start_logit": 3.3516664505004883, "end_logit": 1.3610388040542603, "text": "Queen Bees.\" He believed that women would become the dominant sex", "probability": 0.022378426045179367 }, { "start_logit": 0.7382878065109253, "end_logit": 3.954590082168579, "text": "\"Queen Bees", "probability": 0.021939091384410858 }, { "start_logit": 1.8098258972167969, "end_logit": 2.8814854621887207, "text": "gender equality", "probability": 0.021904751658439636 }, { "start_logit": 2.3953678607940674, "end_logit": 2.1544032096862793, "text": "Tesla", "probability": 0.019013769924640656 }, { "start_logit": 3.3516664505004883, "end_logit": 1.1595005989074707, "text": "Queen Bees.\" He believed that women", "probability": 0.018293745815753937 }, { "start_logit": 2.8537349700927734, "end_logit": 1.5799864530563354, "text": "1926, Tesla commented on the ills of the social subservience of women and the struggle of women", "probability": 0.01693044975399971 }, { "start_logit": 0.46611088514328003, "end_logit": 3.954590082168579, "text": "the struggle of women toward gender equality, and indicated that humanity's future would be run by \"Queen Bees", "probability": 0.016711436212062836 } ], "56e12477e3433e1400422c5e": [ { "start_logit": 3.23042893409729, "end_logit": 3.832178831100464, "text": "20 December 1914", "probability": 0.18695488572120667 }, { "start_logit": 2.7741036415100098, "end_logit": 3.832178831100464, "text": "1914", "probability": 0.11845602840185165 }, { "start_logit": 2.5547778606414795, "end_logit": 3.832178831100464, "text": "December 1914", "probability": 0.09512732923030853 }, { 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Tesla believed that the League of Nations", "probability": 0.07020270824432373 }, { "start_logit": 2.7741036415100098, "end_logit": 2.852698564529419, "text": "1914). Tesla believed that the League of Nations", "probability": 0.04448099434375763 }, { "start_logit": 1.6639937162399292, "end_logit": 3.832178831100464, "text": "great Forces which will lead to the Consummation of the War\" (20 December 1914", "probability": 0.039033956825733185 }, { "start_logit": 1.642272710800171, "end_logit": 3.832178831100464, "text": "War\" (20 December 1914", "probability": 0.03819524869322777 }, { "start_logit": 2.547889471054077, "end_logit": 2.8704216480255127, "text": "Science and Discovery", "probability": 0.03611002489924431 }, { "start_logit": 2.5547778606414795, "end_logit": 2.852698564529419, "text": "December 1914). Tesla believed that the League of Nations", "probability": 0.03572089970111847 }, { "start_logit": 1.5487799644470215, "end_logit": 3.832178831100464, "text": "the War\" (20 December 1914", "probability": 0.03478610888123512 }, { "start_logit": 2.0421955585479736, "end_logit": 3.0472209453582764, "text": "Tesla made predictions about the relevant issues of a post-World War I", "probability": 0.025989070534706116 }, { "start_logit": 2.2208380699157715, "end_logit": 2.852698564529419, "text": "League of Nations", "probability": 0.025579633191227913 }, { "start_logit": 1.226355791091919, "end_logit": 3.832178831100464, "text": "Consummation of the War\" (20 December 1914", "probability": 0.025198744609951973 }, { "start_logit": 3.23042893409729, "end_logit": 1.715264916419983, "text": "20", "probability": 0.0225098617374897 }, { "start_logit": 2.0837924480438232, "end_logit": 2.852698564529419, "text": "Tesla believed that the League of Nations", "probability": 0.022303655743598938 }, { "start_logit": 2.0421955585479736, "end_logit": 2.8704216480255127, "text": "Tesla made predictions about the relevant issues of a post-World War I environment in a printed article, \"Science and Discovery", "probability": 0.02177748829126358 }, { "start_logit": 1.0595510005950928, "end_logit": 3.832178831100464, "text": "printed article, \"Science and Discovery are the great Forces which will lead to the Consummation of the War\" (20 December 1914", "probability": 0.02132733166217804 }, { "start_logit": 1.8370938301086426, "end_logit": 3.0472209453582764, "text": "World War I", "probability": 0.021169768646359444 }, { "start_logit": 1.0249539613723755, "end_logit": 3.832178831100464, "text": "Discovery are the great Forces which will lead to the Consummation of the War\" (20 December 1914", "probability": 0.020602090284228325 } ], "56e12477e3433e1400422c5f": [ { "start_logit": 3.235212564468384, "end_logit": 3.8140220642089844, "text": "20 December 1914", "probability": 0.19059938192367554 }, { "start_logit": 2.733198642730713, "end_logit": 3.8140220642089844, "text": "1914", "probability": 0.11537180840969086 }, { "start_logit": 2.554750919342041, "end_logit": 3.8140220642089844, "text": "December 1914", "probability": 0.09651634097099304 }, { "start_logit": 2.5373635292053223, "end_logit": 3.8140220642089844, "text": "Science and Discovery are the great Forces which will lead to the Consummation of the War\" (20 December 1914", "probability": 0.09485267847776413 }, { "start_logit": 3.235212564468384, "end_logit": 2.7512543201446533, "text": "20 December 1914). Tesla believed that the League of Nations", "probability": 0.06585176289081573 }, { "start_logit": 2.733198642730713, "end_logit": 2.7512543201446533, "text": "1914). Tesla believed that the League of Nations", "probability": 0.039860762655735016 }, { "start_logit": 1.614262342453003, "end_logit": 3.8140220642089844, "text": "great Forces which will lead to the Consummation of the War\" (20 December 1914", "probability": 0.03768356144428253 }, { "start_logit": 2.3681983947753906, "end_logit": 3.0335023403167725, "text": "Tesla made predictions about the relevant issues of a post-World War I", "probability": 0.03669499605894089 }, { "start_logit": 2.5373635292053223, "end_logit": 2.86230731010437, "text": "Science and Discovery", "probability": 0.03662056103348732 }, { "start_logit": 2.554750919342041, "end_logit": 2.7512543201446533, "text": "December 1914). Tesla believed that the League of Nations", "probability": 0.033346232026815414 }, { "start_logit": 1.4484007358551025, "end_logit": 3.8140220642089844, "text": "War\" (20 December 1914", "probability": 0.03192412480711937 }, { "start_logit": 1.4379023313522339, "end_logit": 3.8140220642089844, "text": "the War\" (20 December 1914", "probability": 0.03159073367714882 }, { "start_logit": 2.3681983947753906, "end_logit": 2.86230731010437, "text": "Tesla made predictions about the relevant issues of a post-World War I environment in a printed article, \"Science and Discovery", "probability": 0.030921300873160362 }, { "start_logit": 2.5373635292053223, "end_logit": 2.4348244667053223, "text": "Science and Discovery are the great Forces", "probability": 0.023882055655121803 }, { "start_logit": 2.1922593116760254, "end_logit": 2.7512543201446533, "text": "League of Nations", "probability": 0.023206982761621475 }, { "start_logit": 1.111730933189392, "end_logit": 3.8140220642089844, "text": "Consummation of the War\" (20 December 1914", "probability": 0.0227984469383955 }, { "start_logit": 1.1072136163711548, "end_logit": 3.8140220642089844, "text": "printed article, \"Science and Discovery are the great Forces which will lead to the Consummation of the War\" (20 December 1914", "probability": 0.022695686668157578 }, { "start_logit": 3.235212564468384, "end_logit": 1.6802254915237427, "text": "20", "probability": 0.022564491257071495 }, { "start_logit": 2.135117292404175, "end_logit": 2.7512543201446533, "text": "Tesla believed that the League of Nations", "probability": 0.02191806025803089 }, { "start_logit": 1.8148337602615356, "end_logit": 3.0335023403167725, "text": "World War I", "probability": 0.021100051701068878 } ], "56e12477e3433e1400422c60": [ { "start_logit": 3.2582015991210938, "end_logit": 3.779542922973633, "text": "20 December 1914", "probability": 0.18505774438381195 }, { "start_logit": 2.7881052494049072, "end_logit": 3.779542922973633, "text": "1914", "probability": 0.11565033346414566 }, { "start_logit": 2.641765832901001, "end_logit": 3.779542922973633, "text": "December 1914", "probability": 0.09990620613098145 }, { "start_logit": 2.418832778930664, "end_logit": 3.779542922973633, "text": "Science and Discovery are the great Forces which will lead to the Consummation of the War\" (20 December 1914", "probability": 0.07994180917739868 }, { "start_logit": 3.2582015991210938, "end_logit": 2.8583879470825195, "text": "20 December 1914). Tesla believed that the League of Nations", "probability": 0.07366390526294708 }, { "start_logit": 2.7881052494049072, "end_logit": 2.8583879470825195, "text": "1914). Tesla believed that the League of Nations", "probability": 0.046035658568143845 }, { "start_logit": 2.641765832901001, "end_logit": 2.8583879470825195, "text": "December 1914). Tesla believed that the League of Nations", "probability": 0.03976856917142868 }, { "start_logit": 1.6275674104690552, "end_logit": 3.779542922973633, "text": "War\" (20 December 1914", "probability": 0.03623529151082039 }, { "start_logit": 2.252915859222412, "end_logit": 3.1206936836242676, "text": "Tesla made predictions about the relevant issues of a post-World War I", "probability": 0.03504149243235588 }, { "start_logit": 2.418832778930664, "end_logit": 2.9046459197998047, "text": "Science and Discovery", "probability": 0.033328134566545486 }, { "start_logit": 1.5066391229629517, "end_logit": 3.779542922973633, "text": "great Forces which will lead to the Consummation of the War\" (20 December 1914", "probability": 0.03210800141096115 }, { "start_logit": 1.5004918575286865, "end_logit": 3.779542922973633, "text": "the War\" (20 December 1914", "probability": 0.03191124275326729 }, { "start_logit": 2.252915859222412, "end_logit": 2.9046459197998047, "text": "Tesla made predictions about the relevant issues of a post-World War I environment in a printed article, \"Science and Discovery", "probability": 0.028232818469405174 }, { "start_logit": 2.186095952987671, "end_logit": 2.8583879470825195, "text": "League of Nations", "probability": 0.02521420642733574 }, { "start_logit": 2.1827874183654785, "end_logit": 2.8583879470825195, "text": "Tesla believed that the League of Nations", "probability": 0.02513091266155243 }, { "start_logit": 3.2582015991210938, "end_logit": 1.7681514024734497, "text": "20", "probability": 0.024761158972978592 }, { "start_logit": 1.87556791305542, "end_logit": 3.1206936836242676, "text": "World War I", "probability": 0.024027163162827492 }, { "start_logit": 1.1556992530822754, "end_logit": 3.779542922973633, "text": "printed article, \"Science and Discovery are the great Forces which will lead to the Consummation of the War\" (20 December 1914", "probability": 0.022604873403906822 }, { "start_logit": 1.1133121252059937, "end_logit": 3.779542922973633, "text": "Consummation of the War\" (20 December 1914", "probability": 0.021666742861270905 }, { "start_logit": 1.0188425779342651, "end_logit": 3.779542922973633, "text": "Discovery are the great Forces which will lead to the Consummation of the War\" (20 December 1914", "probability": 0.01971360296010971 } ], "56e12477e3433e1400422c61": [ { "start_logit": 3.2739691734313965, "end_logit": 3.8076913356781006, "text": "20 December 1914", "probability": 0.19190526008605957 }, { "start_logit": 2.7808496952056885, "end_logit": 3.8076913356781006, "text": "1914", "probability": 0.11720007658004761 }, { "start_logit": 2.550272226333618, "end_logit": 3.8076913356781006, "text": "December 1914", "probability": 0.09306564927101135 }, { "start_logit": 2.467496633529663, "end_logit": 3.8076913356781006, "text": "Science and Discovery are the great Forces which will lead to the Consummation of the War\" (20 December 1914", "probability": 0.0856722965836525 }, { "start_logit": 3.2739691734313965, "end_logit": 2.882611036300659, "text": "20 December 1914). Tesla believed that the League of Nations", "probability": 0.07609035819768906 }, { "start_logit": 2.7808496952056885, "end_logit": 2.882611036300659, "text": "1914). Tesla believed that the League of Nations", "probability": 0.046469781547784805 }, { "start_logit": 1.695480465888977, "end_logit": 3.8076913356781006, "text": "great Forces which will lead to the Consummation of the War\" (20 December 1914", "probability": 0.03958750143647194 }, { "start_logit": 2.550272226333618, "end_logit": 2.882611036300659, "text": "December 1914). Tesla believed that the League of Nations", "probability": 0.036900486797094345 }, { "start_logit": 2.467496633529663, "end_logit": 2.863903045654297, "text": "Science and Discovery", "probability": 0.033339451998472214 }, { "start_logit": 2.23569393157959, "end_logit": 3.067619562149048, "text": "Tesla made predictions about the relevant issues of a post-World War I", "probability": 0.03241608664393425 }, { "start_logit": 1.4816097021102905, "end_logit": 3.8076913356781006, "text": "War\" (20 December 1914", "probability": 0.03196503221988678 }, { "start_logit": 1.4058445692062378, "end_logit": 3.8076913356781006, "text": "the War\" (20 December 1914", "probability": 0.02963266335427761 }, { "start_logit": 2.23569393157959, "end_logit": 2.863903045654297, "text": "Tesla made predictions about the relevant issues of a post-World War I environment in a printed article, \"Science and Discovery", "probability": 0.026441600173711777 }, { "start_logit": 2.209270477294922, "end_logit": 2.882611036300659, "text": "League of Nations", "probability": 0.02623838186264038 }, { "start_logit": 1.260556936264038, "end_logit": 3.8076913356781006, "text": "printed article, \"Science and Discovery are the great Forces which will lead to the Consummation of the War\" (20 December 1914", "probability": 0.025625547394156456 }, { "start_logit": 3.2739691734313965, "end_logit": 1.6880998611450195, "text": "20", "probability": 0.023044118657708168 }, { "start_logit": 1.129356026649475, "end_logit": 3.8076913356781006, "text": "Consummation of the War\" (20 December 1914", "probability": 0.02247467264533043 }, { "start_logit": 1.854259729385376, "end_logit": 3.067619562149048, "text": "World War I", "probability": 0.022136345505714417 }, { "start_logit": 2.0211215019226074, "end_logit": 2.882611036300659, "text": "Tesla believed that the League of Nations", "probability": 0.021738259121775627 }, { "start_logit": 1.854259729385376, "end_logit": 2.863903045654297, "text": "World War I environment in a printed article, \"Science and Discovery", "probability": 0.018056470900774002 } ], "56e124f1cd28a01900c6764f": [ { "start_logit": 2.62367844581604, "end_logit": 3.0949513912200928, "text": "Orthodox Christian", "probability": 0.13796789944171906 }, { "start_logit": 2.62367844581604, "end_logit": 2.7149200439453125, "text": "Orthodox Christian. Later in his life, he did not consider himself to be a \"believer in the orthodox sense,\" and opposed religious fanaticism", "probability": 0.09434793889522552 }, { "start_logit": 1.991933822631836, "end_logit": 3.0949513912200928, "text": "Tesla was raised an Orthodox Christian", "probability": 0.07335250079631805 }, { "start_logit": 2.3575398921966553, "end_logit": 2.7149200439453125, "text": "religious fanaticism", "probability": 0.0723019689321518 }, { "start_logit": 2.3575398921966553, "end_logit": 2.6611545085906982, "text": "religious fanaticism. Despite this, he had a profound respect for both Buddhism and Christianity", "probability": 0.06851725280284882 }, { "start_logit": 2.2609872817993164, "end_logit": 2.7149200439453125, "text": "orthodox sense,\" and opposed religious fanaticism", "probability": 0.0656474381685257 }, { "start_logit": 2.2609872817993164, "end_logit": 2.6611545085906982, "text": "orthodox sense,\" and opposed religious fanaticism. Despite this, he had a profound respect for both Buddhism and Christianity", "probability": 0.062211085110902786 }, { "start_logit": 2.1916942596435547, "end_logit": 2.6611545085906982, "text": "Buddhism and Christianity", "probability": 0.05804624781012535 }, { "start_logit": 2.62367844581604, "end_logit": 2.0084774494171143, "text": "Orthodox Christian. Later in his life, he did not consider himself to be a \"believer in the orthodox sense", "probability": 0.0465509369969368 }, { "start_logit": 1.82387375831604, "end_logit": 2.7149200439453125, "text": "fanaticism", "probability": 0.042401544749736786 }, { "start_logit": 1.82387375831604, "end_logit": 2.6611545085906982, "text": "fanaticism. Despite this, he had a profound respect for both Buddhism and Christianity", "probability": 0.04018201306462288 }, { "start_logit": 1.3566609621047974, "end_logit": 3.0949513912200928, "text": "Christian", "probability": 0.038861487060785294 }, { "start_logit": 2.2609872817993164, "end_logit": 2.0084774494171143, "text": "orthodox sense", "probability": 0.03239019215106964 }, { "start_logit": 1.6036462783813477, "end_logit": 2.6611545085906982, "text": "Christianity", "probability": 0.03223949298262596 }, { "start_logit": 1.3566609621047974, "end_logit": 2.7149200439453125, "text": "Christian. Later in his life, he did not consider himself to be a \"believer in the orthodox sense,\" and opposed religious fanaticism", "probability": 0.026575027033686638 }, { "start_logit": 1.991933822631836, "end_logit": 2.0084774494171143, "text": "Tesla was raised an Orthodox Christian. Later in his life, he did not consider himself to be a \"believer in the orthodox sense", "probability": 0.02474942058324814 }, { "start_logit": 2.3575398921966553, "end_logit": 1.5327529907226562, "text": "religious fanaticism. Despite this, he had a profound respect for both Buddhism", "probability": 0.022168759256601334 }, { "start_logit": 1.1283185482025146, "end_logit": 2.7149200439453125, "text": "believer in the orthodox sense,\" and opposed religious fanaticism", "probability": 0.021149786189198494 }, { "start_logit": 2.62367844581604, "end_logit": 1.1741366386413574, "text": "Orthodox", "probability": 0.02021058090031147 }, { "start_logit": 2.2609872817993164, "end_logit": 1.5327529907226562, "text": "orthodox sense,\" and opposed religious fanaticism. Despite this, he had a profound respect for both Buddhism", "probability": 0.020128393545746803 } ], "56e124f1cd28a01900c67650": [ { "start_logit": 2.595349073410034, "end_logit": 3.176574230194092, "text": "Orthodox Christian", "probability": 0.13173644244670868 }, { "start_logit": 2.595349073410034, "end_logit": 2.8359808921813965, "text": "Orthodox Christian. Later in his life, he did not consider himself to be a \"believer in the orthodox sense,\" and opposed religious fanaticism", "probability": 0.09371046721935272 }, { "start_logit": 2.236886739730835, "end_logit": 3.176574230194092, "text": "Tesla was raised an Orthodox Christian", "probability": 0.09205082803964615 }, { "start_logit": 2.4068105220794678, "end_logit": 2.8359808921813965, "text": "religious fanaticism", "probability": 0.07760807126760483 }, { "start_logit": 2.4068105220794678, "end_logit": 2.711400032043457, "text": "religious fanaticism. Despite this, he had a profound respect for both Buddhism and Christianity", "probability": 0.06851762533187866 }, { "start_logit": 2.255214214324951, "end_logit": 2.8359808921813965, "text": "orthodox sense,\" and opposed religious fanaticism", "probability": 0.06669134646654129 }, { "start_logit": 2.255214214324951, "end_logit": 2.711400032043457, "text": "orthodox sense,\" and opposed religious fanaticism. Despite this, he had a profound respect for both Buddhism and Christianity", "probability": 0.058879584074020386 }, { "start_logit": 2.2312703132629395, "end_logit": 2.711400032043457, "text": "Buddhism and Christianity", "probability": 0.05748652294278145 }, { "start_logit": 1.835483431816101, "end_logit": 2.8359808921813965, "text": "fanaticism", "probability": 0.04383114352822304 }, { "start_logit": 1.392727255821228, "end_logit": 3.176574230194092, "text": "Christian", "probability": 0.03957437351346016 }, { "start_logit": 1.835483431816101, "end_logit": 2.711400032043457, "text": "fanaticism. Despite this, he had a profound respect for both Buddhism and Christianity", "probability": 0.03869706764817238 }, { "start_logit": 2.595349073410034, "end_logit": 1.907793641090393, "text": "Orthodox Christian. Later in his life, he did not consider himself to be a \"believer in the orthodox sense", "probability": 0.03704091161489487 }, { "start_logit": 1.6203985214233398, "end_logit": 2.711400032043457, "text": "Christianity", "probability": 0.031208131462335587 }, { "start_logit": 1.392727255821228, "end_logit": 2.8359808921813965, "text": "Christian. Later in his life, he did not consider himself to be a \"believer in the orthodox sense,\" and opposed religious fanaticism", "probability": 0.02815115824341774 }, { "start_logit": 2.255214214324951, "end_logit": 1.907793641090393, "text": "orthodox sense", "probability": 0.02636105939745903 }, { "start_logit": 2.236886739730835, "end_logit": 1.907793641090393, "text": "Tesla was raised an Orthodox Christian. Later in his life, he did not consider himself to be a \"believer in the orthodox sense", "probability": 0.025882335379719734 }, { "start_logit": 1.2141790390014648, "end_logit": 2.8359808921813965, "text": "believer in the orthodox sense,\" and opposed religious fanaticism", "probability": 0.023547979071736336 }, { "start_logit": 1.2141790390014648, "end_logit": 2.711400032043457, "text": "believer in the orthodox sense,\" and opposed religious fanaticism. Despite this, he had a profound respect for both Buddhism and Christianity", "probability": 0.02078973315656185 }, { "start_logit": 2.4068105220794678, "end_logit": 1.5078482627868652, "text": "religious fanaticism. Despite this, he had a profound respect for both Buddhism", "probability": 0.020563937723636627 }, { "start_logit": 2.255214214324951, "end_logit": 1.5078482627868652, "text": "orthodox sense,\" and opposed religious fanaticism. Despite this, he had a profound respect for both Buddhism", "probability": 0.017671314999461174 } ], "56e124f1cd28a01900c67651": [ { "start_logit": 2.5657265186309814, "end_logit": 3.2030181884765625, "text": "Orthodox Christian", "probability": 0.13523006439208984 }, { "start_logit": 2.5657265186309814, "end_logit": 2.7051587104797363, "text": "Orthodox Christian. Later in his life, he did not consider himself to be a \"believer in the orthodox sense,\" and opposed religious fanaticism", "probability": 0.08219697326421738 }, { "start_logit": 2.407071828842163, "end_logit": 2.8120903968811035, "text": "religious fanaticism. Despite this, he had a profound respect for both Buddhism and Christianity", "probability": 0.0780535414814949 }, { "start_logit": 1.9977214336395264, "end_logit": 3.2030181884765625, "text": "Tesla was raised an Orthodox Christian", "probability": 0.07662878930568695 }, { "start_logit": 2.407071828842163, "end_logit": 2.7051587104797363, "text": "religious fanaticism", "probability": 0.07013790309429169 }, { "start_logit": 2.262917995452881, "end_logit": 2.8120903968811035, "text": "orthodox sense,\" and opposed religious fanaticism. 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In computational complexity theory", "probability": 0.024296628311276436 } ], "56e17a7ccd28a01900c679a2": [ { "start_logit": 1.8373714685440063, "end_logit": 3.2583463191986084, "text": "primality testing", "probability": 0.149371936917305 }, { "start_logit": 1.8373714685440063, "end_logit": 2.925464630126953, "text": "primality testing. The instance is a number (e.g. 15", "probability": 0.10707798600196838 }, { "start_logit": 1.459326148033142, "end_logit": 3.2583463191986084, "text": "rather concrete utterance, which can serve as the input for a decision problem. For example, consider the problem of primality testing", "probability": 0.10234954208135605 }, { "start_logit": 1.3131297826766968, "end_logit": 2.925464630126953, "text": "15", "probability": 0.06339062750339508 }, { "start_logit": 1.6950514316558838, "end_logit": 2.39723801612854, "text": "infinite collection of instances together with a solution for every instance. 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The input string for a computational problem is referred to as a problem instance", "probability": 0.035666003823280334 }, { "start_logit": 1.143027663230896, "end_logit": 2.39723801612854, "text": "input string for a computational problem is referred to as a problem instance", "probability": 0.031531501561403275 }, { "start_logit": 1.2707078456878662, "end_logit": 2.2276718616485596, "text": "a problem refers to the abstract question to be solved. 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In computational complexity theory", "probability": 0.023518145084381104 } ], "56e17a7ccd28a01900c679a3": [ { "start_logit": 1.9486554861068726, "end_logit": 3.328106164932251, "text": "primality testing", "probability": 0.1609063446521759 }, { "start_logit": 1.9486554861068726, "end_logit": 2.900756359100342, "text": "primality testing. The instance is a number (e.g. 15", "probability": 0.10494883358478546 }, { "start_logit": 1.4730271100997925, "end_logit": 3.328106164932251, "text": "rather concrete utterance, which can serve as the input for a decision problem. For example, consider the problem of primality testing", "probability": 0.10000240057706833 }, { "start_logit": 1.4729188680648804, "end_logit": 2.900756359100342, "text": "15", "probability": 0.06521805375814438 }, { "start_logit": 1.0218380689620972, "end_logit": 3.328106164932251, "text": "decision problem. 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The input string", "probability": 0.02474273554980755 } ], "56e17a7ccd28a01900c679a5": [ { "start_logit": 1.8172540664672852, "end_logit": 3.251286268234253, "text": "primality testing", "probability": 0.14509785175323486 }, { "start_logit": 1.8172540664672852, "end_logit": 2.8950998783111572, "text": "primality testing. The instance is a number (e.g. 15", "probability": 0.10161808133125305 }, { "start_logit": 1.3541820049285889, "end_logit": 3.251286268234253, "text": "rather concrete utterance, which can serve as the input for a decision problem. For example, consider the problem of primality testing", "probability": 0.09131691604852676 }, { "start_logit": 1.3486425876617432, "end_logit": 2.8950998783111572, "text": "15", "probability": 0.06359980255365372 }, { "start_logit": 0.9642819762229919, "end_logit": 3.251286268234253, "text": "decision problem. 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The input string", "probability": 0.02311243675649166 } ], "56e17e6ee3433e1400422f7f": [ { "start_logit": 3.5559723377227783, "end_logit": 2.9833672046661377, "text": "2000 kilometres", "probability": 0.14398635923862457 }, { "start_logit": 3.3078742027282715, "end_logit": 2.834412097930908, "text": "10 km", "probability": 0.0968017727136612 }, { "start_logit": 3.5559723377227783, "end_logit": 2.4156839847564697, "text": "2000 kilometres passing through all of Germany's 15 largest cities", "probability": 0.0816168263554573 }, { "start_logit": 3.5559723377227783, "end_logit": 2.3019230365753174, "text": "2000", "probability": 0.07284066826105118 }, { "start_logit": 2.587709665298462, "end_logit": 3.2610366344451904, "text": "Milan", "probability": 0.07217727601528168 }, { "start_logit": 3.5559723377227783, "end_logit": 2.085907459259033, "text": "2000 kilometres passing through all of Germany's 15", "probability": 0.05868939682841301 }, { "start_logit": 3.3078742027282715, "end_logit": 2.333493709564209, "text": "10 km. 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For this reason, complexity theory", "probability": 0.028547881171107292 }, { "start_logit": 2.5218045711517334, "end_logit": 2.3019230365753174, "text": "traveling salesman problem: Is there a route of at most 2000", "probability": 0.02589646726846695 }, { "start_logit": 2.667363166809082, "end_logit": 2.085907459259033, "text": "15", "probability": 0.024134676903486252 }, { "start_logit": 2.2787206172943115, "end_logit": 2.4156839847564697, "text": "Germany's 15 largest cities", "probability": 0.02275497280061245 }, { "start_logit": 1.7863610982894897, "end_logit": 2.834412097930908, "text": "round trip through all sites in Milan whose total length is at most 10 km", "probability": 0.021139690652489662 } ], "56e17e6ee3433e1400422f80": [ { "start_logit": 3.492274522781372, "end_logit": 2.7749857902526855, "text": "2000 kilometres", "probability": 0.10433876514434814 }, { "start_logit": 3.314844846725464, "end_logit": 2.880995273590088, "text": "10 km", "probability": 0.09714671224355698 }, { "start_logit": 3.492274522781372, "end_logit": 2.5399703979492188, "text": "2000 kilometres passing through all of Germany's 15 largest cities", "probability": 0.0824858769774437 }, { "start_logit": 2.5992674827575684, "end_logit": 3.298233985900879, "text": "Milan", "probability": 0.07208772748708725 }, { "start_logit": 3.492274522781372, "end_logit": 2.3466618061065674, "text": "2000 kilometres passing through all of Germany's 15", "probability": 0.06798715144395828 }, { "start_logit": 3.492274522781372, "end_logit": 2.235074996948242, "text": "2000", "probability": 0.06080862879753113 }, { "start_logit": 3.314844846725464, "end_logit": 2.2875638008117676, "text": "10 km. 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For this reason, complexity theory", "probability": 0.026238128542900085 } ], "56e17e6ee3433e1400422f81": [ { "start_logit": 3.538766860961914, "end_logit": 3.0036025047302246, "text": "2000 kilometres", "probability": 0.10923931747674942 }, { "start_logit": 3.378519296646118, "end_logit": 2.908376693725586, "text": "10 km", "probability": 0.08461127430200577 }, { "start_logit": 3.538766860961914, "end_logit": 2.6533238887786865, "text": "2000 kilometres passing through all of Germany's 15 largest cities", "probability": 0.07695822417736053 }, { "start_logit": 3.1155998706817627, "end_logit": 3.0036025047302246, "text": "traveling salesman problem: Is there a route of at most 2000 kilometres", "probability": 0.07154840975999832 }, { "start_logit": 2.737550973892212, "end_logit": 3.2776055335998535, "text": "Milan", "probability": 0.06447828561067581 }, { "start_logit": 3.538766860961914, "end_logit": 2.3755733966827393, "text": "2000 kilometres passing through all of Germany's 15", "probability": 0.058294735848903656 }, { "start_logit": 3.538766860961914, "end_logit": 2.35923433303833, "text": "2000", "probability": 0.057350002229213715 }, { "start_logit": 3.1155998706817627, "end_logit": 2.6533238887786865, "text": "traveling salesman problem: Is there a route of at most 2000 kilometres passing through all of Germany's 15 largest cities", "probability": 0.05040525272488594 }, { "start_logit": 3.1155998706817627, "end_logit": 2.5381429195404053, "text": "traveling salesman", "probability": 0.04492140933871269 }, { "start_logit": 2.737550973892212, "end_logit": 2.908376693725586, "text": "Milan whose total length is at most 10 km", "probability": 0.04457169771194458 }, { "start_logit": 3.378519296646118, "end_logit": 2.2409005165100098, "text": "10 km. For this reason, complexity theory", "probability": 0.043405745178461075 }, { "start_logit": 2.885283946990967, "end_logit": 2.6533238887786865, "text": "15 largest cities", "probability": 0.04003601148724556 }, { "start_logit": 3.1155998706817627, "end_logit": 2.3755733966827393, "text": "traveling salesman problem: Is there a route of at most 2000 kilometres passing through all of Germany's 15", "probability": 0.03818126767873764 }, { "start_logit": 3.1155998706817627, "end_logit": 2.35923433303833, "text": "traveling salesman problem: Is there a route of at most 2000", "probability": 0.037562496960163116 }, { "start_logit": 3.1155998706817627, "end_logit": 2.231431484222412, "text": "traveling salesman problem", "probability": 0.03305600583553314 }, { "start_logit": 3.538766860961914, "end_logit": 1.7399362325668335, "text": "2000 kilometres passing through all of Germany", "probability": 0.030872782692313194 }, { "start_logit": 2.885283946990967, "end_logit": 2.3755733966827393, "text": "15", "probability": 0.03032672218978405 }, { "start_logit": 3.378519296646118, "end_logit": 1.8685883283615112, "text": "10", "probability": 0.029912583529949188 }, { "start_logit": 2.5844810009002686, "end_logit": 2.6533238887786865, "text": "Germany's 15 largest cities", "probability": 0.029635608196258545 }, { "start_logit": 1.7752729654312134, "end_logit": 3.2776055335998535, "text": "round trip through all sites in Milan", "probability": 0.024632088840007782 } ], "56e181d9e3433e1400422fa0": [ { "start_logit": 2.3280646800994873, "end_logit": 2.587270498275757, "text": "binary alphabet", "probability": 0.13988569378852844 }, { "start_logit": 2.065556526184082, "end_logit": 2.700214147567749, "text": "binary notation, and graphs can be encoded directly via their adjacency matrices", "probability": 0.12045320123434067 }, { "start_logit": 2.3280646800994873, "end_logit": 1.8974871635437012, "text": "binary alphabet (i.e., the set {0,1}), and thus the strings are bitstrings", "probability": 0.07017850875854492 }, { "start_logit": 2.065556526184082, "end_logit": 2.074327230453491, "text": "binary notation", "probability": 0.06441680341959 }, { "start_logit": 1.4319522380828857, "end_logit": 2.700214147567749, "text": "integers can be represented in binary notation, and graphs can be encoded directly via their adjacency matrices", "probability": 0.06392157077789307 }, { "start_logit": 2.0405750274658203, "end_logit": 2.074327230453491, "text": "real-world computer, mathematical objects other than bitstrings must be suitably encoded. 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For example, integers", "probability": 0.030085859820246696 }, { "start_logit": 1.5180021524429321, "end_logit": 1.8529891967773438, "text": "computational problems, a problem instance is a string over an alphabet", "probability": 0.029858862981200218 }, { "start_logit": 2.0405750274658203, "end_logit": 1.2507983446121216, "text": "real-world computer, mathematical objects other than bitstrings must be suitably encoded", "probability": 0.027573734521865845 }, { "start_logit": 2.3280646800994873, "end_logit": 0.9349043965339661, "text": "binary alphabet (i.e., the set {0,1", "probability": 0.026801545172929764 }, { "start_logit": 0.5639896392822266, "end_logit": 2.587270498275757, "text": "alphabet. 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A decision problem", "probability": 0.04906734079122543 }, { "start_logit": 2.073986053466797, "end_logit": 1.43452787399292, "text": "decision problem is a special type of computational problem whose answer is either yes or no", "probability": 0.045655474066734314 }, { "start_logit": 1.3399895429611206, "end_logit": 2.1067121028900146, "text": "A decision problem is a special type of computational problem whose answer is either yes or no, or alternately either 1 or 0", "probability": 0.042918846011161804 }, { "start_logit": 1.318955421447754, "end_logit": 2.1067121028900146, "text": "special type of computational problem whose answer is either yes or no, or alternately either 1 or 0", "probability": 0.042025525122880936 }, { "start_logit": 1.214915156364441, "end_logit": 2.1067121028900146, "text": "computational problem whose answer is either yes or no, or alternately either 1 or 0", "probability": 0.03787293657660484 }, { "start_logit": 1.3399895429611206, "end_logit": 1.8449153900146484, "text": "A decision problem", "probability": 0.03303325176239014 }, { "start_logit": 1.7356687784194946, "end_logit": 1.43452787399292, "text": "computational complexity theory. A decision problem is a special type of computational problem whose answer is either yes or no", "probability": 0.032550934702157974 }, { "start_logit": 2.073986053466797, "end_logit": 1.0164464712142944, "text": "decision problem is a special type of computational problem whose answer is either yes or no, or alternately either 1 or 0. A decision problem", "probability": 0.030055396258831024 }, { "start_logit": 1.6482913494110107, "end_logit": 1.43452787399292, "text": "yes or no", "probability": 0.029827440157532692 }, { "start_logit": 0.6262310147285461, "end_logit": 2.387371063232422, "text": "central objects of study in computational complexity theory", "probability": 0.027832701802253723 }, { "start_logit": 1.7352243661880493, "end_logit": 1.2656924724578857, "text": "formal language", "probability": 0.027481870725750923 }, { "start_logit": 0.8823414444923401, "end_logit": 2.1067121028900146, "text": "1 or 0", "probability": 0.027157766744494438 } ], "56e190bce3433e1400422fca": [ { "start_logit": 1.9394633769989014, "end_logit": 2.3379900455474854, "text": "Decision problems are one of the central objects of study in computational complexity theory", "probability": 0.10294203460216522 }, { "start_logit": 2.071742057800293, "end_logit": 2.030524253845215, "text": "decision problem is a special type of computational problem whose answer is either yes or no, or alternately either 1 or 0", "probability": 0.08639924228191376 }, { "start_logit": 1.7409926652908325, "end_logit": 2.3379900455474854, "text": "computational complexity theory", "probability": 0.08441080898046494 }, { "start_logit": 2.071742057800293, "end_logit": 1.8029414415359497, "text": "decision problem", "probability": 0.06881322711706161 }, { "start_logit": 1.7409926652908325, "end_logit": 2.030524253845215, "text": "computational complexity theory. A decision problem is a special type of computational problem whose answer is either yes or no, or alternately either 1 or 0", "probability": 0.06206792593002319 }, { "start_logit": 1.9394633769989014, "end_logit": 1.8029414415359497, "text": "Decision problems are one of the central objects of study in computational complexity theory. A decision problem", "probability": 0.060287073254585266 }, { "start_logit": 1.6771620512008667, "end_logit": 2.030524253845215, "text": "yes or no, or alternately either 1 or 0", "probability": 0.05822990834712982 }, { "start_logit": 1.9394633769989014, "end_logit": 1.6497139930725098, "text": "Decision problems", "probability": 0.05172235146164894 }, { "start_logit": 1.7409926652908325, "end_logit": 1.8029414415359497, "text": "computational complexity theory. A decision problem", "probability": 0.04943440854549408 }, { "start_logit": 2.071742057800293, "end_logit": 1.4052423238754272, "text": "decision problem is a special type of computational problem whose answer is either yes or no", "probability": 0.046233151108026505 }, { "start_logit": 1.33819580078125, "end_logit": 2.030524253845215, "text": "A decision problem is a special type of computational problem whose answer is either yes or no, or alternately either 1 or 0", "probability": 0.04148918017745018 }, { "start_logit": 1.2531479597091675, "end_logit": 2.030524253845215, "text": "special type of computational problem whose answer is either yes or no, or alternately either 1 or 0", "probability": 0.03810650482773781 }, { "start_logit": 1.180324673652649, "end_logit": 2.030524253845215, "text": "computational problem whose answer is either yes or no, or alternately either 1 or 0", "probability": 0.03543009236454964 }, { "start_logit": 1.7409926652908325, "end_logit": 1.4052423238754272, "text": "computational complexity theory. A decision problem is a special type of computational problem whose answer is either yes or no", "probability": 0.033213209360837936 }, { "start_logit": 1.33819580078125, "end_logit": 1.8029414415359497, "text": "A decision problem", "probability": 0.03304431959986687 }, { "start_logit": 1.6771620512008667, "end_logit": 1.4052423238754272, "text": "yes or no", "probability": 0.031159432604908943 }, { "start_logit": 1.7539141178131104, "end_logit": 1.3067893981933594, "text": "formal language", "probability": 0.030490528792142868 }, { "start_logit": 2.071742057800293, "end_logit": 0.9884825348854065, "text": "decision problem is a special type of computational problem whose answer is either yes or no, or alternately either 1 or 0. A decision problem", "probability": 0.030475929379463196 }, { "start_logit": 1.6771620512008667, "end_logit": 1.3067893981933594, "text": "yes or no, or alternately either 1 or 0. A decision problem can be viewed as a formal language", "probability": 0.028237875550985336 }, { "start_logit": 1.7539141178131104, "end_logit": 1.2148698568344116, "text": "formal language, where the members of the language", "probability": 0.02781280316412449 } ], "56e190bce3433e1400422fcb": [ { "start_logit": 1.9400938749313354, "end_logit": 2.3042097091674805, "text": "Decision problems are one of the central objects of study in computational complexity theory", "probability": 0.09847971796989441 }, { "start_logit": 2.0180180072784424, "end_logit": 2.111736297607422, "text": "decision problem is a special type of computational problem whose answer is either yes or no, or alternately either 1 or 0", "probability": 0.08782102912664413 }, { "start_logit": 1.7592573165893555, "end_logit": 2.111736297607422, "text": "yes or no, or alternately either 1 or 0", "probability": 0.06779853254556656 }, { "start_logit": 1.559786319732666, "end_logit": 2.3042097091674805, "text": "computational complexity theory", "probability": 0.06732576340436935 }, { "start_logit": 1.9400938749313354, "end_logit": 1.870192289352417, "text": "Decision problems", "probability": 0.06380508840084076 }, { "start_logit": 2.0180180072784424, "end_logit": 1.7855533361434937, "text": "decision problem", "probability": 0.06337808072566986 }, { "start_logit": 1.9400938749313354, "end_logit": 1.7855533361434937, "text": "Decision problems are one of the central objects of study in computational complexity theory. A decision problem", "probability": 0.0586269311606884 }, { "start_logit": 1.559786319732666, "end_logit": 2.111736297607422, "text": "computational complexity theory. A decision problem is a special type of computational problem whose answer is either yes or no, or alternately either 1 or 0", "probability": 0.0555381141602993 }, { "start_logit": 2.0180180072784424, "end_logit": 1.5444737672805786, "text": "decision problem is a special type of computational problem whose answer is either yes or no", "probability": 0.049801185727119446 }, { "start_logit": 1.296303391456604, "end_logit": 2.111736297607422, "text": "A decision problem is a special type of computational problem whose answer is either yes or no, or alternately either 1 or 0", "probability": 0.04267385974526405 }, { "start_logit": 1.2831192016601562, "end_logit": 2.111736297607422, "text": "special type of computational problem whose answer is either yes or no, or alternately either 1 or 0", "probability": 0.04211493581533432 }, { "start_logit": 1.559786319732666, "end_logit": 1.7855533361434937, "text": "computational complexity theory. A decision problem", "probability": 0.040080372244119644 }, { "start_logit": 1.7592573165893555, "end_logit": 1.5444737672805786, "text": "yes or no", "probability": 0.03844689205288887 }, { "start_logit": 1.1518007516860962, "end_logit": 2.111736297607422, "text": "computational problem whose answer is either yes or no, or alternately either 1 or 0", "probability": 0.03693220019340515 }, { "start_logit": 1.7592573165893555, "end_logit": 1.3905701637268066, "text": "yes or no, or alternately either 1 or 0. A decision problem can be viewed as a formal language", "probability": 0.032962627708911896 }, { "start_logit": 1.7177026271820068, "end_logit": 1.3905701637268066, "text": "formal language", "probability": 0.031620945781469345 }, { "start_logit": 1.559786319732666, "end_logit": 1.5444737672805786, "text": "computational complexity theory. A decision problem is a special type of computational problem whose answer is either yes or no", "probability": 0.03149431198835373 }, { "start_logit": 0.7904092669487, "end_logit": 2.3042097091674805, "text": "central objects of study in computational complexity theory", "probability": 0.031192131340503693 }, { "start_logit": 1.296303391456604, "end_logit": 1.7855533361434937, "text": "A decision problem", "probability": 0.030796580016613007 }, { "start_logit": 1.7592573165893555, "end_logit": 1.2663002014160156, "text": "yes or no, or alternately either 1 or 0. A decision problem can be viewed as a formal language, where the members of the language", "probability": 0.029110662639141083 } ], "56e190bce3433e1400422fcc": [ { "start_logit": 1.907476782798767, "end_logit": 2.404352903366089, "text": "Decision problems are one of the central objects of study in computational complexity theory", "probability": 0.10108304023742676 }, { "start_logit": 2.1599085330963135, "end_logit": 2.0422251224517822, "text": "decision problem is a special type of computational problem whose answer is either yes or no, or alternately either 1 or 0", "probability": 0.09058118611574173 }, { "start_logit": 2.1599085330963135, "end_logit": 1.962975263595581, "text": "decision problem", "probability": 0.08367972075939178 }, { "start_logit": 1.617357611656189, "end_logit": 2.404352903366089, "text": "computational complexity theory", "probability": 0.07562773674726486 }, { "start_logit": 1.907476782798767, "end_logit": 1.962975263595581, "text": "Decision problems are one of the central objects of study in computational complexity theory. A decision problem", "probability": 0.06501153856515884 }, { "start_logit": 1.6443302631378174, "end_logit": 2.0422251224517822, "text": "yes or no, or alternately either 1 or 0", "probability": 0.05409102141857147 }, { "start_logit": 1.617357611656189, "end_logit": 2.0422251224517822, "text": "computational complexity theory. A decision problem is a special type of computational problem whose answer is either yes or no, or alternately either 1 or 0", "probability": 0.0526515357196331 }, { "start_logit": 1.907476782798767, "end_logit": 1.717911958694458, "text": "Decision problems", "probability": 0.05088160187005997 }, { "start_logit": 2.1599085330963135, "end_logit": 1.4575878381729126, "text": "decision problem is a special type of computational problem whose answer is either yes or no", "probability": 0.05048161745071411 }, { "start_logit": 1.617357611656189, "end_logit": 1.962975263595581, "text": "computational complexity theory. A decision problem", "probability": 0.04863996431231499 }, { "start_logit": 1.358688473701477, "end_logit": 2.0422251224517822, "text": "special type of computational problem whose answer is either yes or no, or alternately either 1 or 0", "probability": 0.040651123970746994 }, { "start_logit": 1.330206036567688, "end_logit": 2.0422251224517822, "text": "A decision problem is a special type of computational problem whose answer is either yes or no, or alternately either 1 or 0", "probability": 0.0395096130669117 }, { "start_logit": 1.330206036567688, "end_logit": 1.962975263595581, "text": "A decision problem", "probability": 0.03649933636188507 }, { "start_logit": 2.1599085330963135, "end_logit": 1.0450960397720337, "text": "decision problem is a special type of computational problem whose answer is either yes or no, or alternately either 1 or 0. A decision problem", "probability": 0.03341875970363617 }, { "start_logit": 1.149416446685791, "end_logit": 2.0422251224517822, "text": "computational problem whose answer is either yes or no, or alternately either 1 or 0", "probability": 0.032975152134895325 }, { "start_logit": 1.6443302631378174, "end_logit": 1.4575878381729126, "text": "yes or no", "probability": 0.03014536015689373 }, { "start_logit": 0.6903729438781738, "end_logit": 2.404352903366089, "text": "central objects of study in computational complexity theory", "probability": 0.029929321259260178 }, { "start_logit": 1.617357611656189, "end_logit": 1.4575878381729126, "text": "computational complexity theory. A decision problem is a special type of computational problem whose answer is either yes or no", "probability": 0.029343124479055405 }, { "start_logit": 1.6990694999694824, "end_logit": 1.3335051536560059, "text": "formal language", "probability": 0.02812580205500126 }, { "start_logit": 1.6990694999694824, "end_logit": 1.280486822128296, "text": "formal language, where the members of the language", "probability": 0.026673458516597748 } ], "56e19557e3433e1400422fee": [ { "start_logit": 2.0599513053894043, "end_logit": 3.080108880996704, "text": "decision problem is the following. The input is an arbitrary graph", "probability": 0.20459049940109253 }, { "start_logit": 1.9188687801361084, "end_logit": 3.080108880996704, "text": "arbitrary graph", "probability": 0.177669957280159 }, { "start_logit": 2.0599513053894043, "end_logit": 2.0774199962615967, "text": "decision problem", "probability": 0.07506249099969864 }, { "start_logit": 1.5773921012878418, "end_logit": 2.337805986404419, "text": "binary strings", "probability": 0.060108307749032974 }, { "start_logit": 0.5560516715049744, "end_logit": 3.080108880996704, "text": "input is an arbitrary graph", "probability": 0.04547262564301491 }, { "start_logit": 2.0599513053894043, "end_logit": 1.5504616498947144, "text": "decision problem is the following. The input is an arbitrary graph. The problem consists in deciding whether the given graph", "probability": 0.044316764920949936 }, { "start_logit": 1.1902930736541748, "end_logit": 2.337805986404419, "text": "connected graphs\u2014of course, to obtain a precise definition of this language, one has to decide how graphs are encoded as binary strings", "probability": 0.04081497713923454 }, { "start_logit": 0.43307673931121826, "end_logit": 3.080108880996704, "text": "graph", "probability": 0.0402107909321785 }, { "start_logit": 1.9188687801361084, "end_logit": 1.5504616498947144, "text": "arbitrary graph. The problem consists in deciding whether the given graph", "probability": 0.03848544880747795 }, { "start_logit": 2.0599513053894043, "end_logit": 1.3258775472640991, "text": "decision problem is the following. The input", "probability": 0.03540237620472908 }, { "start_logit": 1.1902930736541748, "end_logit": 2.0253021717071533, "text": "connected graphs", "probability": 0.029860761016607285 }, { "start_logit": 1.1687500476837158, "end_logit": 2.0253021717071533, "text": "connected, or not. The formal language associated with this decision problem is then the set of all connected graphs", "probability": 0.029224349185824394 }, { "start_logit": 1.9188687801361084, "end_logit": 1.2609864473342896, "text": "arbitrary graph. The problem consists in deciding whether the given graph is connected, or not. The formal language associated with this decision problem", "probability": 0.028812384232878685 }, { "start_logit": 0.08529926836490631, "end_logit": 3.080108880996704, "text": "a decision problem is the following. The input is an arbitrary graph", "probability": 0.028399119153618813 }, { "start_logit": 1.9188687801361084, "end_logit": 1.0382864475250244, "text": "arbitrary graph. The problem consists in deciding whether the given graph is connected, or not. The formal language", "probability": 0.023060129955410957 }, { "start_logit": 0.8453289866447449, "end_logit": 2.0253021717071533, "text": "formal language associated with this decision problem is then the set of all connected graphs", "probability": 0.02114875800907612 }, { "start_logit": 2.0599513053894043, "end_logit": 0.7893869280815125, "text": "decision problem is the following. The input is an arbitrary graph. The problem consists in deciding whether the given graph is connected", "probability": 0.020703202113509178 }, { "start_logit": 0.7561913728713989, "end_logit": 2.0253021717071533, "text": "decision problem is then the set of all connected graphs", "probability": 0.01934518665075302 }, { "start_logit": 0.4383367598056793, "end_logit": 2.337805986404419, "text": "precise definition of this language, one has to decide how graphs are encoded as binary strings", "probability": 0.019241949543356895 }, { "start_logit": 1.1902930736541748, "end_logit": 1.5230023860931396, "text": "connected graphs\u2014of course, to obtain a precise definition of this language", "probability": 0.018069861456751823 } ], "56e19557e3433e1400422ff0": [ { "start_logit": 1.9850280284881592, "end_logit": 3.0696446895599365, "text": "arbitrary graph", "probability": 0.18581438064575195 }, { "start_logit": 1.9175753593444824, "end_logit": 3.0696446895599365, "text": "decision problem is the following. The input is an arbitrary graph", "probability": 0.17369404435157776 }, { "start_logit": 0.9863671660423279, "end_logit": 3.0696446895599365, "text": "input is an arbitrary graph", "probability": 0.06844887137413025 }, { "start_logit": 1.5896656513214111, "end_logit": 2.3631134033203125, "text": "binary strings", "probability": 0.06173521652817726 }, { "start_logit": 1.9175753593444824, "end_logit": 1.78847074508667, "text": "decision problem", "probability": 0.048236772418022156 }, { "start_logit": 1.9850280284881592, "end_logit": 1.62016761302948, "text": "arbitrary graph. The problem consists in deciding whether the given graph", "probability": 0.04360932856798172 }, { "start_logit": 1.9175753593444824, "end_logit": 1.62016761302948, "text": "decision problem is the following. The input is an arbitrary graph. The problem consists in deciding whether the given graph", "probability": 0.040764786303043365 }, { "start_logit": 1.9175753593444824, "end_logit": 1.616377830505371, "text": "decision problem is the following. The input", "probability": 0.04061058163642883 }, { "start_logit": 0.4402788281440735, "end_logit": 3.0696446895599365, "text": "graph", "probability": 0.03964635357260704 }, { "start_logit": 1.0659856796264648, "end_logit": 2.3631134033203125, "text": "connected graphs\u2014of course, to obtain a precise definition of this language, one has to decide how graphs are encoded as binary strings", "probability": 0.03656803444027901 }, { "start_logit": 0.2822880744934082, "end_logit": 3.0696446895599365, "text": "a decision problem is the following. The input is an arbitrary graph", "probability": 0.033852338790893555 }, { "start_logit": 1.0659856796264648, "end_logit": 2.213107109069824, "text": "connected graphs", "probability": 0.03147420659661293 }, { "start_logit": 1.9850280284881592, "end_logit": 1.2930727005004883, "text": "arbitrary graph. The problem consists in deciding whether the given graph is connected, or not. The formal language associated with this decision problem", "probability": 0.031442996114492416 }, { "start_logit": 1.0046231746673584, "end_logit": 2.213107109069824, "text": "connected, or not. The formal language associated with this decision problem is then the set of all connected graphs", "probability": 0.029600927606225014 }, { "start_logit": 0.9923217296600342, "end_logit": 2.213107109069824, "text": "formal language associated with this decision problem is then the set of all connected graphs", "probability": 0.029239024966955185 }, { "start_logit": 1.9850280284881592, "end_logit": 1.0629751682281494, "text": "arbitrary graph. The problem consists in deciding whether the given graph is connected, or not. The formal language", "probability": 0.024980077520012856 }, { "start_logit": 0.7191117405891418, "end_logit": 2.213107109069824, "text": "decision problem is then the set of all connected graphs", "probability": 0.02224893867969513 }, { "start_logit": 0.5178741812705994, "end_logit": 2.3631134033203125, "text": "precise definition of this language, one has to decide how graphs are encoded as binary strings", "probability": 0.02113780565559864 }, { "start_logit": 0.5566393136978149, "end_logit": 2.213107109069824, "text": "given graph is connected, or not. The formal language associated with this decision problem is then the set of all connected graphs", "probability": 0.018912475556135178 }, { "start_logit": 0.5062397718429565, "end_logit": 2.213107109069824, "text": "this decision problem is then the set of all connected graphs", "probability": 0.01798292063176632 } ], "56e19557e3433e1400422ff1": [ { "start_logit": 1.9281154870986938, "end_logit": 3.3275177478790283, "text": "arbitrary graph", "probability": 0.2003580927848816 }, { "start_logit": 1.6510694026947021, "end_logit": 3.3275177478790283, "text": "decision problem is the following. The input is an arbitrary graph", "probability": 0.1518753319978714 }, { "start_logit": 0.9881783723831177, "end_logit": 3.3275177478790283, "text": "input is an arbitrary graph", "probability": 0.07827036827802658 }, { "start_logit": 1.6964342594146729, "end_logit": 2.500641345977783, "text": "binary strings", "probability": 0.06951542943716049 }, { "start_logit": 0.6538992524147034, "end_logit": 3.3275177478790283, "text": "graph", "probability": 0.05603014677762985 }, { "start_logit": 1.2063974142074585, "end_logit": 2.500641345977783, "text": "connected graphs\u2014of course, to obtain a precise definition of this language, one has to decide how graphs are encoded as binary strings", "probability": 0.04258541017770767 }, { "start_logit": 1.6510694026947021, "end_logit": 2.022566556930542, "text": "decision problem", "probability": 0.04118642956018448 }, { "start_logit": 0.2988075315952301, "end_logit": 3.3275177478790283, "text": "a decision problem is the following. The input is an arbitrary graph", "probability": 0.03928324952721596 }, { "start_logit": 1.9281154870986938, "end_logit": 1.6347925662994385, "text": "arbitrary graph. The problem consists in deciding whether the given graph", "probability": 0.036869365721940994 }, { "start_logit": 1.2659059762954712, "end_logit": 2.2336184978485107, "text": "connected, or not. The formal language associated with this decision problem is then the set of all connected graphs", "probability": 0.03460497409105301 }, { "start_logit": 1.2063974142074585, "end_logit": 2.2336184978485107, "text": "connected graphs", "probability": 0.03260575234889984 }, { "start_logit": 1.1933542490005493, "end_logit": 2.2336184978485107, "text": "formal language associated with this decision problem is then the set of all connected graphs", "probability": 0.03218323737382889 }, { "start_logit": 1.9281154870986938, "end_logit": 1.435761570930481, "text": "arbitrary graph. The problem consists in deciding whether the given graph is connected, or not. The formal language associated with this decision problem", "probability": 0.030215349048376083 }, { "start_logit": 1.6510694026947021, "end_logit": 1.6347925662994385, "text": "decision problem is the following. The input is an arbitrary graph. The problem consists in deciding whether the given graph", "probability": 0.027947699651122093 }, { "start_logit": 1.6510694026947021, "end_logit": 1.5474529266357422, "text": "decision problem is the following. The input", "probability": 0.025610314682126045 }, { "start_logit": 0.6341526508331299, "end_logit": 2.500641345977783, "text": "precise definition of this language, one has to decide how graphs are encoded as binary strings", "probability": 0.02402913011610508 }, { "start_logit": 1.9281154870986938, "end_logit": 1.1537944078445435, "text": "arbitrary graph. The problem consists in deciding whether the given graph is connected, or not. The formal language", "probability": 0.022791389375925064 }, { "start_logit": 1.2063974142074585, "end_logit": 1.6543428897857666, "text": "connected graphs\u2014of course, to obtain a precise definition of this language", "probability": 0.018269136548042297 }, { "start_logit": 1.1933542490005493, "end_logit": 1.6543428897857666, "text": "formal language associated with this decision problem is then the set of all connected graphs\u2014of course, to obtain a precise definition of this language", "probability": 0.01803240180015564 }, { "start_logit": 0.5975545644760132, "end_logit": 2.2336184978485107, "text": "decision problem is then the set of all connected graphs", "probability": 0.017736874520778656 } ], "56e19724cd28a01900c679f6": [ { "start_logit": 3.0411059856414795, "end_logit": 1.9999409914016724, "text": "traveling salesman problem and the integer factorization problem", "probability": 0.15449120104312897 }, { "start_logit": 3.0411059856414795, "end_logit": 1.9730987548828125, "text": "traveling salesman problem", "probability": 0.15039950609207153 }, { "start_logit": 2.7314462661743164, "end_logit": 1.9999409914016724, "text": "integer factorization problem", "probability": 0.11334963142871857 }, { "start_logit": 3.0411059856414795, "end_logit": 1.5986336469650269, "text": "traveling salesman", "probability": 0.10342323035001755 }, { "start_logit": 3.0411059856414795, "end_logit": 1.3796679973602295, "text": "traveling salesman problem and the integer factorization", "probability": 0.08308498561382294 }, { "start_logit": 2.7314462661743164, "end_logit": 1.3796679973602295, "text": "integer factorization", "probability": 0.060959186404943466 }, { "start_logit": 1.631151556968689, "end_logit": 1.9999409914016724, "text": "decision problem, that is, it isn't just yes or no. Notable examples include the traveling salesman problem and the integer factorization problem", "probability": 0.03771970421075821 }, { "start_logit": 1.631151556968689, "end_logit": 1.9730987548828125, "text": "decision problem, that is, it isn't just yes or no. Notable examples include the traveling salesman problem", "probability": 0.036720700562000275 }, { "start_logit": 1.7149426937103271, "end_logit": 1.524440050125122, "text": "total function) is expected for every input, but the output is more complex than that of a decision problem", "probability": 0.025494758039712906 }, { "start_logit": 1.631151556968689, "end_logit": 1.5986336469650269, "text": "decision problem, that is, it isn't just yes or no. Notable examples include the traveling salesman", "probability": 0.02525123953819275 }, { "start_logit": 3.0411059856414795, "end_logit": 0.1827656775712967, "text": "traveling salesman problem and the integer", "probability": 0.02510235644876957 }, { "start_logit": 1.6977237462997437, "end_logit": 1.511412501335144, "text": "function problem", "probability": 0.02473517507314682 }, { "start_logit": 1.631151556968689, "end_logit": 1.524440050125122, "text": "decision problem", "probability": 0.023445570841431618 }, { "start_logit": 1.7149426937103271, "end_logit": 1.321319818496704, "text": "total function) is expected for every input, but the output is more complex", "probability": 0.02080831304192543 }, { "start_logit": 1.6977237462997437, "end_logit": 1.321319818496704, "text": "function problem is a computational problem where a single output (of a total function) is expected for every input, but the output is more complex", "probability": 0.020453080534934998 }, { "start_logit": 1.631151556968689, "end_logit": 1.3796679973602295, "text": "decision problem, that is, it isn't just yes or no. Notable examples include the traveling salesman problem and the integer factorization", "probability": 0.02028556354343891 }, { "start_logit": 0.9761583805084229, "end_logit": 1.9730987548828125, "text": "complex than that of a decision problem, that is, it isn't just yes or no. Notable examples include the traveling salesman problem", "probability": 0.01907440274953842 }, { "start_logit": 3.0411059856414795, "end_logit": -0.10483589768409729, "text": "traveling salesman problem and the integer factorization problem.", "probability": 0.01882828213274479 }, { "start_logit": 2.7314462661743164, "end_logit": 0.1827656775712967, "text": "integer", "probability": 0.018417514860630035 }, { "start_logit": 1.631151556968689, "end_logit": 1.257656216621399, "text": "decision problem, that is, it isn't just yes or no", "probability": 0.01795552484691143 } ], "56e19724cd28a01900c679f7": [ { "start_logit": 3.043229818344116, "end_logit": 2.0286011695861816, "text": "traveling salesman problem and the integer factorization problem", "probability": 0.1567336469888687 }, { "start_logit": 3.043229818344116, "end_logit": 1.9846055507659912, "text": "traveling salesman problem", "probability": 0.1499875783920288 }, { "start_logit": 2.7803733348846436, "end_logit": 2.0286011695861816, "text": "integer factorization problem", "probability": 0.12050501257181168 }, { "start_logit": 3.043229818344116, "end_logit": 1.7397536039352417, "text": "traveling salesman", "probability": 0.11741331219673157 }, { "start_logit": 3.043229818344116, "end_logit": 1.330471158027649, "text": "traveling salesman problem and the integer factorization", "probability": 0.07797733694314957 }, { "start_logit": 2.7803733348846436, "end_logit": 1.330471158027649, "text": "integer factorization", "probability": 0.05995304882526398 }, { "start_logit": 1.7025716304779053, "end_logit": 1.9399681091308594, "text": "function problem", "probability": 0.03753436356782913 }, { "start_logit": 1.4337408542633057, "end_logit": 2.0286011695861816, "text": "decision problem, that is, it isn't just yes or no. Notable examples include the traveling salesman problem and the integer factorization problem", "probability": 0.03134513646364212 }, { "start_logit": 1.4337408542633057, "end_logit": 1.9846055507659912, "text": "decision problem, that is, it isn't just yes or no. Notable examples include the traveling salesman problem", "probability": 0.029995983466506004 }, { "start_logit": 1.3753379583358765, "end_logit": 1.9399681091308594, "text": "A function problem", "probability": 0.027059098705649376 }, { "start_logit": 3.043229818344116, "end_logit": 0.2449306696653366, "text": "traveling salesman problem and the integer", "probability": 0.02633444033563137 }, { "start_logit": 1.4337408542633057, "end_logit": 1.7397536039352417, "text": "decision problem, that is, it isn't just yes or no. Notable examples include the traveling salesman", "probability": 0.023481465876102448 }, { "start_logit": 1.7025716304779053, "end_logit": 1.3262078762054443, "text": "function problem is a computational problem where a single output (of a total function) is expected for every input, but the output is more complex", "probability": 0.02031778357923031 }, { "start_logit": 2.7803733348846436, "end_logit": 0.2449306696653366, "text": "integer", "probability": 0.02024729549884796 }, { "start_logit": 0.9927411675453186, "end_logit": 1.9846055507659912, "text": "complex than that of a decision problem, that is, it isn't just yes or no. Notable examples include the traveling salesman problem", "probability": 0.019299203529953957 }, { "start_logit": 1.7025716304779053, "end_logit": 1.1874665021896362, "text": "function problem is a computational problem where a single output (of a total function) is expected for every input", "probability": 0.017685677856206894 }, { "start_logit": 0.8723042011260986, "end_logit": 1.9846055507659912, "text": "more complex than that of a decision problem, that is, it isn't just yes or no. Notable examples include the traveling salesman problem", "probability": 0.017109381034970284 }, { "start_logit": 1.7025716304779053, "end_logit": 1.0814754962921143, "text": "function problem is a computational problem where a single output", "probability": 0.015907078981399536 }, { "start_logit": 1.4337408542633057, "end_logit": 1.330471158027649, "text": "decision problem, that is, it isn't just yes or no. Notable examples include the traveling salesman problem and the integer factorization", "probability": 0.015594669617712498 }, { "start_logit": 1.4337408542633057, "end_logit": 1.325573205947876, "text": "decision problem", "probability": 0.015518472529947758 } ], "56e19724cd28a01900c679f8": [ { "start_logit": 2.8483922481536865, "end_logit": 2.0669848918914795, "text": "integer factorization problem", "probability": 0.14638739824295044 }, { "start_logit": 2.731729745864868, "end_logit": 2.083688974380493, "text": "traveling salesman problem", "probability": 0.1324623078107834 }, { "start_logit": 2.731729745864868, "end_logit": 2.0669848918914795, "text": "traveling salesman problem and the integer factorization problem", "probability": 0.13026802241802216 }, { "start_logit": 2.8483922481536865, "end_logit": 1.3847721815109253, "text": "integer factorization", "probability": 0.07399841398000717 }, { "start_logit": 2.731729745864868, "end_logit": 1.3847721815109253, "text": "traveling salesman problem and the integer factorization", "probability": 0.06585011631250381 }, { "start_logit": 2.731729745864868, "end_logit": 1.2254265546798706, "text": "traveling salesman", "probability": 0.05615049973130226 }, { "start_logit": 1.7347718477249146, "end_logit": 2.083688974380493, "text": "decision problem, that is, it isn't just yes or no. Notable examples include the traveling salesman problem", "probability": 0.04887862876057625 }, { "start_logit": 1.7347718477249146, "end_logit": 2.0669848918914795, "text": "decision problem, that is, it isn't just yes or no. Notable examples include the traveling salesman problem and the integer factorization problem", "probability": 0.04806893691420555 }, { "start_logit": 1.9760816097259521, "end_logit": 1.5994415283203125, "text": "function problem", "probability": 0.03833650052547455 }, { "start_logit": 1.9760816097259521, "end_logit": 1.3579601049423218, "text": "function problem is a computational problem where a single output (of a total function) is expected for every input, but the output is more complex", "probability": 0.030111918225884438 }, { "start_logit": 1.7347718477249146, "end_logit": 1.4513012170791626, "text": "decision problem", "probability": 0.02597026899456978 }, { "start_logit": 2.8483922481536865, "end_logit": 0.30127131938934326, "text": "integer", "probability": 0.02504171058535576 }, { "start_logit": 1.7347718477249146, "end_logit": 1.3847721815109253, "text": "decision problem, that is, it isn't just yes or no. Notable examples include the traveling salesman problem and the integer factorization", "probability": 0.024298714473843575 }, { "start_logit": 1.9760816097259521, "end_logit": 1.1353375911712646, "text": "function problem is a computational problem where a single output (of a total function", "probability": 0.024102089926600456 }, { "start_logit": 1.0064984560012817, "end_logit": 2.083688974380493, "text": "complex than that of a decision problem, that is, it isn't just yes or no. Notable examples include the traveling salesman problem", "probability": 0.02359575778245926 }, { "start_logit": 2.731729745864868, "end_logit": 0.30127131938934326, "text": "traveling salesman problem and the integer", "probability": 0.0222842525690794 }, { "start_logit": 1.9760816097259521, "end_logit": 1.026469111442566, "text": "function problem is a computational problem where a single output", "probability": 0.02161591872572899 }, { "start_logit": 1.3713971376419067, "end_logit": 1.5994415283203125, "text": "A function problem", "probability": 0.02094118669629097 }, { "start_logit": 0.8859105110168457, "end_logit": 2.083688974380493, "text": "more complex than that of a decision problem, that is, it isn't just yes or no. Notable examples include the traveling salesman problem", "probability": 0.020915256813168526 }, { "start_logit": 1.7347718477249146, "end_logit": 1.2255499362945557, "text": "decision problem, that is, it isn't just yes or no", "probability": 0.02072210982441902 } ], "56e19724cd28a01900c679f9": [ { "start_logit": 2.584853410720825, "end_logit": 2.296879291534424, "text": "traveling salesman problem", "probability": 0.15295805037021637 }, { "start_logit": 2.7983484268188477, "end_logit": 2.002417802810669, "text": "integer factorization problem", "probability": 0.14106160402297974 }, { "start_logit": 2.584853410720825, "end_logit": 2.002417802810669, "text": "traveling salesman problem and the integer factorization problem", "probability": 0.1139434203505516 }, { "start_logit": 2.7983484268188477, "end_logit": 1.232432246208191, "text": "integer factorization", "probability": 0.06531433016061783 }, { "start_logit": 1.6497660875320435, "end_logit": 2.296879291534424, "text": "decision problem, that is, it isn't just yes or no. Notable examples include the traveling salesman problem", "probability": 0.060043904930353165 }, { "start_logit": 2.584853410720825, "end_logit": 1.3411375284194946, "text": "traveling salesman", "probability": 0.05881646275520325 }, { "start_logit": 2.584853410720825, "end_logit": 1.232432246208191, "text": "traveling salesman problem and the integer factorization", "probability": 0.05275804549455643 }, { "start_logit": 1.6497660875320435, "end_logit": 2.002417802810669, "text": "decision problem, that is, it isn't just yes or no. Notable examples include the traveling salesman problem and the integer factorization problem", "probability": 0.04472867399454117 }, { "start_logit": 1.8776177167892456, "end_logit": 1.7510408163070679, "text": "function problem", "probability": 0.04368869215250015 }, { "start_logit": 1.012289047241211, "end_logit": 2.296879291534424, "text": "complex than that of a decision problem, that is, it isn't just yes or no. Notable examples include the traveling salesman problem", "probability": 0.03174068033695221 }, { "start_logit": 1.8776177167892456, "end_logit": 1.3944673538208008, "text": "function problem is a computational problem where a single output (of a total function) is expected for every input, but the output is more complex", "probability": 0.030585190281271935 }, { "start_logit": 1.4327574968338013, "end_logit": 1.7510408163070679, "text": "A function problem", "probability": 0.028000686317682266 }, { "start_logit": 0.7992252707481384, "end_logit": 2.296879291534424, "text": "more complex than that of a decision problem, that is, it isn't just yes or no. Notable examples include the traveling salesman problem", "probability": 0.025649789720773697 }, { "start_logit": 1.6497660875320435, "end_logit": 1.3411375284194946, "text": "decision problem, that is, it isn't just yes or no. Notable examples include the traveling salesman", "probability": 0.023088494315743446 }, { "start_logit": 1.6497660875320435, "end_logit": 1.3235571384429932, "text": "decision problem", "probability": 0.02268614061176777 }, { "start_logit": 1.8776177167892456, "end_logit": 1.036091923713684, "text": "function problem is a computational problem where a single output (of a total function", "probability": 0.02137325517833233 }, { "start_logit": 0.6021028757095337, "end_logit": 2.296879291534424, "text": "the traveling salesman problem", "probability": 0.02106078341603279 }, { "start_logit": 2.7983484268188477, "end_logit": 0.09775234013795853, "text": "integer", "probability": 0.021000191569328308 }, { "start_logit": 1.4916367530822754, "end_logit": 1.3944673538208008, "text": "total function) is expected for every input, but the output is more complex", "probability": 0.020791305229067802 }, { "start_logit": 1.6497660875320435, "end_logit": 1.232432246208191, "text": "decision problem, that is, it isn't just yes or no. Notable examples include the traveling salesman problem and the integer factorization", "probability": 0.020710259675979614 } ], "56e19724cd28a01900c679fa": [ { "start_logit": 3.0854928493499756, "end_logit": 2.158539295196533, "text": "traveling salesman problem", "probability": 0.16441810131072998 }, { "start_logit": 3.0854928493499756, "end_logit": 1.9994686841964722, "text": "traveling salesman", "probability": 0.14023815095424652 }, { "start_logit": 3.0854928493499756, "end_logit": 1.9658335447311401, "text": "traveling salesman problem and the integer factorization problem", "probability": 0.13559965789318085 }, { "start_logit": 2.711181879043579, "end_logit": 1.9658335447311401, "text": "integer factorization problem", "probability": 0.09326043725013733 }, { "start_logit": 3.0854928493499756, "end_logit": 1.2864388227462769, "text": "traveling salesman problem and the integer factorization", "probability": 0.06873869150876999 }, { "start_logit": 2.711181879043579, "end_logit": 1.2864388227462769, "text": "integer factorization", "probability": 0.047275930643081665 }, { "start_logit": 2.015841007232666, "end_logit": 1.8781988620758057, "text": "function problem", "probability": 0.042624130845069885 }, { "start_logit": 1.6894723176956177, "end_logit": 2.158539295196533, "text": "decision problem, that is, it isn't just yes or no. Notable examples include the traveling salesman problem", "probability": 0.04070667922496796 }, { "start_logit": 1.6894723176956177, "end_logit": 1.9994686841964722, "text": "decision problem, that is, it isn't just yes or no. Notable examples include the traveling salesman", "probability": 0.034720201045274734 }, { "start_logit": 1.6894723176956177, "end_logit": 1.9658335447311401, "text": "decision problem, that is, it isn't just yes or no. Notable examples include the traveling salesman problem and the integer factorization problem", "probability": 0.03357180207967758 }, { "start_logit": 1.1893924474716187, "end_logit": 2.158539295196533, "text": "complex than that of a decision problem, that is, it isn't just yes or no. Notable examples include the traveling salesman problem", "probability": 0.024687882512807846 }, { "start_logit": 2.015841007232666, "end_logit": 1.2268072366714478, "text": "function problem is a computational problem where a single output (of a total function) is expected for every input, but the output is more complex", "probability": 0.022220799699425697 }, { "start_logit": 1.1893924474716187, "end_logit": 1.9994686841964722, "text": "complex than that of a decision problem, that is, it isn't just yes or no. Notable examples include the traveling salesman", "probability": 0.021057184785604477 }, { "start_logit": 3.0854928493499756, "end_logit": 0.07409880310297012, "text": "traveling salesman problem and the integer", "probability": 0.02044978365302086 }, { "start_logit": 2.015841007232666, "end_logit": 1.1221121549606323, "text": "function problem is a computational problem where a single output (of a total function", "probability": 0.020012037828564644 }, { "start_logit": 1.6894723176956177, "end_logit": 1.3979884386062622, "text": "decision problem", "probability": 0.019026663154363632 }, { "start_logit": 2.015841007232666, "end_logit": 1.0407942533493042, "text": "function problem is a computational problem where a single output (of a total function) is expected for every input", "probability": 0.01844910718500614 }, { "start_logit": 1.1633113622665405, "end_logit": 1.8781988620758057, "text": "A function problem", "probability": 0.018172159790992737 }, { "start_logit": 0.8398739695549011, "end_logit": 2.158539295196533, "text": "more complex than that of a decision problem, that is, it isn't just yes or no. Notable examples include the traveling salesman problem", "probability": 0.017405636608600616 }, { "start_logit": 1.5980857610702515, "end_logit": 1.3979884386062622, "text": "total function) is expected for every input, but the output is more complex than that of a decision problem", "probability": 0.017364967614412308 } ], "56e1a0dccd28a01900c67a2e": [ { "start_logit": 2.1650733947753906, "end_logit": 2.483673095703125, "text": "decision problems", "probability": 0.10391618311405182 }, { "start_logit": 2.1613664627075195, "end_logit": 2.402909755706787, "text": "two integers", "probability": 0.09549885988235474 }, { "start_logit": 2.0643246173858643, "end_logit": 2.402909755706787, "text": "decision problems. For example, the multiplication of two integers", "probability": 0.08666696399450302 }, { "start_logit": 2.1613664627075195, "end_logit": 2.0922021865844727, "text": "two integers can be expressed as the set of triples (a, b, c) such that the relation a \u00d7 b = c", "probability": 0.06999380141496658 }, { "start_logit": 1.6001639366149902, "end_logit": 2.402909755706787, "text": "function problems can be recast as decision problems. For example, the multiplication of two integers", "probability": 0.054484255611896515 }, { "start_logit": 2.1650733947753906, "end_logit": 1.7887612581253052, "text": "decision problems. However, this is not really the case, since function problems can be recast as decision problems", "probability": 0.051866475492715836 }, { "start_logit": 1.4480011463165283, "end_logit": 2.483673095703125, "text": "function problems is much richer than the notion of decision problems", "probability": 0.05072974041104317 }, { "start_logit": 2.1613664627075195, "end_logit": 1.7048897743225098, "text": "two integers can be expressed as the set of triple", "probability": 0.0475173257291317 }, { "start_logit": 2.0643246173858643, "end_logit": 1.7887612581253052, "text": "decision problems", "probability": 0.04689561575651169 }, { "start_logit": 2.0643246173858643, "end_logit": 1.7048897743225098, "text": "decision problems. For example, the multiplication of two integers can be expressed as the set of triple", "probability": 0.043122828006744385 }, { "start_logit": 1.3544367551803589, "end_logit": 2.402909755706787, "text": "multiplication of two integers", "probability": 0.042614083737134933 }, { "start_logit": 1.6065640449523926, "end_logit": 2.0922021865844727, "text": "triples (a, b, c) such that the relation a \u00d7 b = c", "probability": 0.04018944501876831 }, { "start_logit": 2.1613664627075195, "end_logit": 1.5062613487243652, "text": "two integers can be expressed as the set of triples (a, b, c", "probability": 0.03895729035139084 }, { "start_logit": 1.4480011463165283, "end_logit": 2.1753089427948, "text": "function problems", "probability": 0.037268489599227905 }, { "start_logit": 2.0643246173858643, "end_logit": 1.5062613487243652, "text": "decision problems. For example, the multiplication of two integers can be expressed as the set of triples (a, b, c", "probability": 0.03535444289445877 }, { "start_logit": 0.9781259894371033, "end_logit": 2.483673095703125, "text": "richer than the notion of decision problems", "probability": 0.03171016648411751 }, { "start_logit": 1.3544367551803589, "end_logit": 2.0922021865844727, "text": "multiplication of two integers can be expressed as the set of triples (a, b, c) such that the relation a \u00d7 b = c", "probability": 0.031233062967658043 }, { "start_logit": 2.1613664627075195, "end_logit": 1.2819222211837769, "text": "two integers can be expressed as the set of triples", "probability": 0.031128596514463425 }, { "start_logit": 0.9579598903656006, "end_logit": 2.483673095703125, "text": "much richer than the notion of decision problems", "probability": 0.031077098101377487 }, { "start_logit": 1.5296369791030884, "end_logit": 1.8692024946212769, "text": "two numbers", "probability": 0.029775254428386688 } ], "56e1a0dccd28a01900c67a2f": [ { "start_logit": 2.297318458557129, "end_logit": 2.392153024673462, "text": "decision problems", "probability": 0.11274449527263641 }, { "start_logit": 2.1666226387023926, "end_logit": 2.18584942817688, "text": "two integers", "probability": 0.080489382147789 }, { "start_logit": 1.7847862243652344, "end_logit": 2.392153024673462, "text": "function problems is much richer than the notion of decision problems", "probability": 0.06753134727478027 }, { "start_logit": 2.1666226387023926, "end_logit": 2.0011961460113525, "text": "two integers can be expressed as the set of triples (a, b, c) such that the relation a \u00d7 b = c", "probability": 0.0669182687997818 }, { "start_logit": 1.9725476503372192, "end_logit": 2.18584942817688, "text": "decision problems. For example, the multiplication of two integers", "probability": 0.0662907287478447 }, { "start_logit": 1.7847862243652344, "end_logit": 2.333481788635254, "text": "function problems", "probability": 0.06368320435285568 }, { "start_logit": 1.842996597290039, "end_logit": 2.18584942817688, "text": "function problems can be recast as decision problems. For example, the multiplication of two integers", "probability": 0.05823570117354393 }, { "start_logit": 2.297318458557129, "end_logit": 1.6104317903518677, "text": "decision problems. However, this is not really the case, since function problems can be recast as decision problems", "probability": 0.051593881100416183 }, { "start_logit": 2.1666226387023926, "end_logit": 1.6990785598754883, "text": "two integers can be expressed as the set of triple", "probability": 0.04946938902139664 }, { "start_logit": 1.696311593055725, "end_logit": 2.0011961460113525, "text": "triples (a, b, c) such that the relation a \u00d7 b = c", "probability": 0.041811052709817886 }, { "start_logit": 1.9725476503372192, "end_logit": 1.6990785598754883, "text": "decision problems. For example, the multiplication of two integers can be expressed as the set of triple", "probability": 0.040742792189121246 }, { "start_logit": 2.1666226387023926, "end_logit": 1.4295912981033325, "text": "two integers can be expressed as the set of triples (a, b, c", "probability": 0.03778328001499176 }, { "start_logit": 1.9725476503372192, "end_logit": 1.6104317903518677, "text": "decision problems", "probability": 0.03728653863072395 }, { "start_logit": 1.842996597290039, "end_logit": 1.6990785598754883, "text": "function problems can be recast as decision problems. For example, the multiplication of two integers can be expressed as the set of triple", "probability": 0.03579213097691536 }, { "start_logit": 2.1666226387023926, "end_logit": 1.3351492881774902, "text": "two integers can be expressed as the set of triples", "probability": 0.03437827527523041 }, { "start_logit": 1.842996597290039, "end_logit": 1.6104317903518677, "text": "function problems can be recast as decision problems", "probability": 0.032755836844444275 }, { "start_logit": 1.9725476503372192, "end_logit": 1.4295912981033325, "text": "decision problems. For example, the multiplication of two integers can be expressed as the set of triples (a, b, c", "probability": 0.03111816942691803 }, { "start_logit": 1.696311593055725, "end_logit": 1.6990785598754883, "text": "triple", "probability": 0.03090886026620865 }, { "start_logit": 1.1984882354736328, "end_logit": 2.18584942817688, "text": "multiplication of two integers", "probability": 0.030569126829504967 }, { "start_logit": 2.297318458557129, "end_logit": 1.0648056268692017, "text": "decision problems. However, this is not really the case, since function problems can be recast as decision problems. For example, the multiplication", "probability": 0.02989756129682064 } ], "56e1a38de3433e140042305c": [ { "start_logit": 2.541006326675415, "end_logit": 1.7432916164398193, "text": "2n vertices", "probability": 0.15981432795524597 }, { "start_logit": 2.5672950744628906, "end_logit": 1.4010776281356812, "text": "larger instances", "probability": 0.11652286350727081 }, { "start_logit": 2.5672950744628906, "end_logit": 1.363810658454895, "text": "larger instances will require more time to solve. Thus the time required to solve a problem (or the space required, or any measure of complexity", "probability": 0.11226031184196472 }, { "start_logit": 1.6361771821975708, "end_logit": 2.0468204021453857, "text": "Complexity theory", "probability": 0.08759399503469467 }, { "start_logit": 2.541006326675415, "end_logit": 0.8766643404960632, "text": "2n vertices compared to the time taken for a graph with n vertices", "probability": 0.06718066334724426 }, { "start_logit": 2.541006326675415, "end_logit": 0.838629961013794, "text": "2n", "probability": 0.06467346847057343 }, { "start_logit": 2.5672950744628906, "end_logit": 0.5071952939033508, "text": "larger instances will require more time", "probability": 0.04766536504030228 }, { "start_logit": 1.6361771821975708, "end_logit": 1.1765509843826294, "text": "Complexity theory is interested in how algorithms scale with an increase in the input size", "probability": 0.03668775036931038 }, { "start_logit": 0.5162630677223206, "end_logit": 2.2130210399627686, "text": "size of the instance. This is usually taken to be the size of the input in bits", "probability": 0.03375061973929405 }, { "start_logit": 1.3216850757598877, "end_logit": 1.4010776281356812, "text": "running time may, in general, depend on the instance. In particular, larger instances", "probability": 0.03353123366832733 }, { "start_logit": 1.3216850757598877, "end_logit": 1.3248990774154663, "text": "running time may, in general, depend on the instance", "probability": 0.0310717411339283 }, { "start_logit": 0.3704209327697754, "end_logit": 2.2130210399627686, "text": "bits", "probability": 0.02917046658694744 }, { "start_logit": 0.5162630677223206, "end_logit": 2.0468204021453857, "text": "size of the instance. This is usually taken to be the size of the input in bits. Complexity theory", "probability": 0.028582599014043808 }, { "start_logit": 1.1942354440689087, "end_logit": 1.363810658454895, "text": "more time to solve. Thus the time required to solve a problem (or the space required, or any measure of complexity", "probability": 0.028438981622457504 }, { "start_logit": 0.3704209327697754, "end_logit": 2.0468204021453857, "text": "bits. Complexity theory", "probability": 0.024703776463866234 }, { "start_logit": 1.6361771821975708, "end_logit": 0.5915094614028931, "text": "Complexity theory is interested in how algorithms scale with an increase in the input size. For instance, in the problem of finding whether a graph", "probability": 0.020438112318515778 }, { "start_logit": 1.3216850757598877, "end_logit": 0.8963309526443481, "text": "running time", "probability": 0.020241418853402138 }, { "start_logit": 1.3007090091705322, "end_logit": 0.8963309526443481, "text": "computational problem, one may wish to see how much time the best algorithm requires to solve the problem. However, the running time", "probability": 0.019821254536509514 }, { "start_logit": 0.4194258451461792, "end_logit": 1.7432916164398193, "text": "graph with 2n vertices", "probability": 0.019152477383613586 }, { "start_logit": 0.7749173045158386, "end_logit": 1.363810658454895, "text": "space required, or any measure of complexity", "probability": 0.01869848743081093 } ], "56e1a38de3433e140042305d": [ { "start_logit": 2.545578956604004, "end_logit": 1.945802092552185, "text": "2n vertices", "probability": 0.1640617698431015 }, { "start_logit": 2.6207942962646484, "end_logit": 1.7122873067855835, "text": "larger instances will require more time to solve. Thus the time required to solve a problem (or the space required, or any measure of complexity", "probability": 0.14004217088222504 }, { "start_logit": 2.6207942962646484, "end_logit": 1.6539644002914429, "text": "larger instances", "probability": 0.13210810720920563 }, { "start_logit": 2.545578956604004, "end_logit": 1.1586756706237793, "text": "2n vertices compared to the time taken for a graph with n vertices", "probability": 0.07467283308506012 }, { "start_logit": 1.548859715461731, "end_logit": 2.0098483562469482, "text": "Complexity theory", "probability": 0.06455837935209274 }, { "start_logit": 2.545578956604004, "end_logit": 0.9225964546203613, "text": "2n", "probability": 0.05897048860788345 }, { "start_logit": 2.6207942962646484, "end_logit": 0.4307471513748169, "text": "larger instances will require more time", "probability": 0.03887701407074928 }, { "start_logit": 1.2705620527267456, "end_logit": 1.7122873067855835, "text": "more time to solve. Thus the time required to solve a problem (or the space required, or any measure of complexity", "probability": 0.03629613295197487 }, { "start_logit": 1.2996742725372314, "end_logit": 1.6539644002914429, "text": "running time may, in general, depend on the instance. In particular, larger instances", "probability": 0.035251230001449585 }, { "start_logit": 1.548859715461731, "end_logit": 1.2783740758895874, "text": "Complexity theory is interested in how algorithms scale with an increase in the input size", "probability": 0.031065428629517555 }, { "start_logit": 0.537293016910553, "end_logit": 2.168830156326294, "text": "size of the instance. This is usually taken to be the size of the input in bits", "probability": 0.027521979063749313 }, { "start_logit": 1.2996742725372314, "end_logit": 1.3939661979675293, "text": "running time may, in general, depend on the instance", "probability": 0.027180569246411324 }, { "start_logit": 0.537293016910553, "end_logit": 2.0098483562469482, "text": "size of the instance. This is usually taken to be the size of the input in bits. Complexity theory", "probability": 0.023476574569940567 }, { "start_logit": 0.36617714166641235, "end_logit": 2.168830156326294, "text": "complexity) is calculated as a function of the size of the instance. This is usually taken to be the size of the input in bits", "probability": 0.02319342829287052 }, { "start_logit": 0.3079442083835602, "end_logit": 2.168830156326294, "text": "bits", "probability": 0.021881384775042534 }, { "start_logit": 1.5641072988510132, "end_logit": 0.8673680424690247, "text": "computational problem, one may wish to see how much time the best algorithm requires to solve the problem", "probability": 0.0209122933447361 }, { "start_logit": 0.7155488133430481, "end_logit": 1.7122873067855835, "text": "space required, or any measure of complexity", "probability": 0.020836329087615013 }, { "start_logit": 1.5641072988510132, "end_logit": 0.8202539682388306, "text": "computational problem, one may wish to see how much time the best algorithm requires to solve the problem. However, the running time", "probability": 0.019949879497289658 }, { "start_logit": 0.36617714166641235, "end_logit": 2.0098483562469482, "text": "complexity) is calculated as a function of the size of the instance. This is usually taken to be the size of the input in bits. Complexity theory", "probability": 0.019784271717071533 }, { "start_logit": 0.4085371196269989, "end_logit": 1.945802092552185, "text": "graph with 2n vertices", "probability": 0.01935984380543232 } ], "56e1a38de3433e140042305e": [ { "start_logit": 2.570091485977173, "end_logit": 1.9344120025634766, "text": "2n vertices", "probability": 0.17619037628173828 }, { "start_logit": 2.585517644882202, "end_logit": 1.7012696266174316, "text": "larger instances will require more time to solve. Thus the time required to solve a problem (or the space required, or any measure of complexity", "probability": 0.14171938598155975 }, { "start_logit": 2.585517644882202, "end_logit": 1.4229099750518799, "text": "larger instances", "probability": 0.10728507488965988 }, { "start_logit": 2.570091485977173, "end_logit": 1.0001131296157837, "text": "2n vertices compared to the time taken for a graph with n vertices", "probability": 0.06921839714050293 }, { "start_logit": 1.6135892868041992, "end_logit": 1.9467591047286987, "text": "Complexity theory", "probability": 0.06853950768709183 }, { "start_logit": 2.570091485977173, "end_logit": 0.9469285607337952, "text": "2n", "probability": 0.06563321501016617 }, { "start_logit": 1.2447936534881592, "end_logit": 1.7012696266174316, "text": "more time to solve. Thus the time required to solve a problem (or the space required, or any measure of complexity", "probability": 0.0370817556977272 }, { "start_logit": 1.6135892868041992, "end_logit": 1.3303712606430054, "text": "Complexity theory is interested in how algorithms scale with an increase in the input size", "probability": 0.03700387105345726 }, { "start_logit": 2.570091485977173, "end_logit": 0.3551957309246063, "text": "2n vertices compared to the time taken for a graph", "probability": 0.036319296807050705 }, { "start_logit": 1.3765350580215454, "end_logit": 1.4229099750518799, "text": "running time may, in general, depend on the instance. In particular, larger instances", "probability": 0.03202468529343605 }, { "start_logit": 0.6017894148826599, "end_logit": 2.110694408416748, "text": "size of the instance. This is usually taken to be the size of the input in bits", "probability": 0.029357431456446648 }, { "start_logit": 1.3765350580215454, "end_logit": 1.3117234706878662, "text": "running time may, in general, depend on the instance", "probability": 0.028654787689447403 }, { "start_logit": 0.6017894148826599, "end_logit": 1.9467591047286987, "text": "size of the instance. This is usually taken to be the size of the input in bits. Complexity theory", "probability": 0.02491849660873413 }, { "start_logit": 0.3845271170139313, "end_logit": 2.110694408416748, "text": "complexity) is calculated as a function of the size of the instance. This is usually taken to be the size of the input in bits", "probability": 0.02362448163330555 }, { "start_logit": 0.7538750171661377, "end_logit": 1.7012696266174316, "text": "space required, or any measure of complexity", "probability": 0.02269640378654003 }, { "start_logit": 0.2813011705875397, "end_logit": 2.110694408416748, "text": "bits", "probability": 0.02130746655166149 }, { "start_logit": 0.4413570761680603, "end_logit": 1.9344120025634766, "text": "graph with 2n vertices", "probability": 0.02096450887620449 }, { "start_logit": 0.3845271170139313, "end_logit": 1.9467591047286987, "text": "complexity) is calculated as a function of the size of the instance. This is usually taken to be the size of the input in bits. Complexity theory", "probability": 0.020052384585142136 }, { "start_logit": 1.5388684272766113, "end_logit": 0.7402728796005249, "text": "computational problem, one may wish to see how much time the best algorithm requires to solve the problem", "probability": 0.01903354935348034 }, { "start_logit": 1.5388684272766113, "end_logit": 0.7050570249557495, "text": "computational problem, one may wish to see how much time the best algorithm requires to solve the problem. However, the running time", "probability": 0.018374932929873466 } ], "56e1a38de3433e140042305f": [ { "start_logit": 2.47330379486084, "end_logit": 1.7306849956512451, "text": "2n vertices", "probability": 0.1473187506198883 }, { "start_logit": 2.4365932941436768, "end_logit": 1.7134019136428833, "text": "larger instances will require more time to solve. Thus the time required to solve a problem (or the space required, or any measure of complexity", "probability": 0.13957540690898895 }, { "start_logit": 2.4365932941436768, "end_logit": 1.5175909996032715, "text": "larger instances", "probability": 0.11475436389446259 }, { "start_logit": 1.5301824808120728, "end_logit": 1.8989075422286987, "text": "Complexity theory", "probability": 0.0678771585226059 }, { "start_logit": 2.47330379486084, "end_logit": 0.8432137966156006, "text": "2n vertices compared to the time taken for a graph with n vertices", "probability": 0.060650456696748734 }, { "start_logit": 2.47330379486084, "end_logit": 0.7588781714439392, "text": "2n", "probability": 0.05574521794915199 }, { "start_logit": 1.2628767490386963, "end_logit": 1.7134019136428833, "text": "more time to solve. Thus the time required to solve a problem (or the space required, or any measure of complexity", "probability": 0.0431588850915432 }, { "start_logit": 2.4365932941436768, "end_logit": 0.43006765842437744, "text": "larger instances will require more time", "probability": 0.038677990436553955 }, { "start_logit": 1.5301824808120728, "end_logit": 1.2995280027389526, "text": "Complexity theory is interested in how algorithms scale with an increase in the input size", "probability": 0.03727489709854126 }, { "start_logit": 2.4365932941436768, "end_logit": 0.362123042345047, "text": "larger instances will require more time to solve. Thus the time required to solve a problem", "probability": 0.03613731265068054 }, { "start_logit": 1.2706820964813232, "end_logit": 1.5175909996032715, "text": "running time may, in general, depend on the instance. In particular, larger instances", "probability": 0.035761889070272446 }, { "start_logit": 0.6172177791595459, "end_logit": 2.13653302192688, "text": "size of the instance. This is usually taken to be the size of the input in bits", "probability": 0.03454836830496788 }, { "start_logit": 1.2706820964813232, "end_logit": 1.4067661762237549, "text": "running time may, in general, depend on the instance", "probability": 0.03201030567288399 }, { "start_logit": 0.6172177791595459, "end_logit": 1.8989075422286987, "text": "size of the instance. This is usually taken to be the size of the input in bits. Complexity theory", "probability": 0.027241313830018044 }, { "start_logit": 0.7940852046012878, "end_logit": 1.7134019136428833, "text": "space required, or any measure of complexity", "probability": 0.02700701542198658 }, { "start_logit": 0.2656922936439514, "end_logit": 2.13653302192688, "text": "function of the size of the instance. This is usually taken to be the size of the input in bits", "probability": 0.024308713153004646 }, { "start_logit": 0.7940852046012878, "end_logit": 1.4317272901535034, "text": "space required, or any measure of complexity) is calculated as a function of the size of the instance", "probability": 0.02037730999290943 }, { "start_logit": 1.359251856803894, "end_logit": 0.8111445903778076, "text": "computational problem, one may wish to see how much time the best algorithm requires to solve the problem", "probability": 0.01927879825234413 }, { "start_logit": 0.2656922936439514, "end_logit": 1.8989075422286987, "text": "function of the size of the instance. This is usually taken to be the size of the input in bits. Complexity theory", "probability": 0.019167372956871986 }, { "start_logit": 1.359251856803894, "end_logit": 0.8033091425895691, "text": "computational problem, one may wish to see how much time the best algorithm requires to solve the problem. However, the running time", "probability": 0.019128330051898956 } ], "56e1a38de3433e1400423060": [ { "start_logit": 2.6058666706085205, "end_logit": 1.5263630151748657, "text": "2n vertices", "probability": 0.15057910978794098 }, { "start_logit": 2.523897171020508, "end_logit": 1.5665273666381836, "text": "larger instances", "probability": 0.14441387355327606 }, { "start_logit": 1.6510648727416992, "end_logit": 1.8045438528060913, "text": "Complexity theory", "probability": 0.0765441432595253 }, { "start_logit": 2.523897171020508, "end_logit": 0.8744191527366638, "text": "larger instances will require more time to solve. Thus the time required to solve a problem (or the space required, or any measure of complexity", "probability": 0.07228200137615204 }, { "start_logit": 2.6058666706085205, "end_logit": 0.766380250453949, "text": "2n vertices compared to the time taken for a graph with n vertices", "probability": 0.07042200863361359 }, { "start_logit": 2.6058666706085205, "end_logit": 0.6772677302360535, "text": "2n", "probability": 0.0644180104136467 }, { "start_logit": 2.523897171020508, "end_logit": 0.5625661611557007, "text": "larger instances will require more time", "probability": 0.05291687324643135 }, { "start_logit": 1.6510648727416992, "end_logit": 1.1880534887313843, "text": "Complexity theory is interested in how algorithms scale with an increase in the input size", "probability": 0.04132126644253731 }, { "start_logit": 0.6561818718910217, "end_logit": 2.161743402481079, "text": "size of the instance. This is usually taken to be the size of the input in bits", "probability": 0.040454745292663574 }, { "start_logit": 1.1957963705062866, "end_logit": 1.5665273666381836, "text": "running time may, in general, depend on the instance. In particular, larger instances", "probability": 0.038266800343990326 }, { "start_logit": 0.6561818718910217, "end_logit": 1.8045438528060913, "text": "size of the instance. This is usually taken to be the size of the input in bits. Complexity theory", "probability": 0.028303472325205803 }, { "start_logit": 1.1957963705062866, "end_logit": 1.206799864768982, "text": "running time may, in general, depend on the instance", "probability": 0.02670511044561863 }, { "start_logit": 0.24082277715206146, "end_logit": 2.161743402481079, "text": "instance. This is usually taken to be the size of the input in bits", "probability": 0.02670430950820446 }, { "start_logit": 0.22807802259922028, "end_logit": 2.161743402481079, "text": "bits", "probability": 0.026366133242845535 }, { "start_logit": 1.4972610473632812, "end_logit": 0.8352296352386475, "text": "computational problem, one may wish to see how much time the best algorithm requires to solve the problem", "probability": 0.024897053837776184 }, { "start_logit": 1.4972610473632812, "end_logit": 0.7957714796066284, "text": "computational problem, one may wish to see how much time the best algorithm requires to solve the problem. However, the running time", "probability": 0.02393379434943199 }, { "start_logit": 1.4972610473632812, "end_logit": 0.7926390767097473, "text": "computational problem", "probability": 0.023858938366174698 }, { "start_logit": 1.6510648727416992, "end_logit": 0.6212438344955444, "text": "Complexity theory is interested in how algorithms scale with an increase in the input size. For instance, in the problem of finding whether a graph is connected", "probability": 0.02344290167093277 }, { "start_logit": 1.6510648727416992, "end_logit": 0.5669867396354675, "text": "Complexity theory is interested in how algorithms scale with an increase in the input size. For instance, in the problem of finding whether a graph", "probability": 0.022204844281077385 }, { "start_logit": 0.8213240504264832, "end_logit": 1.385854721069336, "text": "space required, or any measure of complexity) is calculated as a function of the size of the instance", "probability": 0.021964723244309425 } ], "56e1a564cd28a01900c67a48": [ { "start_logit": 2.370325803756714, "end_logit": 1.9790949821472168, "text": "worst-case time complexity T(n) is defined to be the maximum time taken over all inputs of size n", "probability": 0.10779203474521637 }, { "start_logit": 1.8968967199325562, "end_logit": 2.101353645324707, "text": "T(n) is defined to be the maximum time taken over all inputs of size n. If T(n) is a polynomial in n", "probability": 0.07587093859910965 }, { "start_logit": 1.8968967199325562, "end_logit": 1.9790949821472168, "text": "T(n) is defined to be the maximum time taken over all inputs of size n", "probability": 0.06713967025279999 }, { "start_logit": 2.370325803756714, "end_logit": 1.4558988809585571, "text": "worst-case time complexity T(n", "probability": 0.06388010829687119 }, { "start_logit": 1.7847230434417725, "end_logit": 2.0298068523406982, "text": "polynomial time algorithm", "probability": 0.06313738971948624 }, { "start_logit": 2.043083429336548, "end_logit": 1.754246473312378, "text": "Cobham's thesis says that a problem can be solved with a feasible amount of resources if it admits a polynomial time algorithm", "probability": 0.06206071749329567 }, { "start_logit": 1.5844509601593018, "end_logit": 2.101353645324707, "text": "maximum time taken over all inputs of size n. If T(n) is a polynomial in n", "probability": 0.055511366575956345 }, { "start_logit": 1.5310297012329102, "end_logit": 2.101353645324707, "text": "T(n) is a polynomial in n", "probability": 0.052623700350522995 }, { "start_logit": 1.5844509601593018, "end_logit": 1.9790949821472168, "text": "maximum time taken over all inputs of size n", "probability": 0.049123089760541916 }, { "start_logit": 1.5310297012329102, "end_logit": 2.0298068523406982, "text": "T(n) is a polynomial in n, then the algorithm is said to be a polynomial time algorithm", "probability": 0.04899017512798309 }, { "start_logit": 1.7847230434417725, "end_logit": 1.754246473312378, "text": "polynomial time algorithm. Cobham's thesis says that a problem can be solved with a feasible amount of resources if it admits a polynomial time algorithm", "probability": 0.047930534929037094 }, { "start_logit": 1.1349745988845825, "end_logit": 2.2687935829162598, "text": "function of n", "probability": 0.041869230568408966 }, { "start_logit": 1.8968967199325562, "end_logit": 1.4558988809585571, "text": "T(n", "probability": 0.03978853300213814 }, { "start_logit": 1.5619728565216064, "end_logit": 1.754246473312378, "text": "polynomial time algorithm", "probability": 0.03835951164364815 }, { "start_logit": 0.9226134419441223, "end_logit": 2.2687935829162598, "text": "n, the time taken can be expressed as a function of n", "probability": 0.03385850042104721 }, { "start_logit": 2.043083429336548, "end_logit": 1.1058379411697388, "text": "Cobham's thesis", "probability": 0.03245013579726219 }, { "start_logit": 2.043083429336548, "end_logit": 1.07747220993042, "text": "Cobham", "probability": 0.031542595475912094 }, { "start_logit": 2.043083429336548, "end_logit": 1.0218044519424438, "text": "Cobham's thesis says that a problem can be solved with a feasible amount of resources", "probability": 0.029834670946002007 }, { "start_logit": 0.7800475358963013, "end_logit": 2.2687935829162598, "text": "n", "probability": 0.029359735548496246 }, { "start_logit": 1.5763741731643677, "end_logit": 1.4558988809585571, "text": "different inputs of the same size can be different, the worst-case time complexity T(n", "probability": 0.02887731045484543 } ], "56e1a564cd28a01900c67a49": [ { "start_logit": 2.203850030899048, "end_logit": 2.0299010276794434, "text": "worst-case time complexity T(n) is defined to be the maximum time taken over all inputs of size n", "probability": 0.10942363739013672 }, { "start_logit": 1.894166350364685, "end_logit": 2.099397659301758, "text": "T(n) is defined to be the maximum time taken over all inputs of size n. If T(n) is a polynomial in n", "probability": 0.0860595777630806 }, { "start_logit": 1.894166350364685, "end_logit": 2.0299010276794434, "text": "T(n) is defined to be the maximum time taken over all inputs of size n", "probability": 0.0802818164229393 }, { "start_logit": 1.6336867809295654, "end_logit": 2.102849245071411, "text": "polynomial time algorithm", "probability": 0.06655386835336685 }, { "start_logit": 2.203850030899048, "end_logit": 1.3855074644088745, "text": "worst-case time complexity T(n", "probability": 0.05744528770446777 }, { "start_logit": 1.48104989528656, "end_logit": 2.102849245071411, "text": "T(n) is a polynomial in n, then the algorithm is said to be a polynomial time algorithm", "probability": 0.05713258311152458 }, { "start_logit": 1.48104989528656, "end_logit": 2.099397659301758, "text": "T(n) is a polynomial in n", "probability": 0.05693574622273445 }, { "start_logit": 1.436586856842041, "end_logit": 2.099397659301758, "text": "maximum time taken over all inputs of size n. If T(n) is a polynomial in n", "probability": 0.05445965752005577 }, { "start_logit": 1.436586856842041, "end_logit": 2.0299010276794434, "text": "maximum time taken over all inputs of size n", "probability": 0.05080341547727585 }, { "start_logit": 1.2051637172698975, "end_logit": 2.1121785640716553, "text": "function of n", "probability": 0.043764278292655945 }, { "start_logit": 1.894166350364685, "end_logit": 1.3855074644088745, "text": "T(n", "probability": 0.042146407067775726 }, { "start_logit": 1.7384761571884155, "end_logit": 1.5156171321868896, "text": "Cobham's thesis says that a problem can be solved with a feasible amount of resources if it admits a polynomial time algorithm", "probability": 0.041081950068473816 }, { "start_logit": 1.6336867809295654, "end_logit": 1.5156171321868896, "text": "polynomial time algorithm. Cobham's thesis says that a problem can be solved with a feasible amount of resources if it admits a polynomial time algorithm", "probability": 0.03699488192796707 }, { "start_logit": 1.7384761571884155, "end_logit": 1.3180245161056519, "text": "Cobham's thesis", "probability": 0.03371612727642059 }, { "start_logit": 1.6371920108795166, "end_logit": 1.3855074644088745, "text": "different inputs of the same size can be different, the worst-case time complexity T(n", "probability": 0.032595522701740265 }, { "start_logit": 0.8710335493087769, "end_logit": 2.102849245071411, "text": "size n. If T(n) is a polynomial in n, then the algorithm is said to be a polynomial time algorithm", "probability": 0.03104253299534321 }, { "start_logit": 0.8710335493087769, "end_logit": 2.099397659301758, "text": "size n. If T(n) is a polynomial in n", "probability": 0.030935579910874367 }, { "start_logit": 1.6336867809295654, "end_logit": 1.3180245161056519, "text": "polynomial time algorithm. Cobham's thesis", "probability": 0.030361847952008247 }, { "start_logit": 0.8040610551834106, "end_logit": 2.1121785640716553, "text": "input size is n, the time taken can be expressed as a function of n", "probability": 0.029303746297955513 }, { "start_logit": 0.7923120260238647, "end_logit": 2.1121785640716553, "text": "n", "probability": 0.028961466625332832 } ], "56e1a564cd28a01900c67a4a": [ { "start_logit": 2.3527719974517822, "end_logit": 2.1411054134368896, "text": "worst-case time complexity T(n) is defined to be the maximum time taken over all inputs of size n", "probability": 0.12596432864665985 }, { "start_logit": 1.8713301420211792, "end_logit": 2.1411054134368896, "text": "T(n) is defined to be the maximum time taken over all inputs of size n", "probability": 0.07783231884241104 }, { "start_logit": 1.8713301420211792, "end_logit": 2.0029642581939697, "text": "T(n) is defined to be the maximum time taken over all inputs of size n. If T(n) is a polynomial in n", "probability": 0.06779006868600845 }, { "start_logit": 2.3527719974517822, "end_logit": 1.5048116445541382, "text": "worst-case time complexity T(n", "probability": 0.06666665524244308 }, { "start_logit": 1.373971700668335, "end_logit": 2.299873113632202, "text": "function of n", "probability": 0.05547686666250229 }, { "start_logit": 1.5758287906646729, "end_logit": 2.080916166305542, "text": "T(n) is a polynomial in n, then the algorithm is said to be a polynomial time algorithm", "probability": 0.05453629046678543 }, { "start_logit": 1.5667102336883545, "end_logit": 2.080916166305542, "text": "polynomial time algorithm", "probability": 0.05404125899076462 }, { "start_logit": 1.4702876806259155, "end_logit": 2.1411054134368896, "text": "maximum time taken over all inputs of size n", "probability": 0.0521182082593441 }, { "start_logit": 1.5758287906646729, "end_logit": 2.0029642581939697, "text": "T(n) is a polynomial in n", "probability": 0.05044655129313469 }, { "start_logit": 1.4702876806259155, "end_logit": 2.0029642581939697, "text": "maximum time taken over all inputs of size n. If T(n) is a polynomial in n", "probability": 0.0453936941921711 }, { "start_logit": 1.8713301420211792, "end_logit": 1.5048116445541382, "text": "T(n", "probability": 0.04119278863072395 }, { "start_logit": 1.7820061445236206, "end_logit": 1.590144395828247, "text": "Cobham's thesis", "probability": 0.0410287044942379 }, { "start_logit": 1.7820061445236206, "end_logit": 1.5124473571777344, "text": "Cobham's thesis says that a problem can be solved with a feasible amount of resources if it admits a polynomial time algorithm", "probability": 0.03796159848570824 }, { "start_logit": 0.9474776387214661, "end_logit": 2.299873113632202, "text": "n, the time taken can be expressed as a function of n", "probability": 0.03621495142579079 }, { "start_logit": 0.8772343397140503, "end_logit": 2.299873113632202, "text": "n", "probability": 0.03375838324427605 }, { "start_logit": 1.5758287906646729, "end_logit": 1.590144395828247, "text": "T(n) is a polynomial in n, then the algorithm is said to be a polynomial time algorithm. Cobham's thesis", "probability": 0.033384598791599274 }, { "start_logit": 1.5667102336883545, "end_logit": 1.590144395828247, "text": "polynomial time algorithm. Cobham's thesis", "probability": 0.03308156132698059 }, { "start_logit": 2.3527719974517822, "end_logit": 0.7700060606002808, "text": "worst-case time complexity T(n) is defined to be the maximum time taken over all inputs", "probability": 0.03197324275970459 }, { "start_logit": 1.5667102336883545, "end_logit": 1.5124473571777344, "text": "polynomial time algorithm. Cobham's thesis says that a problem can be solved with a feasible amount of resources if it admits a polynomial time algorithm", "probability": 0.030608540400862694 }, { "start_logit": 0.7766963243484497, "end_logit": 2.299873113632202, "text": "input size is n, the time taken can be expressed as a function of n", "probability": 0.03052942268550396 } ], "56e1a564cd28a01900c67a4b": [ { "start_logit": 1.9742119312286377, "end_logit": 2.015702724456787, "text": "T(n) is defined to be the maximum time taken over all inputs of size n. If T(n) is a polynomial in n", "probability": 0.08436251431703568 }, { "start_logit": 2.0429959297180176, "end_logit": 1.893048644065857, "text": "worst-case time complexity T(n) is defined to be the maximum time taken over all inputs of size n", "probability": 0.079938143491745 }, { "start_logit": 1.9742119312286377, "end_logit": 1.893048644065857, "text": "T(n) is defined to be the maximum time taken over all inputs of size n", "probability": 0.07462450116872787 }, { "start_logit": 2.0429959297180176, "end_logit": 1.6808587312698364, "text": "worst-case time complexity T(n", "probability": 0.06465484201908112 }, { "start_logit": 1.9742119312286377, "end_logit": 1.6808587312698364, "text": "T(n", "probability": 0.060357142239809036 }, { "start_logit": 1.6299657821655273, "end_logit": 2.015702724456787, "text": "T(n) is a polynomial in n", "probability": 0.059792302548885345 }, { "start_logit": 1.6299657821655273, "end_logit": 1.9867085218429565, "text": "T(n) is a polynomial in n, then the algorithm is said to be a polynomial time algorithm", "probability": 0.05808357894420624 }, { "start_logit": 1.5688623189926147, "end_logit": 2.015702724456787, "text": "maximum time taken over all inputs of size n. If T(n) is a polynomial in n", "probability": 0.05624818429350853 }, { "start_logit": 1.5475029945373535, "end_logit": 1.9867085218429565, "text": "polynomial time algorithm", "probability": 0.05348600447177887 }, { "start_logit": 1.5688623189926147, "end_logit": 1.893048644065857, "text": "maximum time taken over all inputs of size n", "probability": 0.04975542053580284 }, { "start_logit": 1.1708859205245972, "end_logit": 2.2389864921569824, "text": "function of n", "probability": 0.04723244160413742 }, { "start_logit": 1.7406959533691406, "end_logit": 1.4948662519454956, "text": "Cobham's thesis", "probability": 0.0396769642829895 }, { "start_logit": 1.7406959533691406, "end_logit": 1.4676786661148071, "text": "Cobham's thesis says that a problem can be solved with a feasible amount of resources if it admits a polynomial time algorithm", "probability": 0.038612768054008484 }, { "start_logit": 0.9496168494224548, "end_logit": 2.2389864921569824, "text": "n, the time taken can be expressed as a function of n", "probability": 0.037856847047805786 }, { "start_logit": 1.6299657821655273, "end_logit": 1.4948662519454956, "text": "T(n) is a polynomial in n, then the algorithm is said to be a polynomial time algorithm. Cobham's thesis", "probability": 0.03551803529262543 }, { "start_logit": 1.3817766904830933, "end_logit": 1.6808587312698364, "text": "different inputs of the same size can be different, the worst-case time complexity T(n", "probability": 0.03337622433900833 }, { "start_logit": 1.5475029945373535, "end_logit": 1.4948662519454956, "text": "polynomial time algorithm. Cobham's thesis", "probability": 0.03270662948489189 }, { "start_logit": 0.9496168494224548, "end_logit": 2.072758913040161, "text": "n", "probability": 0.0320592038333416 }, { "start_logit": 1.5475029945373535, "end_logit": 1.4676786661148071, "text": "polynomial time algorithm. Cobham's thesis says that a problem can be solved with a feasible amount of resources if it admits a polynomial time algorithm", "probability": 0.031829383224248886 }, { "start_logit": 0.7112852931022644, "end_logit": 2.2389864921569824, "text": "n", "probability": 0.029828974977135658 } ], "56e1a564cd28a01900c67a4c": [ { "start_logit": 2.1004128456115723, "end_logit": 1.8859713077545166, "text": "worst-case time complexity T(n) is defined to be the maximum time taken over all inputs of size n", "probability": 0.10431875288486481 }, { "start_logit": 2.1004128456115723, "end_logit": 1.4130052328109741, "text": "worst-case time complexity T(n", "probability": 0.06500636041164398 }, { "start_logit": 1.804219126701355, "end_logit": 1.7077664136886597, "text": "Cobham's thesis says that a problem can be solved with a feasible amount of resources if it admits a polynomial time algorithm", "probability": 0.0649132952094078 }, { "start_logit": 1.5114665031433105, "end_logit": 1.9829226732254028, "text": "polynomial time algorithm", "probability": 0.06378104537725449 }, { "start_logit": 1.4435844421386719, "end_logit": 2.0171754360198975, "text": "T(n) is defined to be the maximum time taken over all inputs of size n. If T(n) is a polynomial in n", "probability": 0.06167180463671684 }, { "start_logit": 1.4032893180847168, "end_logit": 2.0171754360198975, "text": "maximum time taken over all inputs of size n. If T(n) is a polynomial in n", "probability": 0.059236135333776474 }, { "start_logit": 1.4435844421386719, "end_logit": 1.8859713077545166, "text": "T(n) is defined to be the maximum time taken over all inputs of size n", "probability": 0.05408856272697449 }, { "start_logit": 1.3089194297790527, "end_logit": 2.0171754360198975, "text": "T(n) is a polynomial in n", "probability": 0.053901687264442444 }, { "start_logit": 1.3089194297790527, "end_logit": 1.9829226732254028, "text": "T(n) is a polynomial in n, then the algorithm is said to be a polynomial time algorithm", "probability": 0.052086666226387024 }, { "start_logit": 1.4032893180847168, "end_logit": 1.8859713077545166, "text": "maximum time taken over all inputs of size n", "probability": 0.051952384412288666 }, { "start_logit": 1.5114665031433105, "end_logit": 1.7077664136886597, "text": "polynomial time algorithm. Cobham's thesis says that a problem can be solved with a feasible amount of resources if it admits a polynomial time algorithm", "probability": 0.04843874275684357 }, { "start_logit": 1.0667133331298828, "end_logit": 2.112799644470215, "text": "function of n", "probability": 0.04655246436595917 }, { "start_logit": 1.568658471107483, "end_logit": 1.4130052328109741, "text": "different inputs of the same size can be different, the worst-case time complexity T(n", "probability": 0.03819599375128746 }, { "start_logit": 1.804219126701355, "end_logit": 1.1607861518859863, "text": "Cobham's thesis", "probability": 0.03756498545408249 }, { "start_logit": 1.2546594142913818, "end_logit": 1.7077664136886597, "text": "polynomial time algorithm", "probability": 0.03746820613741875 }, { "start_logit": 1.4435844421386719, "end_logit": 1.4130052328109741, "text": "T(n", "probability": 0.03370535746216774 }, { "start_logit": 1.804219126701355, "end_logit": 1.005172848701477, "text": "Cobham", "probability": 0.03215149790048599 }, { "start_logit": 0.7820902466773987, "end_logit": 2.0171754360198975, "text": "size n. If T(n) is a polynomial in n", "probability": 0.03182756155729294 }, { "start_logit": 0.6827860474586487, "end_logit": 2.112799644470215, "text": "n, the time taken can be expressed as a function of n", "probability": 0.03171065077185631 }, { "start_logit": 2.1004128456115723, "end_logit": 0.686214029788971, "text": "worst-case time complexity T(n) is defined to be the maximum time taken over all inputs of size n. If T(n", "probability": 0.03142783045768738 } ], "56e1aba0e3433e1400423094": [ { "start_logit": 1.8442658185958862, "end_logit": 2.8265111446380615, "text": "Turing machine", "probability": 0.09722506254911423 }, { "start_logit": 1.8442658185958862, "end_logit": 2.4795186519622803, "text": "Turing machine is a mathematical model of a general computing machine. It is a theoretical device that manipulates symbols contained on a strip of tape", "probability": 0.06871970742940903 }, { "start_logit": 2.0365898609161377, "end_logit": 2.2025506496429443, "text": "RAM machine, Conway's Game of Life", "probability": 0.06314237415790558 }, { "start_logit": 1.705346703529358, "end_logit": 2.4795186519622803, "text": "strip of tape", "probability": 0.059806667268276215 }, { "start_logit": 1.3019936084747314, "end_logit": 2.8265111446380615, "text": "A Turing machine", "probability": 0.056529153138399124 }, { "start_logit": 2.2510242462158203, "end_logit": 1.8400530815124512, "text": "cellular automata", "probability": 0.05445251613855362 }, { "start_logit": 1.9941481351852417, "end_logit": 2.084892988204956, "text": "Turing machines are not intended as a practical computing technology, but rather as a thought experiment representing a computing machine\u2014anything from an advanced supercomputer", "probability": 0.0538010336458683 }, { "start_logit": 1.8677983283996582, "end_logit": 2.2025506496429443, "text": "Conway's Game of Life", "probability": 0.05333540588617325 }, { "start_logit": 1.9941481351852417, "end_logit": 2.0629663467407227, "text": "Turing machines", "probability": 0.052634209394454956 }, { "start_logit": 1.8442658185958862, "end_logit": 2.0629663467407227, "text": "Turing machine is a mathematical model of a general computing machine. It is a theoretical device that manipulates symbols contained on a strip of tape. Turing machines", "probability": 0.04530801251530647 }, { "start_logit": 2.0365898609161377, "end_logit": 1.8551238775253296, "text": "RAM machine", "probability": 0.04461032152175903 }, { "start_logit": 2.0365898609161377, "end_logit": 1.8400530815124512, "text": "RAM machine, Conway's Game of Life, cellular automata", "probability": 0.04394305869936943 }, { "start_logit": 1.8442658185958862, "end_logit": 1.966827630996704, "text": "Turing machine is a mathematical model of a general computing machine", "probability": 0.04115498065948486 }, { "start_logit": 1.3019936084747314, "end_logit": 2.4795186519622803, "text": "A Turing machine is a mathematical model of a general computing machine. It is a theoretical device that manipulates symbols contained on a strip of tape", "probability": 0.03995540365576744 }, { "start_logit": 1.705346703529358, "end_logit": 2.0629663467407227, "text": "strip of tape. Turing machines", "probability": 0.039431486278772354 }, { "start_logit": 1.6653058528900146, "end_logit": 2.084892988204956, "text": "supercomputer", "probability": 0.0387236513197422 }, { "start_logit": 2.2510242462158203, "end_logit": 1.4755196571350098, "text": "cellular automata or any programming language", "probability": 0.03781839460134506 }, { "start_logit": 1.8677983283996582, "end_logit": 1.8400530815124512, "text": "Conway's Game of Life, cellular automata", "probability": 0.03711804375052452 }, { "start_logit": 1.62201988697052, "end_logit": 2.084892988204956, "text": "thought experiment representing a computing machine\u2014anything from an advanced supercomputer", "probability": 0.0370832234621048 }, { "start_logit": 1.9941481351852417, "end_logit": 1.6608539819717407, "text": "Turing machines are not intended as a practical computing technology, but rather as a thought experiment representing a computing machine", "probability": 0.03520730882883072 } ], "56e1aba0e3433e1400423095": [ { "start_logit": 1.8227434158325195, "end_logit": 2.7209088802337646, "text": "Turing machine", "probability": 0.08573943376541138 }, { "start_logit": 2.120842218399048, "end_logit": 2.2952146530151367, "text": "RAM machine, Conway's Game of Life", "probability": 0.07546862214803696 }, { "start_logit": 1.8227434158325195, "end_logit": 2.488123893737793, "text": "Turing machine is a mathematical model of a general computing machine. It is a theoretical device that manipulates symbols contained on a strip of tape", "probability": 0.06793339550495148 }, { "start_logit": 2.330174684524536, "end_logit": 1.9557247161865234, "text": "cellular automata", "probability": 0.06625822186470032 }, { "start_logit": 1.745429277420044, "end_logit": 2.488123893737793, "text": "strip of tape", "probability": 0.0628790631890297 }, { "start_logit": 1.8908978700637817, "end_logit": 2.2952146530151367, "text": "Conway's Game of Life", "probability": 0.05996570363640785 }, { "start_logit": 1.3829506635665894, "end_logit": 2.7209088802337646, "text": "A Turing machine", "probability": 0.055230747908353806 }, { "start_logit": 2.120842218399048, "end_logit": 1.9557247161865234, "text": "RAM machine, Conway's Game of Life, cellular automata", "probability": 0.05374373495578766 }, { "start_logit": 2.120842218399048, "end_logit": 1.8337750434875488, "text": "RAM machine", "probability": 0.04757358133792877 }, { "start_logit": 1.9093161821365356, "end_logit": 2.0007164478302, "text": "Turing machines are not intended as a practical computing technology, but rather as a thought experiment representing a computing machine\u2014anything from an advanced supercomputer", "probability": 0.045499127358198166 }, { "start_logit": 1.3829506635665894, "end_logit": 2.488123893737793, "text": "A Turing machine is a mathematical model of a general computing machine. It is a theoretical device that manipulates symbols contained on a strip of tape", "probability": 0.04376065358519554 }, { "start_logit": 1.8908978700637817, "end_logit": 1.9557247161865234, "text": "Conway's Game of Life, cellular automata", "probability": 0.04270358383655548 }, { "start_logit": 1.9093161821365356, "end_logit": 1.872989535331726, "text": "Turing machines", "probability": 0.04004348814487457 }, { "start_logit": 2.330174684524536, "end_logit": 1.3814003467559814, "text": "cellular automata or any programming language", "probability": 0.037309031933546066 }, { "start_logit": 1.8227434158325195, "end_logit": 1.872989535331726, "text": "Turing machine is a mathematical model of a general computing machine. It is a theoretical device that manipulates symbols contained on a strip of tape. Turing machines", "probability": 0.03672264143824577 }, { "start_logit": 1.204581379890442, "end_logit": 2.488123893737793, "text": "theoretical device that manipulates symbols contained on a strip of tape", "probability": 0.03661161661148071 }, { "start_logit": 1.6857305765151978, "end_logit": 2.0007164478302, "text": "supercomputer", "probability": 0.036383215337991714 }, { "start_logit": 1.6782723665237427, "end_logit": 2.0007164478302, "text": "thought experiment representing a computing machine\u2014anything from an advanced supercomputer", "probability": 0.036112867295742035 }, { "start_logit": 1.1703487634658813, "end_logit": 2.488123893737793, "text": "general computing machine. It is a theoretical device that manipulates symbols contained on a strip of tape", "probability": 0.03537951037287712 }, { "start_logit": 2.330174684524536, "end_logit": 1.3083804845809937, "text": "cellular automata or any programming language can be computed on a Turing machine", "probability": 0.03468181565403938 } ], "56e1aba0e3433e1400423097": [ { "start_logit": 2.091792106628418, "end_logit": 2.414422035217285, "text": "RAM machine, Conway's Game of Life", "probability": 0.07642001658678055 }, { "start_logit": 1.843894362449646, "end_logit": 2.6555800437927246, "text": "Turing machine", "probability": 0.07590670138597488 }, { "start_logit": 2.570011854171753, "end_logit": 1.8630518913269043, "text": "cellular automata", "probability": 0.0710294097661972 }, { "start_logit": 1.843894362449646, "end_logit": 2.4112823009490967, "text": "Turing machine is a mathematical model of a general computing machine. It is a theoretical device that manipulates symbols contained on a strip of tape", "probability": 0.05945424363017082 }, { "start_logit": 2.0260705947875977, "end_logit": 2.130664110183716, "text": "Turing machines are not intended as a practical computing technology, but rather as a thought experiment representing a computing machine\u2014anything from an advanced supercomputer", "probability": 0.05388030409812927 }, { "start_logit": 2.570011854171753, "end_logit": 1.569000005722046, "text": "cellular automata or any programming language can be computed on a Turing machine", "probability": 0.052933819591999054 }, { "start_logit": 1.702035665512085, "end_logit": 2.414422035217285, "text": "Conway's Game of Life", "probability": 0.05175331234931946 }, { "start_logit": 1.4568675756454468, "end_logit": 2.6555800437927246, "text": "A Turing machine", "probability": 0.051546186208724976 }, { "start_logit": 1.6496808528900146, "end_logit": 2.4112823009490967, "text": "strip of tape", "probability": 0.04895951226353645 }, { "start_logit": 2.0260705947875977, "end_logit": 2.0247912406921387, "text": "Turing machines", "probability": 0.048467446118593216 }, { "start_logit": 2.570011854171753, "end_logit": 1.447740077972412, "text": "cellular automata or any programming language can be computed on a Turing machine. Since Turing machines", "probability": 0.04688895493745804 }, { "start_logit": 2.091792106628418, "end_logit": 1.8630518913269043, "text": "RAM machine, Conway's Game of Life, cellular automata", "probability": 0.044030144810676575 }, { "start_logit": 2.570011854171753, "end_logit": 1.3656831979751587, "text": "cellular automata or any programming language", "probability": 0.04319504275918007 }, { "start_logit": 2.091792106628418, "end_logit": 1.8280937671661377, "text": "RAM machine", "probability": 0.0425175279378891 }, { "start_logit": 1.7483165264129639, "end_logit": 2.130664110183716, "text": "supercomputer", "probability": 0.04081343114376068 }, { "start_logit": 1.843894362449646, "end_logit": 2.0247912406921387, "text": "Turing machine is a mathematical model of a general computing machine. It is a theoretical device that manipulates symbols contained on a strip of tape. Turing machines", "probability": 0.04039541259407997 }, { "start_logit": 1.4568675756454468, "end_logit": 2.4112823009490967, "text": "A Turing machine is a mathematical model of a general computing machine. It is a theoretical device that manipulates symbols contained on a strip of tape", "probability": 0.04037376865744591 }, { "start_logit": 1.843894362449646, "end_logit": 2.0126192569732666, "text": "Turing machine is a mathematical model of a general computing machine", "probability": 0.03990669175982475 }, { "start_logit": 2.0260705947875977, "end_logit": 1.7482774257659912, "text": "Turing machines are not intended as a practical computing technology, but rather as a thought experiment representing a computing machine", "probability": 0.03675883263349533 }, { "start_logit": 1.3042805194854736, "end_logit": 2.414422035217285, "text": "Game of Life", "probability": 0.03476923704147339 } ], "56e1aba0e3433e1400423098": [ { "start_logit": 1.9716026782989502, "end_logit": 2.4169106483459473, "text": "RAM machine, Conway's Game of Life", "probability": 0.08152896910905838 }, { "start_logit": 1.7326000928878784, "end_logit": 2.5761539936065674, "text": "Turing machine", "probability": 0.07527881860733032 }, { "start_logit": 2.4074957370758057, "end_logit": 1.8487452268600464, "text": "cellular automata", "probability": 0.07142768800258636 }, { "start_logit": 1.7594012022018433, "end_logit": 2.4169106483459473, "text": "Conway's Game of Life", "probability": 0.06594076007604599 }, { "start_logit": 1.854801058769226, "end_logit": 2.1329643726348877, "text": "Turing machines are not intended as a practical computing technology, but rather as a thought experiment representing a computing machine\u2014anything from an advanced supercomputer", "probability": 0.05460962653160095 }, { "start_logit": 1.7326000928878784, "end_logit": 2.181788206100464, "text": "Turing machine is a mathematical model of a general computing machine. It is a theoretical device that manipulates symbols contained on a strip of tape", "probability": 0.05074600875377655 }, { "start_logit": 2.4074957370758057, "end_logit": 1.494825839996338, "text": "cellular automata or any programming language can be computed on a Turing machine", "probability": 0.05013735592365265 }, { "start_logit": 1.7566850185394287, "end_logit": 2.1329643726348877, "text": "supercomputer", "probability": 0.04950601980090141 }, { "start_logit": 1.9716026782989502, "end_logit": 1.8487452268600464, "text": "RAM machine, Conway's Game of Life, cellular automata", "probability": 0.04619135335087776 }, { "start_logit": 1.3990252017974854, "end_logit": 2.4169106483459473, "text": "Game of Life", "probability": 0.04598800837993622 }, { "start_logit": 2.4074957370758057, "end_logit": 1.4074056148529053, "text": "cellular automata or any programming language", "probability": 0.04594045877456665 }, { "start_logit": 1.9716026782989502, "end_logit": 1.7640653848648071, "text": "RAM machine", "probability": 0.04244092106819153 }, { "start_logit": 1.548802137374878, "end_logit": 2.181788206100464, "text": "strip of tape", "probability": 0.04222596064209938 }, { "start_logit": 1.1499089002609253, "end_logit": 2.5761539936065674, "text": "A Turing machine", "probability": 0.04203521087765694 }, { "start_logit": 1.854801058769226, "end_logit": 1.8656162023544312, "text": "Turing machines", "probability": 0.04179856553673744 }, { "start_logit": 2.4074957370758057, "end_logit": 1.2950292825698853, "text": "cellular automata or any programming language can be computed on a Turing machine. Since Turing machines", "probability": 0.04105735197663307 }, { "start_logit": 1.5458265542984009, "end_logit": 2.1329643726348877, "text": "thought experiment representing a computing machine\u2014anything from an advanced supercomputer", "probability": 0.040094368159770966 }, { "start_logit": 1.7326000928878784, "end_logit": 1.9108572006225586, "text": "Turing machine is a mathematical model of a general computing machine", "probability": 0.03870242461562157 }, { "start_logit": 1.7594012022018433, "end_logit": 1.8487452268600464, "text": "Conway's Game of Life, cellular automata", "probability": 0.03735965117812157 }, { "start_logit": 1.7326000928878784, "end_logit": 1.8656162023544312, "text": "Turing machine is a mathematical model of a general computing machine. It is a theoretical device that manipulates symbols contained on a strip of tape. Turing machines", "probability": 0.03699050098657608 } ], "56e1aff7cd28a01900c67a68": [ { "start_logit": 2.4553775787353516, "end_logit": 3.0810904502868652, "text": "randomized algorithms", "probability": 0.19601483643054962 }, { "start_logit": 2.4553775787353516, "end_logit": 2.150996446609497, "text": "randomized algorithms. A non-deterministic Turing machine", "probability": 0.07733108848333359 }, { "start_logit": 1.2767934799194336, "end_logit": 3.0810904502868652, "text": "random bits. The ability to make probabilistic decisions often helps algorithms solve problems more efficiently. Algorithms that use random bits are called randomized algorithms", "probability": 0.0603165365755558 }, { "start_logit": 1.642646312713623, "end_logit": 2.589665174484253, "text": "fixed set of rules", "probability": 0.0531986802816391 }, { "start_logit": 2.4553775787353516, "end_logit": 1.7371348142623901, "text": "randomized algorithms. A non-deterministic Turing machine is a deterministic Turing machine with an added feature of non-determinism", "probability": 0.05112301558256149 }, { "start_logit": 1.5827360153198242, "end_logit": 2.589665174484253, "text": "deterministic Turing machine is the most basic Turing machine, which uses a fixed set of rules", "probability": 0.05010514333844185 }, { "start_logit": 1.5370043516159058, "end_logit": 2.6074774265289307, "text": "probabilistic Turing machine is a deterministic Turing machine with an extra supply of random bits", "probability": 0.04872557148337364 }, { "start_logit": 1.0338375568389893, "end_logit": 3.0810904502868652, "text": "random bits are called randomized algorithms", "probability": 0.04730663448572159 }, { "start_logit": 1.8877042531967163, "end_logit": 2.150996446609497, "text": "non-deterministic Turing machine", "probability": 0.04383457452058792 }, { "start_logit": 1.4200538396835327, "end_logit": 2.6074774265289307, "text": "A probabilistic Turing machine is a deterministic Turing machine with an extra supply of random bits", "probability": 0.04334769397974014 }, { "start_logit": 1.2767934799194336, "end_logit": 2.6074774265289307, "text": "random bits", "probability": 0.037562012672424316 }, { "start_logit": 2.4553775787353516, "end_logit": 1.400804877281189, "text": "randomized algorithms. A non-deterministic Turing machine is a deterministic Turing machine", "probability": 0.03652163967490196 }, { "start_logit": 1.231454610824585, "end_logit": 2.6074774265289307, "text": "deterministic Turing machine with an extra supply of random bits", "probability": 0.03589702397584915 }, { "start_logit": 1.179126262664795, "end_logit": 2.589665174484253, "text": "Turing machine, which uses a fixed set of rules", "probability": 0.03346545994281769 }, { "start_logit": 1.642646312713623, "end_logit": 2.1214540004730225, "text": "fixed set of rules to determine its future actions. A probabilistic Turing machine", "probability": 0.033308837562799454 }, { "start_logit": 1.3648958206176758, "end_logit": 2.3939247131347656, "text": "non-deterministic algorithm", "probability": 0.03313343599438667 }, { "start_logit": 1.0849542617797852, "end_logit": 2.589665174484253, "text": "A deterministic Turing machine is the most basic Turing machine, which uses a fixed set of rules", "probability": 0.030457789078354836 }, { "start_logit": 1.5370043516159058, "end_logit": 2.1214540004730225, "text": "probabilistic Turing machine", "probability": 0.029969511553645134 }, { "start_logit": 1.5827360153198242, "end_logit": 2.055973768234253, "text": "deterministic Turing machine", "probability": 0.0293834637850523 }, { "start_logit": 1.0179942846298218, "end_logit": 2.6074774265289307, "text": "Turing machine is a deterministic Turing machine with an extra supply of random bits", "probability": 0.028997045010328293 } ], "56e1aff7cd28a01900c67a69": [ { "start_logit": 2.415635824203491, "end_logit": 3.08622407913208, "text": "randomized algorithms", "probability": 0.19027966260910034 }, { "start_logit": 2.415635824203491, "end_logit": 2.1358563899993896, "text": "randomized algorithms. A non-deterministic Turing machine", "probability": 0.0735619068145752 }, { "start_logit": 1.2495776414871216, "end_logit": 3.08622407913208, "text": "random bits. The ability to make probabilistic decisions often helps algorithms solve problems more efficiently. Algorithms that use random bits are called randomized algorithms", "probability": 0.05928977206349373 }, { "start_logit": 1.596733808517456, "end_logit": 2.699880361557007, "text": "fixed set of rules", "probability": 0.05701129510998726 }, { "start_logit": 1.4855893850326538, "end_logit": 2.6420531272888184, "text": "probabilistic Turing machine is a deterministic Turing machine with an extra supply of random bits", "probability": 0.048147913068532944 }, { "start_logit": 1.4191884994506836, "end_logit": 2.699880361557007, "text": "most basic Turing machine, which uses a fixed set of rules", "probability": 0.04773687943816185 }, { "start_logit": 2.415635824203491, "end_logit": 1.7015273571014404, "text": "randomized algorithms. A non-deterministic Turing machine is a deterministic Turing machine with an added feature of non-determinism", "probability": 0.04764598235487938 }, { "start_logit": 1.0098179578781128, "end_logit": 3.08622407913208, "text": "random bits are called randomized algorithms", "probability": 0.04665020480751991 }, { "start_logit": 1.3910324573516846, "end_logit": 2.6420531272888184, "text": "A probabilistic Turing machine is a deterministic Turing machine with an extra supply of random bits", "probability": 0.04380382224917412 }, { "start_logit": 1.3149328231811523, "end_logit": 2.699880361557007, "text": "Turing machine, which uses a fixed set of rules", "probability": 0.043010689318180084 }, { "start_logit": 1.8543113470077515, "end_logit": 2.1358563899993896, "text": "non-deterministic Turing machine", "probability": 0.0419636107981205 }, { "start_logit": 1.2616074085235596, "end_logit": 2.699880361557007, "text": "deterministic Turing machine is the most basic Turing machine, which uses a fixed set of rules", "probability": 0.04077719524502754 }, { "start_logit": 1.2495776414871216, "end_logit": 2.6420531272888184, "text": "random bits", "probability": 0.038025837391614914 }, { "start_logit": 2.415635824203491, "end_logit": 1.464783787727356, "text": "randomized algorithms. A non-deterministic Turing machine is a deterministic Turing machine", "probability": 0.037601910531520844 }, { "start_logit": 1.1800099611282349, "end_logit": 2.6420531272888184, "text": "deterministic Turing machine with an extra supply of random bits", "probability": 0.0354703851044178 }, { "start_logit": 1.36337411403656, "end_logit": 2.3767809867858887, "text": "non-deterministic algorithm", "probability": 0.03268088772892952 }, { "start_logit": 1.596733808517456, "end_logit": 2.104961395263672, "text": "fixed set of rules to determine its future actions. A probabilistic Turing machine", "probability": 0.031447846442461014 }, { "start_logit": 1.5991474390029907, "end_logit": 2.010097026824951, "text": "non-determinism is that the Turing machine branches into many possible computational paths", "probability": 0.028670810163021088 }, { "start_logit": 1.4855893850326538, "end_logit": 2.104961395263672, "text": "probabilistic Turing machine", "probability": 0.028139831498265266 }, { "start_logit": 0.9464941024780273, "end_logit": 2.6420531272888184, "text": "Turing machine is a deterministic Turing machine with an extra supply of random bits", "probability": 0.028083503246307373 } ], "56e1aff7cd28a01900c67a6a": [ { "start_logit": 2.315476179122925, "end_logit": 3.141794204711914, "text": "randomized algorithms", "probability": 0.1992257684469223 }, { "start_logit": 1.3688621520996094, "end_logit": 3.141794204711914, "text": "random bits. The ability to make probabilistic decisions often helps algorithms solve problems more efficiently. Algorithms that use random bits are called randomized algorithms", "probability": 0.07731007784605026 }, { "start_logit": 1.270395278930664, "end_logit": 3.141794204711914, "text": "random bits are called randomized algorithms", "probability": 0.07006039470434189 }, { "start_logit": 2.315476179122925, "end_logit": 2.060039758682251, "text": "randomized algorithms. A non-deterministic Turing machine", "probability": 0.0675375685095787 }, { "start_logit": 1.716382622718811, "end_logit": 2.4940602779388428, "text": "fixed set of rules", "probability": 0.05726050212979317 }, { "start_logit": 1.5239574909210205, "end_logit": 2.4940602779388428, "text": "deterministic Turing machine is the most basic Turing machine, which uses a fixed set of rules", "probability": 0.04723739251494408 }, { "start_logit": 2.315476179122925, "end_logit": 1.6721075773239136, "text": "randomized algorithms. A non-deterministic Turing machine is a deterministic Turing machine with an added feature of non-determinism", "probability": 0.0458214245736599 }, { "start_logit": 1.716382622718811, "end_logit": 2.1778087615966797, "text": "fixed set of rules to determine its future actions. A probabilistic Turing machine", "probability": 0.041735801845788956 }, { "start_logit": 1.7900276184082031, "end_logit": 2.060039758682251, "text": "non-deterministic Turing machine", "probability": 0.03993429243564606 }, { "start_logit": 1.459455966949463, "end_logit": 2.384631872177124, "text": "non-deterministic algorithm", "probability": 0.03969621658325195 }, { "start_logit": 2.315476179122925, "end_logit": 1.3622642755508423, "text": "randomized algorithms. A non-deterministic Turing machine is a deterministic Turing machine", "probability": 0.03361285850405693 }, { "start_logit": 1.4846467971801758, "end_logit": 2.18172550201416, "text": "probabilistic Turing machine is a deterministic Turing machine with an extra supply of random bits", "probability": 0.033232901245355606 }, { "start_logit": 1.7320022583007812, "end_logit": 1.9328547716140747, "text": "non-determinism is that the Turing machine branches into many possible computational paths", "probability": 0.03318258002400398 }, { "start_logit": 1.4846467971801758, "end_logit": 2.1778087615966797, "text": "probabilistic Turing machine", "probability": 0.033102989196777344 }, { "start_logit": 1.1311556100845337, "end_logit": 2.4940602779388428, "text": "Turing machine, which uses a fixed set of rules", "probability": 0.03189292177557945 }, { "start_logit": 1.4101674556732178, "end_logit": 2.18172550201416, "text": "A probabilistic Turing machine is a deterministic Turing machine with an extra supply of random bits", "probability": 0.030847661197185516 }, { "start_logit": 1.4101674556732178, "end_logit": 2.1778087615966797, "text": "A probabilistic Turing machine", "probability": 0.030727075412869453 }, { "start_logit": 1.3688621520996094, "end_logit": 2.18172550201416, "text": "random bits", "probability": 0.029599446803331375 }, { "start_logit": 1.5239574909210205, "end_logit": 2.025622606277466, "text": "deterministic Turing machine", "probability": 0.02956964075565338 }, { "start_logit": 1.0156010389328003, "end_logit": 2.4940602779388428, "text": "A deterministic Turing machine is the most basic Turing machine, which uses a fixed set of rules", "probability": 0.028412500396370888 } ], "56e1aff7cd28a01900c67a6b": [ { "start_logit": 2.4054834842681885, "end_logit": 3.1248230934143066, "text": "randomized algorithms", "probability": 0.19575141370296478 }, { "start_logit": 1.3773536682128906, "end_logit": 3.1248230934143066, "text": "random bits. The ability to make probabilistic decisions often helps algorithms solve problems more efficiently. Algorithms that use random bits are called randomized algorithms", "probability": 0.07001541554927826 }, { "start_logit": 2.4054834842681885, "end_logit": 2.014371871948242, "text": "randomized algorithms. A non-deterministic Turing machine", "probability": 0.06448249518871307 }, { "start_logit": 1.1629513502120972, "end_logit": 3.1248230934143066, "text": "random bits are called randomized algorithms", "probability": 0.056504108011722565 }, { "start_logit": 1.7642426490783691, "end_logit": 2.5136618614196777, "text": "fixed set of rules", "probability": 0.05594915151596069 }, { "start_logit": 1.5330305099487305, "end_logit": 2.656329870223999, "text": "probabilistic Turing machine is a deterministic Turing machine with an extra supply of random bits", "probability": 0.05120818316936493 }, { "start_logit": 1.617720365524292, "end_logit": 2.5136618614196777, "text": "deterministic Turing machine is the most basic Turing machine, which uses a fixed set of rules", "probability": 0.048323627561330795 }, { "start_logit": 2.4054834842681885, "end_logit": 1.6930251121520996, "text": "randomized algorithms. A non-deterministic Turing machine is a deterministic Turing machine with an added feature of non-determinism", "probability": 0.046760909259319305 }, { "start_logit": 1.3773536682128906, "end_logit": 2.656329870223999, "text": "random bits", "probability": 0.043825794011354446 }, { "start_logit": 1.3379238843917847, "end_logit": 2.656329870223999, "text": "A probabilistic Turing machine is a deterministic Turing machine with an extra supply of random bits", "probability": 0.04213135689496994 }, { "start_logit": 1.7642426490783691, "end_logit": 2.1119911670684814, "text": "fixed set of rules to determine its future actions. A probabilistic Turing machine", "probability": 0.037441227585077286 }, { "start_logit": 1.2109456062316895, "end_logit": 2.656329870223999, "text": "deterministic Turing machine with an extra supply of random bits", "probability": 0.03710731863975525 }, { "start_logit": 1.4526489973068237, "end_logit": 2.3749043941497803, "text": "non-deterministic algorithm", "probability": 0.035662222653627396 }, { "start_logit": 1.7801241874694824, "end_logit": 2.014371871948242, "text": "non-deterministic Turing machine", "probability": 0.034502603113651276 }, { "start_logit": 2.4054834842681885, "end_logit": 1.3411850929260254, "text": "randomized algorithms. A non-deterministic Turing machine is a deterministic Turing machine", "probability": 0.032891273498535156 }, { "start_logit": 1.189261794090271, "end_logit": 2.5136618614196777, "text": "Turing machine, which uses a fixed set of rules", "probability": 0.03148346394300461 }, { "start_logit": 1.7094424962997437, "end_logit": 1.9423482418060303, "text": "non-determinism is that the Turing machine branches into many possible computational paths", "probability": 0.02991408109664917 }, { "start_logit": 1.5330305099487305, "end_logit": 2.1119911670684814, "text": "probabilistic Turing machine", "probability": 0.029712282121181488 }, { "start_logit": 0.9746513962745667, "end_logit": 2.656329870223999, "text": "Turing machine is a deterministic Turing machine with an extra supply of random bits", "probability": 0.029298018664121628 }, { "start_logit": 1.617720365524292, "end_logit": 1.932870864868164, "text": "deterministic Turing machine is the most basic Turing machine", "probability": 0.027034934610128403 } ], "56e1aff7cd28a01900c67a6c": [ { "start_logit": 2.375394105911255, "end_logit": 3.070308208465576, "text": "randomized algorithms", "probability": 0.1872808337211609 }, { "start_logit": 2.375394105911255, "end_logit": 2.1734588146209717, "text": "randomized algorithms. A non-deterministic Turing machine", "probability": 0.07638295739889145 }, { "start_logit": 1.2632944583892822, "end_logit": 3.070308208465576, "text": "random bits are called randomized algorithms", "probability": 0.06159062311053276 }, { "start_logit": 1.2147611379623413, "end_logit": 3.070308208465576, "text": "random bits. The ability to make probabilistic decisions often helps algorithms solve problems more efficiently. Algorithms that use random bits are called randomized algorithms", "probability": 0.058672793209552765 }, { "start_logit": 2.375394105911255, "end_logit": 1.7383369207382202, "text": "randomized algorithms. A non-deterministic Turing machine is a deterministic Turing machine with an added feature of non-determinism", "probability": 0.049433961510658264 }, { "start_logit": 1.5852493047714233, "end_logit": 2.5194430351257324, "text": "fixed set of rules", "probability": 0.04898916929960251 }, { "start_logit": 2.375394105911255, "end_logit": 1.6665103435516357, "text": "randomized algorithms. A non-deterministic Turing machine is a deterministic Turing machine", "probability": 0.046007804572582245 }, { "start_logit": 1.510109782218933, "end_logit": 2.5194430351257324, "text": "deterministic Turing machine is the most basic Turing machine, which uses a fixed set of rules", "probability": 0.04544303938746452 }, { "start_logit": 1.813352346420288, "end_logit": 2.1734588146209717, "text": "non-deterministic Turing machine", "probability": 0.043541647493839264 }, { "start_logit": 1.5852493047714233, "end_logit": 2.4000377655029297, "text": "fixed set of rules to determine its future actions. A probabilistic Turing machine", "probability": 0.04347533732652664 }, { "start_logit": 1.5774844884872437, "end_logit": 2.4000377655029297, "text": "probabilistic Turing machine", "probability": 0.04313906654715538 }, { "start_logit": 1.401336669921875, "end_logit": 2.5194430351257324, "text": "Turing machine, which uses a fixed set of rules", "probability": 0.04075939580798149 }, { "start_logit": 1.401336669921875, "end_logit": 2.4000377655029297, "text": "Turing machine, which uses a fixed set of rules to determine its future actions. A probabilistic Turing machine", "probability": 0.036171846091747284 }, { "start_logit": 1.3890305757522583, "end_logit": 2.4000377655029297, "text": "A probabilistic Turing machine", "probability": 0.035729438066482544 }, { "start_logit": 1.4047707319259644, "end_logit": 2.367013454437256, "text": "non-deterministic algorithm", "probability": 0.035117197781801224 }, { "start_logit": 1.5774844884872437, "end_logit": 2.173567056655884, "text": "probabilistic Turing machine is a deterministic Turing machine with an extra supply of random bits", "probability": 0.034396614879369736 }, { "start_logit": 1.510109782218933, "end_logit": 2.136117458343506, "text": "deterministic Turing machine", "probability": 0.030973564833402634 }, { "start_logit": 1.3890305757522583, "end_logit": 2.173567056655884, "text": "A probabilistic Turing machine is a deterministic Turing machine with an extra supply of random bits", "probability": 0.028488611802458763 }, { "start_logit": 1.813352346420288, "end_logit": 1.7383369207382202, "text": "non-deterministic Turing machine is a deterministic Turing machine with an added feature of non-determinism", "probability": 0.028179530054330826 }, { "start_logit": 1.813352346420288, "end_logit": 1.6665103435516357, "text": "non-deterministic Turing machine is a deterministic Turing machine", "probability": 0.026226473972201347 } ], "56e1b00ce3433e140042309e": [ { "start_logit": 2.445615768432617, "end_logit": 2.5287938117980957, "text": "alternating Turing machines", "probability": 0.07206056267023087 }, { "start_logit": 2.429757833480835, "end_logit": 2.5287938117980957, "text": "quantum Turing machines, symmetric Turing machines and alternating Turing machines", "probability": 0.07092683017253876 }, { "start_logit": 2.429757833480835, "end_logit": 2.4545488357543945, "text": "quantum Turing machines", "probability": 0.06585163623094559 }, { "start_logit": 2.2617995738983154, "end_logit": 2.5287938117980957, "text": "symmetric Turing machines and alternating Turing machines", "probability": 0.05996077135205269 }, { "start_logit": 2.429757833480835, "end_logit": 2.3405346870422363, "text": "quantum Turing machines, symmetric Turing machines", "probability": 0.0587557852268219 }, { "start_logit": 1.9471460580825806, "end_logit": 2.7727408409118652, "text": "deterministic Turing machines", "probability": 0.055867575109004974 }, { "start_logit": 1.9471460580825806, "end_logit": 2.6799306869506836, "text": "deterministic Turing machines, probabilistic Turing machines", "probability": 0.05091583728790283 }, { "start_logit": 1.837411880493164, "end_logit": 2.7727408409118652, "text": "complexity classes, such as deterministic Turing machines", "probability": 0.05006139352917671 }, { "start_logit": 2.2617995738983154, "end_logit": 2.3405346870422363, "text": "symmetric Turing machines", "probability": 0.04967150837182999 }, { "start_logit": 1.9702619314193726, "end_logit": 2.5864195823669434, "text": "non-deterministic Turing machines", "probability": 0.04745486378669739 }, { "start_logit": 1.9471460580825806, "end_logit": 2.5864195823669434, "text": "deterministic Turing machines, probabilistic Turing machines, non-deterministic Turing machines", "probability": 0.04637046903371811 }, { "start_logit": 1.837411880493164, "end_logit": 2.6799306869506836, "text": "complexity classes, such as deterministic Turing machines, probabilistic Turing machines", "probability": 0.045624274760484695 }, { "start_logit": 1.9702619314193726, "end_logit": 2.5287938117980957, "text": "non-deterministic Turing machines, quantum Turing machines, symmetric Turing machines and alternating Turing machines", "probability": 0.044797539710998535 }, { "start_logit": 1.9702619314193726, "end_logit": 2.4545488357543945, "text": "non-deterministic Turing machines, quantum Turing machines", "probability": 0.04159201681613922 }, { "start_logit": 1.837411880493164, "end_logit": 2.5864195823669434, "text": "complexity classes, such as deterministic Turing machines, probabilistic Turing machines, non-deterministic Turing machines", "probability": 0.04155129939317703 }, { "start_logit": 2.445615768432617, "end_logit": 1.9672439098358154, "text": "alternating Turing machines. They are all equally powerful in principle, but when resources (such as time or space", "probability": 0.04109790921211243 }, { "start_logit": 1.9471460580825806, "end_logit": 2.4545488357543945, "text": "deterministic Turing machines, probabilistic Turing machines, non-deterministic Turing machines, quantum Turing machines", "probability": 0.04064159840345383 }, { "start_logit": 2.429757833480835, "end_logit": 1.9672439098358154, "text": "quantum Turing machines, symmetric Turing machines and alternating Turing machines. They are all equally powerful in principle, but when resources (such as time or space", "probability": 0.04045131430029869 }, { "start_logit": 1.837411880493164, "end_logit": 2.5290982723236084, "text": "complexity classes", "probability": 0.03923651576042175 }, { "start_logit": 1.9702619314193726, "end_logit": 2.3405346870422363, "text": "non-deterministic Turing machines, quantum Turing machines, symmetric Turing machines", "probability": 0.037110283970832825 } ], "56e1b00ce3433e140042309f": [ { "start_logit": 2.4872758388519287, "end_logit": 2.3648195266723633, "text": "alternating Turing machines", "probability": 0.08069990575313568 }, { "start_logit": 2.4228756427764893, "end_logit": 2.3648195266723633, "text": "quantum Turing machines, symmetric Turing machines and alternating Turing machines", "probability": 0.07566659152507782 }, { "start_logit": 2.4228756427764893, "end_logit": 2.192636489868164, "text": "quantum Turing machines", "probability": 0.06369803100824356 }, { "start_logit": 2.4228756427764893, "end_logit": 2.1885600090026855, "text": "quantum Turing machines, symmetric Turing machines", "probability": 0.06343892216682434 }, { "start_logit": 1.9370511770248413, "end_logit": 2.5195090770721436, "text": "deterministic Turing machines, probabilistic Turing machines", "probability": 0.05433681234717369 }, { "start_logit": 1.9370511770248413, "end_logit": 2.508404493331909, "text": "deterministic Turing machines", "probability": 0.05373675748705864 }, { "start_logit": 2.4872758388519287, "end_logit": 1.9048211574554443, "text": "alternating Turing machines. They are all equally powerful in principle, but when resources (such as time or space", "probability": 0.050944603979587555 }, { "start_logit": 2.0163631439208984, "end_logit": 2.3648195266723633, "text": "symmetric Turing machines and alternating Turing machines", "probability": 0.05039159953594208 }, { "start_logit": 2.4228756427764893, "end_logit": 1.9048211574554443, "text": "quantum Turing machines, symmetric Turing machines and alternating Turing machines. They are all equally powerful in principle, but when resources (such as time or space", "probability": 0.047767169773578644 }, { "start_logit": 1.9370511770248413, "end_logit": 2.3645060062408447, "text": "deterministic Turing machines, probabilistic Turing machines, non-deterministic Turing machines", "probability": 0.04653472825884819 }, { "start_logit": 2.4872758388519287, "end_logit": 1.8047419786453247, "text": "alternating Turing machines. They are all equally powerful in principle", "probability": 0.046092938631772995 }, { "start_logit": 1.915190577507019, "end_logit": 2.3648195266723633, "text": "non-deterministic Turing machines, quantum Turing machines, symmetric Turing machines and alternating Turing machines", "probability": 0.045542776584625244 }, { "start_logit": 1.915190577507019, "end_logit": 2.3645060062408447, "text": "non-deterministic Turing machines", "probability": 0.04552849009633064 }, { "start_logit": 2.4228756427764893, "end_logit": 1.8047419786453247, "text": "quantum Turing machines, symmetric Turing machines and alternating Turing machines. They are all equally powerful in principle", "probability": 0.043218109756708145 }, { "start_logit": 2.0163631439208984, "end_logit": 2.1885600090026855, "text": "symmetric Turing machines", "probability": 0.04224833473563194 }, { "start_logit": 1.9370511770248413, "end_logit": 2.192636489868164, "text": "deterministic Turing machines, probabilistic Turing machines, non-deterministic Turing machines, quantum Turing machines", "probability": 0.039186395704746246 }, { "start_logit": 1.9370511770248413, "end_logit": 2.1885600090026855, "text": "deterministic Turing machines, probabilistic Turing machines, non-deterministic Turing machines, quantum Turing machines, symmetric Turing machines", "probability": 0.03902697563171387 }, { "start_logit": 1.915190577507019, "end_logit": 2.192636489868164, "text": "non-deterministic Turing machines, quantum Turing machines", "probability": 0.038339048624038696 }, { "start_logit": 1.915190577507019, "end_logit": 2.1885600090026855, "text": "non-deterministic Turing machines, quantum Turing machines, symmetric Turing machines", "probability": 0.03818307816982269 }, { "start_logit": 1.5090909004211426, "end_logit": 2.5195090770721436, "text": "Turing machines are used to define complexity classes, such as deterministic Turing machines, probabilistic Turing machines", "probability": 0.03541875630617142 } ], "56e1b00ce3433e14004230a1": [ { "start_logit": 2.4225451946258545, "end_logit": 2.408613681793213, "text": "quantum Turing machines, symmetric Turing machines and alternating Turing machines", "probability": 0.07862881571054459 }, { "start_logit": 2.3914778232574463, "end_logit": 2.408613681793213, "text": "alternating Turing machines", "probability": 0.07622362673282623 }, { "start_logit": 2.4225451946258545, "end_logit": 2.2276721000671387, "text": "quantum Turing machines", "probability": 0.0656144991517067 }, { "start_logit": 2.4225451946258545, "end_logit": 2.1748952865600586, "text": "quantum Turing machines, symmetric Turing machines", "probability": 0.06224140152335167 }, { "start_logit": 2.122732639312744, "end_logit": 2.408613681793213, "text": "symmetric Turing machines and alternating Turing machines", "probability": 0.05826059356331825 }, { "start_logit": 1.9329123497009277, "end_logit": 2.5948493480682373, "text": "deterministic Turing machines", "probability": 0.05805211514234543 }, { "start_logit": 1.9329123497009277, "end_logit": 2.5522496700286865, "text": "deterministic Turing machines, probabilistic Turing machines", "probability": 0.055631041526794434 }, { "start_logit": 1.9319261312484741, "end_logit": 2.408613681793213, "text": "non-deterministic Turing machines, quantum Turing machines, symmetric Turing machines and alternating Turing machines", "probability": 0.04814029112458229 }, { "start_logit": 2.122732639312744, "end_logit": 2.1748952865600586, "text": "symmetric Turing machines", "probability": 0.04611819609999657 }, { "start_logit": 1.9329123497009277, "end_logit": 2.3589165210723877, "text": "deterministic Turing machines, probabilistic Turing machines, non-deterministic Turing machines", "probability": 0.04585153982043266 }, { "start_logit": 1.9319261312484741, "end_logit": 2.3589165210723877, "text": "non-deterministic Turing machines", "probability": 0.04580632224678993 }, { "start_logit": 2.4225451946258545, "end_logit": 1.8640594482421875, "text": "quantum Turing machines, symmetric Turing machines and alternating Turing machines. They are all equally powerful in principle, but when resources (such as time or space", "probability": 0.045612625777721405 }, { "start_logit": 2.3914778232574463, "end_logit": 1.8640594482421875, "text": "alternating Turing machines. They are all equally powerful in principle, but when resources (such as time or space", "probability": 0.04421732574701309 }, { "start_logit": 1.9329123497009277, "end_logit": 2.2276721000671387, "text": "deterministic Turing machines, probabilistic Turing machines, non-deterministic Turing machines, quantum Turing machines", "probability": 0.04021194204688072 }, { "start_logit": 1.9319261312484741, "end_logit": 2.2276721000671387, "text": "non-deterministic Turing machines, quantum Turing machines", "probability": 0.040172312408685684 }, { "start_logit": 1.5328186750411987, "end_logit": 2.5948493480682373, "text": "Turing machines are used to define complexity classes, such as deterministic Turing machines", "probability": 0.038909852504730225 }, { "start_logit": 1.9329123497009277, "end_logit": 2.1748952865600586, "text": "deterministic Turing machines, probabilistic Turing machines, non-deterministic Turing machines, quantum Turing machines, symmetric Turing machines", "probability": 0.03814471885561943 }, { "start_logit": 1.9319261312484741, "end_logit": 2.1748952865600586, "text": "non-deterministic Turing machines, quantum Turing machines, symmetric Turing machines", "probability": 0.038107119500637054 }, { "start_logit": 1.5328186750411987, "end_logit": 2.5522496700286865, "text": "Turing machines are used to define complexity classes, such as deterministic Turing machines, probabilistic Turing machines", "probability": 0.037287116050720215 }, { "start_logit": 1.4762108325958252, "end_logit": 2.5948493480682373, "text": "complexity classes, such as deterministic Turing machines", "probability": 0.036768440157175064 } ], "56e1b169cd28a01900c67a72": [ { "start_logit": 2.964855909347534, "end_logit": 3.4626784324645996, "text": "random access machines", "probability": 0.33039477467536926 }, { "start_logit": 1.703257441520691, "end_logit": 3.4626784324645996, "text": "multi-tape Turing machines have been proposed in the literature, for example random access machines", "probability": 0.09356814622879028 }, { "start_logit": 2.964855909347534, "end_logit": 2.0784542560577393, "text": "random access machines. Perhaps surprisingly, each of these models", "probability": 0.08276988565921783 }, { "start_logit": 1.550498127937317, "end_logit": 3.4626784324645996, "text": "standard multi-tape Turing machines have been proposed in the literature, for example random access machines", "probability": 0.08031291514635086 }, { "start_logit": 1.1620622873306274, "end_logit": 3.4626784324645996, "text": "Many machine models different from the standard multi-tape Turing machines have been proposed in the literature, for example random access machines", "probability": 0.054461538791656494 }, { "start_logit": 0.666415810585022, "end_logit": 3.4626784324645996, "text": "machine models different from the standard multi-tape Turing machines have been proposed in the literature, for example random access machines", "probability": 0.033176716417074203 }, { "start_logit": 2.964855909347534, "end_logit": 1.1563085317611694, "text": "random access machines. Perhaps surprisingly, each of these models can be converted to another without providing any extra computational power", "probability": 0.0329146683216095 }, { "start_logit": 2.964855909347534, "end_logit": 1.030787467956543, "text": "random access machines. Perhaps surprisingly, each of these models can be converted to another without providing any extra computational power. The time and memory consumption", "probability": 0.029031965881586075 }, { "start_logit": 1.727374792098999, "end_logit": 2.2596652507781982, "text": "alternate models", "probability": 0.028783267363905907 }, { "start_logit": 1.703257441520691, "end_logit": 2.179504632949829, "text": "multi-tape Turing machines", "probability": 0.02593299373984337 }, { "start_logit": 0.35339275002479553, "end_logit": 3.4626784324645996, "text": "example random access machines", "probability": 0.024259913712739944 }, { "start_logit": 0.34244781732559204, "end_logit": 3.4626784324645996, "text": "Turing machines have been proposed in the literature, for example random access machines", "probability": 0.023995833471417427 }, { "start_logit": 0.32582077383995056, "end_logit": 3.4626784324645996, "text": "literature, for example random access machines", "probability": 0.023600151762366295 }, { "start_logit": 1.703257441520691, "end_logit": 2.0784542560577393, "text": "multi-tape Turing machines have been proposed in the literature, for example random access machines. Perhaps surprisingly, each of these models", "probability": 0.023440510034561157 }, { "start_logit": 1.550498127937317, "end_logit": 2.179504632949829, "text": "standard multi-tape Turing machines", "probability": 0.022259235382080078 }, { "start_logit": 0.24500493705272675, "end_logit": 3.4626784324645996, "text": "access machines", "probability": 0.02176792174577713 }, { "start_logit": 1.550498127937317, "end_logit": 2.0784542560577393, "text": "standard multi-tape Turing machines have been proposed in the literature, for example random access machines. Perhaps surprisingly, each of these models", "probability": 0.020119845867156982 }, { "start_logit": 2.964855909347534, "end_logit": 0.593882143497467, "text": "random access", "probability": 0.0187555942684412 }, { "start_logit": 1.727374792098999, "end_logit": 1.6316269636154175, "text": "alternate models may vary. What all these models", "probability": 0.015359830111265182 }, { "start_logit": 1.1620622873306274, "end_logit": 2.179504632949829, "text": "Many machine models different from the standard multi-tape Turing machines", "probability": 0.01509435847401619 } ], "56e1b169cd28a01900c67a73": [ { "start_logit": 3.004213333129883, "end_logit": 3.504923105239868, "text": "random access machines", "probability": 0.27965855598449707 }, { "start_logit": 2.186724901199341, "end_logit": 3.504923105239868, "text": "multi-tape Turing machines have been proposed in the literature, for example random access machines", "probability": 0.12348023056983948 }, { "start_logit": 3.004213333129883, "end_logit": 2.2959742546081543, "text": "random access machines. Perhaps surprisingly, each of these models", "probability": 0.08348114788532257 }, { "start_logit": 1.6017704010009766, "end_logit": 3.504923105239868, "text": "standard multi-tape Turing machines have been proposed in the literature, for example random access machines", "probability": 0.06879468262195587 }, { "start_logit": 2.186724901199341, "end_logit": 2.6202502250671387, "text": "multi-tape Turing machines", "probability": 0.050978731364011765 }, { "start_logit": 1.2036410570144653, "end_logit": 3.504923105239868, "text": "Many machine models different from the standard multi-tape Turing machines have been proposed in the literature, for example random access machines", "probability": 0.046200815588235855 }, { "start_logit": 1.134719967842102, "end_logit": 3.504923105239868, "text": "machine models different from the standard multi-tape Turing machines have been proposed in the literature, for example random access machines", "probability": 0.04312385618686676 }, { "start_logit": 2.186724901199341, "end_logit": 2.2959742546081543, "text": "multi-tape Turing machines have been proposed in the literature, for example random access machines. Perhaps surprisingly, each of these models", "probability": 0.036860208958387375 }, { "start_logit": 3.004213333129883, "end_logit": 1.2793493270874023, "text": "random access machines. Perhaps surprisingly, each of these models can be converted to another without providing any extra computational power", "probability": 0.03020464815199375 }, { "start_logit": 1.6017704010009766, "end_logit": 2.6202502250671387, "text": "standard multi-tape Turing machines", "probability": 0.02840183489024639 }, { "start_logit": 3.004213333129883, "end_logit": 1.1708725690841675, "text": "random access machines. Perhaps surprisingly, each of these models can be converted to another without providing any extra computational power. The time and memory consumption", "probability": 0.0270996056497097 }, { "start_logit": 1.653028964996338, "end_logit": 2.4735465049743652, "text": "alternate models", "probability": 0.02581636607646942 }, { "start_logit": 0.6063844561576843, "end_logit": 3.504923105239868, "text": "Turing machines have been proposed in the literature, for example random access machines", "probability": 0.025425199419260025 }, { "start_logit": 0.48186519742012024, "end_logit": 3.504923105239868, "text": "example random access machines", "probability": 0.022448446601629257 }, { "start_logit": 1.6017704010009766, "end_logit": 2.2959742546081543, "text": "standard multi-tape Turing machines have been proposed in the literature, for example random access machines. Perhaps surprisingly, each of these models", "probability": 0.020535966381430626 }, { "start_logit": 0.38064485788345337, "end_logit": 3.504923105239868, "text": "literature, for example random access machines", "probability": 0.020287422463297844 }, { "start_logit": 1.2036410570144653, "end_logit": 2.6202502250671387, "text": "Many machine models different from the standard multi-tape Turing machines", "probability": 0.019073965027928352 }, { "start_logit": 1.134719967842102, "end_logit": 2.6202502250671387, "text": "machine models different from the standard multi-tape Turing machines", "probability": 0.017803644761443138 }, { "start_logit": 0.16584181785583496, "end_logit": 3.504923105239868, "text": "access machines", "probability": 0.01636587083339691 }, { "start_logit": 3.004213333129883, "end_logit": 0.5074682831764221, "text": "random access", "probability": 0.013958864845335484 } ], "56e1b169cd28a01900c67a74": [ { "start_logit": 2.9205362796783447, "end_logit": 3.3665215969085693, "text": "random access machines", "probability": 0.24940447509288788 }, { "start_logit": 2.16489577293396, "end_logit": 3.3665215969085693, "text": "multi-tape Turing machines have been proposed in the literature, for example random access machines", "probability": 0.11714770644903183 }, { "start_logit": 2.9205362796783447, "end_logit": 2.3115901947021484, "text": "random access machines. Perhaps surprisingly, each of these models", "probability": 0.08684668689966202 }, { "start_logit": 1.7508338689804077, "end_logit": 3.3665215969085693, "text": "standard multi-tape Turing machines have been proposed in the literature, for example random access machines", "probability": 0.07742993533611298 }, { "start_logit": 2.16489577293396, "end_logit": 2.5886871814727783, "text": "multi-tape Turing machines", "probability": 0.05381762608885765 }, { "start_logit": 2.16489577293396, "end_logit": 2.3115901947021484, "text": "multi-tape Turing machines have been proposed in the literature, for example random access machines. Perhaps surprisingly, each of these models", "probability": 0.04079274460673332 }, { "start_logit": 1.0785249471664429, "end_logit": 3.3665215969085693, "text": "Turing machines have been proposed in the literature, for example random access machines", "probability": 0.0395301878452301 }, { "start_logit": 1.076973795890808, "end_logit": 3.3665215969085693, "text": "Many machine models different from the standard multi-tape Turing machines have been proposed in the literature, for example random access machines", "probability": 0.039468914270401 }, { "start_logit": 1.7508338689804077, "end_logit": 2.5886871814727783, "text": "standard multi-tape Turing machines", "probability": 0.035571299493312836 }, { "start_logit": 1.774875521659851, "end_logit": 2.5470664501190186, "text": "alternate models", "probability": 0.034951452165842056 }, { "start_logit": 0.8545447587966919, "end_logit": 3.3665215969085693, "text": "machine models different from the standard multi-tape Turing machines have been proposed in the literature, for example random access machines", "probability": 0.03159770742058754 }, { "start_logit": 2.9205362796783447, "end_logit": 1.2418454885482788, "text": "random access machines. Perhaps surprisingly, each of these models can be converted to another without providing any extra computational power", "probability": 0.029796764254570007 }, { "start_logit": 1.7508338689804077, "end_logit": 2.3115901947021484, "text": "standard multi-tape Turing machines have been proposed in the literature, for example random access machines. Perhaps surprisingly, each of these models", "probability": 0.02696237340569496 }, { "start_logit": 0.5217208862304688, "end_logit": 3.3665215969085693, "text": "literature, for example random access machines", "probability": 0.02265228144824505 }, { "start_logit": 0.5203876495361328, "end_logit": 3.3665215969085693, "text": "example random access machines", "probability": 0.02262210100889206 }, { "start_logit": 2.9205362796783447, "end_logit": 0.9401036500930786, "text": "random access machines. Perhaps surprisingly, each of these models can be converted to another without providing any extra computational power. The time and memory consumption", "probability": 0.022035574540495872 }, { "start_logit": 1.0785249471664429, "end_logit": 2.5886871814727783, "text": "Turing machines", "probability": 0.018160158768296242 }, { "start_logit": 1.076973795890808, "end_logit": 2.5886871814727783, "text": "Many machine models different from the standard multi-tape Turing machines", "probability": 0.018132010474801064 }, { "start_logit": 1.774875521659851, "end_logit": 1.8161243200302124, "text": "alternate models may vary. What all these models", "probability": 0.016827557235956192 }, { "start_logit": 0.18970561027526855, "end_logit": 3.3665215969085693, "text": "access machines", "probability": 0.01625247858464718 } ], "56e1b169cd28a01900c67a75": [ { "start_logit": 2.800764560699463, "end_logit": 3.372323751449585, "text": "random access machines", "probability": 0.245468407869339 }, { "start_logit": 2.2782135009765625, "end_logit": 3.372323751449585, "text": "multi-tape Turing machines have been proposed in the literature, for example random access machines", "probability": 0.1455642729997635 }, { "start_logit": 1.6393879652023315, "end_logit": 3.372323751449585, "text": "standard multi-tape Turing machines have been proposed in the literature, for example random access machines", "probability": 0.07684510946273804 }, { "start_logit": 2.800764560699463, "end_logit": 2.1973042488098145, "text": "random access machines. Perhaps surprisingly, each of these models", "probability": 0.07580384612083435 }, { "start_logit": 2.2782135009765625, "end_logit": 2.5361292362213135, "text": "multi-tape Turing machines", "probability": 0.06308119744062424 }, { "start_logit": 1.1275080442428589, "end_logit": 3.372323751449585, "text": "Many machine models different from the standard multi-tape Turing machines have been proposed in the literature, for example random access machines", "probability": 0.046058475971221924 }, { "start_logit": 2.2782135009765625, "end_logit": 2.1973042488098145, "text": "multi-tape Turing machines have been proposed in the literature, for example random access machines. Perhaps surprisingly, each of these models", "probability": 0.04495212063193321 }, { "start_logit": 1.6393879652023315, "end_logit": 2.5361292362213135, "text": "standard multi-tape Turing machines", "probability": 0.033301327377557755 }, { "start_logit": 0.7983279228210449, "end_logit": 3.372323751449585, "text": "Turing machines have been proposed in the literature, for example random access machines", "probability": 0.03313968703150749 }, { "start_logit": 2.800764560699463, "end_logit": 1.2232953310012817, "text": "random access machines. Perhaps surprisingly, each of these models can be converted to another without providing any extra computational power", "probability": 0.028620978817343712 }, { "start_logit": 1.5028115510940552, "end_logit": 2.4900825023651123, "text": "alternate models", "probability": 0.027742745354771614 }, { "start_logit": 0.5156460404396057, "end_logit": 3.372323751449585, "text": "example random access machines", "probability": 0.0249793604016304 }, { "start_logit": 0.5031268000602722, "end_logit": 3.372323751449585, "text": "machine models different from the standard multi-tape Turing machines have been proposed in the literature, for example random access machines", "probability": 0.024668589234352112 }, { "start_logit": 2.800764560699463, "end_logit": 1.0652753114700317, "text": "random access machines. Perhaps surprisingly, each of these models can be converted to another without providing any extra computational power. The time and memory consumption", "probability": 0.02443752810359001 }, { "start_logit": 1.6393879652023315, "end_logit": 2.1973042488098145, "text": "standard multi-tape Turing machines have been proposed in the literature, for example random access machines. Perhaps surprisingly, each of these models", "probability": 0.023730767890810966 }, { "start_logit": 0.3850099444389343, "end_logit": 3.372323751449585, "text": "literature, for example random access machines", "probability": 0.02192031778395176 }, { "start_logit": 1.1275080442428589, "end_logit": 2.5361292362213135, "text": "Many machine models different from the standard multi-tape Turing machines", "probability": 0.019959744065999985 }, { "start_logit": 0.7983279228210449, "end_logit": 2.5361292362213135, "text": "Turing machines", "probability": 0.014361303299665451 }, { "start_logit": 1.5028115510940552, "end_logit": 1.7756941318511963, "text": "alternate models may vary. What all these models", "probability": 0.013579835183918476 }, { "start_logit": 1.1275080442428589, "end_logit": 2.0091776847839355, "text": "Many machine models", "probability": 0.011784275062382221 } ], "56e1b355e3433e14004230b0": [ { "start_logit": 2.451765537261963, "end_logit": 2.8729476928710938, "text": "non-deterministic Turing machine", "probability": 0.18629314005374908 }, { "start_logit": 2.1642487049102783, "end_logit": 2.29209566116333, "text": "non-deterministic Turing machine", "probability": 0.07817522436380386 }, { "start_logit": 2.451765537261963, "end_logit": 1.770244836807251, "text": "non-deterministic Turing machine is a computational model", "probability": 0.06184423342347145 }, { "start_logit": 1.287601113319397, "end_logit": 2.8729476928710938, "text": "more unusual resources. For example, a non-deterministic Turing machine", "probability": 0.05815762281417847 }, { "start_logit": 2.451765537261963, "end_logit": 1.683067798614502, "text": "non-deterministic Turing machine is a computational model that is allowed to branch out to check many different possibilities at once", "probability": 0.05668114125728607 }, { "start_logit": 1.1473016738891602, "end_logit": 2.8729476928710938, "text": "deterministic Turing machine", "probability": 0.050544675439596176 }, { "start_logit": 1.143873929977417, "end_logit": 2.8729476928710938, "text": "Turing machine", "probability": 0.05037173256278038 }, { "start_logit": 2.1642487049102783, "end_logit": 1.8505477905273438, "text": "non-deterministic Turing machine has very little to do with how we physically want to compute algorithms", "probability": 0.05026979744434357 }, { "start_logit": 1.102620244026184, "end_logit": 2.8729476928710938, "text": "a non-deterministic Turing machine", "probability": 0.0483359731733799 }, { "start_logit": 1.6678972244262695, "end_logit": 2.29209566116333, "text": "many different possibilities at once. The non-deterministic Turing machine", "probability": 0.04758897423744202 }, { "start_logit": 0.9971614480018616, "end_logit": 2.8729476928710938, "text": "computational problems are easier to analyze in terms of more unusual resources. For example, a non-deterministic Turing machine", "probability": 0.04349810257554054 }, { "start_logit": 0.972965657711029, "end_logit": 2.8729476928710938, "text": "some computational problems are easier to analyze in terms of more unusual resources. For example, a non-deterministic Turing machine", "probability": 0.042458269745111465 }, { "start_logit": 2.451765537261963, "end_logit": 1.2181038856506348, "text": "non-deterministic Turing machine is a computational model that is allowed to branch out to check many different possibilities", "probability": 0.03560469672083855 }, { "start_logit": 1.6678972244262695, "end_logit": 1.8505477905273438, "text": "many different possibilities at once. The non-deterministic Turing machine has very little to do with how we physically want to compute algorithms", "probability": 0.030601629987359047 }, { "start_logit": 1.7105295658111572, "end_logit": 1.769742727279663, "text": "non-deterministic time", "probability": 0.02945549599826336 }, { "start_logit": 1.1788463592529297, "end_logit": 2.29209566116333, "text": "computational model that is allowed to branch out to check many different possibilities at once. The non-deterministic Turing machine", "probability": 0.0291819479316473 }, { "start_logit": 1.143873929977417, "end_logit": 2.29209566116333, "text": "Turing machine is a computational model that is allowed to branch out to check many different possibilities at once. The non-deterministic Turing machine", "probability": 0.028179023414850235 }, { "start_logit": 1.6678972244262695, "end_logit": 1.683067798614502, "text": "many different possibilities at once", "probability": 0.0258826594799757 }, { "start_logit": 2.451765537261963, "end_logit": 0.8357338905334473, "text": "non-deterministic", "probability": 0.02429104410111904 }, { "start_logit": 0.9225642681121826, "end_logit": 2.29209566116333, "text": "different possibilities at once. The non-deterministic Turing machine", "probability": 0.022584598511457443 } ], "56e1b355e3433e14004230b1": [ { "start_logit": 2.519228458404541, "end_logit": 3.1160032749176025, "text": "non-deterministic Turing machine", "probability": 0.2120312750339508 }, { "start_logit": 2.1904475688934326, "end_logit": 2.4670653343200684, "text": "non-deterministic Turing machine", "probability": 0.0797593891620636 }, { "start_logit": 1.4791017770767212, "end_logit": 3.1160032749176025, "text": "Turing machine", "probability": 0.07493394613265991 }, { "start_logit": 2.519228458404541, "end_logit": 1.8846895694732666, "text": "non-deterministic Turing machine is a computational model", "probability": 0.061893802136182785 }, { "start_logit": 1.1675728559494019, "end_logit": 3.1160032749176025, "text": "more unusual resources. For example, a non-deterministic Turing machine", "probability": 0.05487609654664993 }, { "start_logit": 2.1904475688934326, "end_logit": 1.9629210233688354, "text": "non-deterministic Turing machine has very little to do with how we physically want to compute algorithms", "probability": 0.04817645251750946 }, { "start_logit": 1.0302077531814575, "end_logit": 3.1160032749176025, "text": "computational problems are easier to analyze in terms of more unusual resources. For example, a non-deterministic Turing machine", "probability": 0.04783286526799202 }, { "start_logit": 2.519228458404541, "end_logit": 1.5946842432022095, "text": "non-deterministic Turing machine is a computational model that is allowed to branch out to check many different possibilities at once", "probability": 0.04631262272596359 }, { "start_logit": 0.990085244178772, "end_logit": 3.1160032749176025, "text": "deterministic Turing machine", "probability": 0.045951683074235916 }, { "start_logit": 0.9660390615463257, "end_logit": 3.1160032749176025, "text": "a non-deterministic Turing machine", "probability": 0.04485988989472389 }, { "start_logit": 1.5530011653900146, "end_logit": 2.4670653343200684, "text": "many different possibilities at once. The non-deterministic Turing machine", "probability": 0.04216405749320984 }, { "start_logit": 1.4791017770767212, "end_logit": 2.4670653343200684, "text": "Turing machine is a computational model that is allowed to branch out to check many different possibilities at once. The non-deterministic Turing machine", "probability": 0.039160508662462234 }, { "start_logit": 1.7778282165527344, "end_logit": 2.126187801361084, "text": "non-deterministic time", "probability": 0.03754416108131409 }, { "start_logit": 0.5948516130447388, "end_logit": 3.1160032749176025, "text": "some computational problems are easier to analyze in terms of more unusual resources. For example, a non-deterministic Turing machine", "probability": 0.03094949945807457 }, { "start_logit": 1.5530011653900146, "end_logit": 1.9629210233688354, "text": "many different possibilities at once. The non-deterministic Turing machine has very little to do with how we physically want to compute algorithms", "probability": 0.02546802908182144 }, { "start_logit": 0.9547675251960754, "end_logit": 2.4670653343200684, "text": "computational model that is allowed to branch out to check many different possibilities at once. The non-deterministic Turing machine", "probability": 0.023181037977337837 }, { "start_logit": 2.519228458404541, "end_logit": 0.8534402251243591, "text": "non-deterministic Turing machine is a computational model that is allowed to branch out to check many different possibilities", "probability": 0.022068927064538002 }, { "start_logit": 1.4791017770767212, "end_logit": 1.8846895694732666, "text": "Turing machine is a computational model", "probability": 0.021873880177736282 }, { "start_logit": 2.519228458404541, "end_logit": 0.8071791529655457, "text": "non-deterministic", "probability": 0.02107124961912632 }, { "start_logit": 0.8016831278800964, "end_logit": 2.4670653343200684, "text": "Turing machine", "probability": 0.019890660420060158 } ], "56e1b355e3433e14004230b2": [ { "start_logit": 2.1388907432556152, "end_logit": 2.7646982669830322, "text": "non-deterministic Turing machine", "probability": 0.14963693916797638 }, { "start_logit": 1.8159197568893433, "end_logit": 2.3670685291290283, "text": "non-deterministic Turing machine", "probability": 0.07279234379529953 }, { "start_logit": 1.3615598678588867, "end_logit": 2.7646982669830322, "text": "more unusual resources. For example, a non-deterministic Turing machine", "probability": 0.06877777725458145 }, { "start_logit": 1.2396855354309082, "end_logit": 2.7646982669830322, "text": "a non-deterministic Turing machine", "probability": 0.060886211693286896 }, { "start_logit": 1.1754759550094604, "end_logit": 2.7646982669830322, "text": "Turing machine", "probability": 0.05709957703948021 }, { "start_logit": 2.1388907432556152, "end_logit": 1.6792510747909546, "text": "non-deterministic Turing machine is a computational model", "probability": 0.050539977848529816 }, { "start_logit": 1.0440925359725952, "end_logit": 2.7646982669830322, "text": "deterministic Turing machine", "probability": 0.05006956681609154 }, { "start_logit": 1.4302420616149902, "end_logit": 2.3670685291290283, "text": "many different possibilities at once. The non-deterministic Turing machine", "probability": 0.0494980551302433 }, { "start_logit": 2.1388907432556152, "end_logit": 1.6482561826705933, "text": "non-deterministic Turing machine is a computational model that is allowed to branch out to check many different possibilities at once", "probability": 0.04899752512574196 }, { "start_logit": 1.8159197568893433, "end_logit": 1.95521879196167, "text": "non-deterministic Turing machine has very little to do with how we physically want to compute algorithms", "probability": 0.04821939766407013 }, { "start_logit": 0.920440137386322, "end_logit": 2.7646982669830322, "text": "some computational problems are easier to analyze in terms of more unusual resources. For example, a non-deterministic Turing machine", "probability": 0.04424583539366722 }, { "start_logit": 0.8966100811958313, "end_logit": 2.7646982669830322, "text": "computational problems are easier to analyze in terms of more unusual resources. For example, a non-deterministic Turing machine", "probability": 0.04320390895009041 }, { "start_logit": 1.5996453762054443, "end_logit": 2.0318446159362793, "text": "non-deterministic time", "probability": 0.04193466156721115 }, { "start_logit": 1.1754759550094604, "end_logit": 2.3670685291290283, "text": "Turing machine is a computational model that is allowed to branch out to check many different possibilities at once. The non-deterministic Turing machine", "probability": 0.03836582601070404 }, { "start_logit": 1.1375552415847778, "end_logit": 2.3670685291290283, "text": "computational model that is allowed to branch out to check many different possibilities at once. The non-deterministic Turing machine", "probability": 0.03693821281194687 }, { "start_logit": 1.4302420616149902, "end_logit": 1.95521879196167, "text": "many different possibilities at once. The non-deterministic Turing machine has very little to do with how we physically want to compute algorithms", "probability": 0.03278869017958641 }, { "start_logit": 1.2530035972595215, "end_logit": 2.0111238956451416, "text": "very little to do with how we physically want to compute algorithms, but its branching exactly captures many of the mathematical models", "probability": 0.029042204841971397 }, { "start_logit": 1.2530035972595215, "end_logit": 1.95521879196167, "text": "very little to do with how we physically want to compute algorithms", "probability": 0.027463149279356003 }, { "start_logit": 0.7477087378501892, "end_logit": 2.3670685291290283, "text": "Turing machine", "probability": 0.025013109669089317 }, { "start_logit": 2.1388907432556152, "end_logit": 0.9546303153038025, "text": "non-deterministic Turing machine is a computational model that is allowed to branch out to check many different possibilities", "probability": 0.02448703534901142 } ], "56e1b355e3433e14004230b3": [ { "start_logit": 2.3349227905273438, "end_logit": 2.9066901206970215, "text": "non-deterministic Turing machine", "probability": 0.17875699698925018 }, { "start_logit": 1.937484860420227, "end_logit": 2.504302740097046, "text": "non-deterministic Turing machine", "probability": 0.08033473044633865 }, { "start_logit": 1.4438955783843994, "end_logit": 2.9066901206970215, "text": "more unusual resources. For example, a non-deterministic Turing machine", "probability": 0.07333224266767502 }, { "start_logit": 1.2821961641311646, "end_logit": 2.9066901206970215, "text": "Turing machine", "probability": 0.06238348409533501 }, { "start_logit": 1.1436545848846436, "end_logit": 2.9066901206970215, "text": "a non-deterministic Turing machine", "probability": 0.05431274324655533 }, { "start_logit": 2.3349227905273438, "end_logit": 1.6405304670333862, "text": "non-deterministic Turing machine is a computational model that is allowed to branch out to check many different possibilities at once", "probability": 0.050393782556056976 }, { "start_logit": 0.9946326017379761, "end_logit": 2.9066901206970215, "text": "deterministic Turing machine", "probability": 0.046793170273303986 }, { "start_logit": 1.3855597972869873, "end_logit": 2.504302740097046, "text": "many different possibilities at once. The non-deterministic Turing machine", "probability": 0.04625996574759483 }, { "start_logit": 1.937484860420227, "end_logit": 1.908183217048645, "text": "non-deterministic Turing machine has very little to do with how we physically want to compute algorithms", "probability": 0.04426005110144615 }, { "start_logit": 0.9223145842552185, "end_logit": 2.9066901206970215, "text": "computational problems are easier to analyze in terms of more unusual resources. For example, a non-deterministic Turing machine", "probability": 0.043528638780117035 }, { "start_logit": 0.883065938949585, "end_logit": 2.9066901206970215, "text": "some computational problems are easier to analyze in terms of more unusual resources. For example, a non-deterministic Turing machine", "probability": 0.041853293776512146 }, { "start_logit": 1.2821961641311646, "end_logit": 2.504302740097046, "text": "Turing machine is a computational model that is allowed to branch out to check many different possibilities at once. The non-deterministic Turing machine", "probability": 0.04171719774603844 }, { "start_logit": 2.3349227905273438, "end_logit": 1.4309395551681519, "text": "non-deterministic Turing machine is a computational model", "probability": 0.04086511582136154 }, { "start_logit": 0.7474327087402344, "end_logit": 2.9066901206970215, "text": "unusual resources. For example, a non-deterministic Turing machine", "probability": 0.036544736474752426 }, { "start_logit": 1.6057974100112915, "end_logit": 1.9833340644836426, "text": "non-deterministic time", "probability": 0.03424517437815666 }, { "start_logit": 0.9963690042495728, "end_logit": 2.504302740097046, "text": "computational model that is allowed to branch out to check many different possibilities at once. The non-deterministic Turing machine", "probability": 0.03134598955512047 }, { "start_logit": 1.3855597972869873, "end_logit": 1.908183217048645, "text": "many different possibilities at once. The non-deterministic Turing machine has very little to do with how we physically want to compute algorithms", "probability": 0.025486718863248825 }, { "start_logit": 0.7189620137214661, "end_logit": 2.504302740097046, "text": "Turing machine", "probability": 0.02375229448080063 }, { "start_logit": 0.6747557520866394, "end_logit": 2.504302740097046, "text": "deterministic Turing machine", "probability": 0.022725166752934456 }, { "start_logit": 1.076505184173584, "end_logit": 2.0287580490112305, "text": "very little to do with how we physically want to compute algorithms, but its branching exactly captures many of the mathematical models", "probability": 0.021108537912368774 } ], "56e1b62ecd28a01900c67aa3": [ { "start_logit": 2.049791097640991, "end_logit": 3.0325849056243896, "text": "deterministic Turing machine", "probability": 0.14117656648159027 }, { "start_logit": 1.9596754312515259, "end_logit": 3.0325849056243896, "text": "computational model such as the deterministic Turing machine", "probability": 0.12901076674461365 }, { "start_logit": 2.049791097640991, "end_logit": 2.5086193084716797, "text": "deterministic Turing machine is used. The time required by a deterministic Turing machine M on input x", "probability": 0.08360020816326141 }, { "start_logit": 1.9596754312515259, "end_logit": 2.5086193084716797, "text": "computational model such as the deterministic Turing machine is used. The time required by a deterministic Turing machine M on input x", "probability": 0.07639597356319427 }, { "start_logit": 1.4356149435043335, "end_logit": 3.0325849056243896, "text": "the deterministic Turing machine", "probability": 0.07638873159885406 }, { "start_logit": 1.2200309038162231, "end_logit": 3.0325849056243896, "text": "Turing machine", "probability": 0.06157471984624863 }, { "start_logit": 1.9596754312515259, "end_logit": 2.1218912601470947, "text": "computational model", "probability": 0.05189395323395729 }, { "start_logit": 1.4356149435043335, "end_logit": 2.5086193084716797, "text": "the deterministic Turing machine is used. The time required by a deterministic Turing machine M on input x", "probability": 0.045234937220811844 }, { "start_logit": 1.3876066207885742, "end_logit": 2.5086193084716797, "text": "input x", "probability": 0.04311458393931389 }, { "start_logit": 2.049791097640991, "end_logit": 1.832813024520874, "text": "deterministic Turing machine is used. The time required by a deterministic Turing machine M on input x is the total number of state transitions", "probability": 0.042531270533800125 }, { "start_logit": 1.2811025381088257, "end_logit": 2.5086193084716797, "text": "deterministic Turing machine M on input x", "probability": 0.038758784532547 }, { "start_logit": 1.2200309038162231, "end_logit": 2.5086193084716797, "text": "Turing machine is used. The time required by a deterministic Turing machine M on input x", "probability": 0.036462537944316864 }, { "start_logit": 2.049791097640991, "end_logit": 1.3296997547149658, "text": "deterministic Turing machine is used. The time required by a deterministic Turing machine M", "probability": 0.025716328993439674 }, { "start_logit": 1.9596754312515259, "end_logit": 1.3296997547149658, "text": "computational model such as the deterministic Turing machine is used. The time required by a deterministic Turing machine M", "probability": 0.023500243201851845 }, { "start_logit": 1.4356149435043335, "end_logit": 1.832813024520874, "text": "the deterministic Turing machine is used. The time required by a deterministic Turing machine M on input x is the total number of state transitions", "probability": 0.023013092577457428 }, { "start_logit": 1.3876066207885742, "end_logit": 1.832813024520874, "text": "input x is the total number of state transitions", "probability": 0.021934375166893005 }, { "start_logit": 1.4495127201080322, "end_logit": 1.7509503364562988, "text": "complexity theory", "probability": 0.021500976756215096 }, { "start_logit": 1.319014549255371, "end_logit": 1.8027538061141968, "text": "yes\" or \"no\"). A Turing machine M", "probability": 0.019873833283782005 }, { "start_logit": 1.2811025381088257, "end_logit": 1.832813024520874, "text": "deterministic Turing machine M on input x is the total number of state transitions", "probability": 0.01971837319433689 }, { "start_logit": 1.3045594692230225, "end_logit": 1.7509503364562988, "text": "time f(n) that solves the problem. Since complexity theory", "probability": 0.018599694594740868 } ], "56e1b62ecd28a01900c67aa4": [ { "start_logit": 2.3108510971069336, "end_logit": 3.222836494445801, "text": "deterministic Turing machine", "probability": 0.19150669872760773 }, { "start_logit": 1.896438717842102, "end_logit": 3.222836494445801, "text": "computational model such as the deterministic Turing machine", "probability": 0.12653391063213348 }, { "start_logit": 1.3843579292297363, "end_logit": 3.222836494445801, "text": "Turing machine", "probability": 0.07582511752843857 }, { "start_logit": 2.3108510971069336, "end_logit": 2.2381813526153564, "text": "deterministic Turing machine is used. The time required by a deterministic Turing machine M on input x", "probability": 0.07154076546430588 }, { "start_logit": 1.314995527267456, "end_logit": 3.222836494445801, "text": "the deterministic Turing machine", "probability": 0.07074397802352905 }, { "start_logit": 1.896438717842102, "end_logit": 2.2381813526153564, "text": "computational model such as the deterministic Turing machine is used. The time required by a deterministic Turing machine M on input x", "probability": 0.04726903513073921 }, { "start_logit": 1.8123059272766113, "end_logit": 2.2381813526153564, "text": "input x", "probability": 0.043454859405756 }, { "start_logit": 2.3108510971069336, "end_logit": 1.7351949214935303, "text": "deterministic Turing machine is used. The time required by a deterministic Turing machine M on input x is the total number of state transitions", "probability": 0.0432622954249382 }, { "start_logit": 2.3108510971069336, "end_logit": 1.7021855115890503, "text": "deterministic Turing machine is used. The time required by a deterministic Turing machine M", "probability": 0.04185754060745239 }, { "start_logit": 1.896438717842102, "end_logit": 2.0463061332702637, "text": "computational model", "probability": 0.03901631757616997 }, { "start_logit": 1.486328363418579, "end_logit": 2.2381813526153564, "text": "deterministic Turing machine M on input x", "probability": 0.03136664256453514 }, { "start_logit": 1.3843579292297363, "end_logit": 2.2381813526153564, "text": "Turing machine is used. The time required by a deterministic Turing machine M on input x", "probability": 0.028325842693448067 }, { "start_logit": 1.896438717842102, "end_logit": 1.7021855115890503, "text": "computational model such as the deterministic Turing machine is used. The time required by a deterministic Turing machine M", "probability": 0.027656463906168938 }, { "start_logit": 1.314995527267456, "end_logit": 2.2381813526153564, "text": "the deterministic Turing machine is used. The time required by a deterministic Turing machine M on input x", "probability": 0.026427684351801872 }, { "start_logit": 1.8123059272766113, "end_logit": 1.7351949214935303, "text": "input x is the total number of state transitions", "probability": 0.02627810649573803 }, { "start_logit": 1.8123059272766113, "end_logit": 1.6424140930175781, "text": "input x is the total number of state transitions, or steps", "probability": 0.02394968643784523 }, { "start_logit": 1.5187315940856934, "end_logit": 1.893534541130066, "text": "complexity theory", "probability": 0.022954214364290237 }, { "start_logit": 1.1610794067382812, "end_logit": 2.2381813526153564, "text": "Turing machine M on input x", "probability": 0.022657614201307297 }, { "start_logit": 1.401017427444458, "end_logit": 1.893534541130066, "text": "time f(n) that solves the problem. Since complexity theory", "probability": 0.020405147224664688 }, { "start_logit": 1.486328363418579, "end_logit": 1.7351949214935303, "text": "deterministic Turing machine M on input x is the total number of state transitions", "probability": 0.018968097865581512 } ], "56e1b62ecd28a01900c67aa5": [ { "start_logit": 2.055955648422241, "end_logit": 2.903777837753296, "text": "deterministic Turing machine", "probability": 0.14981426298618317 }, { "start_logit": 1.783235788345337, "end_logit": 2.903777837753296, "text": "computational model such as the deterministic Turing machine", "probability": 0.11405449360609055 }, { "start_logit": 2.055955648422241, "end_logit": 2.2905611991882324, "text": "deterministic Turing machine is used. The time required by a deterministic Turing machine M on input x", "probability": 0.08114027976989746 }, { "start_logit": 1.2980655431747437, "end_logit": 2.903777837753296, "text": "the deterministic Turing machine", "probability": 0.07021106779575348 }, { "start_logit": 1.183102011680603, "end_logit": 2.903777837753296, "text": "Turing machine", "probability": 0.06258605420589447 }, { "start_logit": 1.783235788345337, "end_logit": 2.2905611991882324, "text": "computational model such as the deterministic Turing machine is used. The time required by a deterministic Turing machine M on input x", "probability": 0.061772607266902924 }, { "start_logit": 1.733304738998413, "end_logit": 2.2905611991882324, "text": "input x", "probability": 0.05876394361257553 }, { "start_logit": 1.783235788345337, "end_logit": 1.9749741554260254, "text": "computational model", "probability": 0.04505448788404465 }, { "start_logit": 2.055955648422241, "end_logit": 1.6817336082458496, "text": "deterministic Turing machine is used. The time required by a deterministic Turing machine M on input x is the total number of state transitions", "probability": 0.04413936659693718 }, { "start_logit": 1.2980655431747437, "end_logit": 2.2905611991882324, "text": "the deterministic Turing machine is used. The time required by a deterministic Turing machine M on input x", "probability": 0.03802674263715744 }, { "start_logit": 1.2079882621765137, "end_logit": 2.2905611991882324, "text": "deterministic Turing machine M on input x", "probability": 0.03475113585591316 }, { "start_logit": 1.183102011680603, "end_logit": 2.2905611991882324, "text": "Turing machine is used. The time required by a deterministic Turing machine M on input x", "probability": 0.03389698639512062 }, { "start_logit": 1.6517773866653442, "end_logit": 1.7806397676467896, "text": "yes\" or \"no\"). A Turing machine M", "probability": 0.03252730518579483 }, { "start_logit": 1.733304738998413, "end_logit": 1.6817336082458496, "text": "input x is the total number of state transitions", "probability": 0.031966906040906906 }, { "start_logit": 2.055955648422241, "end_logit": 1.336987853050232, "text": "deterministic Turing machine is used. The time required by a deterministic Turing machine M", "probability": 0.03126833960413933 }, { "start_logit": 1.733304738998413, "end_logit": 1.5276983976364136, "text": "input x is the total number of state transitions, or steps", "probability": 0.027403365820646286 }, { "start_logit": 1.783235788345337, "end_logit": 1.336987853050232, "text": "computational model such as the deterministic Turing machine is used. The time required by a deterministic Turing machine M", "probability": 0.02380477637052536 }, { "start_logit": 1.2980655431747437, "end_logit": 1.6817336082458496, "text": "the deterministic Turing machine is used. The time required by a deterministic Turing machine M on input x is the total number of state transitions", "probability": 0.02068610116839409 }, { "start_logit": 1.530362606048584, "end_logit": 1.3763182163238525, "text": "complexity theory", "probability": 0.019227540120482445 }, { "start_logit": 1.2079882621765137, "end_logit": 1.6817336082458496, "text": "deterministic Turing machine M on input x is the total number of state transitions", "probability": 0.01890420913696289 } ], "56e1b62ecd28a01900c67aa6": [ { "start_logit": 2.161513328552246, "end_logit": 2.859915256500244, "text": "deterministic Turing machine", "probability": 0.15754434466362 }, { "start_logit": 1.7003295421600342, "end_logit": 2.859915256500244, "text": "computational model such as the deterministic Turing machine", "probability": 0.09933747351169586 }, { "start_logit": 2.161513328552246, "end_logit": 2.3543541431427, "text": "deterministic Turing machine is used. The time required by a deterministic Turing machine M on input x", "probability": 0.09502553194761276 }, { "start_logit": 1.2318345308303833, "end_logit": 2.859915256500244, "text": "the deterministic Turing machine", "probability": 0.06217966601252556 }, { "start_logit": 1.7003295421600342, "end_logit": 2.3543541431427, "text": "computational model such as the deterministic Turing machine is used. The time required by a deterministic Turing machine M on input x", "probability": 0.059917107224464417 }, { "start_logit": 1.6627622842788696, "end_logit": 2.3543541431427, "text": "input x", "probability": 0.05770794674754143 }, { "start_logit": 1.156807780265808, "end_logit": 2.859915256500244, "text": "Turing machine", "probability": 0.0576852485537529 }, { "start_logit": 2.161513328552246, "end_logit": 1.7395280599594116, "text": "deterministic Turing machine is used. The time required by a deterministic Turing machine M on input x is the total number of state transitions", "probability": 0.05138364061713219 }, { "start_logit": 1.7003295421600342, "end_logit": 2.082867383956909, "text": "computational model", "probability": 0.04567153751850128 }, { "start_logit": 1.3859801292419434, "end_logit": 2.3543541431427, "text": "deterministic Turing machine M on input x", "probability": 0.04375530034303665 }, { "start_logit": 1.2318345308303833, "end_logit": 2.3543541431427, "text": "the deterministic Turing machine is used. The time required by a deterministic Turing machine M on input x", "probability": 0.037504732608795166 }, { "start_logit": 1.156807780265808, "end_logit": 2.3543541431427, "text": "Turing machine is used. The time required by a deterministic Turing machine M on input x", "probability": 0.03479383513331413 }, { "start_logit": 1.6627622842788696, "end_logit": 1.7395280599594116, "text": "input x is the total number of state transitions", "probability": 0.031204700469970703 }, { "start_logit": 2.161513328552246, "end_logit": 1.2285929918289185, "text": "deterministic Turing machine is used. The time required by a deterministic Turing machine M", "probability": 0.030826803296804428 }, { "start_logit": 1.6358553171157837, "end_logit": 1.6577624082565308, "text": "yes\" or \"no\"). A Turing machine M", "probability": 0.027991363778710365 }, { "start_logit": 1.6627622842788696, "end_logit": 1.520961880683899, "text": "input x is the total number of state transitions, or steps", "probability": 0.025078289210796356 }, { "start_logit": 1.3859801292419434, "end_logit": 1.7395280599594116, "text": "deterministic Turing machine M on input x is the total number of state transitions", "probability": 0.023660020902752876 }, { "start_logit": 1.2318345308303833, "end_logit": 1.7395280599594116, "text": "the deterministic Turing machine is used. The time required by a deterministic Turing machine M on input x is the total number of state transitions", "probability": 0.02028011716902256 }, { "start_logit": 1.7003295421600342, "end_logit": 1.2285929918289185, "text": "computational model such as the deterministic Turing machine is used. The time required by a deterministic Turing machine M", "probability": 0.019437437877058983 }, { "start_logit": 1.3859801292419434, "end_logit": 1.520961880683899, "text": "deterministic Turing machine M on input x is the total number of state transitions, or steps", "probability": 0.01901484839618206 } ], "56e1b754cd28a01900c67abc": [ { "start_logit": 2.787771463394165, "end_logit": 2.2310073375701904, "text": "Blum complexity axioms", "probability": 0.1092483326792717 }, { "start_logit": 2.787771463394165, "end_logit": 2.1795287132263184, "text": "Blum complexity axioms. Other complexity measures used in complexity theory", "probability": 0.10376670956611633 }, { "start_logit": 2.787771463394165, "end_logit": 1.8768298625946045, "text": "Blum complexity axioms. Other complexity measures used in complexity theory include communication complexity, circuit complexity, and decision tree complexity", "probability": 0.07666506618261337 }, { "start_logit": 2.787771463394165, "end_logit": 1.6792126893997192, "text": "Blum complexity axioms. Other complexity measures", "probability": 0.0629177987575531 }, { "start_logit": 2.787771463394165, "end_logit": 1.5964454412460327, "text": "Blum complexity axioms. Other complexity measures used in complexity theory include communication complexity, circuit complexity", "probability": 0.057919930666685104 }, { "start_logit": 1.8189482688903809, "end_logit": 2.4039337635040283, "text": "time and space are the most well-known complexity resources, any complexity measure can be viewed as a computational resource. Complexity measures", "probability": 0.049290288239717484 }, { "start_logit": 2.787771463394165, "end_logit": 1.407333493232727, "text": "Blum complexity axioms. Other complexity measures used in complexity theory include communication complexity", "probability": 0.047939978539943695 }, { "start_logit": 1.8189482688903809, "end_logit": 2.346651077270508, "text": "time and space", "probability": 0.04654613882303238 }, { "start_logit": 2.1879994869232178, "end_logit": 1.8768298625946045, "text": "circuit complexity, and decision tree complexity", "probability": 0.04208427295088768 }, { "start_logit": 1.6535148620605469, "end_logit": 2.4039337635040283, "text": "computational resource. Complexity measures", "probability": 0.04177479073405266 }, { "start_logit": 1.642269253730774, "end_logit": 2.4039337635040283, "text": "space requirements. Although time and space are the most well-known complexity resources, any complexity measure can be viewed as a computational resource. Complexity measures", "probability": 0.041307657957077026 }, { "start_logit": 1.6047658920288086, "end_logit": 2.4039337635040283, "text": "Complexity measures", "probability": 0.039787158370018005 }, { "start_logit": 1.642269253730774, "end_logit": 2.346651077270508, "text": "space requirements. Although time and space", "probability": 0.03900792822241783 }, { "start_logit": 1.579599142074585, "end_logit": 2.4039337635040283, "text": "complexity resources, any complexity measure can be viewed as a computational resource. Complexity measures", "probability": 0.03879835084080696 }, { "start_logit": 2.0270214080810547, "end_logit": 1.8768298625946045, "text": "communication complexity, circuit complexity, and decision tree complexity", "probability": 0.03582679480314255 }, { "start_logit": 1.6535148620605469, "end_logit": 2.2310073375701904, "text": "computational resource. Complexity measures are very generally defined by the Blum complexity axioms", "probability": 0.03514094278216362 }, { "start_logit": 1.6047658920288086, "end_logit": 2.2310073375701904, "text": "Complexity measures are very generally defined by the Blum complexity axioms", "probability": 0.03346894681453705 }, { "start_logit": 1.6535148620605469, "end_logit": 2.1795287132263184, "text": "computational resource. Complexity measures are very generally defined by the Blum complexity axioms. Other complexity measures used in complexity theory", "probability": 0.03337771072983742 }, { "start_logit": 1.579599142074585, "end_logit": 2.2310073375701904, "text": "complexity resources, any complexity measure can be viewed as a computational resource. Complexity measures are very generally defined by the Blum complexity axioms", "probability": 0.03263714909553528 }, { "start_logit": 1.642269253730774, "end_logit": 2.1639463901519775, "text": "space requirements", "probability": 0.03249416500329971 } ], "56e1b754cd28a01900c67abd": [ { "start_logit": 2.7841148376464844, "end_logit": 2.309075117111206, "text": "Blum complexity axioms", "probability": 0.12000995129346848 }, { "start_logit": 2.7841148376464844, "end_logit": 2.2186553478240967, "text": "Blum complexity axioms. Other complexity measures used in complexity theory", "probability": 0.10963480174541473 }, { "start_logit": 2.7841148376464844, "end_logit": 1.8332395553588867, "text": "Blum complexity axioms. Other complexity measures used in complexity theory include communication complexity, circuit complexity, and decision tree complexity", "probability": 0.07457003742456436 }, { "start_logit": 2.7841148376464844, "end_logit": 1.6057621240615845, "text": "Blum complexity axioms. Other complexity measures", "probability": 0.059398043900728226 }, { "start_logit": 2.7841148376464844, "end_logit": 1.455649733543396, "text": "Blum complexity axioms. Other complexity measures used in complexity theory include communication complexity, circuit complexity", "probability": 0.0511186346411705 }, { "start_logit": 1.9551085233688354, "end_logit": 2.2543609142303467, "text": "space requirements", "probability": 0.04959320276975632 }, { "start_logit": 1.9551085233688354, "end_logit": 2.24397349357605, "text": "space requirements. Although time and space", "probability": 0.04908072575926781 }, { "start_logit": 2.3004181385040283, "end_logit": 1.8332395553588867, "text": "circuit complexity, and decision tree complexity", "probability": 0.04597243294119835 }, { "start_logit": 1.9551085233688354, "end_logit": 2.160148859024048, "text": "space requirements. Although time and space are the most well-known complexity resources, any complexity measure can be viewed as a computational resource. Complexity measures", "probability": 0.04513426497578621 }, { "start_logit": 2.7841148376464844, "end_logit": 1.3175668716430664, "text": "Blum complexity axioms. Other complexity measures used in complexity theory include communication complexity", "probability": 0.04452567920088768 }, { "start_logit": 1.789230227470398, "end_logit": 2.24397349357605, "text": "time and space", "probability": 0.04157870262861252 }, { "start_logit": 1.7083852291107178, "end_logit": 2.309075117111206, "text": "computational resource. Complexity measures are very generally defined by the Blum complexity axioms", "probability": 0.040929242968559265 }, { "start_logit": 1.789230227470398, "end_logit": 2.160148859024048, "text": "time and space are the most well-known complexity resources, any complexity measure can be viewed as a computational resource. Complexity measures", "probability": 0.038235463201999664 }, { "start_logit": 1.7083852291107178, "end_logit": 2.2186553478240967, "text": "computational resource. Complexity measures are very generally defined by the Blum complexity axioms. Other complexity measures used in complexity theory", "probability": 0.0373908132314682 }, { "start_logit": 1.7083852291107178, "end_logit": 2.160148859024048, "text": "computational resource. Complexity measures", "probability": 0.0352659709751606 }, { "start_logit": 1.9551085233688354, "end_logit": 1.8527076244354248, "text": "space requirements. Although time and space are the most well-known complexity resources, any complexity measure", "probability": 0.03318839892745018 }, { "start_logit": 1.4613207578659058, "end_logit": 2.309075117111206, "text": "Complexity measures are very generally defined by the Blum complexity axioms", "probability": 0.03196943178772926 }, { "start_logit": 1.9235917329788208, "end_logit": 1.8332395553588867, "text": "communication complexity, circuit complexity, and decision tree complexity", "probability": 0.0315387099981308 }, { "start_logit": 2.3004181385040283, "end_logit": 1.455649733543396, "text": "circuit complexity", "probability": 0.031514640897512436 }, { "start_logit": 1.3758658170700073, "end_logit": 2.309075117111206, "text": "complexity resources, any complexity measure can be viewed as a computational resource. Complexity measures are very generally defined by the Blum complexity axioms", "probability": 0.02935096248984337 } ], "56e1b754cd28a01900c67abe": [ { "start_logit": 2.8301920890808105, "end_logit": 2.2877907752990723, "text": "Blum complexity axioms", "probability": 0.12257050722837448 }, { "start_logit": 2.8301920890808105, "end_logit": 2.15777587890625, "text": "Blum complexity axioms. Other complexity measures used in complexity theory", "probability": 0.1076270043849945 }, { "start_logit": 2.8301920890808105, "end_logit": 1.8599258661270142, "text": "Blum complexity axioms. Other complexity measures used in complexity theory include communication complexity, circuit complexity, and decision tree complexity", "probability": 0.07990363985300064 }, { "start_logit": 2.8301920890808105, "end_logit": 1.6160722970962524, "text": "Blum complexity axioms. Other complexity measures", "probability": 0.06261268258094788 }, { "start_logit": 2.8301920890808105, "end_logit": 1.446179986000061, "text": "Blum complexity axioms. Other complexity measures used in complexity theory include communication complexity, circuit complexity", "probability": 0.052829809486866 }, { "start_logit": 2.8301920890808105, "end_logit": 1.3723922967910767, "text": "Blum complexity axioms. Other complexity measures used in complexity theory include communication complexity", "probability": 0.049071963876485825 }, { "start_logit": 1.86783766746521, "end_logit": 2.2555480003356934, "text": "space requirements", "probability": 0.04533544182777405 }, { "start_logit": 1.86783766746521, "end_logit": 2.2509512901306152, "text": "space requirements. Although time and space are the most well-known complexity resources, any complexity measure can be viewed as a computational resource. Complexity measures", "probability": 0.04512752220034599 }, { "start_logit": 2.2300636768341064, "end_logit": 1.8599258661270142, "text": "circuit complexity, and decision tree complexity", "probability": 0.04384642466902733 }, { "start_logit": 1.86783766746521, "end_logit": 2.1892380714416504, "text": "space requirements. Although time and space", "probability": 0.04242675006389618 }, { "start_logit": 1.7646352052688599, "end_logit": 2.2509512901306152, "text": "time and space are the most well-known complexity resources, any complexity measure can be viewed as a computational resource. Complexity measures", "probability": 0.040702518075704575 }, { "start_logit": 1.7646352052688599, "end_logit": 2.1892380714416504, "text": "time and space", "probability": 0.03826657310128212 }, { "start_logit": 1.5961328744888306, "end_logit": 2.2877907752990723, "text": "Complexity measures are very generally defined by the Blum complexity axioms", "probability": 0.03568131476640701 }, { "start_logit": 2.0233583450317383, "end_logit": 1.8599258661270142, "text": "communication complexity, circuit complexity, and decision tree complexity", "probability": 0.03565850481390953 }, { "start_logit": 1.587571620941162, "end_logit": 2.2877907752990723, "text": "computational resource. Complexity measures are very generally defined by the Blum complexity axioms", "probability": 0.0353771448135376 }, { "start_logit": 1.5961328744888306, "end_logit": 2.2509512901306152, "text": "Complexity measures", "probability": 0.03439074754714966 }, { "start_logit": 1.587571620941162, "end_logit": 2.2509512901306152, "text": "computational resource. Complexity measures", "probability": 0.0340975858271122 }, { "start_logit": 1.917561650276184, "end_logit": 1.8599258661270142, "text": "decision tree complexity", "probability": 0.032078664749860764 }, { "start_logit": 1.5961328744888306, "end_logit": 2.15777587890625, "text": "Complexity measures are very generally defined by the Blum complexity axioms. Other complexity measures used in complexity theory", "probability": 0.031331129372119904 }, { "start_logit": 1.587571620941162, "end_logit": 2.15777587890625, "text": "computational resource. Complexity measures are very generally defined by the Blum complexity axioms. Other complexity measures used in complexity theory", "probability": 0.031064050272107124 } ], "56e1b754cd28a01900c67abf": [ { "start_logit": 2.816744804382324, "end_logit": 2.2634470462799072, "text": "Blum complexity axioms", "probability": 0.1184423565864563 }, { "start_logit": 2.816744804382324, "end_logit": 2.071615219116211, "text": "Blum complexity axioms. Other complexity measures used in complexity theory", "probability": 0.09776775538921356 }, { "start_logit": 2.816744804382324, "end_logit": 1.9274643659591675, "text": "Blum complexity axioms. Other complexity measures used in complexity theory include communication complexity, circuit complexity, and decision tree complexity", "probability": 0.08464313298463821 }, { "start_logit": 2.816744804382324, "end_logit": 1.6220284700393677, "text": "Blum complexity axioms. Other complexity measures", "probability": 0.06236523762345314 }, { "start_logit": 2.816744804382324, "end_logit": 1.5718897581100464, "text": "Blum complexity axioms. Other complexity measures used in complexity theory include communication complexity, circuit complexity", "probability": 0.059315431863069534 }, { "start_logit": 2.3215863704681396, "end_logit": 1.9274643659591675, "text": "circuit complexity, and decision tree complexity", "probability": 0.05158780515193939 }, { "start_logit": 2.816744804382324, "end_logit": 1.3868908882141113, "text": "Blum complexity axioms. Other complexity measures used in complexity theory include communication complexity", "probability": 0.049297355115413666 }, { "start_logit": 1.8873947858810425, "end_logit": 2.2742388248443604, "text": "space requirements. Although time and space are the most well-known complexity resources, any complexity measure can be viewed as a computational resource. Complexity measures", "probability": 0.04726964607834816 }, { "start_logit": 1.8873947858810425, "end_logit": 2.1599364280700684, "text": "space requirements. Although time and space", "probability": 0.042163968086242676 }, { "start_logit": 1.7550238370895386, "end_logit": 2.2742388248443604, "text": "time and space are the most well-known complexity resources, any complexity measure can be viewed as a computational resource. Complexity measures", "probability": 0.0414089635014534 }, { "start_logit": 1.8873947858810425, "end_logit": 2.1387367248535156, "text": "space requirements", "probability": 0.041279517114162445 }, { "start_logit": 1.6553566455841064, "end_logit": 2.2742388248443604, "text": "Complexity measures", "probability": 0.037480857223272324 }, { "start_logit": 1.6553566455841064, "end_logit": 2.2634470462799072, "text": "Complexity measures are very generally defined by the Blum complexity axioms", "probability": 0.03707854449748993 }, { "start_logit": 1.7550238370895386, "end_logit": 2.1599364280700684, "text": "time and space", "probability": 0.03693631291389465 }, { "start_logit": 2.3215863704681396, "end_logit": 1.5718897581100464, "text": "circuit complexity", "probability": 0.036151222884655 }, { "start_logit": 1.5246188640594482, "end_logit": 2.2742388248443604, "text": "computational resource. Complexity measures", "probability": 0.032887496054172516 }, { "start_logit": 1.5246188640594482, "end_logit": 2.2634470462799072, "text": "computational resource. Complexity measures are very generally defined by the Blum complexity axioms", "probability": 0.032534487545490265 }, { "start_logit": 1.836639404296875, "end_logit": 1.9274643659591675, "text": "decision tree complexity", "probability": 0.031764160841703415 }, { "start_logit": 1.6553566455841064, "end_logit": 2.071615219116211, "text": "Complexity measures are very generally defined by the Blum complexity axioms. Other complexity measures used in complexity theory", "probability": 0.03060632385313511 }, { "start_logit": 1.8873947858810425, "end_logit": 1.7863357067108154, "text": "space requirements. Although time and space are the most well-known complexity resources, any complexity measure", "probability": 0.029019417241215706 } ], "56e1b754cd28a01900c67ac0": [ { "start_logit": 2.8167595863342285, "end_logit": 2.2364814281463623, "text": "Blum complexity axioms", "probability": 0.11760786920785904 }, { "start_logit": 2.8167595863342285, "end_logit": 2.082124710083008, "text": "Blum complexity axioms. Other complexity measures used in complexity theory", "probability": 0.100785993039608 }, { "start_logit": 2.8167595863342285, "end_logit": 1.7003496885299683, "text": "Blum complexity axioms. Other complexity measures used in complexity theory include communication complexity, circuit complexity, and decision tree complexity", "probability": 0.06880143284797668 }, { "start_logit": 2.8167595863342285, "end_logit": 1.5728083848953247, "text": "Blum complexity axioms. Other complexity measures used in complexity theory include communication complexity, circuit complexity", "probability": 0.06056293472647667 }, { "start_logit": 2.8167595863342285, "end_logit": 1.5628902912139893, "text": "Blum complexity axioms. Other complexity measures", "probability": 0.05996525660157204 }, { "start_logit": 2.8167595863342285, "end_logit": 1.3692572116851807, "text": "Blum complexity axioms. Other complexity measures used in complexity theory include communication complexity", "probability": 0.04940897971391678 }, { "start_logit": 1.8935822248458862, "end_logit": 2.2507219314575195, "text": "space requirements", "probability": 0.04739039018750191 }, { "start_logit": 1.846954107284546, "end_logit": 2.2364814281463623, "text": "Complexity measures are very generally defined by the Blum complexity axioms", "probability": 0.04459182918071747 }, { "start_logit": 1.8935822248458862, "end_logit": 2.184919595718384, "text": "space requirements. Although time and space are the most well-known complexity resources, any complexity measure can be viewed as a computational resource. Complexity measures", "probability": 0.04437236115336418 }, { "start_logit": 1.8935822248458862, "end_logit": 2.167685031890869, "text": "space requirements. Although time and space", "probability": 0.043614182621240616 }, { "start_logit": 1.846954107284546, "end_logit": 2.184919595718384, "text": "Complexity measures", "probability": 0.04235086217522621 }, { "start_logit": 2.2822301387786865, "end_logit": 1.7003496885299683, "text": "circuit complexity, and decision tree complexity", "probability": 0.04031384363770485 }, { "start_logit": 1.795096516609192, "end_logit": 2.184919595718384, "text": "time and space are the most well-known complexity resources, any complexity measure can be viewed as a computational resource. Complexity measures", "probability": 0.04021063074469566 }, { "start_logit": 1.795096516609192, "end_logit": 2.167685031890869, "text": "time and space", "probability": 0.03952354937791824 }, { "start_logit": 1.846954107284546, "end_logit": 2.082124710083008, "text": "Complexity measures are very generally defined by the Blum complexity axioms. Other complexity measures used in complexity theory", "probability": 0.03821369633078575 }, { "start_logit": 2.2822301387786865, "end_logit": 1.5728083848953247, "text": "circuit complexity", "probability": 0.035486552864313126 }, { "start_logit": 1.5890253782272339, "end_logit": 2.2364814281463623, "text": "computational resource. Complexity measures are very generally defined by the Blum complexity axioms", "probability": 0.03445388749241829 }, { "start_logit": 1.5890253782272339, "end_logit": 2.184919595718384, "text": "computational resource. Complexity measures", "probability": 0.03272240608930588 }, { "start_logit": 1.989980936050415, "end_logit": 1.7003496885299683, "text": "communication complexity, circuit complexity, and decision tree complexity", "probability": 0.030097605660557747 }, { "start_logit": 1.5890253782272339, "end_logit": 2.082124710083008, "text": "computational resource. Complexity measures are very generally defined by the Blum complexity axioms. Other complexity measures used in complexity theory", "probability": 0.02952582575380802 } ], "56e1b8f3e3433e14004230e6": [ { "start_logit": 1.9404813051223755, "end_logit": 3.059595823287964, "text": "three different ways of measuring the time complexity (or any other complexity measure) of different inputs of the same size. Since some inputs of size n", "probability": 0.14819146692752838 }, { "start_logit": 1.6098270416259766, "end_logit": 3.059595823287964, "text": "time complexity (or any other complexity measure) of different inputs of the same size. Since some inputs of size n", "probability": 0.10646869242191315 }, { "start_logit": 1.1990618705749512, "end_logit": 3.059595823287964, "text": "different ways of measuring the time complexity (or any other complexity measure) of different inputs of the same size. Since some inputs of size n", "probability": 0.07060389965772629 }, { "start_logit": 1.1211186647415161, "end_logit": 3.059595823287964, "text": "size n", "probability": 0.06530982255935669 }, { "start_logit": 1.1146321296691895, "end_logit": 3.059595823287964, "text": "different inputs of the same size. Since some inputs of size n", "probability": 0.06488753110170364 }, { "start_logit": 1.9404813051223755, "end_logit": 2.0871520042419434, "text": "three different ways of measuring the time complexity (or any other complexity measure", "probability": 0.05603973567485809 }, { "start_logit": 0.7822204232215881, "end_logit": 3.059595823287964, "text": "inputs of the same size. Since some inputs of size n", "probability": 0.04653682932257652 }, { "start_logit": 0.7293016910552979, "end_logit": 3.059595823287964, "text": "some inputs of size n", "probability": 0.04413818567991257 }, { "start_logit": 0.7250899076461792, "end_logit": 3.059595823287964, "text": "n", "probability": 0.04395267739892006 }, { "start_logit": 1.6636751890182495, "end_logit": 2.0871520042419434, "text": "average case complexity refer to three different ways of measuring the time complexity (or any other complexity measure", "probability": 0.0424894280731678 }, { "start_logit": 1.6098270416259766, "end_logit": 2.0871520042419434, "text": "time complexity (or any other complexity measure", "probability": 0.04026195406913757 }, { "start_logit": 0.6105603575706482, "end_logit": 3.059595823287964, "text": "size. Since some inputs of size n", "probability": 0.03919636830687523 }, { "start_logit": 0.4745085537433624, "end_logit": 3.059595823287964, "text": "complexity measure) of different inputs of the same size. Since some inputs of size n", "probability": 0.034210484474897385 }, { "start_logit": 0.44078993797302246, "end_logit": 3.059595823287964, "text": "inputs of size n", "probability": 0.03307618945837021 }, { "start_logit": 1.3908506631851196, "end_logit": 2.0871520042419434, "text": "worst and average case complexity refer to three different ways of measuring the time complexity (or any other complexity measure", "probability": 0.03234406188130379 }, { "start_logit": 1.6636751890182495, "end_logit": 1.7203654050827026, "text": "average case complexity", "probability": 0.02944336272776127 }, { "start_logit": 1.9404813051223755, "end_logit": 1.347292184829712, "text": "three different ways of measuring the time complexity (or any other complexity measure) of different inputs", "probability": 0.026741093024611473 }, { "start_logit": 1.1990618705749512, "end_logit": 2.0871520042419434, "text": "different ways of measuring the time complexity (or any other complexity measure", "probability": 0.02669941633939743 }, { "start_logit": 1.9404813051223755, "end_logit": 1.3083689212799072, "text": "three", "probability": 0.02572023868560791 }, { "start_logit": 1.9404813051223755, "end_logit": 1.226083517074585, "text": "three different ways of measuring the time complexity", "probability": 0.023688577115535736 } ], "56e1b8f3e3433e14004230e7": [ { "start_logit": 2.145595073699951, "end_logit": 3.0870869159698486, "text": "three different ways of measuring the time complexity (or any other complexity measure) of different inputs of the same size. Since some inputs of size n", "probability": 0.1592622846364975 }, { "start_logit": 1.8213063478469849, "end_logit": 3.0870869159698486, "text": "time complexity (or any other complexity measure) of different inputs of the same size. Since some inputs of size n", "probability": 0.11515321582555771 }, { "start_logit": 2.145595073699951, "end_logit": 2.215881824493408, "text": "three different ways of measuring the time complexity (or any other complexity measure", "probability": 0.06664280593395233 }, { "start_logit": 1.2481918334960938, "end_logit": 3.0870869159698486, "text": "different inputs of the same size. Since some inputs of size n", "probability": 0.06491954624652863 }, { "start_logit": 1.212892770767212, "end_logit": 3.0870869159698486, "text": "different ways of measuring the time complexity (or any other complexity measure) of different inputs of the same size. Since some inputs of size n", "probability": 0.06266793608665466 }, { "start_logit": 1.0565799474716187, "end_logit": 3.0870869159698486, "text": "size n", "probability": 0.05359935387969017 }, { "start_logit": 1.8213063478469849, "end_logit": 2.215881824493408, "text": "time complexity (or any other complexity measure", "probability": 0.04818550869822502 }, { "start_logit": 0.8072004318237305, "end_logit": 3.0870869159698486, "text": "inputs of the same size. Since some inputs of size n", "probability": 0.041769132018089294 }, { "start_logit": 0.7185006737709045, "end_logit": 3.0870869159698486, "text": "some inputs of size n", "probability": 0.03822378069162369 }, { "start_logit": 1.540741205215454, "end_logit": 2.215881824493408, "text": "worst and average case complexity refer to three different ways of measuring the time complexity (or any other complexity measure", "probability": 0.03639725223183632 }, { "start_logit": 0.6683707237243652, "end_logit": 3.0870869159698486, "text": "size. Since some inputs of size n", "probability": 0.03635485842823982 }, { "start_logit": 1.5243031978607178, "end_logit": 2.215881824493408, "text": "average case complexity refer to three different ways of measuring the time complexity (or any other complexity measure", "probability": 0.03580384701490402 }, { "start_logit": 0.632142186164856, "end_logit": 3.0870869159698486, "text": "n", "probability": 0.03506135195493698 }, { "start_logit": 1.540741205215454, "end_logit": 2.0556557178497314, "text": "worst and average case complexity", "probability": 0.031008679419755936 }, { "start_logit": 0.5065673589706421, "end_logit": 3.0870869159698486, "text": "complexity measure) of different inputs of the same size. Since some inputs of size n", "probability": 0.03092374838888645 }, { "start_logit": 1.5243031978607178, "end_logit": 2.0556557178497314, "text": "average case complexity", "probability": 0.030503125861287117 }, { "start_logit": 2.145595073699951, "end_logit": 1.4329960346221924, "text": "three different ways of measuring the time complexity (or any other complexity measure) of different inputs", "probability": 0.03046143241226673 }, { "start_logit": 2.145595073699951, "end_logit": 1.409256100654602, "text": "three", "probability": 0.02974679321050644 }, { "start_logit": 2.145595073699951, "end_logit": 1.315777063369751, "text": "three different ways of measuring the time complexity", "probability": 0.027092106640338898 }, { "start_logit": 1.212892770767212, "end_logit": 2.215881824493408, "text": "different ways of measuring the time complexity (or any other complexity measure", "probability": 0.026223208755254745 } ], "56e1b8f3e3433e14004230e8": [ { "start_logit": 2.1121745109558105, "end_logit": 3.0961410999298096, "text": "three different ways of measuring the time complexity (or any other complexity measure) of different inputs of the same size. Since some inputs of size n", "probability": 0.16396206617355347 }, { "start_logit": 1.619041085243225, "end_logit": 3.0961410999298096, "text": "time complexity (or any other complexity measure) of different inputs of the same size. Since some inputs of size n", "probability": 0.10013322532176971 }, { "start_logit": 1.320539951324463, "end_logit": 3.0961410999298096, "text": "different ways of measuring the time complexity (or any other complexity measure) of different inputs of the same size. Since some inputs of size n", "probability": 0.07429179549217224 }, { "start_logit": 2.1121745109558105, "end_logit": 2.2171285152435303, "text": "three different ways of measuring the time complexity (or any other complexity measure", "probability": 0.06807581335306168 }, { "start_logit": 1.1863046884536743, "end_logit": 3.0961410999298096, "text": "size n", "probability": 0.0649595782160759 }, { "start_logit": 1.1731623411178589, "end_logit": 3.0961410999298096, "text": "different inputs of the same size. Since some inputs of size n", "probability": 0.06411141902208328 }, { "start_logit": 0.7956161499023438, "end_logit": 3.0961410999298096, "text": "some inputs of size n", "probability": 0.04395104944705963 }, { "start_logit": 1.619041085243225, "end_logit": 2.2171285152435303, "text": "time complexity (or any other complexity measure", "probability": 0.04157457873225212 }, { "start_logit": 0.6759592890739441, "end_logit": 3.0961410999298096, "text": "inputs of the same size. Since some inputs of size n", "probability": 0.03899446129798889 }, { "start_logit": 0.6659830212593079, "end_logit": 3.0961410999298096, "text": "n", "probability": 0.03860737383365631 }, { "start_logit": 1.4731801748275757, "end_logit": 2.2171285152435303, "text": "average case complexity refer to three different ways of measuring the time complexity (or any other complexity measure", "probability": 0.03593198582530022 }, { "start_logit": 0.5567670464515686, "end_logit": 3.0961410999298096, "text": "size. Since some inputs of size n", "probability": 0.034612927585840225 }, { "start_logit": 1.341475486755371, "end_logit": 2.2171285152435303, "text": "worst and average case complexity refer to three different ways of measuring the time complexity (or any other complexity measure", "probability": 0.03149797394871712 }, { "start_logit": 1.320539951324463, "end_logit": 2.2171285152435303, "text": "different ways of measuring the time complexity (or any other complexity measure", "probability": 0.0308454018086195 }, { "start_logit": 0.4213864207267761, "end_logit": 3.0961410999298096, "text": "inputs of size n", "probability": 0.030230361968278885 }, { "start_logit": 0.420084685087204, "end_logit": 3.0961410999298096, "text": "complexity measure) of different inputs of the same size. Since some inputs of size n", "probability": 0.030191032215952873 }, { "start_logit": 2.1121745109558105, "end_logit": 1.3865987062454224, "text": "three", "probability": 0.029668690636754036 }, { "start_logit": 0.33220231533050537, "end_logit": 3.0961410999298096, "text": "same size. Since some inputs of size n", "probability": 0.027651017531752586 }, { "start_logit": 1.4731801748275757, "end_logit": 1.8894033432006836, "text": "average case complexity", "probability": 0.025891194120049477 }, { "start_logit": 1.1863046884536743, "end_logit": 2.1339426040649414, "text": "size n may be faster to solve than others, we define the following complexities", "probability": 0.024817928671836853 } ], "56e1b8f3e3433e14004230e9": [ { "start_logit": 2.1675374507904053, "end_logit": 3.2100229263305664, "text": "three different ways of measuring the time complexity (or any other complexity measure) of different inputs of the same size. Since some inputs of size n", "probability": 0.17242808640003204 }, { "start_logit": 1.6886940002441406, "end_logit": 3.2100229263305664, "text": "time complexity (or any other complexity measure) of different inputs of the same size. Since some inputs of size n", "probability": 0.10681908577680588 }, { "start_logit": 1.276405930519104, "end_logit": 3.2100229263305664, "text": "different inputs of the same size. Since some inputs of size n", "probability": 0.07072848826646805 }, { "start_logit": 1.2243170738220215, "end_logit": 3.2100229263305664, "text": "different ways of measuring the time complexity (or any other complexity measure) of different inputs of the same size. Since some inputs of size n", "probability": 0.06713863462209702 }, { "start_logit": 2.1675374507904053, "end_logit": 2.229891777038574, "text": "three different ways of measuring the time complexity (or any other complexity measure", "probability": 0.06470569223165512 }, { "start_logit": 0.9877486824989319, "end_logit": 3.2100229263305664, "text": "inputs of the same size. Since some inputs of size n", "probability": 0.052994661033153534 }, { "start_logit": 0.8764806389808655, "end_logit": 3.2100229263305664, "text": "size n", "probability": 0.04741427302360535 }, { "start_logit": 0.737457811832428, "end_logit": 3.2100229263305664, "text": "some inputs of size n", "probability": 0.041260283440351486 }, { "start_logit": 1.6886940002441406, "end_logit": 2.229891777038574, "text": "time complexity (or any other complexity measure", "probability": 0.04008512943983078 }, { "start_logit": 0.6681665182113647, "end_logit": 3.2100229263305664, "text": "n", "probability": 0.03849811106920242 }, { "start_logit": 1.5524921417236328, "end_logit": 2.229891777038574, "text": "average case complexity refer to three different ways of measuring the time complexity (or any other complexity measure", "probability": 0.03498094528913498 }, { "start_logit": 2.1675374507904053, "end_logit": 1.6132875680923462, "text": "three different ways of measuring the time complexity (or any other complexity measure) of different inputs", "probability": 0.03492646664381027 }, { "start_logit": 1.5324854850769043, "end_logit": 2.229891777038574, "text": "worst and average case complexity refer to three different ways of measuring the time complexity (or any other complexity measure", "probability": 0.03428804874420166 }, { "start_logit": 0.4841679036617279, "end_logit": 3.2100229263305664, "text": "size. 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This solves the problem of sorting a list of integers that is given as the input", "probability": 0.011485537514090538 }, { "start_logit": 0.6685894727706909, "end_logit": 2.6797690391540527, "text": "n2", "probability": 0.010594138875603676 } ], "56e1bc3ae3433e1400423104": [ { "start_logit": 2.372570514678955, "end_logit": 3.0482757091522217, "text": "space consumption", "probability": 0.36257392168045044 }, { "start_logit": 1.1133830547332764, "end_logit": 3.0482757091522217, "text": "computation time (or similar resources, such as space consumption", "probability": 0.10292917490005493 }, { "start_logit": 2.372570514678955, "end_logit": 1.1913635730743408, "text": "space consumption), one is interested in proving upper and lower bounds", "probability": 0.05661740154027939 }, { "start_logit": 2.2375588417053223, "end_logit": 1.1913635730743408, "text": "upper and lower bounds", "probability": 0.04946695268154144 }, { "start_logit": 1.9550129175186157, "end_logit": 1.3197300434112549, "text": "minimum amount of time required by the most efficient algorithm solving a given problem. 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The phrase \"all possible algorithms", "probability": 0.03602221608161926 }, { "start_logit": 2.372570514678955, "end_logit": 0.6053595542907715, "text": "space consumption), one is interested in proving upper and lower bounds on the minimum amount of time required by the most efficient algorithm solving a given problem", "probability": 0.031510237604379654 }, { "start_logit": 1.198824405670166, "end_logit": 1.7313175201416016, "text": "all possible algorithms", "probability": 0.03003983572125435 }, { "start_logit": 1.9550129175186157, "end_logit": 0.9314492344856262, "text": "minimum amount of time required by the most efficient algorithm solving a given problem. The complexity of an algorithm", "probability": 0.028755946084856987 }, { "start_logit": 0.990302562713623, "end_logit": 1.8839727640151978, "text": "worst-case complexity, unless specified otherwise. 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The complexity of an algorithm is usually taken to be its worst-case complexity", "probability": 0.020555514842271805 } ], "56e1bc3ae3433e1400423106": [ { "start_logit": 2.0368218421936035, "end_logit": 2.805175542831421, "text": "space consumption", "probability": 0.22085194289684296 }, { "start_logit": 2.553380250930786, "end_logit": 1.4162085056304932, "text": "upper and lower bounds", "probability": 0.09230369329452515 }, { "start_logit": 1.0950967073440552, "end_logit": 2.805175542831421, "text": "computation time (or similar resources, such as space consumption", "probability": 0.08612224459648132 }, { "start_logit": 2.553380250930786, "end_logit": 1.0498634576797485, "text": "upper and lower bounds on the minimum amount of time required by the most efficient algorithm solving a given problem. The complexity of an algorithm", "probability": 0.06399079412221909 }, { "start_logit": 2.0368218421936035, "end_logit": 1.4162085056304932, "text": "space consumption), one is interested in proving upper and lower bounds", "probability": 0.05506563186645508 }, { "start_logit": 2.011014223098755, "end_logit": 1.3536685705184937, "text": "minimum amount of time required by the most efficient algorithm solving a given problem. The complexity of an algorithm is usually taken to be its worst-case complexity", "probability": 0.05040942132472992 }, { "start_logit": 1.655967116355896, "end_logit": 1.6078523397445679, "text": "lower bounds make a statement about all possible algorithms that solve a given problem. The phrase \"all possible algorithms", "probability": 0.045572973787784576 }, { "start_logit": 2.553380250930786, "end_logit": 0.5668618083000183, "text": "upper and lower bounds on the minimum amount of time required by the most efficient algorithm solving a given problem", "probability": 0.03947776183485985 }, { "start_logit": 2.011014223098755, "end_logit": 1.0498634576797485, "text": "minimum amount of time required by the most efficient algorithm solving a given problem. The complexity of an algorithm", "probability": 0.03720239922404289 }, { "start_logit": 2.553380250930786, "end_logit": 0.49184155464172363, "text": "upper and lower bounds on the minimum amount of time", "probability": 0.036624494940042496 }, { "start_logit": 1.1579028367996216, "end_logit": 1.8392356634140015, "text": "worst-case complexity, unless specified otherwise. Analyzing a particular algorithm falls under the field of analysis of algorithms", "probability": 0.03490513190627098 }, { "start_logit": 1.2705049514770508, "end_logit": 1.6078523397445679, "text": "lower bounds is much more difficult, since lower bounds make a statement about all possible algorithms that solve a given problem. The phrase \"all possible algorithms", "probability": 0.03099583275616169 }, { "start_logit": 1.2173126935958862, "end_logit": 1.6078523397445679, "text": "all possible algorithms", "probability": 0.02939017489552498 }, { "start_logit": 1.7368324995040894, "end_logit": 1.061477541923523, "text": "upper bound T(n", "probability": 0.028611404821276665 }, { "start_logit": 1.9456827640533447, "end_logit": 0.7951999306678772, "text": "lower bound of T(n) for a problem requires showing that no algorithm can have time complexity lower than T(n", "probability": 0.027014615014195442 }, { "start_logit": 1.1579028367996216, "end_logit": 1.539311170578003, "text": "worst-case complexity, unless specified otherwise. Analyzing a particular algorithm falls under the field of analysis", "probability": 0.025860315188765526 }, { "start_logit": 1.9456827640533447, "end_logit": 0.7054022550582886, "text": "lower bound of T(n", "probability": 0.024694494903087616 }, { "start_logit": 1.222139596939087, "end_logit": 1.4162085056304932, "text": "lower bounds", "probability": 0.024381961673498154 }, { "start_logit": 2.0368218421936035, "end_logit": 0.5668618083000183, "text": "space consumption), one is interested in proving upper and lower bounds on the minimum amount of time required by the most efficient algorithm solving a given problem", "probability": 0.023551255464553833 }, { "start_logit": 1.655967116355896, "end_logit": 0.9228717684745789, "text": "lower bounds make a statement about all possible algorithms that solve a given problem. The phrase \"all possible algorithms\" includes not just the algorithms", "probability": 0.022973336279392242 } ], "56e1bc3ae3433e1400423107": [ { "start_logit": 2.0509226322174072, "end_logit": 2.8086650371551514, "text": "space consumption", "probability": 0.25717538595199585 }, { "start_logit": 2.4951319694519043, "end_logit": 1.3450219631195068, "text": "upper and lower bounds", "probability": 0.09278866648674011 }, { "start_logit": 0.9706634283065796, "end_logit": 2.8086650371551514, "text": "computation time (or similar resources, such as space consumption", "probability": 0.0873129591345787 }, { "start_logit": 2.0509226322174072, "end_logit": 1.3450219631195068, "text": "space consumption), one is interested in proving upper and lower bounds", "probability": 0.05950826406478882 }, { "start_logit": 2.4951319694519043, "end_logit": 0.829346776008606, "text": "upper and lower bounds on the minimum amount of time required by the most efficient algorithm solving a given problem. The complexity of an algorithm", "probability": 0.05540385842323303 }, { "start_logit": 1.8997358083724976, "end_logit": 1.3001950979232788, "text": "minimum amount of time required by the most efficient algorithm solving a given problem. The complexity of an algorithm is usually taken to be its worst-case complexity", "probability": 0.04891585558652878 }, { "start_logit": 1.4669644832611084, "end_logit": 1.7148274183273315, "text": "lower bounds make a statement about all possible algorithms that solve a given problem. The phrase \"all possible algorithms", "probability": 0.04803656041622162 }, { "start_logit": 2.4951319694519043, "end_logit": 0.4802858829498291, "text": "upper and lower bounds on the minimum amount of time required by the most efficient algorithm solving a given problem", "probability": 0.039079125970602036 }, { "start_logit": 1.113885760307312, "end_logit": 1.7148274183273315, "text": "all possible algorithms", "probability": 0.033746737986803055 }, { "start_logit": 1.0871727466583252, "end_logit": 1.7387975454330444, "text": "worst-case complexity, unless specified otherwise. Analyzing a particular algorithm falls under the field of analysis of algorithms", "probability": 0.03365429863333702 }, { "start_logit": 1.0969126224517822, "end_logit": 1.7148274183273315, "text": "lower bounds is much more difficult, since lower bounds make a statement about all possible algorithms that solve a given problem. The phrase \"all possible algorithms", "probability": 0.03317878022789955 }, { "start_logit": 1.8997358083724976, "end_logit": 0.829346776008606, "text": "minimum amount of time required by the most efficient algorithm solving a given problem. The complexity of an algorithm", "probability": 0.03054659627377987 }, { "start_logit": 1.0871727466583252, "end_logit": 1.5720200538635254, "text": "worst-case complexity, unless specified otherwise. Analyzing a particular algorithm falls under the field of analysis", "probability": 0.028484594076871872 }, { "start_logit": 2.0509226322174072, "end_logit": 0.4802858829498291, "text": "space consumption), one is interested in proving upper and lower bounds on the minimum amount of time required by the most efficient algorithm solving a given problem", "probability": 0.02506266161799431 }, { "start_logit": 1.1214959621429443, "end_logit": 1.3450219631195068, "text": "lower bounds", "probability": 0.02349266968667507 }, { "start_logit": 1.0871727466583252, "end_logit": 1.3001950979232788, "text": "worst-case complexity", "probability": 0.021704906597733498 }, { "start_logit": 1.8997358083724976, "end_logit": 0.4802858829498291, "text": "minimum amount of time required by the most efficient algorithm solving a given problem", "probability": 0.02154604159295559 }, { "start_logit": 1.6295660734176636, "end_logit": 0.7211387753486633, "text": "lower bound of T(n) for a problem requires showing that no algorithm can have time complexity lower than T(n", "probability": 0.02092355489730835 }, { "start_logit": 0.9706634283065796, "end_logit": 1.3450219631195068, "text": "computation time (or similar resources, such as space consumption), one is interested in proving upper and lower bounds", "probability": 0.020203499123454094 }, { "start_logit": 1.6295660734176636, "end_logit": 0.6369909644126892, "text": "lower bound of T(n", "probability": 0.019234923645853996 } ], "56e1bc3ae3433e1400423108": [ { "start_logit": 2.171311855316162, "end_logit": 2.750718355178833, "text": "space consumption", "probability": 0.2783956527709961 }, { "start_logit": 1.062857747077942, "end_logit": 2.750718355178833, "text": "computation time (or similar resources, such as space consumption", "probability": 0.09188970923423767 }, { "start_logit": 2.452758312225342, "end_logit": 1.1866743564605713, "text": "upper and lower bounds", "probability": 0.07720355689525604 }, { "start_logit": 2.452758312225342, "end_logit": 1.0621124505996704, "text": "upper and lower bounds on the minimum amount of time required by the most efficient algorithm solving a given problem. The complexity of an algorithm", "probability": 0.0681617483496666 }, { "start_logit": 2.171311855316162, "end_logit": 1.1866743564605713, "text": "space consumption), one is interested in proving upper and lower bounds", "probability": 0.05826485529541969 }, { "start_logit": 1.5634026527404785, "end_logit": 1.6351003646850586, "text": "lower bounds make a statement about all possible algorithms that solve a given problem. The phrase \"all possible algorithms", "probability": 0.049675699323415756 }, { "start_logit": 1.8207885026931763, "end_logit": 1.1838523149490356, "text": "minimum amount of time required by the most efficient algorithm solving a given problem. The complexity of an algorithm is usually taken to be its worst-case complexity", "probability": 0.040921423584222794 }, { "start_logit": 1.3518942594528198, "end_logit": 1.6351003646850586, "text": "lower bounds is much more difficult, since lower bounds make a statement about all possible algorithms that solve a given problem. The phrase \"all possible algorithms", "probability": 0.04020565748214722 }, { "start_logit": 1.031538963317871, "end_logit": 1.9066684246063232, "text": "worst-case complexity, unless specified otherwise. Analyzing a particular algorithm falls under the field of analysis of algorithms", "probability": 0.03829120472073555 }, { "start_logit": 1.8207885026931763, "end_logit": 1.0621124505996704, "text": "minimum amount of time required by the most efficient algorithm solving a given problem. The complexity of an algorithm", "probability": 0.03623095527291298 }, { "start_logit": 1.0468571186065674, "end_logit": 1.6351003646850586, "text": "all possible algorithms", "probability": 0.029635420069098473 }, { "start_logit": 1.031538963317871, "end_logit": 1.6003637313842773, "text": "worst-case complexity, unless specified otherwise. Analyzing a particular algorithm falls under the field of analysis", "probability": 0.028188541531562805 }, { "start_logit": 0.8734351992607117, "end_logit": 1.6003637313842773, "text": "complexity of an algorithm is usually taken to be its worst-case complexity, unless specified otherwise. Analyzing a particular algorithm falls under the field of analysis", "probability": 0.02406628429889679 }, { "start_logit": 1.062857747077942, "end_logit": 1.4070945978164673, "text": "computation time", "probability": 0.023973889648914337 }, { "start_logit": 1.5634026527404785, "end_logit": 0.829663097858429, "text": "lower bounds make a statement about all possible algorithms", "probability": 0.02219969592988491 }, { "start_logit": 1.062857747077942, "end_logit": 1.1866743564605713, "text": "computation time (or similar resources, such as space consumption), one is interested in proving upper and lower bounds", "probability": 0.019231414422392845 }, { "start_logit": 1.0349327325820923, "end_logit": 1.1866743564605713, "text": "lower bounds", "probability": 0.018701806664466858 }, { "start_logit": 1.031538963317871, "end_logit": 1.1838523149490356, "text": "worst-case complexity", "probability": 0.018585912883281708 }, { "start_logit": 1.5634026527404785, "end_logit": 0.6314983367919922, "text": "lower bounds make a statement about all possible algorithms that solve a given problem. The phrase \"all possible algorithms\" includes not just the algorithms", "probability": 0.018208960071206093 }, { "start_logit": 1.3518942594528198, "end_logit": 0.829663097858429, "text": "lower bounds is much more difficult, since lower bounds make a statement about all possible algorithms", "probability": 0.017967604100704193 } ], "56e1bd4acd28a01900c67afc": [ { "start_logit": 3.0931191444396973, "end_logit": 3.2424046993255615, "text": "7n2 + 15n + 40", "probability": 0.16555312275886536 }, { "start_logit": 3.0011892318725586, "end_logit": 3.2424046993255615, "text": "15n + 40", "probability": 0.15101251006126404 }, { "start_logit": 2.630125045776367, "end_logit": 3.0941944122314453, "text": "big O notation", "probability": 0.0898451879620552 }, { "start_logit": 3.0931191444396973, "end_logit": 2.267806053161621, "text": "7n2 + 15n + 40, in big O notation", "probability": 0.0624704547226429 }, { "start_logit": 3.0931191444396973, "end_logit": 2.2546262741088867, "text": "7n2", "probability": 0.06165251135826111 }, { "start_logit": 3.0011892318725586, "end_logit": 2.267806053161621, "text": "15n + 40, in big O notation", "probability": 0.05698361620306969 }, { "start_logit": 3.0931191444396973, "end_logit": 2.076493501663208, "text": "7n2 + 15", "probability": 0.051592763513326645 }, { "start_logit": 3.0011892318725586, "end_logit": 2.076493501663208, "text": "15", "probability": 0.04706130176782608 }, { "start_logit": 3.0931191444396973, "end_logit": 1.9091633558273315, "text": "7n2 + 15n + 40, in big O notation one would write T(n) = O(n2", "probability": 0.04364335909485817 }, { "start_logit": 1.7001221179962158, "end_logit": 3.2424046993255615, "text": "40", "probability": 0.04111180454492569 }, { "start_logit": 3.0011892318725586, "end_logit": 1.9091633558273315, "text": "15n + 40, in big O notation one would write T(n) = O(n2", "probability": 0.039810121059417725 }, { "start_logit": 1.389464020729065, "end_logit": 3.2424046993255615, "text": "T(n) = 7n2 + 15n + 40", "probability": 0.03013349510729313 }, { "start_logit": 3.0931191444396973, "end_logit": 1.4950670003890991, "text": "7", "probability": 0.028845520690083504 }, { "start_logit": 1.3192744255065918, "end_logit": 3.0941944122314453, "text": "Upper and lower bounds are usually stated using the big O notation", "probability": 0.024221420288085938 }, { "start_logit": 1.0243905782699585, "end_logit": 3.2424046993255615, "text": "computational model used. For instance, if T(n) = 7n2 + 15n + 40", "probability": 0.020917030051350594 }, { "start_logit": 1.9105457067489624, "end_logit": 2.267806053161621, "text": "big O notation", "probability": 0.01914650946855545 }, { "start_logit": 2.630125045776367, "end_logit": 1.4711638689041138, "text": "big O notation, which hides constant factors", "probability": 0.017726439982652664 }, { "start_logit": 2.630125045776367, "end_logit": 1.4590990543365479, "text": "big O notation, which hides constant factors and smaller terms", "probability": 0.017513858154416084 }, { "start_logit": 1.7001221179962158, "end_logit": 2.267806053161621, "text": "40, in big O notation", "probability": 0.015513284131884575 }, { "start_logit": 2.630125045776367, "end_logit": 1.3204010725021362, "text": "big O notation, which hides constant factors and smaller terms. This makes the bounds independent of the specific details of the computational model", "probability": 0.015245658345520496 } ], "56e1bd4acd28a01900c67afd": [ { "start_logit": 3.10444974899292, "end_logit": 3.3359310626983643, "text": "7n2 + 15n + 40", "probability": 0.1881171613931656 }, { "start_logit": 3.018213987350464, "end_logit": 3.3359310626983643, "text": "15n + 40", "probability": 0.1725744903087616 }, { "start_logit": 2.4083900451660156, "end_logit": 2.9913253784179688, "text": "big O notation", "probability": 0.06644664704799652 }, { "start_logit": 3.10444974899292, "end_logit": 2.213175058364868, "text": "7n2 + 15n + 40, in big O notation", "probability": 0.06120989844202995 }, { "start_logit": 3.018213987350464, "end_logit": 2.213175058364868, "text": "15n + 40, in big O notation", "probability": 0.05615260452032089 }, { "start_logit": 3.10444974899292, "end_logit": 2.115339517593384, "text": "7n2", "probability": 0.055505018681287766 }, { "start_logit": 3.10444974899292, "end_logit": 1.9772117137908936, "text": "7n2 + 15", "probability": 0.04834415018558502 }, { "start_logit": 3.018213987350464, "end_logit": 1.9772117137908936, "text": "15", "probability": 0.04434986785054207 }, { "start_logit": 3.10444974899292, "end_logit": 1.8807408809661865, "text": "7n2 + 15n + 40, in big O notation one would write T(n) = O(n2", "probability": 0.043898239731788635 }, { "start_logit": 1.5918662548065186, "end_logit": 3.3359310626983643, "text": "40", "probability": 0.04144972562789917 }, { "start_logit": 3.018213987350464, "end_logit": 1.8807408809661865, "text": "15n + 40, in big O notation one would write T(n) = O(n2", "probability": 0.04027128964662552 }, { "start_logit": 1.5120552778244019, "end_logit": 3.3359310626983643, "text": "T(n) = 7n2 + 15n + 40", "probability": 0.03827014937996864 }, { "start_logit": 3.10444974899292, "end_logit": 1.4490290880203247, "text": "7", "probability": 0.028507372364401817 }, { "start_logit": 0.830781102180481, "end_logit": 3.3359310626983643, "text": "computational model used. For instance, if T(n) = 7n2 + 15n + 40", "probability": 0.01936362497508526 }, { "start_logit": 1.1467392444610596, "end_logit": 2.9913253784179688, "text": "Upper and lower bounds are usually stated using the big O notation", "probability": 0.018816767260432243 }, { "start_logit": 1.8973047733306885, "end_logit": 2.213175058364868, "text": "big O notation", "probability": 0.01830480620265007 }, { "start_logit": 2.4083900451660156, "end_logit": 1.4974762201309204, "text": "big O notation, which hides constant factors and smaller terms", "probability": 0.014917724765837193 }, { "start_logit": 2.4083900451660156, "end_logit": 1.4833260774612427, "text": "big O notation, which hides constant factors", "probability": 0.014708123169839382 }, { "start_logit": 3.10444974899292, "end_logit": 0.7833547592163086, "text": "7n2 + 15n", "probability": 0.014650705270469189 }, { "start_logit": 0.8611130714416504, "end_logit": 2.9913253784179688, "text": "the big O notation", "probability": 0.014141622930765152 } ], "56e1bd4acd28a01900c67afe": [ { "start_logit": 2.5533385276794434, "end_logit": 2.8051435947418213, "text": "7n2 + 15n + 40", "probability": 0.14374370872974396 }, { "start_logit": 2.4711036682128906, "end_logit": 2.825389862060547, "text": "big O notation", "probability": 0.1351037472486496 }, { "start_logit": 2.1177499294281006, "end_logit": 2.8051435947418213, "text": "15n + 40", "probability": 0.09298545867204666 }, { "start_logit": 2.5533385276794434, "end_logit": 2.208456039428711, "text": "7n2 + 15n + 40, in big O notation", "probability": 0.07914994657039642 }, { "start_logit": 2.5533385276794434, "end_logit": 1.8679066896438599, "text": "7n2 + 15n + 40, in big O notation one would write T(n) = O(n2", "probability": 0.05630563572049141 }, { "start_logit": 2.1177499294281006, "end_logit": 2.208456039428711, "text": "15n + 40, in big O notation", "probability": 0.051200829446315765 }, { "start_logit": 1.9171921014785767, "end_logit": 2.208456039428711, "text": "big O notation", "probability": 0.04189630597829819 }, { "start_logit": 2.5533385276794434, "end_logit": 1.5353140830993652, "text": "7n2 + 15", "probability": 0.04037465155124664 }, { "start_logit": 1.261708378791809, "end_logit": 2.8051435947418213, "text": "T(n) = 7n2 + 15n + 40", "probability": 0.03950398787856102 }, { "start_logit": 2.1177499294281006, "end_logit": 1.8679066896438599, "text": "15n + 40, in big O notation one would write T(n) = O(n2", "probability": 0.036423210054636 }, { "start_logit": 2.5533385276794434, "end_logit": 1.3563569784164429, "text": "7n2", "probability": 0.03375893831253052 }, { "start_logit": 1.07290518283844, "end_logit": 2.825389862060547, "text": "Upper and lower bounds are usually stated using the big O notation", "probability": 0.03337624669075012 }, { "start_logit": 1.068816900253296, "end_logit": 2.8051435947418213, "text": "40", "probability": 0.03257386013865471 }, { "start_logit": 1.9171921014785767, "end_logit": 1.8679066896438599, "text": "big O notation one would write T(n) = O(n2", "probability": 0.02980417013168335 }, { "start_logit": 2.4711036682128906, "end_logit": 1.237919569015503, "text": "big O notation, which hides constant factors and smaller terms", "probability": 0.02762090228497982 }, { "start_logit": 0.8924890756607056, "end_logit": 2.8051435947418213, "text": "computational model used. For instance, if T(n) = 7n2 + 15n + 40", "probability": 0.02730807289481163 }, { "start_logit": 0.8328494429588318, "end_logit": 2.825389862060547, "text": "the big O notation", "probability": 0.02625322714447975 }, { "start_logit": 2.1177499294281006, "end_logit": 1.5353140830993652, "text": "15", "probability": 0.026117710396647453 }, { "start_logit": 2.4711036682128906, "end_logit": 1.1280604600906372, "text": "big O notation, which hides constant factors and smaller terms. This makes the bounds independent of the specific details of the computational model", "probability": 0.024747230112552643 }, { "start_logit": 1.261708378791809, "end_logit": 2.208456039428711, "text": "T(n) = 7n2 + 15n + 40, in big O notation", "probability": 0.02175217680633068 } ], "56e1bd4acd28a01900c67aff": [ { "start_logit": 3.1555163860321045, "end_logit": 3.217029571533203, "text": "7n2 + 15n + 40", "probability": 0.16059209406375885 }, { "start_logit": 3.0251755714416504, "end_logit": 3.217029571533203, "text": "15n + 40", "probability": 0.14096710085868835 }, { "start_logit": 3.1555163860321045, "end_logit": 2.539458990097046, "text": "7n2 + 15n + 40, in big O notation", "probability": 0.08155656605958939 }, { "start_logit": 2.4394736289978027, "end_logit": 3.1511123180389404, "text": "big O notation", "probability": 0.07347220182418823 }, { "start_logit": 3.0251755714416504, "end_logit": 2.539458990097046, "text": "15n + 40, in big O notation", "probability": 0.07159002125263214 }, { "start_logit": 3.1555163860321045, "end_logit": 2.2991714477539062, "text": "7n2", "probability": 0.06413623690605164 }, { "start_logit": 3.1555163860321045, "end_logit": 2.0773208141326904, "text": "7n2 + 15n + 40, in big O notation one would write T(n) = O(n2", "probability": 0.05137535557150841 }, { "start_logit": 3.1555163860321045, "end_logit": 1.987375020980835, "text": "7n2 + 15", "probability": 0.04695608839392662 }, { "start_logit": 3.0251755714416504, "end_logit": 2.0773208141326904, "text": "15n + 40, in big O notation one would write T(n) = O(n2", "probability": 0.04509708285331726 }, { "start_logit": 3.0251755714416504, "end_logit": 1.987375020980835, "text": "15", "probability": 0.0412178672850132 }, { "start_logit": 1.664121389389038, "end_logit": 3.217029571533203, "text": "40", "probability": 0.036142610013484955 }, { "start_logit": 1.4971306324005127, "end_logit": 3.217029571533203, "text": "T(n) = 7n2 + 15n + 40", "probability": 0.03058413416147232 }, { "start_logit": 3.1555163860321045, "end_logit": 1.5069242715835571, "text": "7", "probability": 0.029042555019259453 }, { "start_logit": 1.9410974979400635, "end_logit": 2.539458990097046, "text": "big O notation", "probability": 0.024212714284658432 }, { "start_logit": 1.1344362497329712, "end_logit": 3.1511123180389404, "text": "Upper and lower bounds are usually stated using the big O notation", "probability": 0.019922906532883644 }, { "start_logit": 0.9932759404182434, "end_logit": 3.217029571533203, "text": "computational model used. For instance, if T(n) = 7n2 + 15n + 40", "probability": 0.01847885362803936 }, { "start_logit": 1.664121389389038, "end_logit": 2.539458990097046, "text": "40, in big O notation", "probability": 0.0183549951761961 }, { "start_logit": 1.4971306324005127, "end_logit": 2.539458990097046, "text": "T(n) = 7n2 + 15n + 40, in big O notation", "probability": 0.015532133169472218 }, { "start_logit": 2.4394736289978027, "end_logit": 1.5960745811462402, "text": "big O notation, which hides constant factors", "probability": 0.015515967272222042 }, { "start_logit": 1.9410974979400635, "end_logit": 2.0773208141326904, "text": "big O notation one would write T(n) = O(n2", "probability": 0.01525244303047657 } ], "56e1c0f6cd28a01900c67b2c": [ { "start_logit": 1.3036051988601685, "end_logit": 1.9377310276031494, "text": "typical complexity class", "probability": 0.08084145188331604 }, { "start_logit": 1.178704857826233, "end_logit": 1.9903424978256226, "text": "complexity classes", "probability": 0.07520372420549393 }, { "start_logit": 1.190834879875183, "end_logit": 1.9377310276031494, "text": "complicated definitions that do not fit into this framework. Thus, a typical complexity class", "probability": 0.07222016900777817 }, { "start_logit": 1.178704857826233, "end_logit": 1.9377310276031494, "text": "complexity classes have complicated definitions that do not fit into this framework. Thus, a typical complexity class", "probability": 0.07134944200515747 }, { "start_logit": 1.0505988597869873, "end_logit": 1.9903424978256226, "text": "some complexity classes", "probability": 0.06616123765707016 }, { "start_logit": 1.190834879875183, "end_logit": 1.8486433029174805, "text": "complicated definitions that do not fit into this framework", "probability": 0.0660645142197609 }, { "start_logit": 1.178704857826233, "end_logit": 1.8486433029174805, "text": "complexity classes have complicated definitions that do not fit into this framework", "probability": 0.06526798009872437 }, { "start_logit": 1.0505988597869873, "end_logit": 1.9377310276031494, "text": "some complexity classes have complicated definitions that do not fit into this framework. Thus, a typical complexity class", "probability": 0.06277037411928177 }, { "start_logit": 1.190834879875183, "end_logit": 1.7686066627502441, "text": "complicated definitions", "probability": 0.06098300218582153 }, { "start_logit": 1.178704857826233, "end_logit": 1.7686066627502441, "text": "complexity classes have complicated definitions", "probability": 0.06024772301316261 }, { "start_logit": 1.0505988597869873, "end_logit": 1.8486433029174805, "text": "some complexity classes have complicated definitions that do not fit into this framework", "probability": 0.05742017179727554 }, { "start_logit": 1.0505988597869873, "end_logit": 1.7686066627502441, "text": "some complexity classes have complicated definitions", "probability": 0.05300355330109596 }, { "start_logit": 0.8342176675796509, "end_logit": 1.9377310276031494, "text": "complexity class", "probability": 0.05055704340338707 }, { "start_logit": 0.09219983220100403, "end_logit": 1.9903424978256226, "text": "course, some complexity classes", "probability": 0.02537326142191887 }, { "start_logit": 0.09219983220100403, "end_logit": 1.9377310276031494, "text": "course, some complexity classes have complicated definitions that do not fit into this framework. Thus, a typical complexity class", "probability": 0.024072842672467232 }, { "start_logit": 1.3036051988601685, "end_logit": 0.7156527042388916, "text": "typical complexity class has a definition", "probability": 0.023817284032702446 }, { "start_logit": 0.09219983220100403, "end_logit": 1.8486433029174805, "text": "course, some complexity classes have complicated definitions that do not fit into this framework", "probability": 0.02202100120484829 }, { "start_logit": 1.190834879875183, "end_logit": 0.7156527042388916, "text": "complicated definitions that do not fit into this framework. Thus, a typical complexity class has a definition", "probability": 0.021277304738759995 }, { "start_logit": 1.178704857826233, "end_logit": 0.7156527042388916, "text": "complexity classes have complicated definitions that do not fit into this framework. Thus, a typical complexity class has a definition", "probability": 0.02102077007293701 }, { "start_logit": 0.09219983220100403, "end_logit": 1.7686066627502441, "text": "course, some complexity classes have complicated definitions", "probability": 0.02032720111310482 } ], "56e1c0f6cd28a01900c67b2d": [ { "start_logit": 1.0865981578826904, "end_logit": 2.0321848392486572, "text": "complexity classes have complicated definitions", "probability": 0.08166340738534927 }, { "start_logit": 1.0865981578826904, "end_logit": 1.9675824642181396, "text": "complexity classes have complicated definitions that do not fit into this framework. Thus, a typical complexity class", "probability": 0.0765545591711998 }, { "start_logit": 1.038285255432129, "end_logit": 1.9675824642181396, "text": "typical complexity class", "probability": 0.07294391095638275 }, { "start_logit": 0.937443733215332, "end_logit": 2.0321848392486572, "text": "complicated definitions", "probability": 0.07034780085086823 }, { "start_logit": 1.0865981578826904, "end_logit": 1.8415931463241577, "text": "complexity classes have complicated definitions that do not fit into this framework", "probability": 0.06749234348535538 }, { "start_logit": 0.937443733215332, "end_logit": 1.9675824642181396, "text": "complicated definitions that do not fit into this framework. Thus, a typical complexity class", "probability": 0.06594686210155487 }, { "start_logit": 0.8515728116035461, "end_logit": 1.9675824642181396, "text": "complexity class", "probability": 0.060520268976688385 }, { "start_logit": 1.0865981578826904, "end_logit": 1.7030636072158813, "text": "complexity classes", "probability": 0.05876138433814049 }, { "start_logit": 0.937443733215332, "end_logit": 1.8415931463241577, "text": "complicated definitions that do not fit into this framework", "probability": 0.0581403486430645 }, { "start_logit": 0.6796746253967285, "end_logit": 2.0321848392486572, "text": "some complexity classes have complicated definitions", "probability": 0.05436293035745621 }, { "start_logit": 0.6796746253967285, "end_logit": 1.9675824642181396, "text": "some complexity classes have complicated definitions that do not fit into this framework. Thus, a typical complexity class", "probability": 0.050961993634700775 }, { "start_logit": 0.6796746253967285, "end_logit": 1.8415931463241577, "text": "some complexity classes have complicated definitions that do not fit into this framework", "probability": 0.04492933303117752 }, { "start_logit": 0.6796746253967285, "end_logit": 1.7030636072158813, "text": "some complexity classes", "probability": 0.03911715745925903 }, { "start_logit": 0.25270530581474304, "end_logit": 2.0321848392486572, "text": "definitions", "probability": 0.03547092154622078 }, { "start_logit": 0.25270530581474304, "end_logit": 1.9675824642181396, "text": "definitions that do not fit into this framework. Thus, a typical complexity class", "probability": 0.03325186297297478 }, { "start_logit": 0.25270530581474304, "end_logit": 1.8415931463241577, "text": "definitions that do not fit into this framework", "probability": 0.0293156448751688 }, { "start_logit": 0.07931440323591232, "end_logit": 1.9675824642181396, "text": "framework. Thus, a typical complexity class", "probability": 0.0279584638774395 }, { "start_logit": 0.07931440323591232, "end_logit": 1.8415931463241577, "text": "framework", "probability": 0.02464885637164116 }, { "start_logit": -0.11429226398468018, "end_logit": 2.0321848392486572, "text": "course, some complexity classes have complicated definitions", "probability": 0.024574656039476395 }, { "start_logit": -0.11429226398468018, "end_logit": 1.9675824642181396, "text": "course, some complexity classes have complicated definitions that do not fit into this framework. Thus, a typical complexity class", "probability": 0.023037269711494446 } ], "56e1c0f6cd28a01900c67b2e": [ { "start_logit": 1.145092248916626, "end_logit": 2.218132734298706, "text": "complexity classes have complicated definitions", "probability": 0.08634715527296066 }, { "start_logit": 1.12254798412323, "end_logit": 2.218132734298706, "text": "complicated definitions", "probability": 0.0844222828745842 }, { "start_logit": 1.3388798236846924, "end_logit": 1.9229446649551392, "text": "typical complexity class", "probability": 0.07802080363035202 }, { "start_logit": 0.9991869926452637, "end_logit": 2.218132734298706, "text": "some complexity classes have complicated definitions", "probability": 0.07462463527917862 }, { "start_logit": 1.145092248916626, "end_logit": 1.9229446649551392, "text": "complexity classes have complicated definitions that do not fit into this framework. Thus, a typical complexity class", "probability": 0.06427609920501709 }, { "start_logit": 1.12254798412323, "end_logit": 1.9229446649551392, "text": "complicated definitions that do not fit into this framework. Thus, a typical complexity class", "probability": 0.06284324824810028 }, { "start_logit": 0.9991869926452637, "end_logit": 1.9229446649551392, "text": "some complexity classes have complicated definitions that do not fit into this framework. Thus, a typical complexity class", "probability": 0.05554993823170662 }, { "start_logit": 1.145092248916626, "end_logit": 1.7747626304626465, "text": "complexity classes", "probability": 0.055423613637685776 }, { "start_logit": 1.145092248916626, "end_logit": 1.6506603956222534, "text": "complexity classes have complicated definitions that do not fit into this framework", "probability": 0.04895509034395218 }, { "start_logit": 0.8599790334701538, "end_logit": 1.9229446649551392, "text": "complexity class", "probability": 0.048331066966056824 }, { "start_logit": 0.9991869926452637, "end_logit": 1.7747626304626465, "text": "some complexity classes", "probability": 0.047899279743433 }, { "start_logit": 1.12254798412323, "end_logit": 1.6506603956222534, "text": "complicated definitions that do not fit into this framework", "probability": 0.04786378890275955 }, { "start_logit": 0.9991869926452637, "end_logit": 1.6506603956222534, "text": "some complexity classes have complicated definitions that do not fit into this framework", "probability": 0.04230893403291702 }, { "start_logit": 0.3979070484638214, "end_logit": 2.218132734298706, "text": "course, some complexity classes have complicated definitions", "probability": 0.040902476757764816 }, { "start_logit": 0.1731889843940735, "end_logit": 2.218132734298706, "text": "definitions", "probability": 0.03267049789428711 }, { "start_logit": 0.3979070484638214, "end_logit": 1.9229446649551392, "text": "course, some complexity classes have complicated definitions that do not fit into this framework. Thus, a typical complexity class", "probability": 0.03044746071100235 }, { "start_logit": 0.3979070484638214, "end_logit": 1.7747626304626465, "text": "course, some complexity classes", "probability": 0.02625405602157116 }, { "start_logit": 1.3388798236846924, "end_logit": 0.7987512350082397, "text": "typical complexity class has a definition", "probability": 0.02535007707774639 }, { "start_logit": 0.1731889843940735, "end_logit": 1.9229446649551392, "text": "definitions that do not fit into this framework. Thus, a typical complexity class", "probability": 0.02431964874267578 }, { "start_logit": 0.3979070484638214, "end_logit": 1.6506603956222534, "text": "course, some complexity classes have complicated definitions that do not fit into this framework", "probability": 0.023189935833215714 } ], "56e1c2eee3433e1400423134": [ { "start_logit": 2.805166244506836, "end_logit": 2.882380723953247, "text": "xx | x", "probability": 0.1356850415468216 }, { "start_logit": 2.396400213241577, "end_logit": 2.7239391803741455, "text": "Goldreich 2008, Chapter 1.2). This forms the basis for the complexity class P", "probability": 0.07694792747497559 }, { "start_logit": 2.201186180114746, "end_logit": 2.882380723953247, "text": "{xx | x", "probability": 0.07416973263025284 }, { "start_logit": 2.396400213241577, "end_logit": 2.580737352371216, "text": "Goldreich 2008", "probability": 0.06668147444725037 }, { "start_logit": 3.0422592163085938, "end_logit": 1.8549319505691528, "text": "quadratic time in the model of single-tape Turing machines. If we allow polynomial variations in running time, Cobham-Edmonds thesis", "probability": 0.06155804917216301 }, { "start_logit": 2.396400213241577, "end_logit": 2.383199453353882, "text": "Goldreich 2008, Chapter 1.2", "probability": 0.05472875386476517 }, { "start_logit": 3.0422592163085938, "end_logit": 1.6829451322555542, "text": "quadratic time in the model of single-tape Turing machines", "probability": 0.051831286400556564 }, { "start_logit": 1.7974166870117188, "end_logit": 2.882380723953247, "text": "f(n) often yields complexity classes that depend on the chosen machine model. For instance, the language {xx | x", "probability": 0.049530401825904846 }, { "start_logit": 1.7356469631195068, "end_logit": 2.882380723953247, "text": "concrete function f(n) often yields complexity classes that depend on the chosen machine model. For instance, the language {xx | x", "probability": 0.046563517302274704 }, { "start_logit": 2.805166244506836, "end_logit": 1.6574651002883911, "text": "xx | x is any binary string} can be solved in linear time on a multi-tape Turing machine", "probability": 0.03986189141869545 }, { "start_logit": 2.805166244506836, "end_logit": 1.6336026191711426, "text": "xx", "probability": 0.03892195224761963 }, { "start_logit": 3.0422592163085938, "end_logit": 1.374841332435608, "text": "quadratic time", "probability": 0.038087643682956696 }, { "start_logit": 1.5245617628097534, "end_logit": 2.882380723953247, "text": "chosen machine model. For instance, the language {xx | x", "probability": 0.037702709436416626 }, { "start_logit": 1.4705053567886353, "end_logit": 2.882380723953247, "text": "complexity classes that depend on the chosen machine model. For instance, the language {xx | x", "probability": 0.03571875020861626 }, { "start_logit": 1.426192283630371, "end_logit": 2.882380723953247, "text": "some concrete function f(n) often yields complexity classes that depend on the chosen machine model. For instance, the language {xx | x", "probability": 0.0341704860329628 }, { "start_logit": 3.0422592163085938, "end_logit": 1.2658027410507202, "text": "quadratic time in the model of single-tape Turing machines. If we allow polynomial variations in running time", "probability": 0.0341530404984951 }, { "start_logit": 1.5788413286209106, "end_logit": 2.7239391803741455, "text": "P", "probability": 0.03397313505411148 }, { "start_logit": 2.3754472732543945, "end_logit": 1.8549319505691528, "text": "Cobham-Edmonds thesis", "probability": 0.03160036727786064 }, { "start_logit": 2.805166244506836, "end_logit": 1.374841332435608, "text": "xx | x is any binary string} can be solved in linear time on a multi-tape Turing machine, but necessarily requires quadratic time", "probability": 0.030048027634620667 }, { "start_logit": 3.0422592163085938, "end_logit": 1.0695050954818726, "text": "quadratic time in the model of single-tape Turing machines. If we allow polynomial variations", "probability": 0.028065860271453857 } ], "56e1c2eee3433e1400423135": [ { "start_logit": 2.7594351768493652, "end_logit": 2.912203550338745, "text": "xx | x", "probability": 0.13130147755146027 }, { "start_logit": 2.382685899734497, "end_logit": 2.8234095573425293, "text": "Goldreich 2008, Chapter 1.2). This forms the basis for the complexity class P", "probability": 0.08243031799793243 }, { "start_logit": 2.1382558345794678, "end_logit": 2.912203550338745, "text": "{xx | x", "probability": 0.07054966688156128 }, { "start_logit": 2.0038044452667236, "end_logit": 2.912203550338745, "text": "f(n) often yields complexity classes that depend on the chosen machine model. For instance, the language {xx | x", "probability": 0.06167419254779816 }, { "start_logit": 3.021684408187866, "end_logit": 1.8770751953125, "text": "quadratic time in the model of single-tape Turing machines. If we allow polynomial variations in running time, Cobham-Edmonds thesis", "probability": 0.0606195405125618 }, { "start_logit": 2.382685899734497, "end_logit": 2.5154030323028564, "text": "Goldreich 2008", "probability": 0.06057888641953468 }, { "start_logit": 2.382685899734497, "end_logit": 2.4196279048919678, "text": "Goldreich 2008, Chapter 1.2", "probability": 0.055046118795871735 }, { "start_logit": 3.021684408187866, "end_logit": 1.7488923072814941, "text": "quadratic time in the model of single-tape Turing machines", "probability": 0.05332653224468231 }, { "start_logit": 1.7268431186676025, "end_logit": 2.912203550338745, "text": "concrete function f(n) often yields complexity classes that depend on the chosen machine model. For instance, the language {xx | x", "probability": 0.046754203736782074 }, { "start_logit": 1.6876806020736694, "end_logit": 2.912203550338745, "text": "complexity classes that depend on the chosen machine model. For instance, the language {xx | x", "probability": 0.04495857656002045 }, { "start_logit": 1.671676754951477, "end_logit": 2.8234095573425293, "text": "P", "probability": 0.04048549383878708 }, { "start_logit": 2.7594351768493652, "end_logit": 1.6864261627197266, "text": "xx | x is any binary string} can be solved in linear time on a multi-tape Turing machine", "probability": 0.038540858775377274 }, { "start_logit": 3.021684408187866, "end_logit": 1.3637968301773071, "text": "quadratic time", "probability": 0.03628262132406235 }, { "start_logit": 1.4533897638320923, "end_logit": 2.912203550338745, "text": "chosen machine model. For instance, the language {xx | x", "probability": 0.03556816652417183 }, { "start_logit": 2.7594351768493652, "end_logit": 1.6003201007843018, "text": "xx", "probability": 0.03536112606525421 }, { "start_logit": 3.021684408187866, "end_logit": 1.2936396598815918, "text": "quadratic time in the model of single-tape Turing machines. If we allow polynomial variations in running time", "probability": 0.033824361860752106 }, { "start_logit": 2.362835645675659, "end_logit": 1.8770751953125, "text": "Cobham-Edmonds thesis", "probability": 0.031367383897304535 }, { "start_logit": 2.2716212272644043, "end_logit": 1.8770751953125, "text": "polynomial variations in running time, Cobham-Edmonds thesis", "probability": 0.02863283082842827 }, { "start_logit": 2.7594351768493652, "end_logit": 1.3637968301773071, "text": "xx | x is any binary string} can be solved in linear time on a multi-tape Turing machine, but necessarily requires quadratic time", "probability": 0.027912911027669907 }, { "start_logit": 2.0038044452667236, "end_logit": 2.0005664825439453, "text": "f(n", "probability": 0.024784741923213005 } ], "56e1c2eee3433e1400423136": [ { "start_logit": 2.788916826248169, "end_logit": 2.8702948093414307, "text": "xx | x", "probability": 0.1424509435892105 }, { "start_logit": 2.506981134414673, "end_logit": 2.8231751918792725, "text": "Goldreich 2008, Chapter 1.2). This forms the basis for the complexity class P", "probability": 0.10250815004110336 }, { "start_logit": 2.506981134414673, "end_logit": 2.4870765209198, "text": "Goldreich 2008", "probability": 0.07324746996164322 }, { "start_logit": 2.022042751312256, "end_logit": 2.8702948093414307, "text": "{xx | x", "probability": 0.06616315990686417 }, { "start_logit": 1.9887877702713013, "end_logit": 2.8702948093414307, "text": "f(n) often yields complexity classes that depend on the chosen machine model. For instance, the language {xx | x", "probability": 0.06399907916784286 }, { "start_logit": 2.506981134414673, "end_logit": 2.3057234287261963, "text": "Goldreich 2008, Chapter 1.2", "probability": 0.061098698526620865 }, { "start_logit": 1.6770062446594238, "end_logit": 2.8702948093414307, "text": "concrete function f(n) often yields complexity classes that depend on the chosen machine model. For instance, the language {xx | x", "probability": 0.046856388449668884 }, { "start_logit": 1.659275770187378, "end_logit": 2.8702948093414307, "text": "complexity classes that depend on the chosen machine model. For instance, the language {xx | x", "probability": 0.04603290930390358 }, { "start_logit": 1.605639100074768, "end_logit": 2.8231751918792725, "text": "P", "probability": 0.04162081703543663 }, { "start_logit": 2.5304324626922607, "end_logit": 1.8818997144699097, "text": "quadratic time in the model of single-tape Turing machines. If we allow polynomial variations in running time, Cobham-Edmonds thesis", "probability": 0.04094042629003525 }, { "start_logit": 2.788916826248169, "end_logit": 1.5347975492477417, "text": "xx | x is any binary string} can be solved in linear time on a multi-tape Turing machine", "probability": 0.03746848925948143 }, { "start_logit": 1.4347829818725586, "end_logit": 2.8702948093414307, "text": "chosen machine model. For instance, the language {xx | x", "probability": 0.03677666559815407 }, { "start_logit": 2.788916826248169, "end_logit": 1.499090552330017, "text": "xx", "probability": 0.03615420684218407 }, { "start_logit": 2.3796727657318115, "end_logit": 1.8818997144699097, "text": "Cobham-Edmonds thesis", "probability": 0.0352109894156456 }, { "start_logit": 2.5304324626922607, "end_logit": 1.6280068159103394, "text": "quadratic time in the model of single-tape Turing machines", "probability": 0.031760554760694504 }, { "start_logit": 2.788916826248169, "end_logit": 1.3289045095443726, "text": "xx | x is any binary string} can be solved in linear time on a multi-tape Turing machine, but necessarily requires quadratic time", "probability": 0.03049635700881481 }, { "start_logit": 1.9887877702713013, "end_logit": 2.095581293106079, "text": "f(n", "probability": 0.029493067413568497 }, { "start_logit": 2.3676066398620605, "end_logit": 1.6280068159103394, "text": "multi-tape Turing machine, but necessarily requires quadratic time in the model of single-tape Turing machines", "probability": 0.02698819525539875 }, { "start_logit": 2.08205246925354, "end_logit": 1.8818997144699097, "text": "polynomial variations in running time, Cobham-Edmonds thesis", "probability": 0.026147091761231422 }, { "start_logit": 2.3676066398620605, "end_logit": 1.5347975492477417, "text": "multi-tape Turing machine", "probability": 0.024586325511336327 } ], "56e1c2eee3433e1400423137": [ { "start_logit": 2.6778926849365234, "end_logit": 2.736701726913452, "text": "xx | x", "probability": 0.11670628935098648 }, { "start_logit": 2.5151398181915283, "end_logit": 2.8032772541046143, "text": "Goldreich 2008, Chapter 1.2). This forms the basis for the complexity class P", "probability": 0.10600464046001434 }, { "start_logit": 2.5151398181915283, "end_logit": 2.4433977603912354, "text": "Goldreich 2008", "probability": 0.07396584004163742 }, { "start_logit": 2.5151398181915283, "end_logit": 2.310793161392212, "text": "Goldreich 2008, Chapter 1.2", "probability": 0.06478011608123779 }, { "start_logit": 2.8904454708099365, "end_logit": 1.9112540483474731, "text": "quadratic time in the model of single-tape Turing machines. If we allow polynomial variations in running time, Cobham-Edmonds thesis", "probability": 0.06322915107011795 }, { "start_logit": 1.9474743604660034, "end_logit": 2.736701726913452, "text": "f(n) often yields complexity classes that depend on the chosen machine model. For instance, the language {xx | x", "probability": 0.05621826648712158 }, { "start_logit": 2.8904454708099365, "end_logit": 1.7364026308059692, "text": "quadratic time in the model of single-tape Turing machines", "probability": 0.053086042404174805 }, { "start_logit": 1.8328160047531128, "end_logit": 2.736701726913452, "text": "{xx | x", "probability": 0.05012818053364754 }, { "start_logit": 2.6778926849365234, "end_logit": 1.716371774673462, "text": "xx | x is any binary string} can be solved in linear time on a multi-tape Turing machine", "probability": 0.04206979274749756 }, { "start_logit": 1.5855718851089478, "end_logit": 2.8032772541046143, "text": "P", "probability": 0.04184260219335556 }, { "start_logit": 1.6131236553192139, "end_logit": 2.736701726913452, "text": "concrete function f(n) often yields complexity classes that depend on the chosen machine model. For instance, the language {xx | x", "probability": 0.040241193026304245 }, { "start_logit": 1.607405662536621, "end_logit": 2.736701726913452, "text": "complexity classes that depend on the chosen machine model. For instance, the language {xx | x", "probability": 0.04001175984740257 }, { "start_logit": 2.357595205307007, "end_logit": 1.9112540483474731, "text": "Cobham-Edmonds thesis", "probability": 0.0371110625565052 }, { "start_logit": 2.6778926849365234, "end_logit": 1.4720282554626465, "text": "xx", "probability": 0.03294984623789787 }, { "start_logit": 2.8904454708099365, "end_logit": 1.234236478805542, "text": "quadratic time", "probability": 0.03212863579392433 }, { "start_logit": 2.8904454708099365, "end_logit": 1.2300471067428589, "text": "quadratic time in the model of single-tape Turing machines. If we allow polynomial variations in running time", "probability": 0.03199431300163269 }, { "start_logit": 1.3710086345672607, "end_logit": 2.736701726913452, "text": "chosen machine model. For instance, the language {xx | x", "probability": 0.03158796206116676 }, { "start_logit": 2.320998191833496, "end_logit": 1.7364026308059692, "text": "multi-tape Turing machine, but necessarily requires quadratic time in the model of single-tape Turing machines", "probability": 0.030038097873330116 }, { "start_logit": 2.320998191833496, "end_logit": 1.716371774673462, "text": "multi-tape Turing machine", "probability": 0.02944239042699337 }, { "start_logit": 2.019458532333374, "end_logit": 1.9112540483474731, "text": "polynomial variations in running time, Cobham-Edmonds thesis", "probability": 0.026463817805051804 } ], "56e1c2eee3433e1400423138": [ { "start_logit": 2.44297194480896, "end_logit": 2.7875678539276123, "text": "Goldreich 2008, Chapter 1.2). This forms the basis for the complexity class P", "probability": 0.09955720603466034 }, { "start_logit": 2.460538387298584, "end_logit": 2.7281851768493652, "text": "xx | x", "probability": 0.09547994285821915 }, { "start_logit": 2.44297194480896, "end_logit": 2.5577831268310547, "text": "Goldreich 2008", "probability": 0.07911858707666397 }, { "start_logit": 2.153048038482666, "end_logit": 2.7281851768493652, "text": "{xx | x", "probability": 0.0702054426074028 }, { "start_logit": 2.44297194480896, "end_logit": 2.3670642375946045, "text": "Goldreich 2008, Chapter 1.2", "probability": 0.06538080424070358 }, { "start_logit": 2.0621964931488037, "end_logit": 2.7281851768493652, "text": "f(n) often yields complexity classes that depend on the chosen machine model. For instance, the language {xx | x", "probability": 0.06410831212997437 }, { "start_logit": 2.7733154296875, "end_logit": 1.8341752290725708, "text": "quadratic time in the model of single-tape Turing machines", "probability": 0.05339318886399269 }, { "start_logit": 1.8349218368530273, "end_logit": 2.7281851768493652, "text": "concrete function f(n) often yields complexity classes that depend on the chosen machine model. For instance, the language {xx | x", "probability": 0.051075227558612823 }, { "start_logit": 1.7235883474349976, "end_logit": 2.7875678539276123, "text": "P", "probability": 0.04848956689238548 }, { "start_logit": 2.6141958236694336, "end_logit": 1.8341752290725708, "text": "multi-tape Turing machine, but necessarily requires quadratic time in the model of single-tape Turing machines", "probability": 0.04553874954581261 }, { "start_logit": 1.565630316734314, "end_logit": 2.7281851768493652, "text": "chosen machine model. For instance, the language {xx | x", "probability": 0.039017416536808014 }, { "start_logit": 1.5509003400802612, "end_logit": 2.7281851768493652, "text": "complexity classes that depend on the chosen machine model. For instance, the language {xx | x", "probability": 0.038446903228759766 }, { "start_logit": 2.0621964931488037, "end_logit": 2.2122128009796143, "text": "f(n", "probability": 0.03826753422617912 }, { "start_logit": 2.7733154296875, "end_logit": 1.3550478219985962, "text": "quadratic time in the model of single-tape Turing machines. If we allow polynomial variations in running time, Cobham-Edmonds thesis", "probability": 0.03306765854358673 }, { "start_logit": 2.6141958236694336, "end_logit": 1.4942649602890015, "text": "multi-tape Turing machine", "probability": 0.03241604566574097 }, { "start_logit": 2.7733154296875, "end_logit": 1.3105688095092773, "text": "quadratic time in the model of single-tape Turing machines. If we allow polynomial variations in running time", "probability": 0.03162907436490059 }, { "start_logit": 1.8349218368530273, "end_logit": 2.2122128009796143, "text": "concrete function f(n", "probability": 0.03048781305551529 }, { "start_logit": 2.460538387298584, "end_logit": 1.5145940780639648, "text": "xx", "probability": 0.02836979366838932 }, { "start_logit": 2.133244514465332, "end_logit": 1.8341752290725708, "text": "linear time on a multi-tape Turing machine, but necessarily requires quadratic time in the model of single-tape Turing machines", "probability": 0.028151823207736015 }, { "start_logit": 2.460538387298584, "end_logit": 1.4942649602890015, "text": "xx | x is any binary string} can be solved in linear time on a multi-tape Turing machine", "probability": 0.027798889204859734 } ], "56e1c3e1e3433e1400423148": [ { "start_logit": 1.2418164014816284, "end_logit": 2.3648266792297363, "text": "complexity classes", "probability": 0.10943606495857239 }, { "start_logit": 1.1404087543487549, "end_logit": 2.3648266792297363, "text": "important complexity classes", "probability": 0.09888254851102829 }, { "start_logit": 0.9431965351104736, "end_logit": 2.3648266792297363, "text": "Many important complexity classes", "probability": 0.08118418604135513 }, { "start_logit": 1.6339120864868164, "end_logit": 1.5443438291549683, "text": "decision problems", "probability": 0.0713040679693222 }, { "start_logit": 1.2418164014816284, "end_logit": 1.6708394289016724, "text": "complexity classes can be defined by bounding the time or space used by the algorithm. Some important complexity classes", "probability": 0.05467207729816437 }, { "start_logit": 1.1404087543487549, "end_logit": 1.6708394289016724, "text": "important complexity classes can be defined by bounding the time or space used by the algorithm. Some important complexity classes", "probability": 0.049399763345718384 }, { "start_logit": 1.2418164014816284, "end_logit": 1.5443438291549683, "text": "complexity classes can be defined by bounding the time or space used by the algorithm. Some important complexity classes of decision problems", "probability": 0.048175834119319916 }, { "start_logit": 1.2418164014816284, "end_logit": 1.525562047958374, "text": "complexity classes can be defined by bounding the time or space used by the algorithm", "probability": 0.047279443591833115 }, { "start_logit": 1.1404087543487549, "end_logit": 1.5443438291549683, "text": "important complexity classes can be defined by bounding the time or space used by the algorithm. Some important complexity classes of decision problems", "probability": 0.04352997615933418 }, { "start_logit": 1.1404087543487549, "end_logit": 1.525562047958374, "text": "important complexity classes can be defined by bounding the time or space used by the algorithm", "probability": 0.04272003844380379 }, { "start_logit": 0.9431965351104736, "end_logit": 1.6708394289016724, "text": "Many important complexity classes can be defined by bounding the time or space used by the algorithm. Some important complexity classes", "probability": 0.04055801033973694 }, { "start_logit": 1.2418164014816284, "end_logit": 1.3477455377578735, "text": "complexity classes can be defined by bounding the time or space", "probability": 0.03957743942737579 }, { "start_logit": 0.8796283006668091, "end_logit": 1.6708394289016724, "text": "complexity classes", "probability": 0.03806004673242569 }, { "start_logit": 1.6339120864868164, "end_logit": 0.8651643395423889, "text": "decision problems defined in this manner", "probability": 0.03615349903702736 }, { "start_logit": 1.1404087543487549, "end_logit": 1.3477455377578735, "text": "important complexity classes can be defined by bounding the time or space", "probability": 0.035760778933763504 }, { "start_logit": 0.9431965351104736, "end_logit": 1.5443438291549683, "text": "Many important complexity classes can be defined by bounding the time or space used by the algorithm. Some important complexity classes of decision problems", "probability": 0.03573882207274437 }, { "start_logit": 0.9431965351104736, "end_logit": 1.525562047958374, "text": "Many important complexity classes can be defined by bounding the time or space used by the algorithm", "probability": 0.03507385030388832 }, { "start_logit": 0.8796283006668091, "end_logit": 1.5443438291549683, "text": "complexity classes of decision problems", "probability": 0.03353767469525337 }, { "start_logit": 0.6280913352966309, "end_logit": 1.6708394289016724, "text": "algorithm. Some important complexity classes", "probability": 0.029595665633678436 }, { "start_logit": 0.9431965351104736, "end_logit": 1.3477455377578735, "text": "Many important complexity classes can be defined by bounding the time or space", "probability": 0.029360182583332062 } ], "56e1c3e1e3433e1400423149": [ { "start_logit": 1.2836216688156128, "end_logit": 2.515969753265381, "text": "complexity classes", "probability": 0.12526726722717285 }, { "start_logit": 1.0488733053207397, "end_logit": 2.515969753265381, "text": "important complexity classes", "probability": 0.09905757009983063 }, { "start_logit": 0.8255677223205566, "end_logit": 2.515969753265381, "text": "Many important complexity classes", "probability": 0.07923321425914764 }, { "start_logit": 1.2836216688156128, "end_logit": 1.7297852039337158, "text": "complexity classes can be defined by bounding the time or space used by the algorithm", "probability": 0.05706921964883804 }, { "start_logit": 1.5395102500915527, "end_logit": 1.4557468891143799, "text": "decision problems", "probability": 0.05604277178645134 }, { "start_logit": 1.2836216688156128, "end_logit": 1.6660336256027222, "text": "complexity classes can be defined by bounding the time or space", "probability": 0.05354451388120651 }, { "start_logit": 1.2836216688156128, "end_logit": 1.6288611888885498, "text": "complexity classes can be defined by bounding the time or space used by the algorithm. Some important complexity classes", "probability": 0.05159066990017891 }, { "start_logit": 1.0488733053207397, "end_logit": 1.7297852039337158, "text": "important complexity classes can be defined by bounding the time or space used by the algorithm", "probability": 0.045128609985113144 }, { "start_logit": 1.2836216688156128, "end_logit": 1.4557468891143799, "text": "complexity classes can be defined by bounding the time or space used by the algorithm. Some important complexity classes of decision problems", "probability": 0.04338989034295082 }, { "start_logit": 1.0488733053207397, "end_logit": 1.6660336256027222, "text": "important complexity classes can be defined by bounding the time or space", "probability": 0.042341385036706924 }, { "start_logit": 1.0488733053207397, "end_logit": 1.6288611888885498, "text": "important complexity classes can be defined by bounding the time or space used by the algorithm. Some important complexity classes", "probability": 0.040796346962451935 }, { "start_logit": 0.8255677223205566, "end_logit": 1.7297852039337158, "text": "Many important complexity classes can be defined by bounding the time or space used by the algorithm", "probability": 0.03609704598784447 }, { "start_logit": 0.8248734474182129, "end_logit": 1.7297852039337158, "text": "time or space used by the algorithm", "probability": 0.03607199713587761 }, { "start_logit": 1.0488733053207397, "end_logit": 1.4557468891143799, "text": "important complexity classes can be defined by bounding the time or space used by the algorithm. 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Some important complexity classes", "probability": 0.03260914236307144 } ], "56e1c3e1e3433e140042314a": [ { "start_logit": 1.3031580448150635, "end_logit": 2.393989086151123, "text": "complexity classes", "probability": 0.11231211572885513 }, { "start_logit": 1.0636248588562012, "end_logit": 2.393989086151123, "text": "important complexity classes", "probability": 0.088389091193676 }, { "start_logit": 0.9522676467895508, "end_logit": 2.393989086151123, "text": "Many important complexity classes", "probability": 0.07907456904649734 }, { "start_logit": 1.555594563484192, "end_logit": 1.5223228931427002, "text": "decision problems", "probability": 0.060464244335889816 }, { "start_logit": 1.3031580448150635, "end_logit": 1.6477274894714355, "text": "complexity classes can be defined by bounding the time or space used by the algorithm. 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and BQP and QMA, which are defined using quantum Turing machines. #P", "probability": 0.03028595633804798 }, { "start_logit": 2.0853066444396973, "end_logit": 3.2192533016204834, "text": "NC, which are defined using Boolean circuits; and BQP and QMA", "probability": 0.029274355620145798 }, { "start_logit": 2.527326822280884, "end_logit": 2.774092435836792, "text": "IP and AM", "probability": 0.029182560741901398 }, { "start_logit": 2.0853066444396973, "end_logit": 3.186495780944824, "text": "NC", "probability": 0.02833094447851181 }, { "start_logit": 2.5915355682373047, "end_logit": 2.658701181411743, "text": "RP, which are defined using probabilistic Turing machines; AC and NC, which are defined using Boolean circuits; and BQP", "probability": 0.02772650308907032 } ], "56e1c4fce3433e140042314f": [ { "start_logit": 3.127809524536133, "end_logit": 3.365708589553833, "text": "BPP, ZPP and RP", "probability": 0.09308193624019623 }, { "start_logit": 3.127809524536133, "end_logit": 3.3432154655456543, "text": "BPP", "probability": 0.09101162850856781 }, { "start_logit": 2.97646164894104, "end_logit": 3.365708589553833, "text": "ZPP and RP", "probability": 0.08000846952199936 }, { "start_logit": 2.7904715538024902, "end_logit": 3.4831125736236572, "text": "BQP and QMA", "probability": 0.07470496743917465 }, { "start_logit": 3.127809524536133, "end_logit": 2.891157627105713, "text": "BPP, ZPP and RP, which are defined using probabilistic Turing machines; 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and BQP and QMA", "probability": 0.037881821393966675 }, { "start_logit": 2.97646164894104, "end_logit": 2.563253402709961, "text": "ZPP and RP, which are defined using probabilistic Turing machines", "probability": 0.03586196154356003 }, { "start_logit": 2.588319778442383, "end_logit": 2.891157627105713, "text": "RP, which are defined using probabilistic Turing machines; AC and NC", "probability": 0.03376549854874611 }, { "start_logit": 2.513288736343384, "end_logit": 2.891157627105713, "text": "AC and NC", "probability": 0.031324759125709534 }, { "start_logit": 2.7904715538024902, "end_logit": 2.5936062335968018, "text": "BQP", "probability": 0.03069317527115345 }, { "start_logit": 2.508607864379883, "end_logit": 2.8533055782318115, "text": "#P is an important complexity class of counting problems (not decision problems). Classes like IP and AM", "probability": 0.03002036362886429 }, { "start_logit": 2.505986213684082, "end_logit": 2.8533055782318115, "text": "IP and AM", "probability": 0.02994176186621189 }, { "start_logit": 2.3577277660369873, "end_logit": 2.8533055782318115, "text": "quantum Turing machines. #P is an important complexity class of counting problems (not decision problems). 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Classes like IP and AM", "probability": 0.03126303106546402 }, { "start_logit": 2.4474573135375977, "end_logit": 2.8784961700439453, "text": "IP and AM", "probability": 0.03091992624104023 }, { "start_logit": 2.9948625564575195, "end_logit": 2.2877933979034424, "text": "AC and NC, which are defined using Boolean circuits; and BQP and QMA, which are defined using quantum Turing machines. #P", "probability": 0.02960973232984543 }, { "start_logit": 2.4014172554016113, "end_logit": 2.8784961700439453, "text": "quantum Turing machines. #P is an important complexity class of counting problems (not decision problems). Classes like IP and AM", "probability": 0.02952864207327366 }, { "start_logit": 2.9948625564575195, "end_logit": 2.27783465385437, "text": "AC and NC, which are defined using Boolean circuits; and BQP", "probability": 0.029316334053874016 } ], "56e1c4fce3433e1400423151": [ { "start_logit": 3.057190418243408, "end_logit": 3.3431601524353027, "text": "BPP, ZPP and RP", "probability": 0.07811154425144196 }, { "start_logit": 3.057190418243408, "end_logit": 3.3250768184661865, "text": "BPP", "probability": 0.07671170681715012 }, { "start_logit": 2.9723703861236572, "end_logit": 3.3431601524353027, "text": "ZPP and RP", "probability": 0.07175934314727783 }, { "start_logit": 2.9022116661071777, "end_logit": 3.4060800075531006, "text": "AC and NC, which are defined using Boolean circuits; and BQP and QMA", "probability": 0.07124172151088715 }, { "start_logit": 3.057190418243408, "end_logit": 3.2027480602264404, "text": "BPP, ZPP and RP, which are defined using probabilistic Turing machines; AC and NC", "probability": 0.06787891685962677 }, { "start_logit": 2.8095145225524902, "end_logit": 3.4060800075531006, "text": "BQP and QMA", "probability": 0.06493465602397919 }, { "start_logit": 2.9723703861236572, "end_logit": 3.2027480602264404, "text": "ZPP and RP, which are defined using probabilistic Turing machines; AC and NC", "probability": 0.06235885992646217 }, { "start_logit": 2.9022116661071777, "end_logit": 3.2027480602264404, "text": "AC and NC", "probability": 0.058133769780397415 }, { "start_logit": 2.6100594997406006, "end_logit": 3.4060800075531006, "text": "QMA", "probability": 0.053192995488643646 }, { "start_logit": 2.609515428543091, "end_logit": 3.3431601524353027, "text": "RP", "probability": 0.049922071397304535 }, { "start_logit": 2.609515428543091, "end_logit": 3.2027480602264404, "text": "RP, which are defined using probabilistic Turing machines; AC and NC", "probability": 0.04338226839900017 }, { "start_logit": 3.057190418243408, "end_logit": 2.7125728130340576, "text": "BPP, ZPP", "probability": 0.04157713055610657 }, { "start_logit": 2.9723703861236572, "end_logit": 2.7125728130340576, "text": "ZPP", "probability": 0.03819598630070686 }, { "start_logit": 3.057190418243408, "end_logit": 2.5779824256896973, "text": "BPP, ZPP and RP, which are defined using probabilistic Turing machines", "probability": 0.03634148836135864 }, { "start_logit": 2.9723703861236572, "end_logit": 2.5779824256896973, "text": "ZPP and RP, which are defined using probabilistic Turing machines", "probability": 0.033386122435331345 }, { "start_logit": 2.9022116661071777, "end_logit": 2.6237025260925293, "text": "AC and NC, which are defined using Boolean circuits; and BQP", "probability": 0.032580092549324036 }, { "start_logit": 2.0970890522003174, "end_logit": 3.4060800075531006, "text": "NC, which are defined using Boolean circuits; and BQP and QMA", "probability": 0.03184741735458374 }, { "start_logit": 2.035879373550415, "end_logit": 3.4060800075531006, "text": "Boolean circuits; and BQP and QMA", "probability": 0.029956508427858353 }, { "start_logit": 2.8095145225524902, "end_logit": 2.6237025260925293, "text": "BQP", "probability": 0.02969576232135296 }, { "start_logit": 2.5882961750030518, "end_logit": 2.814002513885498, "text": "#P is an important complexity class of counting problems (not decision problems). Classes like IP and AM", "probability": 0.028791671618819237 } ], "56e1c4fce3433e1400423152": [ { "start_logit": 3.125188112258911, "end_logit": 3.3694236278533936, "text": "BPP, ZPP and RP", "probability": 0.07876734435558319 }, { "start_logit": 2.999176263809204, "end_logit": 3.4911694526672363, "text": "AC and NC, which are defined using Boolean circuits; and BQP and QMA", "probability": 0.07843206077814102 }, { "start_logit": 3.125188112258911, "end_logit": 3.334343433380127, "text": "BPP", "probability": 0.07605209201574326 }, { "start_logit": 3.0155630111694336, "end_logit": 3.3694236278533936, "text": "ZPP and RP", "probability": 0.07058895379304886 }, { "start_logit": 3.125188112258911, "end_logit": 3.244946002960205, "text": "BPP, ZPP and RP, which are defined using probabilistic Turing machines; AC and NC", "probability": 0.06954827159643173 }, { "start_logit": 2.819368600845337, "end_logit": 3.4911694526672363, "text": "BQP and QMA", "probability": 0.06552455574274063 }, { "start_logit": 3.0155630111694336, "end_logit": 3.244946002960205, "text": "ZPP and RP, which are defined using probabilistic Turing machines; AC and NC", "probability": 0.0623270645737648 }, { "start_logit": 2.999176263809204, "end_logit": 3.244946002960205, "text": "AC and NC", "probability": 0.061314065009355545 }, { "start_logit": 2.5710983276367188, "end_logit": 3.4911694526672363, "text": "QMA", "probability": 0.05111891031265259 }, { "start_logit": 2.6230337619781494, "end_logit": 3.3694236278533936, "text": "RP", "probability": 0.04767199605703354 }, { "start_logit": 2.6230337619781494, "end_logit": 3.244946002960205, "text": "RP, which are defined using probabilistic Turing machines; AC and NC", "probability": 0.04209237918257713 }, { "start_logit": 3.125188112258911, "end_logit": 2.7317018508911133, "text": "BPP, ZPP", "probability": 0.041628144681453705 }, { "start_logit": 3.0155630111694336, "end_logit": 2.7317018508911133, "text": "ZPP", "probability": 0.03730590641498566 }, { "start_logit": 3.125188112258911, "end_logit": 2.608642339706421, "text": "BPP, ZPP and RP, which are defined using probabilistic Turing machines", "probability": 0.0368080735206604 }, { "start_logit": 2.999176263809204, "end_logit": 2.639481544494629, "text": "AC and NC, which are defined using Boolean circuits; and BQP", "probability": 0.03346647694706917 }, { "start_logit": 3.0155630111694336, "end_logit": 2.608642339706421, "text": "ZPP and RP, which are defined using probabilistic Turing machines", "probability": 0.03298630192875862 }, { "start_logit": 2.126425266265869, "end_logit": 3.4911694526672363, "text": "Boolean circuits; and BQP and QMA", "probability": 0.03276894986629486 }, { "start_logit": 1.980651617050171, "end_logit": 3.4911694526672363, "text": "NC, which are defined using Boolean circuits; and BQP and QMA", "probability": 0.028323944658041 }, { "start_logit": 2.819368600845337, "end_logit": 2.639481544494629, "text": "BQP", "probability": 0.027958929538726807 }, { "start_logit": 2.999176263809204, "end_logit": 2.3603577613830566, "text": "AC and NC, which are defined using Boolean circuits; and BQP and QMA, which are defined using quantum Turing machines", "probability": 0.025315605103969574 } ], "56e1c720e3433e140042316a": [ { "start_logit": 2.961421251296997, "end_logit": 2.7897748947143555, "text": "DTIME(n) is contained in DTIME(n2", "probability": 0.19938626885414124 }, { "start_logit": 2.887937545776367, "end_logit": 2.7897748947143555, "text": "DTIME(n2", "probability": 0.18526005744934082 }, { "start_logit": 2.1769297122955322, "end_logit": 2.4665603637695312, "text": "hierarchy theorems", "probability": 0.06586043536663055 }, { "start_logit": 2.887937545776367, "end_logit": 1.6169525384902954, "text": "DTIME(n2), it would be interesting to know if the inclusion is strict. For time and space requirements", "probability": 0.057336535304784775 }, { "start_logit": 1.6909629106521606, "end_logit": 2.7897748947143555, "text": "bigger set of problems. In particular, although DTIME(n) is contained in DTIME(n2", "probability": 0.05596832185983658 }, { "start_logit": 2.961421251296997, "end_logit": 1.3262499570846558, "text": "DTIME(n) is contained in DTIME", "probability": 0.04614179953932762 }, { "start_logit": 2.887937545776367, "end_logit": 1.3262499570846558, "text": "DTIME", "probability": 0.04287271946668625 }, { "start_logit": 2.961421251296997, "end_logit": 1.2380750179290771, "text": "DTIME(n", "probability": 0.0422474630177021 }, { "start_logit": 1.3491992950439453, "end_logit": 2.7897748947143555, "text": "computation time indeed defines a bigger set of problems. In particular, although DTIME(n) is contained in DTIME(n2", "probability": 0.039766401052474976 }, { "start_logit": 1.2092269659042358, "end_logit": 2.7897748947143555, "text": "say) computation time indeed defines a bigger set of problems. In particular, although DTIME(n) is contained in DTIME(n2", "probability": 0.03457220643758774 }, { "start_logit": 2.961421251296997, "end_logit": 0.9255588054656982, "text": "DTIME(n) is contained in DTIME(n2), it would be interesting to know if the inclusion is strict", "probability": 0.030908405780792236 }, { "start_logit": 2.887937545776367, "end_logit": 0.9255588054656982, "text": "DTIME(n2), it would be interesting to know if the inclusion is strict", "probability": 0.028718583285808563 }, { "start_logit": 1.3290317058563232, "end_logit": 2.4665603637695312, "text": "time and space hierarchy theorems respectively. They are called hierarchy theorems", "probability": 0.02820897288620472 }, { "start_logit": 2.1769297122955322, "end_logit": 1.5488669872283936, "text": "hierarchy theorems because they induce a proper hierarchy on the classes defined by constraining the respective resources. Thus there are pairs of complexity classes", "probability": 0.026307255029678345 }, { "start_logit": 1.2197670936584473, "end_logit": 2.4665603637695312, "text": "time and space requirements, the answer to such questions is given by the time and space hierarchy theorems respectively. They are called hierarchy theorems", "probability": 0.025289151817560196 }, { "start_logit": 0.8717492818832397, "end_logit": 2.7897748947143555, "text": "n2", "probability": 0.024669615551829338 }, { "start_logit": 2.1769297122955322, "end_logit": 1.3211393356323242, "text": "hierarchy theorem", "probability": 0.020949549973011017 }, { "start_logit": 2.1769297122955322, "end_logit": 1.1179383993148804, "text": "hierarchy theorems because they induce a proper hierarchy", "probability": 0.017097223550081253 }, { "start_logit": 1.3290317058563232, "end_logit": 1.7877293825149536, "text": "time and space hierarchy theorems", "probability": 0.014307864010334015 }, { "start_logit": 1.6909629106521606, "end_logit": 1.4133729934692383, "text": "bigger set of problems", "probability": 0.014131181873381138 } ], "56e1c720e3433e140042316b": [ { "start_logit": 2.67087459564209, "end_logit": 3.137272357940674, "text": "DTIME(n2", "probability": 0.18959006667137146 }, { "start_logit": 2.4835410118103027, "end_logit": 3.137272357940674, "text": "DTIME(n) is contained in DTIME(n2", "probability": 0.1572018414735794 }, { "start_logit": 2.500962972640991, "end_logit": 2.6361494064331055, "text": "hierarchy theorems", "probability": 0.09691456705331802 }, { "start_logit": 1.8151235580444336, "end_logit": 3.137272357940674, "text": "bigger set of problems. In particular, although DTIME(n) is contained in DTIME(n2", "probability": 0.08056893199682236 }, { "start_logit": 1.4462703466415405, "end_logit": 3.137272357940674, "text": "computation time indeed defines a bigger set of problems. In particular, although DTIME(n) is contained in DTIME(n2", "probability": 0.055715594440698624 }, { "start_logit": 2.67087459564209, "end_logit": 1.668432354927063, "text": "DTIME(n2), it would be interesting to know if the inclusion is strict. For time and space requirements", "probability": 0.04364217445254326 }, { "start_logit": 2.500962972640991, "end_logit": 1.7285469770431519, "text": "hierarchy theorems because they induce a proper hierarchy on the classes defined by constraining the respective resources. Thus there are pairs of complexity classes", "probability": 0.03910409286618233 }, { "start_logit": 1.0617347955703735, "end_logit": 3.137272357940674, "text": "say) computation time indeed defines a bigger set of problems. In particular, although DTIME(n) is contained in DTIME(n2", "probability": 0.037929315119981766 }, { "start_logit": 2.500962972640991, "end_logit": 1.6238398551940918, "text": "hierarchy theorem", "probability": 0.03521667793393135 }, { "start_logit": 1.2899388074874878, "end_logit": 2.6361494064331055, "text": "time and space hierarchy theorems respectively. They are called hierarchy theorems", "probability": 0.028870074078440666 }, { "start_logit": 0.7699563503265381, "end_logit": 3.137272357940674, "text": "n2", "probability": 0.028330698609352112 }, { "start_logit": 2.4835410118103027, "end_logit": 1.3877851963043213, "text": "DTIME(n", "probability": 0.02733159437775612 }, { "start_logit": 0.6929972767829895, "end_logit": 3.137272357940674, "text": "although DTIME(n) is contained in DTIME(n2", "probability": 0.026232177391648293 }, { "start_logit": 0.6717150807380676, "end_logit": 3.137272357940674, "text": "2", "probability": 0.025679800659418106 }, { "start_logit": 1.0874738693237305, "end_logit": 2.6361494064331055, "text": "time and space requirements, the answer to such questions is given by the time and space hierarchy theorems respectively. They are called hierarchy theorems", "probability": 0.023578623309731483 }, { "start_logit": 2.67087459564209, "end_logit": 1.03965425491333, "text": "DTIME(n2), it would be interesting to know if the inclusion is strict", "probability": 0.023271888494491577 }, { "start_logit": 2.500962972640991, "end_logit": 1.183354377746582, "text": "hierarchy theorems because they induce a proper hierarchy", "probability": 0.022669820114970207 }, { "start_logit": 1.8151235580444336, "end_logit": 1.7173513174057007, "text": "bigger set of problems", "probability": 0.019476180896162987 }, { "start_logit": 2.67087459564209, "end_logit": 0.8566333055496216, "text": "DTIME(n2), it would be interesting to know if the inclusion", "probability": 0.01937967725098133 }, { "start_logit": 2.4835410118103027, "end_logit": 1.03965425491333, "text": "DTIME(n) is contained in DTIME(n2), it would be interesting to know if the inclusion is strict", "probability": 0.019296282902359962 } ], "56e1c720e3433e140042316c": [ { "start_logit": 2.96781325340271, "end_logit": 2.883692741394043, "text": "DTIME(n2", "probability": 0.18670468032360077 }, { "start_logit": 2.872321605682373, "end_logit": 2.883692741394043, "text": "DTIME(n) is contained in DTIME(n2", "probability": 0.16970069706439972 }, { "start_logit": 2.6534647941589355, "end_logit": 2.4365928173065186, "text": "hierarchy theorems", "probability": 0.08718910068273544 }, { "start_logit": 1.8121777772903442, "end_logit": 2.883692741394043, "text": "bigger set of problems. In particular, although DTIME(n) is contained in DTIME(n2", "probability": 0.058785330504179 }, { "start_logit": 2.96781325340271, "end_logit": 1.7004081010818481, "text": "DTIME(n2), it would be interesting to know if the inclusion is strict. For time and space requirements", "probability": 0.05718224123120308 }, { "start_logit": 2.6534647941589355, "end_logit": 1.7706371545791626, "text": "hierarchy theorems because they induce a proper hierarchy on the classes defined by constraining the respective resources. Thus there are pairs of complexity classes", "probability": 0.04479622468352318 }, { "start_logit": 2.96781325340271, "end_logit": 1.3624237775802612, "text": "DTIME", "probability": 0.040782734751701355 }, { "start_logit": 1.3946207761764526, "end_logit": 2.883692741394043, "text": "computation time indeed defines a bigger set of problems. In particular, although DTIME(n) is contained in DTIME(n2", "probability": 0.03871919959783554 }, { "start_logit": 2.872321605682373, "end_logit": 1.3624237775802612, "text": "DTIME(n) is contained in DTIME", "probability": 0.03706849738955498 }, { "start_logit": 2.872321605682373, "end_logit": 1.317276120185852, "text": "DTIME(n", "probability": 0.03543214872479439 }, { "start_logit": 1.2131898403167725, "end_logit": 2.883692741394043, "text": "say) computation time indeed defines a bigger set of problems. In particular, although DTIME(n) is contained in DTIME(n2", "probability": 0.032294753938913345 }, { "start_logit": 1.0578850507736206, "end_logit": 2.883692741394043, "text": "n2", "probability": 0.02764928713440895 }, { "start_logit": 2.6534647941589355, "end_logit": 1.273240089416504, "text": "hierarchy theorem", "probability": 0.027241097763180733 }, { "start_logit": 2.6534647941589355, "end_logit": 1.205224871635437, "text": "hierarchy theorems because they induce a proper hierarchy", "probability": 0.025449898093938828 }, { "start_logit": 2.96781325340271, "end_logit": 0.8556692600250244, "text": "DTIME(n2), it would be interesting to know if the inclusion is strict", "probability": 0.024569464847445488 }, { "start_logit": 1.334702730178833, "end_logit": 2.4365928173065186, "text": "time and space hierarchy theorems respectively. They are called hierarchy theorems", "probability": 0.023320144042372704 }, { "start_logit": 2.872321605682373, "end_logit": 0.8556692600250244, "text": "DTIME(n) is contained in DTIME(n2), it would be interesting to know if the inclusion is strict", "probability": 0.02233182266354561 }, { "start_logit": 2.872321605682373, "end_logit": 0.8305537104606628, "text": "DTIME", "probability": 0.021777935326099396 }, { "start_logit": 1.1741690635681152, "end_logit": 2.4365928173065186, "text": "time and space requirements, the answer to such questions is given by the time and space hierarchy theorems respectively. They are called hierarchy theorems", "probability": 0.019861513748764992 }, { "start_logit": 2.6534647941589355, "end_logit": 0.920454204082489, "text": "hierarchy theorems because they induce a proper hierarchy on the classes defined by constraining the respective resources", "probability": 0.01914307288825512 } ], "56e1c720e3433e140042316d": [ { "start_logit": 2.959320068359375, "end_logit": 2.9386236667633057, "text": "DTIME(n) is contained in DTIME(n2", "probability": 0.17501530051231384 }, { "start_logit": 2.9568722248077393, "end_logit": 2.9386236667633057, "text": "DTIME(n2", "probability": 0.1745874583721161 }, { "start_logit": 2.4846115112304688, "end_logit": 2.6998488903045654, "text": "hierarchy theorems", "probability": 0.08574609458446503 }, { "start_logit": 1.7812883853912354, "end_logit": 2.9386236667633057, "text": "bigger set of problems. In particular, although DTIME(n) is contained in DTIME(n2", "probability": 0.05388445407152176 }, { "start_logit": 2.9568722248077393, "end_logit": 1.7474465370178223, "text": "DTIME(n2), it would be interesting to know if the inclusion is strict. For time and space requirements", "probability": 0.05305074527859688 }, { "start_logit": 2.959320068359375, "end_logit": 1.636075496673584, "text": "DTIME(n", "probability": 0.04757585749030113 }, { "start_logit": 1.5776039361953735, "end_logit": 2.9386236667633057, "text": "computation time indeed defines a bigger set of problems. In particular, although DTIME(n) is contained in DTIME(n2", "probability": 0.04395461454987526 }, { "start_logit": 2.959320068359375, "end_logit": 1.495513677597046, "text": "DTIME(n) is contained in DTIME", "probability": 0.04133724421262741 }, { "start_logit": 2.9568722248077393, "end_logit": 1.495513677597046, "text": "DTIME", "probability": 0.04123616963624954 }, { "start_logit": 1.2378300428390503, "end_logit": 2.9386236667633057, "text": "say) computation time indeed defines a bigger set of problems. In particular, although DTIME(n) is contained in DTIME(n2", "probability": 0.03129265829920769 }, { "start_logit": 1.4540908336639404, "end_logit": 2.6998488903045654, "text": "time and space hierarchy theorems respectively. They are called hierarchy theorems", "probability": 0.030596008524298668 }, { "start_logit": 2.4846115112304688, "end_logit": 1.6596732139587402, "text": "hierarchy theorems because they induce a proper hierarchy on the classes defined by constraining the respective resources. Thus there are pairs of complexity classes", "probability": 0.030302027240395546 }, { "start_logit": 1.061090111732483, "end_logit": 2.9386236667633057, "text": "n2", "probability": 0.026223180815577507 }, { "start_logit": 1.267820954322815, "end_logit": 2.6998488903045654, "text": "time and space requirements, the answer to such questions is given by the time and space hierarchy theorems respectively. They are called hierarchy theorems", "probability": 0.025396209210157394 }, { "start_logit": 2.4846115112304688, "end_logit": 1.4696632623672485, "text": "hierarchy theorem", "probability": 0.025058286264538765 }, { "start_logit": 2.959320068359375, "end_logit": 0.9422303438186646, "text": "DTIME(n) is contained in DTIME(n2), it would be interesting to know if the inclusion", "probability": 0.02377132698893547 }, { "start_logit": 2.9568722248077393, "end_logit": 0.9422303438186646, "text": "DTIME(n2), it would be interesting to know if the inclusion", "probability": 0.023713216185569763 }, { "start_logit": 2.959320068359375, "end_logit": 0.9263604283332825, "text": "DTIME", "probability": 0.023397060111165047 }, { "start_logit": 2.959320068359375, "end_logit": 0.8628754615783691, "text": "DTIME(n) is contained in DTIME(n2), it would be interesting to know if the inclusion is strict", "probability": 0.021957864984869957 }, { "start_logit": 2.9568722248077393, "end_logit": 0.8628754615783691, "text": "DTIME(n2), it would be interesting to know if the inclusion is strict", "probability": 0.02190418168902397 } ], "56e1c720e3433e140042316e": [ { "start_logit": 2.844038248062134, "end_logit": 2.787468671798706, "text": "DTIME(n2", "probability": 0.1849270462989807 }, { "start_logit": 2.785423994064331, "end_logit": 2.787468671798706, "text": "DTIME(n) is contained in DTIME(n2", "probability": 0.1743992269039154 }, { "start_logit": 2.3097646236419678, "end_logit": 2.4361889362335205, "text": "hierarchy theorems", "probability": 0.07627978920936584 }, { "start_logit": 2.844038248062134, "end_logit": 1.6697895526885986, "text": "DTIME(n2), it would be interesting to know if the inclusion is strict. For time and space requirements", "probability": 0.06047815829515457 }, { "start_logit": 1.6488813161849976, "end_logit": 2.787468671798706, "text": "bigger set of problems. In particular, although DTIME(n) is contained in DTIME(n2", "probability": 0.05596936121582985 }, { "start_logit": 1.522334337234497, "end_logit": 2.787468671798706, "text": "computation time indeed defines a bigger set of problems. In particular, although DTIME(n) is contained in DTIME(n2", "probability": 0.04931643605232239 }, { "start_logit": 2.844038248062134, "end_logit": 1.395310878753662, "text": "DTIME", "probability": 0.04596148803830147 }, { "start_logit": 2.785423994064331, "end_logit": 1.395310878753662, "text": "DTIME(n) is contained in DTIME", "probability": 0.043344900012016296 }, { "start_logit": 2.785423994064331, "end_logit": 1.1905983686447144, "text": "DTIME(n", "probability": 0.03532096743583679 }, { "start_logit": 1.1833970546722412, "end_logit": 2.787468671798706, "text": "say) computation time indeed defines a bigger set of problems. In particular, although DTIME(n) is contained in DTIME(n2", "probability": 0.0351393036544323 }, { "start_logit": 2.3097646236419678, "end_logit": 1.6159359216690063, "text": "hierarchy theorems because they induce a proper hierarchy on the classes defined by constraining the respective resources. Thus there are pairs of complexity classes", "probability": 0.033587533980607986 }, { "start_logit": 0.8986929655075073, "end_logit": 2.787468671798706, "text": "n2", "probability": 0.026433074846863747 }, { "start_logit": 2.3097646236419678, "end_logit": 1.3719154596328735, "text": "hierarchy theorem", "probability": 0.026314882561564445 }, { "start_logit": 1.174830436706543, "end_logit": 2.4361889362335205, "text": "time and space hierarchy theorems respectively. They are called hierarchy theorems", "probability": 0.024519624188542366 }, { "start_logit": 1.1644502878189087, "end_logit": 2.4361889362335205, "text": "time and space requirements, the answer to such questions is given by the time and space hierarchy theorems respectively. They are called hierarchy theorems", "probability": 0.024266427382826805 }, { "start_logit": 2.844038248062134, "end_logit": 0.7494339346885681, "text": "DTIME(n2), it would be interesting to know if the inclusion is strict", "probability": 0.024093128740787506 }, { "start_logit": 2.785423994064331, "end_logit": 0.7642884254455566, "text": "DTIME", "probability": 0.02306155301630497 }, { "start_logit": 2.785423994064331, "end_logit": 0.7494339346885681, "text": "DTIME(n) is contained in DTIME(n2), it would be interesting to know if the inclusion is strict", "probability": 0.022721517831087112 }, { "start_logit": 2.3097646236419678, "end_logit": 1.0717122554779053, "text": "hierarchy theorems because they induce a proper hierarchy", "probability": 0.01949058100581169 }, { "start_logit": 2.3097646236419678, "end_logit": 0.767267107963562, "text": "hierarchy theorems because they induce a proper hierarchy on the classes defined by constraining the respective resources", "probability": 0.014374935999512672 } ], "56e1c7e2cd28a01900c67b74": [ { "start_logit": 2.3230254650115967, "end_logit": 2.5438523292541504, "text": "PSPACE", "probability": 0.07792423665523529 }, { "start_logit": 2.2946157455444336, "end_logit": 2.5438523292541504, "text": "EXPTIME, and the space hierarchy theorem tells us that L is strictly contained in PSPACE", "probability": 0.07574160397052765 }, { "start_logit": 2.2946157455444336, "end_logit": 2.453216791152954, "text": "EXPTIME, and the space hierarchy theorem", "probability": 0.06917861849069595 }, { "start_logit": 1.9204087257385254, "end_logit": 2.681553363800049, "text": "time and space hierarchy theorems form the basis for most separation results of complexity classes. For instance, the time hierarchy theorem", "probability": 0.05978899076581001 }, { "start_logit": 1.9118560552597046, "end_logit": 2.681553363800049, "text": "time hierarchy theorem", "probability": 0.05927982181310654 }, { "start_logit": 2.2946157455444336, "end_logit": 2.26534104347229, "text": "EXPTIME", "probability": 0.05732954293489456 }, { "start_logit": 1.9128930568695068, "end_logit": 2.5438523292541504, "text": "L is strictly contained in PSPACE", "probability": 0.05170759558677673 }, { "start_logit": 1.912642240524292, "end_logit": 2.5438523292541504, "text": "space hierarchy theorem tells us that L is strictly contained in PSPACE", "probability": 0.05169462412595749 }, { "start_logit": 1.9118560552597046, "end_logit": 2.5438523292541504, "text": "time hierarchy theorem tells us that P is strictly contained in EXPTIME, and the space hierarchy theorem tells us that L is strictly contained in PSPACE", "probability": 0.05165402218699455 }, { "start_logit": 1.869038701057434, "end_logit": 2.5438523292541504, "text": "P is strictly contained in EXPTIME, and the space hierarchy theorem tells us that L is strictly contained in PSPACE", "probability": 0.04948899894952774 }, { "start_logit": 1.912642240524292, "end_logit": 2.453216791152954, "text": "space hierarchy theorem", "probability": 0.04721532762050629 }, { "start_logit": 1.9118560552597046, "end_logit": 2.453216791152954, "text": "time hierarchy theorem tells us that P is strictly contained in EXPTIME, and the space hierarchy theorem", "probability": 0.04717821627855301 }, { "start_logit": 1.681681752204895, "end_logit": 2.681553363800049, "text": "space hierarchy theorems form the basis for most separation results of complexity classes. For instance, the time hierarchy theorem", "probability": 0.047091592103242874 }, { "start_logit": 1.9204087257385254, "end_logit": 2.4022014141082764, "text": "time and space hierarchy theorem", "probability": 0.04521683230996132 }, { "start_logit": 1.869038701057434, "end_logit": 2.453216791152954, "text": "P is strictly contained in EXPTIME, and the space hierarchy theorem", "probability": 0.04520081728696823 }, { "start_logit": 1.9118560552597046, "end_logit": 2.26534104347229, "text": "time hierarchy theorem tells us that P is strictly contained in EXPTIME", "probability": 0.039097417145967484 }, { "start_logit": 1.869038701057434, "end_logit": 2.26534104347229, "text": "P is strictly contained in EXPTIME", "probability": 0.037458714097738266 }, { "start_logit": 1.681681752204895, "end_logit": 2.4022014141082764, "text": "space hierarchy theorem", "probability": 0.03561414033174515 }, { "start_logit": 1.9204087257385254, "end_logit": 1.9132317304611206, "text": "time and space hierarchy theorems form the basis for most separation results of complexity classes", "probability": 0.027729587629437447 }, { "start_logit": 1.1622519493103027, "end_logit": 2.5438523292541504, "text": "strictly contained in EXPTIME, and the space hierarchy theorem tells us that L is strictly contained in PSPACE", "probability": 0.02440929040312767 } ], "56e1c7e2cd28a01900c67b75": [ { "start_logit": 2.2562150955200195, "end_logit": 2.554832696914673, "text": "EXPTIME, and the space hierarchy theorem tells us that L is strictly contained in PSPACE", "probability": 0.07980156689882278 }, { "start_logit": 2.2132556438446045, "end_logit": 2.554832696914673, "text": "PSPACE", "probability": 0.07644595205783844 }, { "start_logit": 2.2562150955200195, "end_logit": 2.4223392009735107, "text": "EXPTIME, and the space hierarchy theorem", "probability": 0.06989891082048416 }, { "start_logit": 1.9836862087249756, "end_logit": 2.554832696914673, "text": "L is strictly contained in PSPACE", "probability": 0.06076502799987793 }, { "start_logit": 1.8948595523834229, "end_logit": 2.6149954795837402, "text": "time hierarchy theorem", "probability": 0.05904800817370415 }, { "start_logit": 1.8877712488174438, "end_logit": 2.6149954795837402, "text": "time and space hierarchy theorems form the basis for most separation results of complexity classes. For instance, the time hierarchy theorem", "probability": 0.058630917221307755 }, { "start_logit": 2.2562150955200195, "end_logit": 2.224238157272339, "text": "EXPTIME", "probability": 0.057337164878845215 }, { "start_logit": 1.9182231426239014, "end_logit": 2.554832696914673, "text": "space hierarchy theorem tells us that L is strictly contained in PSPACE", "probability": 0.056914567947387695 }, { "start_logit": 1.8948595523834229, "end_logit": 2.554832696914673, "text": "time hierarchy theorem tells us that P is strictly contained in EXPTIME, and the space hierarchy theorem tells us that L is strictly contained in PSPACE", "probability": 0.055600255727767944 }, { "start_logit": 1.750971794128418, "end_logit": 2.6149954795837402, "text": "space hierarchy theorems form the basis for most separation results of complexity classes. For instance, the time hierarchy theorem", "probability": 0.05113467574119568 }, { "start_logit": 1.9182231426239014, "end_logit": 2.4223392009735107, "text": "space hierarchy theorem", "probability": 0.04985196888446808 }, { "start_logit": 1.8948595523834229, "end_logit": 2.4223392009735107, "text": "time hierarchy theorem tells us that P is strictly contained in EXPTIME, and the space hierarchy theorem", "probability": 0.04870074614882469 }, { "start_logit": 1.8877712488174438, "end_logit": 2.2573206424713135, "text": "time and space hierarchy theorems form the basis for most separation results of complexity classes", "probability": 0.04100063443183899 }, { "start_logit": 1.8877712488174438, "end_logit": 2.2543528079986572, "text": "time and space hierarchy theorem", "probability": 0.040879134088754654 }, { "start_logit": 1.8948595523834229, "end_logit": 2.224238157272339, "text": "time hierarchy theorem tells us that P is strictly contained in EXPTIME", "probability": 0.039948586374521255 }, { "start_logit": 1.750971794128418, "end_logit": 2.2573206424713135, "text": "space hierarchy theorems form the basis for most separation results of complexity classes", "probability": 0.03575849160552025 }, { "start_logit": 1.750971794128418, "end_logit": 2.2543528079986572, "text": "space hierarchy theorem", "probability": 0.0356525257229805 }, { "start_logit": 1.2751891613006592, "end_logit": 2.554832696914673, "text": "strictly contained in EXPTIME, and the space hierarchy theorem tells us that L is strictly contained in PSPACE", "probability": 0.029919711872935295 }, { "start_logit": 1.0938091278076172, "end_logit": 2.6149954795837402, "text": "complexity classes. For instance, the time hierarchy theorem", "probability": 0.026504119858145714 }, { "start_logit": 1.2751891613006592, "end_logit": 2.4223392009735107, "text": "strictly contained in EXPTIME, and the space hierarchy theorem", "probability": 0.026206931099295616 } ], "56e1c7e2cd28a01900c67b76": [ { "start_logit": 2.310460090637207, "end_logit": 2.5259532928466797, "text": "PSPACE", "probability": 0.07873255759477615 }, { "start_logit": 2.2568609714508057, "end_logit": 2.5259532928466797, "text": "EXPTIME, and the space hierarchy theorem tells us that L is strictly contained in PSPACE", "probability": 0.07462364435195923 }, { "start_logit": 2.2568609714508057, "end_logit": 2.4650256633758545, "text": "EXPTIME", "probability": 0.07021275162696838 }, { "start_logit": 2.032453775405884, "end_logit": 2.599844217300415, "text": "time and space hierarchy theorems form the basis for most separation results of complexity classes. For instance, the time hierarchy theorem", "probability": 0.06419602781534195 }, { "start_logit": 2.2568609714508057, "end_logit": 2.3717453479766846, "text": "EXPTIME, and the space hierarchy theorem", "probability": 0.06395947933197021 }, { "start_logit": 1.9927033185958862, "end_logit": 2.599844217300415, "text": "time hierarchy theorem", "probability": 0.06169424578547478 }, { "start_logit": 1.9927033185958862, "end_logit": 2.5259532928466797, "text": "time hierarchy theorem tells us that P is strictly contained in EXPTIME, and the space hierarchy theorem tells us that L is strictly contained in PSPACE", "probability": 0.05729996785521507 }, { "start_logit": 1.9927033185958862, "end_logit": 2.4650256633758545, "text": "time hierarchy theorem tells us that P is strictly contained in EXPTIME", "probability": 0.05391303077340126 }, { "start_logit": 1.847610592842102, "end_logit": 2.5259532928466797, "text": "space hierarchy theorem tells us that L is strictly contained in PSPACE", "probability": 0.049561142921447754 }, { "start_logit": 1.9927033185958862, "end_logit": 2.3717453479766846, "text": "time hierarchy theorem tells us that P is strictly contained in EXPTIME, and the space hierarchy theorem", "probability": 0.04911143705248833 }, { "start_logit": 2.032453775405884, "end_logit": 2.2418017387390137, "text": "time and space hierarchy theorem", "probability": 0.044875819236040115 }, { "start_logit": 2.032453775405884, "end_logit": 2.240833282470703, "text": "time and space hierarchy theorems form the basis for most separation results of complexity classes", "probability": 0.04483235999941826 }, { "start_logit": 1.7183860540390015, "end_logit": 2.5259532928466797, "text": "P is strictly contained in EXPTIME, and the space hierarchy theorem tells us that L is strictly contained in PSPACE", "probability": 0.0435531847178936 }, { "start_logit": 1.847610592842102, "end_logit": 2.3717453479766846, "text": "space hierarchy theorem", "probability": 0.04247856140136719 }, { "start_logit": 1.7183860540390015, "end_logit": 2.4650256633758545, "text": "P is strictly contained in EXPTIME", "probability": 0.04097880423069 }, { "start_logit": 1.641526460647583, "end_logit": 2.5259532928466797, "text": "L is strictly contained in PSPACE", "probability": 0.040331099182367325 }, { "start_logit": 1.7183860540390015, "end_logit": 2.3717453479766846, "text": "P is strictly contained in EXPTIME, and the space hierarchy theorem", "probability": 0.03732915595173836 }, { "start_logit": 1.3038687705993652, "end_logit": 2.599844217300415, "text": "space hierarchy theorems form the basis for most separation results of complexity classes. For instance, the time hierarchy theorem", "probability": 0.03098044916987419 }, { "start_logit": 1.1900383234024048, "end_logit": 2.5259532928466797, "text": "strictly contained in EXPTIME, and the space hierarchy theorem tells us that L is strictly contained in PSPACE", "probability": 0.025678008794784546 }, { "start_logit": 1.1153792142868042, "end_logit": 2.599844217300415, "text": "separation results of complexity classes. For instance, the time hierarchy theorem", "probability": 0.025658288970589638 } ], "56e1c9bfe3433e1400423192": [ { "start_logit": 2.6441290378570557, "end_logit": 3.1477878093719482, "text": "Cook reductions", "probability": 0.10511620342731476 }, { "start_logit": 2.6441290378570557, "end_logit": 3.089136838912964, "text": "Cook reductions, Karp reductions and Levin reductions", "probability": 0.099128358066082 }, { "start_logit": 2.6082780361175537, "end_logit": 3.089136838912964, "text": "Levin reductions", "probability": 0.09563744813203812 }, { "start_logit": 2.6441290378570557, "end_logit": 2.7220144271850586, "text": "Cook reductions, Karp reductions and Levin reductions, and the bound on the complexity of reductions, such as polynomial-time reductions or log-space reductions", "probability": 0.0686686560511589 }, { "start_logit": 2.6082780361175537, "end_logit": 2.7220144271850586, "text": "Levin reductions, and the bound on the complexity of reductions, such as polynomial-time reductions or log-space reductions", "probability": 0.06625045090913773 }, { "start_logit": 2.3715827465057373, "end_logit": 2.7220144271850586, "text": "log-space reductions", "probability": 0.052286963909864426 }, { "start_logit": 2.6441290378570557, "end_logit": 2.3948917388916016, "text": "Cook reductions, Karp reductions", "probability": 0.04950977489352226 }, { "start_logit": 1.8881551027297974, "end_logit": 3.1477878093719482, "text": "Y, and we say that X reduces to Y. There are many different types of reductions, based on the method of reduction, such as Cook reductions", "probability": 0.049357641488313675 }, { "start_logit": 2.047844648361206, "end_logit": 2.982860803604126, "text": "a reduction", "probability": 0.04909980297088623 }, { "start_logit": 1.8226335048675537, "end_logit": 3.1477878093719482, "text": "X reduces to Y. There are many different types of reductions, based on the method of reduction, such as Cook reductions", "probability": 0.04622731730341911 }, { "start_logit": 1.807786226272583, "end_logit": 3.089136838912964, "text": "Karp reductions and Levin reductions", "probability": 0.0429515466094017 }, { "start_logit": 1.574420690536499, "end_logit": 3.1477878093719482, "text": "Y. There are many different types of reductions, based on the method of reduction, such as Cook reductions", "probability": 0.03606627136468887 }, { "start_logit": 2.6441290378570557, "end_logit": 2.034651279449463, "text": "Cook reductions, Karp reductions and Levin reductions, and the bound on the complexity of reductions, such as polynomial-time reductions", "probability": 0.034533511847257614 }, { "start_logit": 1.574420690536499, "end_logit": 3.089136838912964, "text": "Y. There are many different types of reductions, based on the method of reduction, such as Cook reductions, Karp reductions and Levin reductions", "probability": 0.03401178866624832 }, { "start_logit": 2.6082780361175537, "end_logit": 2.034651279449463, "text": "Levin reductions, and the bound on the complexity of reductions, such as polynomial-time reductions", "probability": 0.03331736475229263 }, { "start_logit": 1.807786226272583, "end_logit": 2.7220144271850586, "text": "Karp reductions and Levin reductions, and the bound on the complexity of reductions, such as polynomial-time reductions or log-space reductions", "probability": 0.02975359745323658 }, { "start_logit": 1.5080925226211548, "end_logit": 2.982860803604126, "text": "concept of a reduction", "probability": 0.028619922697544098 }, { "start_logit": 2.6441290378570557, "end_logit": 1.8162879943847656, "text": "Cook reductions, Karp reductions and Levin reductions, and the bound on the complexity of reductions", "probability": 0.02775917388498783 }, { "start_logit": 2.6082780361175537, "end_logit": 1.8162879943847656, "text": "Levin reductions, and the bound on the complexity of reductions", "probability": 0.02678162232041359 }, { "start_logit": 2.047844648361206, "end_logit": 2.304781675338745, "text": "a reduction. A reduction", "probability": 0.024922624230384827 } ], "56e1c9bfe3433e1400423193": [ { "start_logit": 2.678015947341919, "end_logit": 3.1048455238342285, "text": "Cook reductions", "probability": 0.10722891241312027 }, { "start_logit": 2.678015947341919, "end_logit": 3.0428354740142822, "text": "Cook reductions, Karp reductions and Levin reductions", "probability": 0.10078158974647522 }, { "start_logit": 2.6534571647644043, "end_logit": 3.0428354740142822, "text": "Levin reductions", "probability": 0.09833668172359467 }, { "start_logit": 2.678015947341919, "end_logit": 2.67405104637146, "text": "Cook reductions, Karp reductions and Levin reductions, and the bound on the complexity of reductions, such as polynomial-time reductions or log-space reductions", "probability": 0.06969797611236572 }, { "start_logit": 2.6534571647644043, "end_logit": 2.67405104637146, "text": "Levin reductions, and the bound on the complexity of reductions, such as polynomial-time reductions or log-space reductions", "probability": 0.06800710409879684 }, { "start_logit": 2.403531074523926, "end_logit": 2.67405104637146, "text": "log-space reductions", "probability": 0.05296792834997177 }, { "start_logit": 1.9367520809173584, "end_logit": 3.1048455238342285, "text": "Y, and we say that X reduces to Y. There are many different types of reductions, based on the method of reduction, such as Cook reductions", "probability": 0.051095761358737946 }, { "start_logit": 2.678015947341919, "end_logit": 2.3570516109466553, "text": "Cook reductions, Karp reductions", "probability": 0.05076320469379425 }, { "start_logit": 1.845346450805664, "end_logit": 3.1048455238342285, "text": "X reduces to Y. There are many different types of reductions, based on the method of reduction, such as Cook reductions", "probability": 0.04663243144750595 }, { "start_logit": 1.8913991451263428, "end_logit": 3.0428354740142822, "text": "Karp reductions and Levin reductions", "probability": 0.04589420557022095 }, { "start_logit": 1.965991497039795, "end_logit": 2.779634714126587, "text": "a reduction", "probability": 0.038005489856004715 }, { "start_logit": 1.615407109260559, "end_logit": 3.1048455238342285, "text": "Y. There are many different types of reductions, based on the method of reduction, such as Cook reductions", "probability": 0.03705327585339546 }, { "start_logit": 2.678015947341919, "end_logit": 2.0089216232299805, "text": "Cook reductions, Karp reductions and Levin reductions, and the bound on the complexity of reductions, such as polynomial-time reductions", "probability": 0.03583917394280434 }, { "start_logit": 2.6534571647644043, "end_logit": 2.0089216232299805, "text": "Levin reductions, and the bound on the complexity of reductions, such as polynomial-time reductions", "probability": 0.03496973589062691 }, { "start_logit": 1.615407109260559, "end_logit": 3.0428354740142822, "text": "Y. There are many different types of reductions, based on the method of reduction, such as Cook reductions, Karp reductions and Levin reductions", "probability": 0.034825399518013 }, { "start_logit": 1.8913991451263428, "end_logit": 2.67405104637146, "text": "Karp reductions and Levin reductions, and the bound on the complexity of reductions, such as polynomial-time reductions or log-space reductions", "probability": 0.031739261001348495 }, { "start_logit": 2.678015947341919, "end_logit": 1.6466495990753174, "text": "Cook reductions, Karp reductions and Levin reductions, and the bound on the complexity of reductions", "probability": 0.024947404861450195 }, { "start_logit": 2.6534571647644043, "end_logit": 1.6466495990753174, "text": "Levin reductions, and the bound on the complexity of reductions", "probability": 0.024342194199562073 }, { "start_logit": 1.5901267528533936, "end_logit": 2.67405104637146, "text": "polynomial-time reductions or log-space reductions", "probability": 0.023483123630285263 }, { "start_logit": 1.4805330038070679, "end_logit": 2.779634714126587, "text": "concept of a reduction", "probability": 0.023389142006635666 } ], "56e1c9bfe3433e1400423194": [ { "start_logit": 2.7561514377593994, "end_logit": 2.8963735103607178, "text": "Levin reductions", "probability": 0.12461651861667633 }, { "start_logit": 2.531135320663452, "end_logit": 2.8963735103607178, "text": "Cook reductions, Karp reductions and Levin reductions", "probability": 0.09950669854879379 }, { "start_logit": 2.531135320663452, "end_logit": 2.7670235633850098, "text": "Cook reductions", "probability": 0.08743318915367126 }, { "start_logit": 2.7561514377593994, "end_logit": 2.3709497451782227, "text": "Levin reductions, and the bound on the complexity of reductions, such as polynomial-time reductions or log-space reductions", "probability": 0.07368632405996323 }, { "start_logit": 2.531135320663452, "end_logit": 2.3709497451782227, "text": "Cook reductions, Karp reductions and Levin reductions, and the bound on the complexity of reductions, such as polynomial-time reductions or log-space reductions", "probability": 0.05883880332112312 }, { "start_logit": 1.9875733852386475, "end_logit": 2.798784017562866, "text": "a reduction", "probability": 0.05240875482559204 }, { "start_logit": 2.531135320663452, "end_logit": 2.2013370990753174, "text": "Cook reductions, Karp reductions", "probability": 0.049659449607133865 }, { "start_logit": 2.2566938400268555, "end_logit": 2.3709497451782227, "text": "log-space reductions", "probability": 0.04471726715564728 }, { "start_logit": 1.7202365398406982, "end_logit": 2.8963735103607178, "text": "Karp reductions and Levin reductions", "probability": 0.044226594269275665 }, { "start_logit": 2.7561514377593994, "end_logit": 1.8201756477355957, "text": "Levin reductions, and the bound on the complexity of reductions, such as polynomial-time reductions", "probability": 0.042480431497097015 }, { "start_logit": 1.7662795782089233, "end_logit": 2.7670235633850098, "text": "Y, and we say that X reduces to Y. There are many different types of reductions, based on the method of reduction, such as Cook reductions", "probability": 0.04069151356816292 }, { "start_logit": 2.7561514377593994, "end_logit": 1.7672009468078613, "text": "Levin reductions, and the bound on the complexity of reductions", "probability": 0.040288615971803665 }, { "start_logit": 1.6191655397415161, "end_logit": 2.798784017562866, "text": "concept of a reduction", "probability": 0.03625821694731712 }, { "start_logit": 2.531135320663452, "end_logit": 1.8201756477355957, "text": "Cook reductions, Karp reductions and Levin reductions, and the bound on the complexity of reductions, such as polynomial-time reductions", "probability": 0.03392075374722481 }, { "start_logit": 1.5529066324234009, "end_logit": 2.7670235633850098, "text": "X reduces to Y. There are many different types of reductions, based on the method of reduction, such as Cook reductions", "probability": 0.032872822135686874 }, { "start_logit": 2.531135320663452, "end_logit": 1.7672009468078613, "text": "Cook reductions, Karp reductions and Levin reductions, and the bound on the complexity of reductions", "probability": 0.03217058256268501 }, { "start_logit": 1.297454595565796, "end_logit": 2.8963735103607178, "text": "Y. There are many different types of reductions, based on the method of reduction, such as Cook reductions, Karp reductions and Levin reductions", "probability": 0.028978215530514717 }, { "start_logit": 1.7202365398406982, "end_logit": 2.3709497451782227, "text": "Karp reductions and Levin reductions, and the bound on the complexity of reductions, such as polynomial-time reductions or log-space reductions", "probability": 0.026151400059461594 }, { "start_logit": 2.2081449031829834, "end_logit": 1.8629659414291382, "text": "informal notion of a problem being at least as difficult as another problem. For instance, if a problem X can be solved using an algorithm for Y", "probability": 0.025631625205278397 }, { "start_logit": 1.297454595565796, "end_logit": 2.7670235633850098, "text": "Y. There are many different types of reductions, based on the method of reduction, such as Cook reductions", "probability": 0.025462178513407707 } ], "56e1c9bfe3433e1400423195": [ { "start_logit": 2.70369029045105, "end_logit": 3.0874102115631104, "text": "Cook reductions", "probability": 0.10589147359132767 }, { "start_logit": 2.728233575820923, "end_logit": 3.0163516998291016, "text": "Levin reductions", "probability": 0.10107868164777756 }, { "start_logit": 2.70369029045105, "end_logit": 3.0163516998291016, "text": "Cook reductions, Karp reductions and Levin reductions", "probability": 0.09862811863422394 }, { "start_logit": 2.728233575820923, "end_logit": 2.6779088973999023, "text": "Levin reductions, and the bound on the complexity of reductions, such as polynomial-time reductions or log-space reductions", "probability": 0.07205692678689957 }, { "start_logit": 2.70369029045105, "end_logit": 2.6779088973999023, "text": "Cook reductions, Karp reductions and Levin reductions, and the bound on the complexity of reductions, such as polynomial-time reductions or log-space reductions", "probability": 0.07030997425317764 }, { "start_logit": 2.4160943031311035, "end_logit": 2.6779088973999023, "text": "log-space reductions", "probability": 0.05273700878024101 }, { "start_logit": 2.70369029045105, "end_logit": 2.346153974533081, "text": "Cook reductions, Karp reductions", "probability": 0.050458867102861404 }, { "start_logit": 1.9415830373764038, "end_logit": 3.0874102115631104, "text": "Y, and we say that X reduces to Y. There are many different types of reductions, based on the method of reduction, such as Cook reductions", "probability": 0.049417637288570404 }, { "start_logit": 1.8642672300338745, "end_logit": 3.0874102115631104, "text": "X reduces to Y. There are many different types of reductions, based on the method of reduction, such as Cook reductions", "probability": 0.04574083909392357 }, { "start_logit": 1.9110157489776611, "end_logit": 3.0163516998291016, "text": "Karp reductions and Levin reductions", "probability": 0.04464228078722954 }, { "start_logit": 1.9343881607055664, "end_logit": 2.798434019088745, "text": "a reduction", "probability": 0.0367499403655529 }, { "start_logit": 2.728233575820923, "end_logit": 1.9912724494934082, "text": "Levin reductions, and the bound on the complexity of reductions, such as polynomial-time reductions", "probability": 0.03626381978392601 }, { "start_logit": 2.70369029045105, "end_logit": 1.9912724494934082, "text": "Cook reductions, Karp reductions and Levin reductions, and the bound on the complexity of reductions, such as polynomial-time reductions", "probability": 0.03538459911942482 }, { "start_logit": 1.6011978387832642, "end_logit": 3.0874102115631104, "text": "Y. There are many different types of reductions, based on the method of reduction, such as Cook reductions", "probability": 0.03516046702861786 }, { "start_logit": 1.6011978387832642, "end_logit": 3.0163516998291016, "text": "Y. There are many different types of reductions, based on the method of reduction, such as Cook reductions, Karp reductions and Levin reductions", "probability": 0.032748714089393616 }, { "start_logit": 1.9110157489776611, "end_logit": 2.6779088973999023, "text": "Karp reductions and Levin reductions, and the bound on the complexity of reductions, such as polynomial-time reductions or log-space reductions", "probability": 0.03182457387447357 }, { "start_logit": 2.728233575820923, "end_logit": 1.70150625705719, "text": "Levin reductions, and the bound on the complexity of reductions", "probability": 0.027141233906149864 }, { "start_logit": 2.70369029045105, "end_logit": 1.70150625705719, "text": "Cook reductions, Karp reductions and Levin reductions, and the bound on the complexity of reductions", "probability": 0.026483209803700447 }, { "start_logit": 1.6282378435134888, "end_logit": 2.6779088973999023, "text": "polynomial-time reductions or log-space reductions", "probability": 0.02398577332496643 }, { "start_logit": 1.478531837463379, "end_logit": 2.798434019088745, "text": "concept of a reduction", "probability": 0.023295966908335686 } ], "56e1c9bfe3433e1400423196": [ { "start_logit": 2.641835927963257, "end_logit": 3.109154462814331, "text": "Cook reductions", "probability": 0.10412053763866425 }, { "start_logit": 2.6921231746673584, "end_logit": 3.019392967224121, "text": "Levin reductions", "probability": 0.10009054094552994 }, { "start_logit": 2.641835927963257, "end_logit": 3.019392967224121, "text": "Cook reductions, Karp reductions and Levin reductions", "probability": 0.09518172591924667 }, { "start_logit": 2.6921231746673584, "end_logit": 2.573293447494507, "text": "Levin reductions, and the bound on the complexity of reductions, such as polynomial-time reductions or log-space reductions", "probability": 0.0640699565410614 }, { "start_logit": 2.641835927963257, "end_logit": 2.573293447494507, "text": "Cook reductions, Karp reductions and Levin reductions, and the bound on the complexity of reductions, such as polynomial-time reductions or log-space reductions", "probability": 0.06092771887779236 }, { "start_logit": 2.0928587913513184, "end_logit": 3.019392967224121, "text": "Karp reductions and Levin reductions", "probability": 0.05497127026319504 }, { "start_logit": 2.426190137863159, "end_logit": 2.573293447494507, "text": "log-space reductions", "probability": 0.04910900443792343 }, { "start_logit": 2.641835927963257, "end_logit": 2.352398633956909, "text": "Cook reductions, Karp reductions", "probability": 0.04885190725326538 }, { "start_logit": 1.8594591617584229, "end_logit": 3.109154462814331, "text": "Y, and we say that X reduces to Y. There are many different types of reductions, based on the method of reduction, such as Cook reductions", "probability": 0.047616176307201385 }, { "start_logit": 1.849252700805664, "end_logit": 3.109154462814331, "text": "X reduces to Y. There are many different types of reductions, based on the method of reduction, such as Cook reductions", "probability": 0.047132667154073715 }, { "start_logit": 2.6921231746673584, "end_logit": 2.0804367065429688, "text": "Levin reductions, and the bound on the complexity of reductions, such as polynomial-time reductions", "probability": 0.03913898766040802 }, { "start_logit": 2.641835927963257, "end_logit": 2.0804367065429688, "text": "Cook reductions, Karp reductions and Levin reductions, and the bound on the complexity of reductions, such as polynomial-time reductions", "probability": 0.03721945732831955 }, { "start_logit": 1.9247878789901733, "end_logit": 2.7855799198150635, "text": "a reduction", "probability": 0.03677898272871971 }, { "start_logit": 1.5991096496582031, "end_logit": 3.109154462814331, "text": "Y. There are many different types of reductions, based on the method of reduction, such as Cook reductions", "probability": 0.036701709032058716 }, { "start_logit": 2.0928587913513184, "end_logit": 2.573293447494507, "text": "Karp reductions and Levin reductions, and the bound on the complexity of reductions, such as polynomial-time reductions or log-space reductions", "probability": 0.03518820181488991 }, { "start_logit": 1.5991096496582031, "end_logit": 3.019392967224121, "text": "Y. There are many different types of reductions, based on the method of reduction, such as Cook reductions, Karp reductions and Levin reductions", "probability": 0.03355082869529724 }, { "start_logit": 2.6921231746673584, "end_logit": 1.7818998098373413, "text": "Levin reductions, and the bound on the complexity of reductions", "probability": 0.029037317261099815 }, { "start_logit": 2.0928587913513184, "end_logit": 2.352398633956909, "text": "Karp reductions", "probability": 0.02821393497288227 }, { "start_logit": 2.641835927963257, "end_logit": 1.7818998098373413, "text": "Cook reductions, Karp reductions and Levin reductions, and the bound on the complexity of reductions", "probability": 0.027613217011094093 }, { "start_logit": 1.7302407026290894, "end_logit": 2.573293447494507, "text": "polynomial-time reductions or log-space reductions", "probability": 0.024485789239406586 } ], "56e1cbe2cd28a01900c67bac": [ { "start_logit": 2.2560532093048096, "end_logit": 2.849411964416504, "text": "polynomial-time reduction", "probability": 0.152093306183815 }, { "start_logit": 2.0670061111450195, "end_logit": 2.329723834991455, "text": "two integers", "probability": 0.07487044483423233 }, { "start_logit": 2.01898193359375, "end_logit": 2.329723834991455, "text": "polynomial time. For example, the problem of squaring an integer can be reduced to the problem of multiplying two integers", "probability": 0.07135982811450958 }, { "start_logit": 2.2560532093048096, "end_logit": 2.0390260219573975, "text": "polynomial-time reduction. This means that the reduction process takes polynomial time. For example, the problem of squaring an integer", "probability": 0.06763383746147156 }, { "start_logit": 2.01898193359375, "end_logit": 2.0390260219573975, "text": "polynomial time. For example, the problem of squaring an integer", "probability": 0.05335871875286102 }, { "start_logit": 1.6677494049072266, "end_logit": 2.329723834991455, "text": "squaring an integer can be reduced to the problem of multiplying two integers", "probability": 0.05022447183728218 }, { "start_logit": 1.425744891166687, "end_logit": 2.5447752475738525, "text": "squaring is not more difficult than multiplication", "probability": 0.04888883978128433 }, { "start_logit": 1.5879377126693726, "end_logit": 2.329723834991455, "text": "multiplying two integers", "probability": 0.04637176916003227 }, { "start_logit": 1.2982439994812012, "end_logit": 2.5447752475738525, "text": "multiplication", "probability": 0.04303649067878723 }, { "start_logit": 2.2560532093048096, "end_logit": 1.5001096725463867, "text": "polynomial-time", "probability": 0.039456237107515335 }, { "start_logit": 2.0670061111450195, "end_logit": 1.674614429473877, "text": "two integers. This means an algorithm for multiplying two integers", "probability": 0.038886602967977524 }, { "start_logit": 2.0670061111450195, "end_logit": 1.672013282775879, "text": "two integers. This means an algorithm for multiplying two integers can be used to square an integer", "probability": 0.038785580545663834 }, { "start_logit": 2.2560532093048096, "end_logit": 1.4691250324249268, "text": "polynomial-time reduction. This means that the reduction process takes polynomial time. For example, the problem of squaring", "probability": 0.03825244680047035 }, { "start_logit": 1.6677494049072266, "end_logit": 2.0390260219573975, "text": "squaring an integer", "probability": 0.03755492717027664 }, { "start_logit": 1.893296241760254, "end_logit": 1.7698876857757568, "text": "two integers can be used to square an integer. Indeed, this can be done by giving the same input to both inputs of the multiplication algorithm", "probability": 0.03595301881432533 }, { "start_logit": 2.2560532093048096, "end_logit": 1.3982208967208862, "text": "polynomial-time reduction. This means that the reduction process takes polynomial time", "probability": 0.035634104162454605 }, { "start_logit": 1.893296241760254, "end_logit": 1.674614429473877, "text": "two integers", "probability": 0.0326857715845108 }, { "start_logit": 1.893296241760254, "end_logit": 1.672013282775879, "text": "two integers can be used to square an integer", "probability": 0.03260086476802826 }, { "start_logit": 2.2560532093048096, "end_logit": 1.2960755825042725, "text": "polynomial-time reduction. This means that the reduction process", "probability": 0.03217397630214691 }, { "start_logit": 2.01898193359375, "end_logit": 1.4691250324249268, "text": "polynomial time. For example, the problem of squaring", "probability": 0.030178695917129517 } ], "56e1cbe2cd28a01900c67bad": [ { "start_logit": 2.2930660247802734, "end_logit": 3.1815872192382812, "text": "polynomial-time reduction", "probability": 0.20803964138031006 }, { "start_logit": 2.154263973236084, "end_logit": 2.2265007495880127, "text": "two integers", "probability": 0.06967491656541824 }, { "start_logit": 2.147918224334717, "end_logit": 2.2265007495880127, "text": "polynomial time. For example, the problem of squaring an integer can be reduced to the problem of multiplying two integers", "probability": 0.06923418492078781 }, { "start_logit": 2.2930660247802734, "end_logit": 1.7833112478256226, "text": "polynomial-time reduction. This means that the reduction process takes polynomial time. For example, the problem of squaring an integer", "probability": 0.051390472799539566 }, { "start_logit": 2.154263973236084, "end_logit": 1.8160758018493652, "text": "two integers. This means an algorithm for multiplying two integers can be used to square an integer", "probability": 0.046220116317272186 }, { "start_logit": 1.7098965644836426, "end_logit": 2.2265007495880127, "text": "squaring an integer can be reduced to the problem of multiplying two integers", "probability": 0.044677626341581345 }, { "start_logit": 1.4930237531661987, "end_logit": 2.439089775085449, "text": "squaring is not more difficult than multiplication", "probability": 0.044486649334430695 }, { "start_logit": 2.147918224334717, "end_logit": 1.7833112478256226, "text": "polynomial time. For example, the problem of squaring an integer", "probability": 0.044447336345911026 }, { "start_logit": 2.2930660247802734, "end_logit": 1.590385913848877, "text": "polynomial-time reduction. This means that the reduction process takes polynomial time. For example, the problem of squaring", "probability": 0.04237367957830429 }, { "start_logit": 0.671188473701477, "end_logit": 3.1815872192382812, "text": "a polynomial-time reduction", "probability": 0.04109353944659233 }, { "start_logit": 1.9064170122146606, "end_logit": 1.8845057487487793, "text": "two integers can be used to square an integer. Indeed, this can be done by giving the same input to both inputs of the multiplication algorithm", "probability": 0.038628797978162766 }, { "start_logit": 2.154263973236084, "end_logit": 1.626909852027893, "text": "two integers. This means an algorithm for multiplying two integers", "probability": 0.038254041224718094 }, { "start_logit": 1.5539741516113281, "end_logit": 2.2265007495880127, "text": "multiplying two integers", "probability": 0.03822731226682663 }, { "start_logit": 2.147918224334717, "end_logit": 1.590385913848877, "text": "polynomial time. For example, the problem of squaring", "probability": 0.03664876148104668 }, { "start_logit": 1.9064170122146606, "end_logit": 1.8160758018493652, "text": "two integers can be used to square an integer", "probability": 0.036073844879865646 }, { "start_logit": 2.2930660247802734, "end_logit": 1.3195008039474487, "text": "polynomial-time reduction. This means that the reduction process takes polynomial time", "probability": 0.032318584620952606 }, { "start_logit": 1.0956288576126099, "end_logit": 2.439089775085449, "text": "multiplication", "probability": 0.02989806979894638 }, { "start_logit": 1.9064170122146606, "end_logit": 1.626909852027893, "text": "two integers", "probability": 0.029856491833925247 }, { "start_logit": 1.4930237531661987, "end_logit": 2.0237202644348145, "text": "squaring is not more difficult than multiplication, since squaring can be reduced to multiplication", "probability": 0.029365472495555878 }, { "start_logit": 2.2930660247802734, "end_logit": 1.2142665386199951, "text": "polynomial-time reduction. This means that the reduction process", "probability": 0.02909039333462715 } ], "56e1cbe2cd28a01900c67bae": [ { "start_logit": 2.3025355339050293, "end_logit": 3.008258819580078, "text": "polynomial-time reduction", "probability": 0.1699933111667633 }, { "start_logit": 2.181518793106079, "end_logit": 2.421182155609131, "text": "polynomial time. For example, the problem of squaring an integer can be reduced to the problem of multiplying two integers", "probability": 0.08373573422431946 }, { "start_logit": 2.036191463470459, "end_logit": 2.421182155609131, "text": "two integers", "probability": 0.07240955531597137 }, { "start_logit": 2.3025355339050293, "end_logit": 2.038902997970581, "text": "polynomial-time reduction. This means that the reduction process takes polynomial time. For example, the problem of squaring an integer", "probability": 0.06448308378458023 }, { "start_logit": 2.181518793106079, "end_logit": 2.038902997970581, "text": "polynomial time. For example, the problem of squaring an integer", "probability": 0.0571332685649395 }, { "start_logit": 1.6692858934402466, "end_logit": 2.421182155609131, "text": "squaring an integer can be reduced to the problem of multiplying two integers", "probability": 0.05017077177762985 }, { "start_logit": 1.5378798246383667, "end_logit": 2.421182155609131, "text": "multiplying two integers", "probability": 0.04399283230304718 }, { "start_logit": 1.4277929067611694, "end_logit": 2.4997317790985107, "text": "squaring is not more difficult than multiplication", "probability": 0.042627058923244476 }, { "start_logit": 2.036191463470459, "end_logit": 1.8016042709350586, "text": "two integers. This means an algorithm for multiplying two integers", "probability": 0.0389687642455101 }, { "start_logit": 2.036191463470459, "end_logit": 1.796379804611206, "text": "two integers. This means an algorithm for multiplying two integers can be used to square an integer", "probability": 0.03876570612192154 }, { "start_logit": 2.3025355339050293, "end_logit": 1.4786094427108765, "text": "polynomial-time reduction. This means that the reduction process takes polynomial time. For example, the problem of squaring", "probability": 0.03682252764701843 }, { "start_logit": 1.2544121742248535, "end_logit": 2.4997317790985107, "text": "multiplication", "probability": 0.03584158048033714 }, { "start_logit": 1.8919347524642944, "end_logit": 1.8586804866790771, "text": "two integers can be used to square an integer. Indeed, this can be done by giving the same input to both inputs of the multiplication algorithm", "probability": 0.03571532294154167 }, { "start_logit": 1.6692858934402466, "end_logit": 2.038902997970581, "text": "squaring an integer", "probability": 0.0342317558825016 }, { "start_logit": 2.3025355339050293, "end_logit": 1.3932441473007202, "text": "polynomial-time reduction. This means that the reduction process takes polynomial time", "probability": 0.033809591084718704 }, { "start_logit": 1.8919347524642944, "end_logit": 1.8016042709350586, "text": "two integers", "probability": 0.033733922988176346 }, { "start_logit": 1.8919347524642944, "end_logit": 1.796379804611206, "text": "two integers can be used to square an integer", "probability": 0.03355812653899193 }, { "start_logit": 2.181518793106079, "end_logit": 1.4786094427108765, "text": "polynomial time. For example, the problem of squaring", "probability": 0.032625455409288406 }, { "start_logit": 0.6103719472885132, "end_logit": 3.008258819580078, "text": "reduction is a polynomial-time reduction", "probability": 0.03129929304122925 }, { "start_logit": 0.5707127451896667, "end_logit": 3.008258819580078, "text": "a polynomial-time reduction", "probability": 0.030082281678915024 } ], "56e1cbe2cd28a01900c67baf": [ { "start_logit": 2.4552879333496094, "end_logit": 2.8954105377197266, "text": "polynomial-time reduction", "probability": 0.1976071000099182 }, { "start_logit": 2.1710455417633057, "end_logit": 2.2873666286468506, "text": "polynomial time. For example, the problem of squaring an integer can be reduced to the problem of multiplying two integers", "probability": 0.08096317946910858 }, { "start_logit": 2.4552879333496094, "end_logit": 1.8203762769699097, "text": "polynomial-time reduction. This means that the reduction process takes polynomial time. For example, the problem of squaring an integer", "probability": 0.06744056195020676 }, { "start_logit": 1.7922618389129639, "end_logit": 2.2873666286468506, "text": "two integers", "probability": 0.055434975773096085 }, { "start_logit": 2.1710455417633057, "end_logit": 1.8203762769699097, "text": "polynomial time. For example, the problem of squaring an integer", "probability": 0.05075468495488167 }, { "start_logit": 2.4552879333496094, "end_logit": 1.513122320175171, "text": "polynomial-time reduction. This means that the reduction process takes polynomial time", "probability": 0.04960007965564728 }, { "start_logit": 2.4552879333496094, "end_logit": 1.2887731790542603, "text": "polynomial-time", "probability": 0.03963225334882736 }, { "start_logit": 1.8683642148971558, "end_logit": 1.875583291053772, "text": "two integers can be used to square an integer. Indeed, this can be done by giving the same input to both inputs of the multiplication algorithm", "probability": 0.03962775319814682 }, { "start_logit": 1.4328821897506714, "end_logit": 2.2873666286468506, "text": "squaring an integer can be reduced to the problem of multiplying two integers", "probability": 0.038699667900800705 }, { "start_logit": 1.4123101234436035, "end_logit": 2.2873666286468506, "text": "multiplying two integers", "probability": 0.03791167214512825 }, { "start_logit": 2.1710455417633057, "end_logit": 1.513122320175171, "text": "polynomial time", "probability": 0.037328239530324936 }, { "start_logit": 0.7766504883766174, "end_logit": 2.8954105377197266, "text": "reduction", "probability": 0.0368790365755558 }, { "start_logit": 1.8683642148971558, "end_logit": 1.7598474025726318, "text": "two integers can be used to square an integer", "probability": 0.03529684618115425 }, { "start_logit": 0.712438702583313, "end_logit": 2.8954105377197266, "text": "a polynomial-time reduction", "probability": 0.034585390239953995 }, { "start_logit": 2.4552879333496094, "end_logit": 1.1480379104614258, "text": "polynomial-time reduction. This means that the reduction process", "probability": 0.03442930430173874 }, { "start_logit": 0.7068563103675842, "end_logit": 2.8954105377197266, "text": "reduction is a polynomial-time reduction", "probability": 0.034392863512039185 }, { "start_logit": 1.8683642148971558, "end_logit": 1.7213928699493408, "text": "two integers", "probability": 0.03396529331803322 }, { "start_logit": 1.7922618389129639, "end_logit": 1.7598474025726318, "text": "two integers. This means an algorithm for multiplying two integers can be used to square an integer", "probability": 0.032710351049900055 }, { "start_logit": 1.7922618389129639, "end_logit": 1.7213928699493408, "text": "two integers. This means an algorithm for multiplying two integers", "probability": 0.03147636353969574 }, { "start_logit": 1.301059365272522, "end_logit": 2.2058396339416504, "text": "squaring is not more difficult than multiplication", "probability": 0.03126443549990654 } ], "56e1cbe2cd28a01900c67bb0": [ { "start_logit": 2.343189001083374, "end_logit": 3.139738082885742, "text": "polynomial-time reduction", "probability": 0.1951492428779602 }, { "start_logit": 2.2682247161865234, "end_logit": 2.4141249656677246, "text": "polynomial time. For example, the problem of squaring an integer can be reduced to the problem of multiplying two integers", "probability": 0.0876355692744255 }, { "start_logit": 2.1288487911224365, "end_logit": 2.4141249656677246, "text": "two integers", "probability": 0.07623425126075745 }, { "start_logit": 2.343189001083374, "end_logit": 1.9893856048583984, "text": "polynomial-time reduction. This means that the reduction process takes polynomial time. For example, the problem of squaring an integer", "probability": 0.061769649386405945 }, { "start_logit": 2.2682247161865234, "end_logit": 1.9893856048583984, "text": "polynomial time. For example, the problem of squaring an integer", "probability": 0.05730842053890228 }, { "start_logit": 1.59822678565979, "end_logit": 2.4141249656677246, "text": "squaring an integer can be reduced to the problem of multiplying two integers", "probability": 0.04484397545456886 }, { "start_logit": 1.5578738451004028, "end_logit": 2.413072347640991, "text": "squaring is not more difficult than multiplication", "probability": 0.043025098741054535 }, { "start_logit": 2.1288487911224365, "end_logit": 1.8054479360580444, "text": "two integers. This means an algorithm for multiplying two integers can be used to square an integer", "probability": 0.0414767824113369 }, { "start_logit": 2.1288487911224365, "end_logit": 1.7942909002304077, "text": "two integers. This means an algorithm for multiplying two integers", "probability": 0.0410166010260582 }, { "start_logit": 1.4367811679840088, "end_logit": 2.4141249656677246, "text": "multiplying two integers", "probability": 0.03815830498933792 }, { "start_logit": 0.6644871830940247, "end_logit": 3.139738082885742, "text": "reduction", "probability": 0.03641797602176666 }, { "start_logit": 1.8470953702926636, "end_logit": 1.9093931913375854, "text": "two integers can be used to square an integer. Indeed, this can be done by giving the same input to both inputs of the multiplication algorithm", "probability": 0.034720346331596375 }, { "start_logit": 1.2475415468215942, "end_logit": 2.413072347640991, "text": "multiplication", "probability": 0.03154614195227623 }, { "start_logit": 1.8470953702926636, "end_logit": 1.8054479360580444, "text": "two integers can be used to square an integer", "probability": 0.031292565166950226 }, { "start_logit": 2.343189001083374, "end_logit": 1.3027817010879517, "text": "polynomial-time reduction. This means that the reduction process takes polynomial time", "probability": 0.031087569892406464 }, { "start_logit": 1.8470953702926636, "end_logit": 1.7942909002304077, "text": "two integers", "probability": 0.030945375561714172 }, { "start_logit": 2.343189001083374, "end_logit": 1.2623196840286255, "text": "polynomial-time reduction. This means that the reduction process takes polynomial time. For example, the problem of squaring", "probability": 0.02985481172800064 }, { "start_logit": 1.5578738451004028, "end_logit": 2.030576705932617, "text": "squaring is not more difficult than multiplication, since squaring can be reduced to multiplication", "probability": 0.029349857941269875 }, { "start_logit": 1.59822678565979, "end_logit": 1.9893856048583984, "text": "squaring an integer", "probability": 0.029325274750590324 }, { "start_logit": 2.2682247161865234, "end_logit": 1.3027817010879517, "text": "polynomial time", "probability": 0.028842316940426826 } ], "56e1ce08e3433e14004231a4": [ { "start_logit": 1.9340600967407227, "end_logit": 2.5014443397521973, "text": "polynomial-time reductions", "probability": 0.1032816544175148 }, { "start_logit": 1.6602728366851807, "end_logit": 2.5014443397521973, "text": "hard problems depends on the type of reduction being used. For complexity classes larger than P, polynomial-time reductions", "probability": 0.07854508608579636 }, { "start_logit": 1.5775340795516968, "end_logit": 2.5014443397521973, "text": "P, polynomial-time reductions", "probability": 0.07230793684720993 }, { "start_logit": 1.3108030557632446, "end_logit": 2.5014443397521973, "text": "C. Of course, the notion of hard problems depends on the type of reduction being used. For complexity classes larger than P, polynomial-time reductions", "probability": 0.055379122495651245 }, { "start_logit": 1.6587506532669067, "end_logit": 2.14809250831604, "text": "X", "probability": 0.055080659687519073 }, { "start_logit": 1.6177825927734375, "end_logit": 2.14809250831604, "text": "X. Thus no problem in C is harder than X", "probability": 0.052869703620672226 }, { "start_logit": 1.5381070375442505, "end_logit": 2.189755439758301, "text": "X", "probability": 0.05089769512414932 }, { "start_logit": 1.5381070375442505, "end_logit": 2.14809250831604, "text": "X is hard for a class of problems C if every problem in C can be reduced to X. Thus no problem in C is harder than X", "probability": 0.04882073029875755 }, { "start_logit": 1.5268915891647339, "end_logit": 2.14809250831604, "text": "C is harder than X", "probability": 0.04827623441815376 }, { "start_logit": 1.6602728366851807, "end_logit": 1.9804891347885132, "text": "hard problems depends on the type of reduction", "probability": 0.046652063727378845 }, { "start_logit": 1.6587506532669067, "end_logit": 1.9804891347885132, "text": "X, since an algorithm for X allows us to solve any problem in C. Of course, the notion of hard problems depends on the type of reduction", "probability": 0.04658111184835434 }, { "start_logit": 1.1280152797698975, "end_logit": 2.5014443397521973, "text": "larger than P, polynomial-time reductions", "probability": 0.04612775892019272 }, { "start_logit": 1.010557770729065, "end_logit": 2.5014443397521973, "text": "complexity classes larger than P, polynomial-time reductions", "probability": 0.04101580008864403 }, { "start_logit": 1.6177825927734375, "end_logit": 1.858397364616394, "text": "X", "probability": 0.03957253694534302 }, { "start_logit": 1.4468547105789185, "end_logit": 1.9804891347885132, "text": "X allows us to solve any problem in C. Of course, the notion of hard problems depends on the type of reduction", "probability": 0.03768639639019966 }, { "start_logit": 1.6602728366851807, "end_logit": 1.762606143951416, "text": "hard problems depends on the type of reduction being used. For complexity classes larger than P", "probability": 0.03751850500702858 }, { "start_logit": 1.5381070375442505, "end_logit": 1.858397364616394, "text": "X is hard for a class of problems C if every problem in C can be reduced to X", "probability": 0.036541908979415894 }, { "start_logit": 1.5775340795516968, "end_logit": 1.762606143951416, "text": "P", "probability": 0.034539226442575455 }, { "start_logit": 1.1812156438827515, "end_logit": 2.14809250831604, "text": "no problem in C is harder than X", "probability": 0.034167107194662094 }, { "start_logit": 1.180384635925293, "end_logit": 2.14809250831604, "text": "every problem in C can be reduced to X. Thus no problem in C is harder than X", "probability": 0.03413873165845871 } ], "56e1ce08e3433e14004231a5": [ { "start_logit": 1.7173384428024292, "end_logit": 2.20263934135437, "text": "polynomial-time reductions", "probability": 0.08984359353780746 }, { "start_logit": 1.5810332298278809, "end_logit": 2.20263934135437, "text": "hard problems depends on the type of reduction being used. For complexity classes larger than P, polynomial-time reductions", "probability": 0.07839539647102356 }, { "start_logit": 1.3832839727401733, "end_logit": 2.20263934135437, "text": "P, polynomial-time reductions", "probability": 0.06432934105396271 }, { "start_logit": 1.5690289735794067, "end_logit": 1.9841307401657104, "text": "X", "probability": 0.06225584074854851 }, { "start_logit": 1.163954734802246, "end_logit": 2.20263934135437, "text": "C. Of course, the notion of hard problems depends on the type of reduction being used. For complexity classes larger than P, polynomial-time reductions", "probability": 0.05166015028953552 }, { "start_logit": 1.3752139806747437, "end_logit": 1.9841307401657104, "text": "C is harder than X", "probability": 0.051287002861499786 }, { "start_logit": 1.5810332298278809, "end_logit": 1.7704205513000488, "text": "hard problems depends on the type of reduction being used. For complexity classes larger than P", "probability": 0.05088389292359352 }, { "start_logit": 1.3616093397140503, "end_logit": 1.9841307401657104, "text": "X. Thus no problem in C is harder than X", "probability": 0.05059398338198662 }, { "start_logit": 1.5690289735794067, "end_logit": 1.7606086730957031, "text": "X, since an algorithm for X", "probability": 0.04978581890463829 }, { "start_logit": 1.3400923013687134, "end_logit": 1.9841307401657104, "text": "every problem in C can be reduced to X. Thus no problem in C is harder than X", "probability": 0.04951697960495949 }, { "start_logit": 1.109247088432312, "end_logit": 2.20263934135437, "text": "larger than P, polynomial-time reductions", "probability": 0.048909854143857956 }, { "start_logit": 0.9659978151321411, "end_logit": 2.20263934135437, "text": "complexity classes larger than P, polynomial-time reductions", "probability": 0.04238226264715195 }, { "start_logit": 1.3832839727401733, "end_logit": 1.7704205513000488, "text": "P", "probability": 0.04175408557057381 }, { "start_logit": 1.3752139806747437, "end_logit": 1.7606086730957031, "text": "C is harder than X, since an algorithm for X", "probability": 0.04101407900452614 }, { "start_logit": 1.3616093397140503, "end_logit": 1.7606086730957031, "text": "X. Thus no problem in C is harder than X, since an algorithm for X", "probability": 0.040459875017404556 }, { "start_logit": 1.3400923013687134, "end_logit": 1.7606086730957031, "text": "every problem in C can be reduced to X. Thus no problem in C is harder than X, since an algorithm for X", "probability": 0.03959859162569046 }, { "start_logit": 1.3616093397140503, "end_logit": 1.6818559169769287, "text": "X", "probability": 0.03739577904343605 }, { "start_logit": 1.5810332298278809, "end_logit": 1.4487322568893433, "text": "hard problems depends on the type of reduction", "probability": 0.03688696771860123 }, { "start_logit": 1.3400923013687134, "end_logit": 1.6818559169769287, "text": "every problem in C can be reduced to X", "probability": 0.03659973293542862 }, { "start_logit": 1.5690289735794067, "end_logit": 1.4487322568893433, "text": "X, since an algorithm for X allows us to solve any problem in C. Of course, the notion of hard problems depends on the type of reduction", "probability": 0.03644680604338646 } ], "56e1ce08e3433e14004231a6": [ { "start_logit": 1.8810278177261353, "end_logit": 2.472252130508423, "text": "polynomial-time reductions", "probability": 0.10165876150131226 }, { "start_logit": 1.4878071546554565, "end_logit": 2.472252130508423, "text": "hard problems depends on the type of reduction being used. For complexity classes larger than P, polynomial-time reductions", "probability": 0.06860743463039398 }, { "start_logit": 1.472145915031433, "end_logit": 2.472252130508423, "text": "P, polynomial-time reductions", "probability": 0.06754132360219955 }, { "start_logit": 1.3790603876113892, "end_logit": 2.472252130508423, "text": "C. Of course, the notion of hard problems depends on the type of reduction being used. For complexity classes larger than P, polynomial-time reductions", "probability": 0.061537966132164 }, { "start_logit": 1.773273229598999, "end_logit": 2.0619359016418457, "text": "X", "probability": 0.06055492162704468 }, { "start_logit": 1.6638576984405518, "end_logit": 2.0619359016418457, "text": "X. Thus no problem in C is harder than X", "probability": 0.05427888408303261 }, { "start_logit": 1.6638576984405518, "end_logit": 1.9907169342041016, "text": "X", "probability": 0.05054764449596405 }, { "start_logit": 1.773273229598999, "end_logit": 1.8803831338882446, "text": "X, since an algorithm for X", "probability": 0.050501253455877304 }, { "start_logit": 1.102177619934082, "end_logit": 2.472252130508423, "text": "larger than P, polynomial-time reductions", "probability": 0.0466545969247818 }, { "start_logit": 1.773273229598999, "end_logit": 1.7905261516571045, "text": "X, since an algorithm for X allows us to solve any problem in C. Of course, the notion of hard problems depends on the type of reduction", "probability": 0.04616126790642738 }, { "start_logit": 1.6638576984405518, "end_logit": 1.8803831338882446, "text": "X. Thus no problem in C is harder than X, since an algorithm for X", "probability": 0.045267198234796524 }, { "start_logit": 1.4785913228988647, "end_logit": 2.0619359016418457, "text": "C is harder than X", "probability": 0.045099399983882904 }, { "start_logit": 1.04006826877594, "end_logit": 2.472252130508423, "text": "complexity classes larger than P, polynomial-time reductions", "probability": 0.04384506866335869 }, { "start_logit": 1.386971116065979, "end_logit": 2.0619359016418457, "text": "every problem in C can be reduced to X. Thus no problem in C is harder than X", "probability": 0.041151013225317 }, { "start_logit": 1.386971116065979, "end_logit": 1.9907169342041016, "text": "every problem in C can be reduced to X", "probability": 0.03832220658659935 }, { "start_logit": 1.4785913228988647, "end_logit": 1.8803831338882446, "text": "C is harder than X, since an algorithm for X", "probability": 0.037611737847328186 }, { "start_logit": 1.453145980834961, "end_logit": 1.8803831338882446, "text": "X", "probability": 0.036666762083768845 }, { "start_logit": 1.4878071546554565, "end_logit": 1.7938165664672852, "text": "hard problems depends on the type of reduction being used. For complexity classes larger than P", "probability": 0.034812118858098984 }, { "start_logit": 1.4878071546554565, "end_logit": 1.7905261516571045, "text": "hard problems depends on the type of reduction", "probability": 0.034697748720645905 }, { "start_logit": 1.210182785987854, "end_logit": 2.0619359016418457, "text": "X is hard for a class of problems C if every problem in C can be reduced to X. Thus no problem in C is harder than X", "probability": 0.03448278456926346 } ], "56e1ce08e3433e14004231a8": [ { "start_logit": 1.7864919900894165, "end_logit": 2.335700511932373, "text": "polynomial-time reductions", "probability": 0.09048552066087723 }, { "start_logit": 1.6172857284545898, "end_logit": 2.335700511932373, "text": "hard problems depends on the type of reduction being used. For complexity classes larger than P, polynomial-time reductions", "probability": 0.07640007883310318 }, { "start_logit": 1.4722237586975098, "end_logit": 2.335700511932373, "text": "P, polynomial-time reductions", "probability": 0.06608366966247559 }, { "start_logit": 1.7251216173171997, "end_logit": 2.0345559120178223, "text": "X", "probability": 0.06297104060649872 }, { "start_logit": 1.299146294593811, "end_logit": 2.335700511932373, "text": "C. Of course, the notion of hard problems depends on the type of reduction being used. For complexity classes larger than P, polynomial-time reductions", "probability": 0.05558115243911743 }, { "start_logit": 1.531633734703064, "end_logit": 2.0345559120178223, "text": "X. Thus no problem in C is harder than X", "probability": 0.05189317464828491 }, { "start_logit": 1.4960143566131592, "end_logit": 2.0345559120178223, "text": "C is harder than X", "probability": 0.050077296793460846 }, { "start_logit": 1.1470973491668701, "end_logit": 2.335700511932373, "text": "larger than P, polynomial-time reductions", "probability": 0.047741226851940155 }, { "start_logit": 1.4161657094955444, "end_logit": 2.0345559120178223, "text": "every problem in C can be reduced to X. Thus no problem in C is harder than X", "probability": 0.04623417183756828 }, { "start_logit": 1.7251216173171997, "end_logit": 1.71701180934906, "text": "X, since an algorithm for X", "probability": 0.04583880305290222 }, { "start_logit": 1.3132703304290771, "end_logit": 2.0739903450012207, "text": "X", "probability": 0.04339126497507095 }, { "start_logit": 1.6172857284545898, "end_logit": 1.7674822807312012, "text": "hard problems depends on the type of reduction being used. For complexity classes larger than P", "probability": 0.04328324273228645 }, { "start_logit": 1.7251216173171997, "end_logit": 1.650000810623169, "text": "X, since an algorithm for X allows us to solve any problem in C. Of course, the notion of hard problems depends on the type of reduction", "probability": 0.042867764830589294 }, { "start_logit": 1.531633734703064, "end_logit": 1.8369814157485962, "text": "X", "probability": 0.0425897054374218 }, { "start_logit": 1.3132703304290771, "end_logit": 2.0345559120178223, "text": "X is hard for a class of problems C if every problem in C can be reduced to X. Thus no problem in C is harder than X", "probability": 0.04171345382928848 }, { "start_logit": 0.988533079624176, "end_logit": 2.335700511932373, "text": "complexity classes larger than P, polynomial-time reductions", "probability": 0.040740836411714554 }, { "start_logit": 1.6172857284545898, "end_logit": 1.650000810623169, "text": "hard problems depends on the type of reduction", "probability": 0.03848559409379959 }, { "start_logit": 1.4161657094955444, "end_logit": 1.8369814157485962, "text": "every problem in C can be reduced to X", "probability": 0.03794526308774948 }, { "start_logit": 1.7864919900894165, "end_logit": 1.4655131101608276, "text": "polynomial-time reductions are commonly used. In particular, the set of problems that are hard for NP is the set of NP-hard problems", "probability": 0.037901949137449265 }, { "start_logit": 1.531633734703064, "end_logit": 1.71701180934906, "text": "X. Thus no problem in C is harder than X, since an algorithm for X", "probability": 0.03777483105659485 } ], "56e1d9fee3433e14004231cb": [ { "start_logit": 2.1293818950653076, "end_logit": 2.456401824951172, "text": "\u03a02", "probability": 0.11035365611314774 }, { "start_logit": 2.298168182373047, "end_logit": 2.165303945541382, "text": "\u03a01", "probability": 0.09764892607927322 }, { "start_logit": 2.1293818950653076, "end_logit": 2.165303945541382, "text": "\u03a02, to another problem, \u03a01", "probability": 0.08248298615217209 }, { "start_logit": 2.298168182373047, "end_logit": 1.7117514610290527, "text": "\u03a01, would indicate that there is no known polynomial-time solution for \u03a01. This is because a polynomial-time solution to \u03a01", "probability": 0.06204289197921753 }, { "start_logit": 1.9092763662338257, "end_logit": 2.0133261680603027, "text": "\u03a01 would yield a polynomial-time solution to \u03a02", "probability": 0.05685526877641678 }, { "start_logit": 1.8831530809402466, "end_logit": 2.0133261680603027, "text": "\u03a01. This is because a polynomial-time solution to \u03a01 would yield a polynomial-time solution to \u03a02", "probability": 0.05538925155997276 }, { "start_logit": 1.796866774559021, "end_logit": 2.0133261680603027, "text": "\u03a02", "probability": 0.0508103147149086 }, { "start_logit": 2.298168182373047, "end_logit": 1.4866210222244263, "text": "\u03a01, would indicate that there is no known polynomial-time solution for \u03a01", "probability": 0.049535784870386124 }, { "start_logit": 1.3262171745300293, "end_logit": 2.456401824951172, "text": "P. Because the problem P = NP is not solved, being able to reduce a known NP-complete problem, \u03a02", "probability": 0.04942840337753296 }, { "start_logit": 1.9092763662338257, "end_logit": 1.7117514610290527, "text": "\u03a01", "probability": 0.04205314442515373 }, { "start_logit": 2.1293818950653076, "end_logit": 1.4866210222244263, "text": "\u03a02, to another problem, \u03a01, would indicate that there is no known polynomial-time solution for \u03a01", "probability": 0.04184236004948616 }, { "start_logit": 1.8831530809402466, "end_logit": 1.7117514610290527, "text": "\u03a01. This is because a polynomial-time solution to \u03a01", "probability": 0.040968794375658035 }, { "start_logit": 2.1290109157562256, "end_logit": 1.3517688512802124, "text": "X", "probability": 0.03655017167329788 }, { "start_logit": 2.2136101722717285, "end_logit": 1.2406889200210571, "text": "X", "probability": 0.03559499979019165 }, { "start_logit": 2.2136101722717285, "end_logit": 1.1893049478530884, "text": "X is the hardest problem in C. (Since many problems could be equally hard, one might say that X", "probability": 0.033812183886766434 }, { "start_logit": 2.118713617324829, "end_logit": 1.2624475955963135, "text": "X is one of the hardest problems in C.) Thus the class of NP-complete problems contains the most difficult problems in NP", "probability": 0.03308458626270294 }, { "start_logit": 1.8831530809402466, "end_logit": 1.4866210222244263, "text": "\u03a01", "probability": 0.032709985971450806 }, { "start_logit": 2.1290109157562256, "end_logit": 1.2406889200210571, "text": "X is said to be complete for C. This means that X", "probability": 0.03270755708217621 }, { "start_logit": 2.118713617324829, "end_logit": 1.1893049478530884, "text": "X", "probability": 0.030751077458262444 }, { "start_logit": 2.1290109157562256, "end_logit": 0.9869551062583923, "text": "X is said to be complete for C", "probability": 0.02537773922085762 } ], "56e1d9fee3433e14004231cc": [ { "start_logit": 2.161229372024536, "end_logit": 2.4057297706604004, "text": "\u03a02", "probability": 0.10762137919664383 }, { "start_logit": 2.2962112426757812, "end_logit": 2.1908369064331055, "text": "\u03a01", "probability": 0.09935587644577026 }, { "start_logit": 2.161229372024536, "end_logit": 2.1908369064331055, "text": "\u03a02, to another problem, \u03a01", "probability": 0.08681035786867142 }, { "start_logit": 2.2962112426757812, "end_logit": 1.7382341623306274, "text": "\u03a01, would indicate that there is no known polynomial-time solution for \u03a01. This is because a polynomial-time solution to \u03a01", "probability": 0.06318742036819458 }, { "start_logit": 1.860464096069336, "end_logit": 1.9824535846710205, "text": "\u03a01. This is because a polynomial-time solution to \u03a01 would yield a polynomial-time solution to \u03a02", "probability": 0.05217365548014641 }, { "start_logit": 1.8604639768600464, "end_logit": 1.9824535846710205, "text": "\u03a01 would yield a polynomial-time solution to \u03a02", "probability": 0.05217364430427551 }, { "start_logit": 1.8241727352142334, "end_logit": 1.9824535846710205, "text": "\u03a02", "probability": 0.05031414330005646 }, { "start_logit": 2.2962112426757812, "end_logit": 1.49704909324646, "text": "\u03a01, would indicate that there is no known polynomial-time solution for \u03a01", "probability": 0.04964612051844597 }, { "start_logit": 1.374094009399414, "end_logit": 2.4057297706604004, "text": "P. Because the problem P = NP is not solved, being able to reduce a known NP-complete problem, \u03a02", "probability": 0.048983510583639145 }, { "start_logit": 2.161229372024536, "end_logit": 1.49704909324646, "text": "\u03a02, to another problem, \u03a01, would indicate that there is no known polynomial-time solution for \u03a01", "probability": 0.04337739571928978 }, { "start_logit": 1.860464096069336, "end_logit": 1.7382341623306274, "text": "\u03a01. This is because a polynomial-time solution to \u03a01", "probability": 0.04086843878030777 }, { "start_logit": 1.8604639768600464, "end_logit": 1.7382341623306274, "text": "\u03a01", "probability": 0.04086843878030777 }, { "start_logit": 2.1876559257507324, "end_logit": 1.337807536125183, "text": "X is one of the hardest problems in C.) Thus the class of NP-complete problems contains the most difficult problems in NP", "probability": 0.03798242285847664 }, { "start_logit": 2.1997437477111816, "end_logit": 1.2440026998519897, "text": "X", "probability": 0.03500204533338547 }, { "start_logit": 2.1997437477111816, "end_logit": 1.242696762084961, "text": "X is the hardest problem in C. (Since many problems could be equally hard, one might say that X", "probability": 0.03495636209845543 }, { "start_logit": 2.1876559257507324, "end_logit": 1.242696762084961, "text": "X", "probability": 0.03453635796904564 }, { "start_logit": 2.107407331466675, "end_logit": 1.2853642702102661, "text": "X", "probability": 0.03326253592967987 }, { "start_logit": 1.860464096069336, "end_logit": 1.49704909324646, "text": "\u03a01", "probability": 0.03211018070578575 }, { "start_logit": 2.107407331466675, "end_logit": 1.2440026998519897, "text": "X is said to be complete for C. This means that X", "probability": 0.03191480040550232 }, { "start_logit": 2.107407331466675, "end_logit": 0.9939853549003601, "text": "X is said to be complete for C", "probability": 0.02485484629869461 } ], "56e1d9fee3433e14004231cd": [ { "start_logit": 2.1436805725097656, "end_logit": 2.567249059677124, "text": "\u03a02", "probability": 0.16098295152187347 }, { "start_logit": 2.2577991485595703, "end_logit": 2.271040439605713, "text": "\u03a01", "probability": 0.13418349623680115 }, { "start_logit": 2.1436805725097656, "end_logit": 2.271040439605713, "text": "\u03a02, to another problem, \u03a01", "probability": 0.11971209943294525 }, { "start_logit": 2.2577991485595703, "end_logit": 1.3829824924468994, "text": "\u03a01, would indicate that there is no known polynomial-time solution for \u03a01", "probability": 0.05521034076809883 }, { "start_logit": 2.2577991485595703, "end_logit": 1.3127440214157104, "text": "\u03a01, would indicate that there is no known polynomial-time solution for \u03a01. This is because a polynomial-time solution to \u03a01", "probability": 0.051465511322021484 }, { "start_logit": 2.1436805725097656, "end_logit": 1.3829824924468994, "text": "\u03a02, to another problem, \u03a01, would indicate that there is no known polynomial-time solution for \u03a01", "probability": 0.04925602301955223 }, { "start_logit": 1.8010826110839844, "end_logit": 1.648122787475586, "text": "\u03a01. This is because a polynomial-time solution to \u03a01 would yield a polynomial-time solution to \u03a02", "probability": 0.0455847829580307 }, { "start_logit": 1.7228535413742065, "end_logit": 1.648122787475586, "text": "\u03a01 would yield a polynomial-time solution to \u03a02", "probability": 0.04215465486049652 }, { "start_logit": 1.6605095863342285, "end_logit": 1.648122787475586, "text": "\u03a02", "probability": 0.03960680589079857 }, { "start_logit": 1.8010826110839844, "end_logit": 1.3829824924468994, "text": "\u03a01", "probability": 0.03496801480650902 }, { "start_logit": 1.8010826110839844, "end_logit": 1.3127440214157104, "text": "\u03a01. This is because a polynomial-time solution to \u03a01", "probability": 0.03259618580341339 }, { "start_logit": 1.7228535413742065, "end_logit": 1.3127440214157104, "text": "\u03a01", "probability": 0.030143404379487038 }, { "start_logit": 2.0201668739318848, "end_logit": 0.9650080800056458, "text": "X", "probability": 0.028661176562309265 }, { "start_logit": 2.0808799266815186, "end_logit": 0.9027684926986694, "text": "X is the hardest problem in C. (Since many problems could be equally hard, one might say that X", "probability": 0.028617456555366516 }, { "start_logit": 2.0201668739318848, "end_logit": 0.8777457475662231, "text": "X is said to be complete for C", "probability": 0.026266150176525116 }, { "start_logit": 1.8435184955596924, "end_logit": 1.030822992324829, "text": "X is one of the hardest problems in C.) Thus the class of NP-complete problems contains the most difficult problems in NP", "probability": 0.025654271245002747 }, { "start_logit": 2.0808799266815186, "end_logit": 0.7693289518356323, "text": "X", "probability": 0.025042572990059853 }, { "start_logit": 1.7228535413742065, "end_logit": 1.0746090412139893, "text": "\u03a01 would yield a polynomial-time solution to \u03a02. Similarly, because all NP problems can be reduced to the set", "probability": 0.023755904287099838 }, { "start_logit": 2.0201668739318848, "end_logit": 0.7693289518356323, "text": "X is said to be complete for C. This means that X", "probability": 0.023567404597997665 }, { "start_logit": 1.8435184955596924, "end_logit": 0.9027684926986694, "text": "X", "probability": 0.022570766508579254 } ], "56e1d9fee3433e14004231ce": [ { "start_logit": 2.3198695182800293, "end_logit": 2.533543109893799, "text": "\u03a02", "probability": 0.16192825138568878 }, { "start_logit": 2.3198695182800293, "end_logit": 1.9027431011199951, "text": "\u03a02, to another problem, \u03a01", "probability": 0.0861726626753807 }, { "start_logit": 2.2052323818206787, "end_logit": 1.9027431011199951, "text": "\u03a01", "probability": 0.07683929800987244 }, { "start_logit": 2.3198695182800293, "end_logit": 1.5106974840164185, "text": "\u03a02, to another problem, \u03a01, would indicate that there is no known polynomial-time solution for \u03a01", "probability": 0.058224573731422424 }, { "start_logit": 2.2052323818206787, "end_logit": 1.592737078666687, "text": "\u03a01, would indicate that there is no known polynomial-time solution for \u03a01. This is because a polynomial-time solution to \u03a01", "probability": 0.05635720491409302 }, { "start_logit": 2.2052323818206787, "end_logit": 1.5106974840164185, "text": "\u03a01, would indicate that there is no known polynomial-time solution for \u03a01", "probability": 0.05191826447844505 }, { "start_logit": 1.9625104665756226, "end_logit": 1.660939335823059, "text": "\u03a01 would yield a polynomial-time solution to \u03a02", "probability": 0.04733218252658844 }, { "start_logit": 1.920971155166626, "end_logit": 1.660939335823059, "text": "\u03a01. This is because a polynomial-time solution to \u03a01 would yield a polynomial-time solution to \u03a02", "probability": 0.045406319200992584 }, { "start_logit": 1.9625104665756226, "end_logit": 1.592737078666687, "text": "\u03a01", "probability": 0.04421164467930794 }, { "start_logit": 1.920971155166626, "end_logit": 1.592737078666687, "text": "\u03a01. This is because a polynomial-time solution to \u03a01", "probability": 0.04241274297237396 }, { "start_logit": 1.920971155166626, "end_logit": 1.5106974840164185, "text": "\u03a01", "probability": 0.039072129875421524 }, { "start_logit": 1.764329195022583, "end_logit": 1.660939335823059, "text": "\u03a02", "probability": 0.03882286325097084 }, { "start_logit": 2.2523458003997803, "end_logit": 1.152482032775879, "text": "X is the hardest problem in C. (Since many problems could be equally hard, one might say that X", "probability": 0.03803734853863716 }, { "start_logit": 2.2523458003997803, "end_logit": 1.0855382680892944, "text": "X", "probability": 0.03557434305548668 }, { "start_logit": 2.088059663772583, "end_logit": 1.2006936073303223, "text": "X", "probability": 0.03386878967285156 }, { "start_logit": 1.9742908477783203, "end_logit": 1.2522552013397217, "text": "X is one of the hardest problems in C.) Thus the class of NP-complete problems contains the most difficult problems in NP", "probability": 0.03182609751820564 }, { "start_logit": 2.088059663772583, "end_logit": 1.0855382680892944, "text": "X is said to be complete for C. This means that X", "probability": 0.030184797942638397 }, { "start_logit": 1.9742908477783203, "end_logit": 1.152482032775879, "text": "X", "probability": 0.028803978115320206 }, { "start_logit": 2.088059663772583, "end_logit": 0.975955069065094, "text": "X is said to be complete for C", "probability": 0.02705184929072857 }, { "start_logit": 1.9625104665756226, "end_logit": 1.0601000785827637, "text": "\u03a01 would yield a polynomial-time solution to \u03a02. Similarly, because all NP problems can be reduced to the set", "probability": 0.02595466561615467 } ], "56e1dc62cd28a01900c67bca": [ { "start_logit": 3.211616277694702, "end_logit": 3.178579092025757, "text": "Cobham\u2013Edmonds thesis. The complexity class NP", "probability": 0.2061678171157837 }, { "start_logit": 3.211616277694702, "end_logit": 3.0343329906463623, "text": "Cobham\u2013Edmonds thesis", "probability": 0.17847426235675812 }, { "start_logit": 2.552018165588379, "end_logit": 2.3389766216278076, "text": "vertex cover problem. Since deterministic Turing machines", "probability": 0.04603905975818634 }, { "start_logit": 2.5049924850463867, "end_logit": 2.3389766216278076, "text": "Hamiltonian path problem and the vertex cover problem. Since deterministic Turing machines", "probability": 0.04392416030168533 }, { "start_logit": 1.6494821310043335, "end_logit": 3.178579092025757, "text": "complexity class NP", "probability": 0.04323093220591545 }, { "start_logit": 1.6468639373779297, "end_logit": 3.178579092025757, "text": "Edmonds thesis. The complexity class NP", "probability": 0.04311790689826012 }, { "start_logit": 1.6468639373779297, "end_logit": 3.0343329906463623, "text": "Edmonds thesis", "probability": 0.03732607886195183 }, { "start_logit": 1.5930366516113281, "end_logit": 3.0343329906463623, "text": "P is often seen as a mathematical abstraction modeling those computational tasks that admit an efficient algorithm. This hypothesis is called the Cobham\u2013Edmonds thesis", "probability": 0.035370033234357834 }, { "start_logit": 1.5930366516113281, "end_logit": 3.023054599761963, "text": "P", "probability": 0.034973349422216415 }, { "start_logit": 1.5812289714813232, "end_logit": 3.023054599761963, "text": "complexity class P", "probability": 0.034562818706035614 }, { "start_logit": 1.3952107429504395, "end_logit": 3.178579092025757, "text": "efficient algorithm. This hypothesis is called the Cobham\u2013Edmonds thesis. The complexity class NP", "probability": 0.0335247740149498 }, { "start_logit": 2.552018165588379, "end_logit": 2.012847900390625, "text": "vertex cover problem", "probability": 0.033226948231458664 }, { "start_logit": 2.5049924850463867, "end_logit": 2.012847900390625, "text": "Hamiltonian path problem and the vertex cover problem", "probability": 0.03170059621334076 }, { "start_logit": 2.552018165588379, "end_logit": 1.9423290491104126, "text": "vertex cover problem. Since deterministic Turing machines are special non-deterministic Turing machines", "probability": 0.030964523553848267 }, { "start_logit": 2.5049924850463867, "end_logit": 1.9423290491104126, "text": "Hamiltonian path problem and the vertex cover problem. Since deterministic Turing machines are special non-deterministic Turing machines", "probability": 0.0295421052724123 }, { "start_logit": 1.3952107429504395, "end_logit": 3.0343329906463623, "text": "efficient algorithm. This hypothesis is called the Cobham\u2013Edmonds thesis", "probability": 0.029021549969911575 }, { "start_logit": 2.0708580017089844, "end_logit": 2.3389766216278076, "text": "Boolean satisfiability problem, the Hamiltonian path problem and the vertex cover problem. Since deterministic Turing machines", "probability": 0.02845517359673977 }, { "start_logit": 1.1945003271102905, "end_logit": 3.178579092025757, "text": "mathematical abstraction modeling those computational tasks that admit an efficient algorithm. This hypothesis is called the Cobham\u2013Edmonds thesis. The complexity class NP", "probability": 0.027428273111581802 }, { "start_logit": 1.1693307161331177, "end_logit": 3.178579092025757, "text": "NP", "probability": 0.026746537536382675 }, { "start_logit": 1.9884095191955566, "end_logit": 2.3389766216278076, "text": "deterministic Turing machines", "probability": 0.026203187182545662 } ], "56e1dc62cd28a01900c67bcb": [ { "start_logit": 3.2608304023742676, "end_logit": 3.1723079681396484, "text": "Cobham\u2013Edmonds thesis", "probability": 0.22407031059265137 }, { "start_logit": 3.2608304023742676, "end_logit": 3.1437253952026367, "text": "Cobham\u2013Edmonds thesis. The complexity class NP", "probability": 0.2177564799785614 }, { "start_logit": 1.6103472709655762, "end_logit": 3.1437253952026367, "text": "complexity class NP", "probability": 0.04179990664124489 }, { "start_logit": 1.4929373264312744, "end_logit": 3.1723079681396484, "text": "Edmonds thesis", "probability": 0.03824705258011818 }, { "start_logit": 1.652381181716919, "end_logit": 3.0042564868927, "text": "complexity class P", "probability": 0.03791926056146622 }, { "start_logit": 1.4929373264312744, "end_logit": 3.1437253952026367, "text": "Edmonds thesis. The complexity class NP", "probability": 0.037169333547353745 }, { "start_logit": 2.4975993633270264, "end_logit": 2.079569101333618, "text": "Hamiltonian path problem and the vertex cover problem. Since deterministic Turing machines", "probability": 0.03502247482538223 }, { "start_logit": 2.4779279232025146, "end_logit": 2.079569101333618, "text": "vertex cover problem. Since deterministic Turing machines", "probability": 0.0343402624130249 }, { "start_logit": 1.336703896522522, "end_logit": 3.1723079681396484, "text": "efficient algorithm. This hypothesis is called the Cobham\u2013Edmonds thesis", "probability": 0.03271498903632164 }, { "start_logit": 1.336703896522522, "end_logit": 3.1437253952026367, "text": "efficient algorithm. This hypothesis is called the Cobham\u2013Edmonds thesis. The complexity class NP", "probability": 0.03179314360022545 }, { "start_logit": 2.4975993633270264, "end_logit": 1.9596887826919556, "text": "Hamiltonian path problem and the vertex cover problem", "probability": 0.031065870076417923 }, { "start_logit": 2.4779279232025146, "end_logit": 1.9596887826919556, "text": "vertex cover problem", "probability": 0.03046073205769062 }, { "start_logit": 2.4975993633270264, "end_logit": 1.889168381690979, "text": "Hamiltonian path problem and the vertex cover problem. Since deterministic Turing machines are special non-deterministic Turing machines", "probability": 0.028950553387403488 }, { "start_logit": 1.2130401134490967, "end_logit": 3.1723079681396484, "text": "P is often seen as a mathematical abstraction modeling those computational tasks that admit an efficient algorithm. This hypothesis is called the Cobham\u2013Edmonds thesis", "probability": 0.028909489512443542 }, { "start_logit": 2.4779279232025146, "end_logit": 1.889168381690979, "text": "vertex cover problem. Since deterministic Turing machines are special non-deterministic Turing machines", "probability": 0.028386622667312622 }, { "start_logit": 1.1835675239562988, "end_logit": 3.1437253952026367, "text": "NP", "probability": 0.027278924360871315 }, { "start_logit": 2.4975993633270264, "end_logit": 1.7815476655960083, "text": "Hamiltonian path problem", "probability": 0.025996673852205276 }, { "start_logit": 1.2130401134490967, "end_logit": 3.0042564868927, "text": "P", "probability": 0.02443748153746128 }, { "start_logit": 2.060793876647949, "end_logit": 2.079569101333618, "text": "Boolean satisfiability problem, the Hamiltonian path problem and the vertex cover problem. Since deterministic Turing machines", "probability": 0.02262791432440281 }, { "start_logit": 3.2608304023742676, "end_logit": 0.8073620200157166, "text": "Cobham\u2013Edmond", "probability": 0.021052388474345207 } ], "56e1dc62cd28a01900c67bcc": [ { "start_logit": 3.239300489425659, "end_logit": 3.1857941150665283, "text": "Cobham\u2013Edmonds thesis. The complexity class NP", "probability": 0.21015708148479462 }, { "start_logit": 3.239300489425659, "end_logit": 3.0081353187561035, "text": "Cobham\u2013Edmonds thesis", "probability": 0.1759493499994278 }, { "start_logit": 1.6808292865753174, "end_logit": 3.1857941150665283, "text": "complexity class NP", "probability": 0.04422914981842041 }, { "start_logit": 2.5816051959991455, "end_logit": 2.2422688007354736, "text": "Hamiltonian path problem and the vertex cover problem. Since deterministic Turing machines", "probability": 0.04237822815775871 }, { "start_logit": 1.6344510316848755, "end_logit": 3.1857941150665283, "text": "Edmonds thesis. The complexity class NP", "probability": 0.04222472384572029 }, { "start_logit": 2.5151357650756836, "end_logit": 2.2422688007354736, "text": "vertex cover problem. Since deterministic Turing machines", "probability": 0.039652932435274124 }, { "start_logit": 1.5629255771636963, "end_logit": 3.1857941150665283, "text": "efficient algorithm. This hypothesis is called the Cobham\u2013Edmonds thesis. The complexity class NP", "probability": 0.03931005299091339 }, { "start_logit": 1.6401002407073975, "end_logit": 3.0278799533843994, "text": "P", "probability": 0.036260928958654404 }, { "start_logit": 1.623953104019165, "end_logit": 3.0278799533843994, "text": "complexity class P", "probability": 0.035680122673511505 }, { "start_logit": 1.6401002407073975, "end_logit": 3.0081353187561035, "text": "P is often seen as a mathematical abstraction modeling those computational tasks that admit an efficient algorithm. This hypothesis is called the Cobham\u2013Edmonds thesis", "probability": 0.03555198758840561 }, { "start_logit": 1.6344510316848755, "end_logit": 3.0081353187561035, "text": "Edmonds thesis", "probability": 0.0353517159819603 }, { "start_logit": 2.5816051959991455, "end_logit": 2.0324063301086426, "text": "Hamiltonian path problem and the vertex cover problem", "probability": 0.034355852752923965 }, { "start_logit": 1.5629255771636963, "end_logit": 3.0081353187561035, "text": "efficient algorithm. This hypothesis is called the Cobham\u2013Edmonds thesis", "probability": 0.03291148692369461 }, { "start_logit": 2.5151357650756836, "end_logit": 2.0324063301086426, "text": "vertex cover problem", "probability": 0.03214647248387337 }, { "start_logit": 2.5816051959991455, "end_logit": 1.9638099670410156, "text": "Hamiltonian path problem and the vertex cover problem. Since deterministic Turing machines are special non-deterministic Turing machines", "probability": 0.03207816183567047 }, { "start_logit": 2.5151357650756836, "end_logit": 1.9638099670410156, "text": "vertex cover problem. Since deterministic Turing machines are special non-deterministic Turing machines", "probability": 0.03001527301967144 }, { "start_logit": 2.1270718574523926, "end_logit": 2.2422688007354736, "text": "Boolean satisfiability problem, the Hamiltonian path problem and the vertex cover problem. Since deterministic Turing machines", "probability": 0.02689933404326439 }, { "start_logit": 1.171309471130371, "end_logit": 3.1857941150665283, "text": "NP", "probability": 0.026572158560156822 }, { "start_logit": 1.0860397815704346, "end_logit": 3.1857941150665283, "text": "mathematical abstraction modeling those computational tasks that admit an efficient algorithm. This hypothesis is called the Cobham\u2013Edmonds thesis. The complexity class NP", "probability": 0.02440027706325054 }, { "start_logit": 2.5816051959991455, "end_logit": 1.668454885482788, "text": "Hamiltonian path problem", "probability": 0.023874733597040176 } ], "56e1dc62cd28a01900c67bcd": [ { "start_logit": 3.2660577297210693, "end_logit": 3.0808346271514893, "text": "Cobham\u2013Edmonds thesis. The complexity class NP", "probability": 0.19978021085262299 }, { "start_logit": 3.2660577297210693, "end_logit": 3.0012118816375732, "text": "Cobham\u2013Edmonds thesis", "probability": 0.18448995053768158 }, { "start_logit": 2.576939582824707, "end_logit": 2.287121295928955, "text": "Hamiltonian path problem and the vertex cover problem. Since deterministic Turing machines", "probability": 0.04534891992807388 }, { "start_logit": 2.5042996406555176, "end_logit": 2.287121295928955, "text": "vertex cover problem. Since deterministic Turing machines", "probability": 0.042171575129032135 }, { "start_logit": 1.659034013748169, "end_logit": 3.0808346271514893, "text": "Edmonds thesis. The complexity class NP", "probability": 0.0400526225566864 }, { "start_logit": 1.62339448928833, "end_logit": 3.0808346271514893, "text": "complexity class NP", "probability": 0.03865031525492668 }, { "start_logit": 1.659034013748169, "end_logit": 3.0012118816375732, "text": "Edmonds thesis", "probability": 0.03698717802762985 }, { "start_logit": 1.6466307640075684, "end_logit": 3.0012118816375732, "text": "P is often seen as a mathematical abstraction modeling those computational tasks that admit an efficient algorithm. This hypothesis is called the Cobham\u2013Edmonds thesis", "probability": 0.0365312397480011 }, { "start_logit": 1.6466307640075684, "end_logit": 2.9900012016296387, "text": "P", "probability": 0.03612399846315384 }, { "start_logit": 2.576939582824707, "end_logit": 2.0435218811035156, "text": "Hamiltonian path problem and the vertex cover problem", "probability": 0.03554455190896988 }, { "start_logit": 1.5383621454238892, "end_logit": 3.0808346271514893, "text": "efficient algorithm. This hypothesis is called the Cobham\u2013Edmonds thesis. The complexity class NP", "probability": 0.035499632358551025 }, { "start_logit": 1.6161502599716187, "end_logit": 2.9900012016296387, "text": "complexity class P", "probability": 0.03503953665494919 }, { "start_logit": 2.576939582824707, "end_logit": 2.0042266845703125, "text": "Hamiltonian path problem and the vertex cover problem. Since deterministic Turing machines are special non-deterministic Turing machines", "probability": 0.03417491167783737 }, { "start_logit": 2.5042996406555176, "end_logit": 2.0435218811035156, "text": "vertex cover problem", "probability": 0.03305414691567421 }, { "start_logit": 1.5383621454238892, "end_logit": 3.0012118816375732, "text": "efficient algorithm. This hypothesis is called the Cobham\u2013Edmonds thesis", "probability": 0.0327826552093029 }, { "start_logit": 2.5042996406555176, "end_logit": 2.0042266845703125, "text": "vertex cover problem. Since deterministic Turing machines are special non-deterministic Turing machines", "probability": 0.03178046643733978 }, { "start_logit": 2.1498260498046875, "end_logit": 2.287121295928955, "text": "Boolean satisfiability problem, the Hamiltonian path problem and the vertex cover problem. Since deterministic Turing machines", "probability": 0.029585158452391624 }, { "start_logit": 1.9736316204071045, "end_logit": 2.287121295928955, "text": "deterministic Turing machines", "probability": 0.024805815890431404 }, { "start_logit": 2.576939582824707, "end_logit": 1.6676567792892456, "text": "Hamiltonian path problem", "probability": 0.024408265948295593 }, { "start_logit": 2.1498260498046875, "end_logit": 2.0435218811035156, "text": "Boolean satisfiability problem, the Hamiltonian path problem and the vertex cover problem", "probability": 0.023188890889286995 } ], "56e1dc62cd28a01900c67bce": [ { "start_logit": 3.2459845542907715, "end_logit": 3.0443694591522217, "text": "Cobham\u2013Edmonds thesis. The complexity class NP", "probability": 0.2056402564048767 }, { "start_logit": 3.2459845542907715, "end_logit": 3.044198751449585, "text": "Cobham\u2013Edmonds thesis", "probability": 0.205605149269104 }, { "start_logit": 1.8461724519729614, "end_logit": 2.915560722351074, "text": "complexity class P", "probability": 0.04458991065621376 }, { "start_logit": 1.6344945430755615, "end_logit": 3.0443694591522217, "text": "complexity class NP", "probability": 0.04104374721646309 }, { "start_logit": 1.6083470582962036, "end_logit": 3.0443694591522217, "text": "Edmonds thesis. The complexity class NP", "probability": 0.03998447209596634 }, { "start_logit": 1.6083470582962036, "end_logit": 3.044198751449585, "text": "Edmonds thesis", "probability": 0.03997764363884926 }, { "start_logit": 1.5117852687835693, "end_logit": 3.044198751449585, "text": "P is often seen as a mathematical abstraction modeling those computational tasks that admit an efficient algorithm. This hypothesis is called the Cobham\u2013Edmonds thesis", "probability": 0.03629785031080246 }, { "start_logit": 2.508768320083618, "end_logit": 1.9963668584823608, "text": "vertex cover problem", "probability": 0.03449828550219536 }, { "start_logit": 1.4552956819534302, "end_logit": 3.0443694591522217, "text": "efficient algorithm. This hypothesis is called the Cobham\u2013Edmonds thesis. The complexity class NP", "probability": 0.034310098737478256 }, { "start_logit": 1.4552956819534302, "end_logit": 3.044198751449585, "text": "efficient algorithm. This hypothesis is called the Cobham\u2013Edmonds thesis", "probability": 0.034304242581129074 }, { "start_logit": 2.508768320083618, "end_logit": 1.9730000495910645, "text": "vertex cover problem. Since deterministic Turing machines", "probability": 0.03370152786374092 }, { "start_logit": 2.4823641777038574, "end_logit": 1.9963668584823608, "text": "Hamiltonian path problem and the vertex cover problem", "probability": 0.03359931334853172 }, { "start_logit": 2.4823641777038574, "end_logit": 1.9730000495910645, "text": "Hamiltonian path problem and the vertex cover problem. Since deterministic Turing machines", "probability": 0.03282330557703972 }, { "start_logit": 1.5117852687835693, "end_logit": 2.915560722351074, "text": "P", "probability": 0.03191642463207245 }, { "start_logit": 2.508768320083618, "end_logit": 1.78591787815094, "text": "vertex cover problem. Since deterministic Turing machines are special non-deterministic Turing machines", "probability": 0.02795122191309929 }, { "start_logit": 2.4823641777038574, "end_logit": 1.78591787815094, "text": "Hamiltonian path problem and the vertex cover problem. Since deterministic Turing machines are special non-deterministic Turing machines", "probability": 0.02722284570336342 }, { "start_logit": 2.4823641777038574, "end_logit": 1.760864019393921, "text": "Hamiltonian path problem", "probability": 0.02654927410185337 }, { "start_logit": 1.1084294319152832, "end_logit": 3.0443694591522217, "text": "NP", "probability": 0.02425379864871502 }, { "start_logit": 1.0495648384094238, "end_logit": 3.0443694591522217, "text": "mathematical abstraction modeling those computational tasks that admit an efficient algorithm. This hypothesis is called the Cobham\u2013Edmonds thesis. The complexity class NP", "probability": 0.022867314517498016 }, { "start_logit": 1.0495648384094238, "end_logit": 3.044198751449585, "text": "mathematical abstraction modeling those computational tasks that admit an efficient algorithm. This hypothesis is called the Cobham\u2013Edmonds thesis", "probability": 0.02286341041326523 } ], "56e1ddfce3433e14004231d5": [ { "start_logit": 2.576026678085327, "end_logit": 3.10569429397583, "text": "Clay Mathematics Institute", "probability": 0.13196898996829987 }, { "start_logit": 2.30826473236084, "end_logit": 3.10569429397583, "text": "Millennium Prize Problems proposed by the Clay Mathematics Institute", "probability": 0.10096815973520279 }, { "start_logit": 2.0871684551239014, "end_logit": 3.10569429397583, "text": "pure mathematics theorems. The P versus NP problem is one of the Millennium Prize Problems proposed by the Clay Mathematics Institute", "probability": 0.08094005286693573 }, { "start_logit": 2.576026678085327, "end_logit": 2.3633835315704346, "text": "Clay Mathematics Institute. There is a US$1,000,000", "probability": 0.06281892955303192 }, { "start_logit": 2.30826473236084, "end_logit": 2.3633835315704346, "text": "Millennium Prize Problems proposed by the Clay Mathematics Institute. There is a US$1,000,000", "probability": 0.04806211218237877 }, { "start_logit": 1.555535078048706, "end_logit": 3.10569429397583, "text": "P versus NP problem is one of the Millennium Prize Problems proposed by the Clay Mathematics Institute", "probability": 0.047563958913087845 }, { "start_logit": 2.357154369354248, "end_logit": 2.3010621070861816, "text": "protein structure prediction in biology", "probability": 0.04742087796330452 }, { "start_logit": 2.357154369354248, "end_logit": 2.278026819229126, "text": "protein structure prediction", "probability": 0.046341028064489365 }, { "start_logit": 2.23861026763916, "end_logit": 2.3633835315704346, "text": "US$1,000,000", "probability": 0.04482830688357353 }, { "start_logit": 2.085420846939087, "end_logit": 2.4050076007843018, "text": "integer programming problems in operations research", "probability": 0.04009592533111572 }, { "start_logit": 2.084756851196289, "end_logit": 2.4050076007843018, "text": "operations research", "probability": 0.040069300681352615 }, { "start_logit": 2.576026678085327, "end_logit": 1.8731008768081665, "text": "Clay Mathematics Institute. There is a US$1,000", "probability": 0.03847365826368332 }, { "start_logit": 2.357154369354248, "end_logit": 2.08846116065979, "text": "protein structure prediction in biology, and the ability to find formal proofs of pure mathematics theorems. The P versus NP problem", "probability": 0.03833878040313721 }, { "start_logit": 2.085420846939087, "end_logit": 2.3010621070861816, "text": "integer programming problems in operations research, many problems in logistics, protein structure prediction in biology", "probability": 0.03613743558526039 }, { "start_logit": 2.084756851196289, "end_logit": 2.3010621070861816, "text": "operations research, many problems in logistics, protein structure prediction in biology", "probability": 0.036113444715738297 }, { "start_logit": 2.085420846939087, "end_logit": 2.278026819229126, "text": "integer programming problems in operations research, many problems in logistics, protein structure prediction", "probability": 0.03531450778245926 }, { "start_logit": 2.084756851196289, "end_logit": 2.278026819229126, "text": "operations research, many problems in logistics, protein structure prediction", "probability": 0.03529105708003044 }, { "start_logit": 1.8135180473327637, "end_logit": 2.4050076007843018, "text": "various types of integer programming problems in operations research", "probability": 0.03055022656917572 }, { "start_logit": 2.30826473236084, "end_logit": 1.8731008768081665, "text": "Millennium Prize Problems proposed by the Clay Mathematics Institute. There is a US$1,000", "probability": 0.02943580225110054 }, { "start_logit": 2.0871684551239014, "end_logit": 2.08846116065979, "text": "pure mathematics theorems. The P versus NP problem", "probability": 0.02926744520664215 } ], "56e1ddfce3433e14004231d6": [ { "start_logit": 2.6105546951293945, "end_logit": 3.198107957839966, "text": "Clay Mathematics Institute", "probability": 0.1426815539598465 }, { "start_logit": 2.2899084091186523, "end_logit": 3.198107957839966, "text": "Millennium Prize Problems proposed by the Clay Mathematics Institute", "probability": 0.10354112088680267 }, { "start_logit": 2.0842227935791016, "end_logit": 3.198107957839966, "text": "pure mathematics theorems. The P versus NP problem is one of the Millennium Prize Problems proposed by the Clay Mathematics Institute", "probability": 0.08429168909788132 }, { "start_logit": 2.6105546951293945, "end_logit": 2.3478035926818848, "text": "Clay Mathematics Institute. There is a US$1,000,000", "probability": 0.060965679585933685 }, { "start_logit": 1.6285896301269531, "end_logit": 3.198107957839966, "text": "P versus NP problem is one of the Millennium Prize Problems proposed by the Clay Mathematics Institute", "probability": 0.053444843739271164 }, { "start_logit": 2.1559906005859375, "end_logit": 2.486384868621826, "text": "operations research", "probability": 0.044448371976614 }, { "start_logit": 2.2899084091186523, "end_logit": 2.3478035926818848, "text": "Millennium Prize Problems proposed by the Clay Mathematics Institute. There is a US$1,000,000", "probability": 0.044241566210985184 }, { "start_logit": 2.268874168395996, "end_logit": 2.3612847328186035, "text": "protein structure prediction in biology, and the ability to find formal proofs of pure mathematics theorems. The P versus NP problem", "probability": 0.04390866681933403 }, { "start_logit": 2.268874168395996, "end_logit": 2.3282172679901123, "text": "protein structure prediction", "probability": 0.0424804724752903 }, { "start_logit": 2.109365940093994, "end_logit": 2.486384868621826, "text": "integer programming problems in operations research", "probability": 0.0424235463142395 }, { "start_logit": 2.2168354988098145, "end_logit": 2.3478035926818848, "text": "US$1,000,000", "probability": 0.041124001145362854 }, { "start_logit": 2.1559906005859375, "end_logit": 2.3282172679901123, "text": "operations research, many problems in logistics, protein structure prediction", "probability": 0.03794587776064873 }, { "start_logit": 2.0842227935791016, "end_logit": 2.3612847328186035, "text": "pure mathematics theorems. The P versus NP problem", "probability": 0.036505404859781265 }, { "start_logit": 2.109365940093994, "end_logit": 2.3282172679901123, "text": "integer programming problems in operations research, many problems in logistics, protein structure prediction", "probability": 0.03621726110577583 }, { "start_logit": 2.268874168395996, "end_logit": 2.1353507041931152, "text": "protein structure prediction in biology", "probability": 0.03502904623746872 }, { "start_logit": 2.6105546951293945, "end_logit": 1.7626248598098755, "text": "Clay Mathematics Institute. There is a US$1,000", "probability": 0.03395826369524002 }, { "start_logit": 2.1559906005859375, "end_logit": 2.1353507041931152, "text": "operations research, many problems in logistics, protein structure prediction in biology", "probability": 0.03128986060619354 }, { "start_logit": 2.109365940093994, "end_logit": 2.1353507041931152, "text": "integer programming problems in operations research, many problems in logistics, protein structure prediction in biology", "probability": 0.029864471405744553 }, { "start_logit": 1.7186959981918335, "end_logit": 2.486384868621826, "text": "various types of integer programming problems in operations research", "probability": 0.028703924268484116 }, { "start_logit": 1.7936495542526245, "end_logit": 2.3478035926818848, "text": "1,000,000", "probability": 0.02693444862961769 } ], "56e1ddfce3433e14004231d8": [ { "start_logit": 2.4451708793640137, "end_logit": 3.179438591003418, "text": "Clay Mathematics Institute", "probability": 0.11895180493593216 }, { "start_logit": 2.440415143966675, "end_logit": 3.179438591003418, "text": "Millennium Prize Problems proposed by the Clay Mathematics Institute", "probability": 0.11838747560977936 }, { "start_logit": 2.0919604301452637, "end_logit": 3.179438591003418, "text": "pure mathematics theorems. The P versus NP problem is one of the Millennium Prize Problems proposed by the Clay Mathematics Institute", "probability": 0.08355524390935898 }, { "start_logit": 1.6172411441802979, "end_logit": 3.179438591003418, "text": "P versus NP problem is one of the Millennium Prize Problems proposed by the Clay Mathematics Institute", "probability": 0.05197633057832718 }, { "start_logit": 2.4451708793640137, "end_logit": 2.3064324855804443, "text": "Clay Mathematics Institute. There is a US$1,000,000", "probability": 0.04968544468283653 }, { "start_logit": 2.440415143966675, "end_logit": 2.3064324855804443, "text": "Millennium Prize Problems proposed by the Clay Mathematics Institute. There is a US$1,000,000", "probability": 0.04944973066449165 }, { "start_logit": 2.3676884174346924, "end_logit": 2.364847183227539, "text": "protein structure prediction in biology, and the ability to find formal proofs of pure mathematics theorems. The P versus NP problem", "probability": 0.04874702915549278 }, { "start_logit": 2.3676884174346924, "end_logit": 2.2995800971984863, "text": "protein structure prediction in biology", "probability": 0.04566707834601402 }, { "start_logit": 2.325016736984253, "end_logit": 2.3064324855804443, "text": "US$1,000,000", "probability": 0.044060252606868744 }, { "start_logit": 2.3676884174346924, "end_logit": 2.2303967475891113, "text": "protein structure prediction", "probability": 0.042614489793777466 }, { "start_logit": 2.1060328483581543, "end_logit": 2.4708683490753174, "text": "operations research", "probability": 0.041721243411302567 }, { "start_logit": 2.0817830562591553, "end_logit": 2.4708683490753174, "text": "integer programming problems in operations research", "probability": 0.04072166979312897 }, { "start_logit": 2.0919604301452637, "end_logit": 2.364847183227539, "text": "pure mathematics theorems. The P versus NP problem", "probability": 0.03699994832277298 }, { "start_logit": 2.1060328483581543, "end_logit": 2.2995800971984863, "text": "operations research, many problems in logistics, protein structure prediction in biology", "probability": 0.03515341877937317 }, { "start_logit": 2.0817830562591553, "end_logit": 2.2995800971984863, "text": "integer programming problems in operations research, many problems in logistics, protein structure prediction in biology", "probability": 0.0343112014234066 }, { "start_logit": 2.1060328483581543, "end_logit": 2.2303967475891113, "text": "operations research, many problems in logistics, protein structure prediction", "probability": 0.03280360996723175 }, { "start_logit": 2.0817830562591553, "end_logit": 2.2303967475891113, "text": "integer programming problems in operations research, many problems in logistics, protein structure prediction", "probability": 0.03201768547296524 }, { "start_logit": 2.3676884174346924, "end_logit": 1.9410767555236816, "text": "protein structure prediction in biology, and the ability to find formal proofs of pure mathematics theorems. The P versus NP", "probability": 0.031908560544252396 }, { "start_logit": 2.4451708793640137, "end_logit": 1.8252030611038208, "text": "Clay Mathematics Institute. There is a US$1,000", "probability": 0.03070676140487194 }, { "start_logit": 2.440415143966675, "end_logit": 1.8252030611038208, "text": "Millennium Prize Problems proposed by the Clay Mathematics Institute. There is a US$1,000", "probability": 0.03056107833981514 } ], "56e1ded7cd28a01900c67bd4": [ { "start_logit": 3.1253662109375, "end_logit": 3.4743552207946777, "text": "Ladner", "probability": 0.23649176955223083 }, { "start_logit": 3.1253662109375, "end_logit": 2.616945505142212, "text": "Ladner that if P \u2260 NP then there exist problems in NP that are neither in P nor NP-complete. Such problems are called NP-intermediate", "probability": 0.10033388435840607 }, { "start_logit": 2.899219274520874, "end_logit": 2.5578575134277344, "text": "integer factorization problem are examples of problems believed to be NP-intermediate", "probability": 0.07543482631444931 }, { "start_logit": 2.8512585163116455, "end_logit": 2.5578575134277344, "text": "discrete logarithm problem and the integer factorization problem are examples of problems believed to be NP-intermediate", "probability": 0.07190226018428802 }, { "start_logit": 2.899219274520874, "end_logit": 2.104243278503418, "text": "integer factorization problem", "probability": 0.047925833612680435 }, { "start_logit": 2.428284168243408, "end_logit": 2.5578575134277344, "text": "graph isomorphism problem, the discrete logarithm problem and the integer factorization problem are examples of problems believed to be NP-intermediate", "probability": 0.04710285738110542 }, { "start_logit": 2.8512585163116455, "end_logit": 2.104243278503418, "text": "discrete logarithm problem and the integer factorization problem", "probability": 0.04568150267004967 }, { "start_logit": 3.1253662109375, "end_logit": 1.7916688919067383, "text": "Ladner that if P \u2260 NP then there exist problems in NP that are neither in P nor NP-complete", "probability": 0.0439576655626297 }, { "start_logit": 3.1253662109375, "end_logit": 1.6172194480895996, "text": "Ladner that if P \u2260 NP", "probability": 0.03692089393734932 }, { "start_logit": 2.8512585163116455, "end_logit": 1.8610875606536865, "text": "discrete logarithm problem", "probability": 0.035821136087179184 }, { "start_logit": 2.8512585163116455, "end_logit": 1.7373080253601074, "text": "discrete logarithm", "probability": 0.03165065124630928 }, { "start_logit": 1.943650245666504, "end_logit": 2.616945505142212, "text": "NP-intermediate", "probability": 0.03077760711312294 }, { "start_logit": 2.428284168243408, "end_logit": 2.104243278503418, "text": "graph isomorphism problem, the discrete logarithm problem and the integer factorization problem", "probability": 0.029925750568509102 }, { "start_logit": 2.428284168243408, "end_logit": 2.01159405708313, "text": "graph isomorphism problem", "probability": 0.02727772295475006 }, { "start_logit": 2.899219274520874, "end_logit": 1.4449851512908936, "text": "integer factorization problem are examples of problems believed to be NP-intermediate. They are some of the very few", "probability": 0.024788910523056984 }, { "start_logit": 2.8512585163116455, "end_logit": 1.4449851512908936, "text": "discrete logarithm problem and the integer factorization problem are examples of problems believed to be NP-intermediate. They are some of the very few", "probability": 0.023628072813153267 }, { "start_logit": 2.428284168243408, "end_logit": 1.8610875606536865, "text": "graph isomorphism problem, the discrete logarithm problem", "probability": 0.023466257378458977 }, { "start_logit": 3.1253662109375, "end_logit": 1.149648904800415, "text": "Ladner that if P \u2260 NP then there exist problems in NP", "probability": 0.02313176728785038 }, { "start_logit": 1.943650245666504, "end_logit": 2.327670097351074, "text": "NP-intermediate problems", "probability": 0.0230464618653059 }, { "start_logit": 2.428284168243408, "end_logit": 1.7373080253601074, "text": "graph isomorphism problem, the discrete logarithm", "probability": 0.020734192803502083 } ], "56e1ded7cd28a01900c67bd5": [ { "start_logit": 3.0198423862457275, "end_logit": 2.638561725616455, "text": "integer factorization problem are examples of problems believed to be NP-intermediate", "probability": 0.10004255920648575 }, { "start_logit": 2.9634416103363037, "end_logit": 2.638561725616455, "text": "discrete logarithm problem and the integer factorization problem are examples of problems believed to be NP-intermediate", "probability": 0.09455620497465134 }, { "start_logit": 2.83632230758667, "end_logit": 2.6958847045898438, "text": "Ladner that if P \u2260 NP then there exist problems in NP that are neither in P nor NP-complete. Such problems are called NP-intermediate", "probability": 0.08818160742521286 }, { "start_logit": 2.83632230758667, "end_logit": 2.5332868099212646, "text": "Ladner", "probability": 0.07494842261075974 }, { "start_logit": 2.5372822284698486, "end_logit": 2.638561725616455, "text": "graph isomorphism problem, the discrete logarithm problem and the integer factorization problem are examples of problems believed to be NP-intermediate", "probability": 0.06174638867378235 }, { "start_logit": 3.0198423862457275, "end_logit": 2.0720648765563965, "text": "integer factorization problem", "probability": 0.056775156408548355 }, { "start_logit": 2.9634416103363037, "end_logit": 2.0720648765563965, "text": "discrete logarithm problem and the integer factorization problem", "probability": 0.05366159602999687 }, { "start_logit": 2.83632230758667, "end_logit": 2.1475956439971924, "text": "Ladner that if P \u2260 NP then there exist problems in NP that are neither in P nor NP-complete", "probability": 0.050963494926691055 }, { "start_logit": 2.83632230758667, "end_logit": 2.0930349826812744, "text": "Ladner that if P \u2260 NP", "probability": 0.048257388174533844 }, { "start_logit": 2.220512628555298, "end_logit": 2.6958847045898438, "text": "NP-intermediate", "probability": 0.04763598367571831 }, { "start_logit": 2.9634416103363037, "end_logit": 1.8178199529647827, "text": "discrete logarithm problem", "probability": 0.04161467030644417 }, { "start_logit": 2.9634416103363037, "end_logit": 1.7683768272399902, "text": "discrete logarithm", "probability": 0.03960714861750603 }, { "start_logit": 2.5372822284698486, "end_logit": 2.0720648765563965, "text": "graph isomorphism problem, the discrete logarithm problem and the integer factorization problem", "probability": 0.035041697323322296 }, { "start_logit": 2.5372822284698486, "end_logit": 2.034046173095703, "text": "graph isomorphism problem", "probability": 0.03373444825410843 }, { "start_logit": 2.220512628555298, "end_logit": 2.324997663497925, "text": "NP-intermediate problems", "probability": 0.03287464380264282 }, { "start_logit": 3.0198423862457275, "end_logit": 1.4913934469223022, "text": "integer factorization problem are examples of problems believed to be NP-intermediate. They are some of the very few", "probability": 0.031766969710588455 }, { "start_logit": 2.9634416103363037, "end_logit": 1.4913934469223022, "text": "discrete logarithm problem and the integer factorization problem are examples of problems believed to be NP-intermediate. They are some of the very few", "probability": 0.030024876818060875 }, { "start_logit": 2.5372822284698486, "end_logit": 1.8178199529647827, "text": "graph isomorphism problem, the discrete logarithm problem", "probability": 0.02717489004135132 }, { "start_logit": 2.5372822284698486, "end_logit": 1.7683768272399902, "text": "graph isomorphism problem, the discrete logarithm", "probability": 0.02586396411061287 }, { "start_logit": 2.220512628555298, "end_logit": 2.0720648765563965, "text": "NP-intermediate problems. The graph isomorphism problem, the discrete logarithm problem and the integer factorization problem", "probability": 0.025527825579047203 } ], "56e1ded7cd28a01900c67bd6": [ { "start_logit": 3.0836875438690186, "end_logit": 3.4620044231414795, "text": "Ladner", "probability": 0.24300366640090942 }, { "start_logit": 3.014394760131836, "end_logit": 2.422477960586548, "text": "integer factorization problem are examples of problems believed to be NP-intermediate", "probability": 0.0801786407828331 }, { "start_logit": 2.8759870529174805, "end_logit": 2.422477960586548, "text": "discrete logarithm problem and the integer factorization problem are examples of problems believed to be NP-intermediate", "probability": 0.06981503218412399 }, { "start_logit": 3.014394760131836, "end_logit": 2.122295618057251, "text": "integer factorization problem", "probability": 0.0593869574368 }, { "start_logit": 2.8759870529174805, "end_logit": 2.122295618057251, "text": "discrete logarithm problem and the integer factorization problem", "probability": 0.0517108179628849 }, { "start_logit": 3.0836875438690186, "end_logit": 1.822075366973877, "text": "Ladner that if P \u2260 NP then there exist problems in NP that are neither in P nor NP-complete. Such problems are called NP-intermediate", "probability": 0.047141194343566895 }, { "start_logit": 3.0836875438690186, "end_logit": 1.7810689210891724, "text": "Ladner that if P \u2260 NP", "probability": 0.045247212052345276 }, { "start_logit": 2.4110240936279297, "end_logit": 2.422477960586548, "text": "graph isomorphism problem, the discrete logarithm problem and the integer factorization problem are examples of problems believed to be NP-intermediate", "probability": 0.04385489597916603 }, { "start_logit": 3.0836875438690186, "end_logit": 1.7145828008651733, "text": "Ladner that if P \u2260 NP then there exist problems in NP that are neither in P nor NP-complete", "probability": 0.04233672097325325 }, { "start_logit": 2.8759870529174805, "end_logit": 1.9023208618164062, "text": "discrete logarithm problem", "probability": 0.04149996116757393 }, { "start_logit": 2.8759870529174805, "end_logit": 1.6913738250732422, "text": "discrete logarithm", "probability": 0.033607374876737595 }, { "start_logit": 3.014394760131836, "end_logit": 1.5307955741882324, "text": "integer factorization problem are examples of problems believed to be NP-intermediate. They are some of the very few", "probability": 0.03287047520279884 }, { "start_logit": 2.4110240936279297, "end_logit": 2.122295618057251, "text": "graph isomorphism problem, the discrete logarithm problem and the integer factorization problem", "probability": 0.032482583075761795 }, { "start_logit": 2.4110240936279297, "end_logit": 2.0260236263275146, "text": "graph isomorphism problem", "probability": 0.02950124815106392 }, { "start_logit": 2.8759870529174805, "end_logit": 1.5307955741882324, "text": "discrete logarithm problem and the integer factorization problem are examples of problems believed to be NP-intermediate. They are some of the very few", "probability": 0.02862175554037094 }, { "start_logit": 2.014061689376831, "end_logit": 2.362725019454956, "text": "NP-intermediate problems", "probability": 0.027775967493653297 }, { "start_logit": 2.4110240936279297, "end_logit": 1.9023208618164062, "text": "graph isomorphism problem, the discrete logarithm problem", "probability": 0.02606854774057865 }, { "start_logit": 3.0836875438690186, "end_logit": 1.0575255155563354, "text": "Ladner that if P \u2260 NP then there exist problems in NP", "probability": 0.021946275606751442 }, { "start_logit": 2.014061689376831, "end_logit": 2.122295618057251, "text": "NP-intermediate problems. The graph isomorphism problem, the discrete logarithm problem and the integer factorization problem", "probability": 0.021839972585439682 }, { "start_logit": 2.4110240936279297, "end_logit": 1.6913738250732422, "text": "graph isomorphism problem, the discrete logarithm", "probability": 0.02111075073480606 } ], "56e1e9dfe3433e14004231fc": [ { "start_logit": 3.618551015853882, "end_logit": 2.9815516471862793, "text": "Eugene Luks", "probability": 0.2993893325328827 }, { "start_logit": 2.8001954555511475, "end_logit": 2.9815516471862793, "text": "Laszlo Babai and Eugene Luks", "probability": 0.13207755982875824 }, { "start_logit": 2.8001954555511475, "end_logit": 2.6009719371795654, "text": "Laszlo Babai", "probability": 0.09027042984962463 }, { "start_logit": 2.3524508476257324, "end_logit": 2.9815516471862793, "text": "Luks", "probability": 0.0844065397977829 }, { "start_logit": 1.7174725532531738, "end_logit": 2.9815516471862793, "text": "Babai and Eugene Luks", "probability": 0.04473099857568741 }, { "start_logit": 1.612849473953247, "end_logit": 2.9815516471862793, "text": "graph isomorphism is not NP-complete. The best algorithm for this problem, due to Laszlo Babai and Eugene Luks", "probability": 0.04028760641813278 }, { "start_logit": 3.618551015853882, "end_logit": 0.7037941217422485, "text": "Eugene Luks has run time 2O", "probability": 0.030691560357809067 }, { "start_logit": 1.7174725532531738, "end_logit": 2.6009719371795654, "text": "Babai", "probability": 0.030572066083550453 }, { "start_logit": 2.0356688499450684, "end_logit": 2.2391369342803955, "text": "graph isomorphism problem is the computational problem of determining whether two finite graphs are isomorphic. An important unsolved problem in complexity theory", "probability": 0.02926664613187313 }, { "start_logit": 2.0356688499450684, "end_logit": 2.189720392227173, "text": "graph isomorphism problem", "probability": 0.027855543419718742 }, { "start_logit": 1.612849473953247, "end_logit": 2.6009719371795654, "text": "graph isomorphism is not NP-complete. The best algorithm for this problem, due to Laszlo Babai", "probability": 0.02753516286611557 }, { "start_logit": 1.888700246810913, "end_logit": 2.239710569381714, "text": "P, NP-complete, or NP-intermediate", "probability": 0.02528100460767746 }, { "start_logit": 1.8332520723342896, "end_logit": 2.239710569381714, "text": "graph isomorphism problem is in P, NP-complete, or NP-intermediate", "probability": 0.02391737326979637 }, { "start_logit": 1.6116282939910889, "end_logit": 2.239710569381714, "text": "complexity theory is whether the graph isomorphism problem is in P, NP-complete, or NP-intermediate", "probability": 0.019162999466061592 }, { "start_logit": 1.6116282939910889, "end_logit": 2.2391369342803955, "text": "complexity theory", "probability": 0.01915200985968113 }, { "start_logit": 1.4153797626495361, "end_logit": 2.239710569381714, "text": "unsolved problem in complexity theory is whether the graph isomorphism problem is in P, NP-complete, or NP-intermediate", "probability": 0.01574830524623394 }, { "start_logit": 1.4153797626495361, "end_logit": 2.2391369342803955, "text": "unsolved problem in complexity theory", "probability": 0.01573927514255047 }, { "start_logit": 1.3873953819274902, "end_logit": 2.2391369342803955, "text": "two finite graphs are isomorphic. An important unsolved problem in complexity theory", "probability": 0.015304925851523876 }, { "start_logit": 2.0356688499450684, "end_logit": 1.5754486322402954, "text": "graph isomorphism", "probability": 0.015070809982717037 }, { "start_logit": 2.8001954555511475, "end_logit": 0.7037941217422485, "text": "Laszlo Babai and Eugene Luks has run time 2O", "probability": 0.013539780862629414 } ], "56e1e9dfe3433e14004231fd": [ { "start_logit": 3.786285638809204, "end_logit": 2.873345375061035, "text": "Eugene Luks", "probability": 0.28247159719467163 }, { "start_logit": 2.8694067001342773, "end_logit": 2.970155715942383, "text": "Laszlo Babai", "probability": 0.12440092861652374 }, { "start_logit": 2.8694067001342773, "end_logit": 2.873345375061035, "text": "Laszlo Babai and Eugene Luks", "probability": 0.11292222887277603 }, { "start_logit": 2.4615488052368164, "end_logit": 2.873345375061035, "text": "Luks", "probability": 0.07510156184434891 }, { "start_logit": 1.9010777473449707, "end_logit": 2.970155715942383, "text": "Babai", "probability": 0.047237154096364975 }, { "start_logit": 1.9010777473449707, "end_logit": 2.873345375061035, "text": "Babai and Eugene Luks", "probability": 0.042878489941358566 }, { "start_logit": 3.786285638809204, "end_logit": 0.946323573589325, "text": "Eugene Luks has run time 2O", "probability": 0.041122544556856155 }, { "start_logit": 1.6414241790771484, "end_logit": 2.970155715942383, "text": "graph isomorphism is not NP-complete. The best algorithm for this problem, due to Laszlo Babai", "probability": 0.036434903740882874 }, { "start_logit": 1.6414241790771484, "end_logit": 2.873345375061035, "text": "graph isomorphism is not NP-complete. The best algorithm for this problem, due to Laszlo Babai and Eugene Luks", "probability": 0.03307298570871353 }, { "start_logit": 2.0432288646698, "end_logit": 2.3874619007110596, "text": "graph isomorphism problem", "probability": 0.030405938625335693 }, { "start_logit": 2.0432288646698, "end_logit": 2.2833964824676514, "text": "graph isomorphism problem is the computational problem of determining whether two finite graphs are isomorphic. An important unsolved problem in complexity theory", "probability": 0.02740081027150154 }, { "start_logit": 1.7692077159881592, "end_logit": 2.1846249103546143, "text": "P, NP-complete, or NP-intermediate", "probability": 0.018873896449804306 }, { "start_logit": 1.6374294757843018, "end_logit": 2.2833964824676514, "text": "complexity theory", "probability": 0.018261099234223366 }, { "start_logit": 1.6831892728805542, "end_logit": 2.1846249103546143, "text": "graph isomorphism problem is in P, NP-complete, or NP-intermediate", "probability": 0.017318256199359894 }, { "start_logit": 1.6374294757843018, "end_logit": 2.1846249103546143, "text": "complexity theory is whether the graph isomorphism problem is in P, NP-complete, or NP-intermediate", "probability": 0.016543637961149216 }, { "start_logit": 1.53370201587677, "end_logit": 2.2833964824676514, "text": "two finite graphs are isomorphic. An important unsolved problem in complexity theory", "probability": 0.016461852937936783 }, { "start_logit": 2.8694067001342773, "end_logit": 0.946323573589325, "text": "Laszlo Babai and Eugene Luks has run time 2O", "probability": 0.016439344733953476 }, { "start_logit": 1.3213167190551758, "end_logit": 2.3874619007110596, "text": "The graph isomorphism problem", "probability": 0.014771885238587856 }, { "start_logit": 1.411553144454956, "end_logit": 2.2833964824676514, "text": "unsolved problem in complexity theory", "probability": 0.014569011516869068 }, { "start_logit": 1.3213167190551758, "end_logit": 2.2833964824676514, "text": "The graph isomorphism problem is the computational problem of determining whether two finite graphs are isomorphic. An important unsolved problem in complexity theory", "probability": 0.013311926275491714 } ], "56e1e9dfe3433e14004231fe": [ { "start_logit": 3.59246563911438, "end_logit": 2.926806688308716, "text": "Eugene Luks", "probability": 0.2996784746646881 }, { "start_logit": 2.6813275814056396, "end_logit": 2.926806688308716, "text": "Laszlo Babai and Eugene Luks", "probability": 0.1204906478524208 }, { "start_logit": 2.3307065963745117, "end_logit": 2.926806688308716, "text": "Luks", "probability": 0.0848555937409401 }, { "start_logit": 2.6813275814056396, "end_logit": 2.5398097038269043, "text": "Laszlo Babai", "probability": 0.08182435482740402 }, { "start_logit": 1.6646050214767456, "end_logit": 2.926806688308716, "text": "Babai and Eugene Luks", "probability": 0.04359094798564911 }, { "start_logit": 1.6386839151382446, "end_logit": 2.926806688308716, "text": "graph isomorphism is not NP-complete. The best algorithm for this problem, due to Laszlo Babai and Eugene Luks", "probability": 0.04247554764151573 }, { "start_logit": 2.0343832969665527, "end_logit": 2.3503007888793945, "text": "graph isomorphism problem", "probability": 0.035449955612421036 }, { "start_logit": 3.59246563911438, "end_logit": 0.6812644600868225, "text": "Eugene Luks has run time 2O", "probability": 0.03172700107097626 }, { "start_logit": 1.6646050214767456, "end_logit": 2.5398097038269043, "text": "Babai", "probability": 0.02960231900215149 }, { "start_logit": 1.6386839151382446, "end_logit": 2.5398097038269043, "text": "graph isomorphism is not NP-complete. The best algorithm for this problem, due to Laszlo Babai", "probability": 0.02884484827518463 }, { "start_logit": 2.0343832969665527, "end_logit": 2.126201629638672, "text": "graph isomorphism problem is the computational problem of determining whether two finite graphs are isomorphic. An important unsolved problem in complexity theory", "probability": 0.028332872316241264 }, { "start_logit": 1.8622781038284302, "end_logit": 2.259460926055908, "text": "P, NP-complete, or NP-intermediate", "probability": 0.02725335769355297 }, { "start_logit": 1.8336572647094727, "end_logit": 2.259460926055908, "text": "graph isomorphism problem is in P, NP-complete, or NP-intermediate", "probability": 0.026484405621886253 }, { "start_logit": 1.5791465044021606, "end_logit": 2.259460926055908, "text": "complexity theory is whether the graph isomorphism problem is in P, NP-complete, or NP-intermediate", "probability": 0.02053324319422245 }, { "start_logit": 1.5376166105270386, "end_logit": 2.259460926055908, "text": "unsolved problem in complexity theory is whether the graph isomorphism problem is in P, NP-complete, or NP-intermediate", "probability": 0.019697969779372215 }, { "start_logit": 1.5791465044021606, "end_logit": 2.126201629638672, "text": "complexity theory", "probability": 0.017971476539969444 }, { "start_logit": 1.5376166105270386, "end_logit": 2.126201629638672, "text": "unsolved problem in complexity theory", "probability": 0.017240412533283234 }, { "start_logit": 1.2648792266845703, "end_logit": 2.3503007888793945, "text": "The graph isomorphism problem", "probability": 0.016421932727098465 }, { "start_logit": 1.3575608730316162, "end_logit": 2.126201629638672, "text": "two finite graphs are isomorphic. An important unsolved problem in complexity theory", "probability": 0.014399598352611065 }, { "start_logit": 1.2648792266845703, "end_logit": 2.126201629638672, "text": "The graph isomorphism problem is the computational problem of determining whether two finite graphs are isomorphic. An important unsolved problem in complexity theory", "probability": 0.013124998658895493 } ], "56e1e9dfe3433e14004231ff": [ { "start_logit": 3.694167137145996, "end_logit": 2.9417684078216553, "text": "Eugene Luks", "probability": 0.29361340403556824 }, { "start_logit": 2.7299864292144775, "end_logit": 2.9417684078216553, "text": "Laszlo Babai and Eugene Luks", "probability": 0.11195342242717743 }, { "start_logit": 2.7299864292144775, "end_logit": 2.9342024326324463, "text": "Laszlo Babai", "probability": 0.11110959947109222 }, { "start_logit": 2.3631093502044678, "end_logit": 2.9417684078216553, "text": "Luks", "probability": 0.07757195830345154 }, { "start_logit": 1.8427225351333618, "end_logit": 2.9417684078216553, "text": "Babai and Eugene Luks", "probability": 0.04610029235482216 }, { "start_logit": 1.8427225351333618, "end_logit": 2.9342024326324463, "text": "Babai", "probability": 0.04575281962752342 }, { "start_logit": 1.6954319477081299, "end_logit": 2.9417684078216553, "text": "graph isomorphism is not NP-complete. The best algorithm for this problem, due to Laszlo Babai and Eugene Luks", "probability": 0.039786532521247864 }, { "start_logit": 1.6954319477081299, "end_logit": 2.9342024326324463, "text": "graph isomorphism is not NP-complete. The best algorithm for this problem, due to Laszlo Babai", "probability": 0.03948664665222168 }, { "start_logit": 3.694167137145996, "end_logit": 0.8500255346298218, "text": "Eugene Luks has run time 2O", "probability": 0.036252960562705994 }, { "start_logit": 2.140984296798706, "end_logit": 2.226431369781494, "text": "graph isomorphism problem", "probability": 0.030378758907318115 }, { "start_logit": 2.140984296798706, "end_logit": 2.064922332763672, "text": "graph isomorphism problem is the computational problem of determining whether two finite graphs are isomorphic. An important unsolved problem in complexity theory", "probability": 0.02584804780781269 }, { "start_logit": 1.8187615871429443, "end_logit": 2.1775970458984375, "text": "graph isomorphism problem is in P, NP-complete, or NP-intermediate", "probability": 0.020961487665772438 }, { "start_logit": 1.7778223752975464, "end_logit": 2.1775970458984375, "text": "P, NP-complete, or NP-intermediate", "probability": 0.02012067288160324 }, { "start_logit": 1.592630386352539, "end_logit": 2.1775970458984375, "text": "complexity theory is whether the graph isomorphism problem is in P, NP-complete, or NP-intermediate", "probability": 0.016719164326786995 }, { "start_logit": 1.584022045135498, "end_logit": 2.1775970458984375, "text": "unsolved problem in complexity theory is whether the graph isomorphism problem is in P, NP-complete, or NP-intermediate", "probability": 0.016575856134295464 }, { "start_logit": 1.592630386352539, "end_logit": 2.064922332763672, "text": "complexity theory", "probability": 0.01493759173899889 }, { "start_logit": 1.584022045135498, "end_logit": 2.064922332763672, "text": "unsolved problem in complexity theory", "probability": 0.014809554442763329 }, { "start_logit": 2.7299864292144775, "end_logit": 0.8500255346298218, "text": "Laszlo Babai and Eugene Luks has run time 2O", "probability": 0.013823085464537144 }, { "start_logit": 1.4801583290100098, "end_logit": 2.064922332763672, "text": "two finite graphs are isomorphic. An important unsolved problem in complexity theory", "probability": 0.013348562642931938 }, { "start_logit": 1.111372470855713, "end_logit": 2.226431369781494, "text": "The graph isomorphism problem", "probability": 0.01084964070469141 } ], "56e1e9dfe3433e1400423200": [ { "start_logit": 3.6294803619384766, "end_logit": 2.8438634872436523, "text": "Eugene Luks", "probability": 0.27159610390663147 }, { "start_logit": 2.956181764602661, "end_logit": 2.8438634872436523, "text": "Laszlo Babai and Eugene Luks", "probability": 0.13852034509181976 }, { "start_logit": 2.956181764602661, "end_logit": 2.726963996887207, "text": "Laszlo Babai", "probability": 0.12323804199695587 }, { "start_logit": 2.187319755554199, "end_logit": 2.8438634872436523, "text": "Luks", "probability": 0.06420977413654327 }, { "start_logit": 3.6294803619384766, "end_logit": 1.142530918121338, "text": "Eugene Luks has run time 2O", "probability": 0.04955006018280983 }, { "start_logit": 1.649094820022583, "end_logit": 2.8438634872436523, "text": "Babai and Eugene Luks", "probability": 0.037484604865312576 }, { "start_logit": 1.5914907455444336, "end_logit": 2.8438634872436523, "text": "graph isomorphism is not NP-complete. The best algorithm for this problem, due to Laszlo Babai and Eugene Luks", "probability": 0.03538636118173599 }, { "start_logit": 1.649094820022583, "end_logit": 2.726963996887207, "text": "Babai", "probability": 0.03334910050034523 }, { "start_logit": 2.1474921703338623, "end_logit": 2.2237210273742676, "text": "graph isomorphism problem", "probability": 0.03318789228796959 }, { "start_logit": 1.5914907455444336, "end_logit": 2.726963996887207, "text": "graph isomorphism is not NP-complete. The best algorithm for this problem, due to Laszlo Babai", "probability": 0.03148234263062477 }, { "start_logit": 2.1474921703338623, "end_logit": 2.140373945236206, "text": "graph isomorphism problem is the computational problem of determining whether two finite graphs are isomorphic. An important unsolved problem in complexity theory", "probability": 0.03053392469882965 }, { "start_logit": 2.956181764602661, "end_logit": 1.142530918121338, "text": "Laszlo Babai and Eugene Luks has run time 2O", "probability": 0.025271696969866753 }, { "start_logit": 1.713737964630127, "end_logit": 2.051649570465088, "text": "P, NP-complete, or NP-intermediate", "probability": 0.018108107149600983 }, { "start_logit": 1.5612705945968628, "end_logit": 2.140373945236206, "text": "complexity theory", "probability": 0.01698985882103443 }, { "start_logit": 1.5575700998306274, "end_logit": 2.140373945236206, "text": "unsolved problem in complexity theory", "probability": 0.01692710816860199 }, { "start_logit": 1.640223741531372, "end_logit": 2.051649570465088, "text": "graph isomorphism problem is in P, NP-complete, or NP-intermediate", "probability": 0.01682465896010399 }, { "start_logit": 1.5612705945968628, "end_logit": 2.051649570465088, "text": "complexity theory is whether the graph isomorphism problem is in P, NP-complete, or NP-intermediate", "probability": 0.015547385439276695 }, { "start_logit": 1.5575700998306274, "end_logit": 2.051649570465088, "text": "unsolved problem in complexity theory is whether the graph isomorphism problem is in P, NP-complete, or NP-intermediate", "probability": 0.015489955432713032 }, { "start_logit": 1.408869743347168, "end_logit": 2.140373945236206, "text": "two finite graphs are isomorphic. An important unsolved problem in complexity theory", "probability": 0.014588243328034878 }, { "start_logit": 2.187319755554199, "end_logit": 1.142530918121338, "text": "Luks has run time 2O", "probability": 0.011714447289705276 } ], "56e1ec83cd28a01900c67c0a": [ { "start_logit": 2.4582161903381348, "end_logit": 2.8830747604370117, "text": "RSA algorithm", "probability": 0.127621591091156 }, { "start_logit": 2.986523389816284, "end_logit": 2.308487892150879, "text": "Shor's algorithm", "probability": 0.121849924325943 }, { "start_logit": 2.0917670726776123, "end_logit": 2.8830747604370117, "text": "efficient integer factorization algorithm is known, and this fact forms the basis of several modern cryptographic systems, such as the RSA algorithm", "probability": 0.08846621215343475 }, { "start_logit": 1.9243582487106323, "end_logit": 2.8830747604370117, "text": "several modern cryptographic systems, such as the RSA algorithm", "probability": 0.07482945919036865 }, { "start_logit": 2.524592399597168, "end_logit": 2.0744524002075195, "text": "integer factorization problem", "probability": 0.06075341999530792 }, { "start_logit": 1.5620290040969849, "end_logit": 2.8830747604370117, "text": "modern cryptographic systems, such as the RSA algorithm", "probability": 0.0520852729678154 }, { "start_logit": 1.523380994796753, "end_logit": 2.8830747604370117, "text": "k. No efficient integer factorization algorithm is known, and this fact forms the basis of several modern cryptographic systems, such as the RSA algorithm", "probability": 0.050110701471567154 }, { "start_logit": 2.3610520362854004, "end_logit": 2.041064739227295, "text": "general number field sieve", "probability": 0.049893733114004135 }, { "start_logit": 1.4688785076141357, "end_logit": 2.8830747604370117, "text": "integer factorization algorithm is known, and this fact forms the basis of several modern cryptographic systems, such as the RSA algorithm", "probability": 0.04745263233780861 }, { "start_logit": 2.0270960330963135, "end_logit": 2.308487892150879, "text": "quantum algorithm for this problem, Shor's algorithm", "probability": 0.046682167798280716 }, { "start_logit": 1.3804429769515991, "end_logit": 2.8830747604370117, "text": "cryptographic systems, such as the RSA algorithm", "probability": 0.04343634843826294 }, { "start_logit": 2.4582161903381348, "end_logit": 1.4498343467712402, "text": "RSA algorithm. The integer factorization problem is in NP and in co-NP", "probability": 0.03044217824935913 }, { "start_logit": 2.4582161903381348, "end_logit": 1.4174519777297974, "text": "RSA", "probability": 0.02947217971086502 }, { "start_logit": 2.0917670726776123, "end_logit": 1.78355872631073, "text": "efficient integer factorization algorithm is known, and this fact forms the basis of several modern cryptographic systems", "probability": 0.029462087899446487 }, { "start_logit": 1.7802119255065918, "end_logit": 2.041064739227295, "text": "sieve", "probability": 0.02791195921599865 }, { "start_logit": 2.986523389816284, "end_logit": 0.7222734093666077, "text": "Shor's algorithm, does run in polynomial time", "probability": 0.02494255267083645 }, { "start_logit": 1.9243582487106323, "end_logit": 1.78355872631073, "text": "several modern cryptographic systems", "probability": 0.024920620024204254 }, { "start_logit": 2.0917670726776123, "end_logit": 1.5808148384094238, "text": "efficient integer factorization algorithm", "probability": 0.024055425077676773 }, { "start_logit": 1.6100801229476929, "end_logit": 2.041064739227295, "text": "integer factorization is the general number field sieve", "probability": 0.02354523539543152 }, { "start_logit": 1.8440542221069336, "end_logit": 1.742219090461731, "text": "decision problem, it is the problem of deciding whether the input has a factor less than k", "probability": 0.022066306322813034 } ], "56e1ec83cd28a01900c67c0b": [ { "start_logit": 3.021437168121338, "end_logit": 2.3615880012512207, "text": "Shor's algorithm", "probability": 0.13768108189105988 }, { "start_logit": 2.379640579223633, "end_logit": 2.836099624633789, "text": "RSA algorithm", "probability": 0.11647248268127441 }, { "start_logit": 2.0706734657287598, "end_logit": 2.836099624633789, "text": "efficient integer factorization algorithm is known, and this fact forms the basis of several modern cryptographic systems, such as the RSA algorithm", "probability": 0.08551467210054398 }, { "start_logit": 2.4751570224761963, "end_logit": 2.2143971920013428, "text": "general number field sieve", "probability": 0.06881824880838394 }, { "start_logit": 1.7819116115570068, "end_logit": 2.836099624633789, "text": "several modern cryptographic systems, such as the RSA algorithm", "probability": 0.0640667974948883 }, { "start_logit": 2.1427152156829834, "end_logit": 2.3615880012512207, "text": "quantum algorithm for this problem, Shor's algorithm", "probability": 0.05718078091740608 }, { "start_logit": 2.463454246520996, "end_logit": 1.922098994255066, "text": "integer factorization problem", "probability": 0.05077825114130974 }, { "start_logit": 1.5160623788833618, "end_logit": 2.836099624633789, "text": "k. No efficient integer factorization algorithm is known, and this fact forms the basis of several modern cryptographic systems, such as the RSA algorithm", "probability": 0.04911068454384804 }, { "start_logit": 2.064838409423828, "end_logit": 2.2143971920013428, "text": "sieve", "probability": 0.0456567145884037 }, { "start_logit": 1.3286253213882446, "end_logit": 2.836099624633789, "text": "integer factorization algorithm is known, and this fact forms the basis of several modern cryptographic systems, such as the RSA algorithm", "probability": 0.040716752409935 }, { "start_logit": 1.2122399806976318, "end_logit": 2.836099624633789, "text": "modern cryptographic systems, such as the RSA algorithm", "probability": 0.03624330833554268 }, { "start_logit": 3.021437168121338, "end_logit": 1.000844955444336, "text": "Shor's algorithm, does run in polynomial time", "probability": 0.03531108796596527 }, { "start_logit": 1.168807029724121, "end_logit": 2.836099624633789, "text": "cryptographic systems, such as the RSA algorithm", "probability": 0.034702837467193604 }, { "start_logit": 2.0706734657287598, "end_logit": 1.8017021417617798, "text": "efficient integer factorization algorithm", "probability": 0.030395369976758957 }, { "start_logit": 1.6029049158096313, "end_logit": 2.2143971920013428, "text": "integer factorization is the general number field sieve", "probability": 0.028766660019755363 }, { "start_logit": 2.0706734657287598, "end_logit": 1.6558055877685547, "text": "efficient integer factorization algorithm is known, and this fact forms the basis of several modern cryptographic systems", "probability": 0.026269111782312393 }, { "start_logit": 2.379640579223633, "end_logit": 1.291062593460083, "text": "RSA", "probability": 0.024844041094183922 }, { "start_logit": 1.7364635467529297, "end_logit": 1.9086843729019165, "text": "prime factorization of a given integer. Phrased as a decision problem, it is the problem of deciding whether the input has a factor less than k", "probability": 0.024217188358306885 }, { "start_logit": 2.379640579223633, "end_logit": 1.2147414684295654, "text": "RSA algorithm. The integer factorization problem", "probability": 0.02301846630871296 }, { "start_logit": 2.379640579223633, "end_logit": 1.0858838558197021, "text": "RSA algorithm. The integer factorization problem is in NP and in co-NP", "probability": 0.020235516130924225 } ], "56e1ec83cd28a01900c67c0c": [ { "start_logit": 2.448267936706543, "end_logit": 2.9160571098327637, "text": "RSA algorithm", "probability": 0.12414706498384476 }, { "start_logit": 3.0218822956085205, "end_logit": 2.3264310359954834, "text": "Shor's algorithm", "probability": 0.12217509001493454 }, { "start_logit": 2.0503146648406982, "end_logit": 2.9160571098327637, "text": "efficient integer factorization algorithm is known, and this fact forms the basis of several modern cryptographic systems, such as the RSA algorithm", "probability": 0.08338873833417892 }, { "start_logit": 2.0473108291625977, "end_logit": 2.9160571098327637, "text": "several modern cryptographic systems, such as the RSA algorithm", "probability": 0.08313865959644318 }, { "start_logit": 2.556623697280884, "end_logit": 2.0463027954101562, "text": "integer factorization problem", "probability": 0.05797825753688812 }, { "start_logit": 2.4126594066619873, "end_logit": 2.1467056274414062, "text": "general number field sieve", "probability": 0.055506881326436996 }, { "start_logit": 1.5757149457931519, "end_logit": 2.9160571098327637, "text": "k. No efficient integer factorization algorithm is known, and this fact forms the basis of several modern cryptographic systems, such as the RSA algorithm", "probability": 0.051878996193408966 }, { "start_logit": 2.1504502296447754, "end_logit": 2.3264310359954834, "text": "quantum algorithm for this problem, Shor's algorithm", "probability": 0.05111217498779297 }, { "start_logit": 1.5541132688522339, "end_logit": 2.9160571098327637, "text": "modern cryptographic systems, such as the RSA algorithm", "probability": 0.050770338624715805 }, { "start_logit": 1.4554916620254517, "end_logit": 2.9160571098327637, "text": "integer factorization algorithm is known, and this fact forms the basis of several modern cryptographic systems, such as the RSA algorithm", "probability": 0.04600225389003754 }, { "start_logit": 1.4467297792434692, "end_logit": 2.9160571098327637, "text": "cryptographic systems, such as the RSA algorithm", "probability": 0.04560094699263573 }, { "start_logit": 1.8290605545043945, "end_logit": 2.1467056274414062, "text": "integer factorization is the general number field sieve", "probability": 0.030966563150286674 }, { "start_logit": 2.448267936706543, "end_logit": 1.513787031173706, "text": "RSA", "probability": 0.03054487146437168 }, { "start_logit": 1.7615652084350586, "end_logit": 2.1467056274414062, "text": "sieve", "probability": 0.0289454385638237 }, { "start_logit": 2.448267936706543, "end_logit": 1.4322848320007324, "text": "RSA algorithm. The integer factorization problem is in NP and in co-NP", "probability": 0.028154144063591957 }, { "start_logit": 3.0218822956085205, "end_logit": 0.7481823563575745, "text": "Shor's algorithm, does run in polynomial time", "probability": 0.025209132581949234 }, { "start_logit": 2.0503146648406982, "end_logit": 1.6424285173416138, "text": "efficient integer factorization algorithm", "probability": 0.023333383724093437 }, { "start_logit": 2.0503146648406982, "end_logit": 1.513787031173706, "text": "efficient integer factorization algorithm is known, and this fact forms the basis of several modern cryptographic systems, such as the RSA", "probability": 0.020516790449619293 }, { "start_logit": 2.0473108291625977, "end_logit": 1.513787031173706, "text": "several modern cryptographic systems, such as the RSA", "probability": 0.02045525424182415 }, { "start_logit": 2.0503146648406982, "end_logit": 1.4969879388809204, "text": "efficient integer factorization algorithm is known, and this fact forms the basis of several modern cryptographic systems", "probability": 0.02017500437796116 } ], "56e1ec83cd28a01900c67c0e": [ { "start_logit": 3.0711443424224854, "end_logit": 2.2681467533111572, "text": "Shor's algorithm", "probability": 0.13296528160572052 }, { "start_logit": 2.445673704147339, "end_logit": 2.7748701572418213, "text": "RSA algorithm", "probability": 0.11807745695114136 }, { "start_logit": 2.058779239654541, "end_logit": 2.7748701572418213, "text": "efficient integer factorization algorithm is known, and this fact forms the basis of several modern cryptographic systems, such as the RSA algorithm", "probability": 0.08019383251667023 }, { "start_logit": 1.9574750661849976, "end_logit": 2.7748701572418213, "text": "several modern cryptographic systems, such as the RSA algorithm", "probability": 0.07246777415275574 }, { "start_logit": 2.4918856620788574, "end_logit": 2.0717408657073975, "text": "integer factorization problem", "probability": 0.06121689826250076 }, { "start_logit": 2.3632476329803467, "end_logit": 2.074683904647827, "text": "general number field sieve", "probability": 0.05398620292544365 }, { "start_logit": 2.054051160812378, "end_logit": 2.2681467533111572, "text": "quantum algorithm for this problem, Shor's algorithm", "probability": 0.04808617755770683 }, { "start_logit": 1.5192071199417114, "end_logit": 2.7748701572418213, "text": "integer factorization algorithm is known, and this fact forms the basis of several modern cryptographic systems, such as the RSA algorithm", "probability": 0.04675281047821045 }, { "start_logit": 1.5101754665374756, "end_logit": 2.7748701572418213, "text": "k. No efficient integer factorization algorithm is known, and this fact forms the basis of several modern cryptographic systems, such as the RSA algorithm", "probability": 0.04633244872093201 }, { "start_logit": 1.491374135017395, "end_logit": 2.7748701572418213, "text": "modern cryptographic systems, such as the RSA algorithm", "probability": 0.045469481498003006 }, { "start_logit": 1.2817773818969727, "end_logit": 2.7748701572418213, "text": "cryptographic systems, such as the RSA algorithm", "probability": 0.03687169775366783 }, { "start_logit": 1.9282476902008057, "end_logit": 2.074683904647827, "text": "sieve", "probability": 0.034943364560604095 }, { "start_logit": 2.445673704147339, "end_logit": 1.5145586729049683, "text": "RSA", "probability": 0.03348270803689957 }, { "start_logit": 2.445673704147339, "end_logit": 1.4306293725967407, "text": "RSA algorithm. The integer factorization problem is in NP and in co-NP", "probability": 0.030787233263254166 }, { "start_logit": 1.7897955179214478, "end_logit": 2.074683904647827, "text": "integer factorization is the general number field sieve", "probability": 0.030425356701016426 }, { "start_logit": 2.058779239654541, "end_logit": 1.7244638204574585, "text": "efficient integer factorization algorithm is known, and this fact forms the basis of several modern cryptographic systems", "probability": 0.02805144339799881 }, { "start_logit": 3.0711443424224854, "end_logit": 0.6697255969047546, "text": "Shor's algorithm, does run in polynomial time", "probability": 0.026887644082307816 }, { "start_logit": 1.9574750661849976, "end_logit": 1.7244638204574585, "text": "several modern cryptographic systems", "probability": 0.025348912924528122 }, { "start_logit": 3.0711443424224854, "end_logit": 0.5934479832649231, "text": "Shor", "probability": 0.024912985041737556 }, { "start_logit": 2.058779239654541, "end_logit": 1.5145586729049683, "text": "efficient integer factorization algorithm is known, and this fact forms the basis of several modern cryptographic systems, such as the RSA", "probability": 0.022740215063095093 } ], "56e1ee4de3433e1400423210": [ { "start_logit": 2.1386804580688477, "end_logit": 1.9012510776519775, "text": "PP \u2286 PSPACE, but it is possible that P = PSPACE", "probability": 0.08102256059646606 }, { "start_logit": 1.8583414554595947, "end_logit": 1.9012510776519775, "text": "unequal, but this has not been proved. For instance P \u2286 NP \u2286 PP \u2286 PSPACE, but it is possible that P = PSPACE", "probability": 0.061214786022901535 }, { "start_logit": 1.836893916130066, "end_logit": 1.9012510776519775, "text": "P = PSPACE", "probability": 0.05991585925221443 }, { "start_logit": 1.8583414554595947, "end_logit": 1.8138198852539062, "text": "unequal", "probability": 0.05609000846743584 }, { "start_logit": 1.872214674949646, "end_logit": 1.789578914642334, "text": "BQP", "probability": 0.05551149323582649 }, { "start_logit": 2.1386804580688477, "end_logit": 1.5045719146728516, "text": "PP \u2286 PSPACE", "probability": 0.054491717368364334 }, { "start_logit": 1.8738603591918945, "end_logit": 1.7599681615829468, "text": "MA", "probability": 0.053980618715286255 }, { "start_logit": 1.872214674949646, "end_logit": 1.7599681615829468, "text": "BQP, MA", "probability": 0.05389184504747391 }, { "start_logit": 1.8738603591918945, "end_logit": 1.6389225721359253, "text": "MA, PH, etc., it is possible that all these complexity classes collapse to one class", "probability": 0.04782647639513016 }, { "start_logit": 1.872214674949646, "end_logit": 1.6389225721359253, "text": "BQP, MA, PH, etc., it is possible that all these complexity classes collapse to one class", "probability": 0.04774782806634903 }, { "start_logit": 1.7128762006759644, "end_logit": 1.789578914642334, "text": "BPP, PP, BQP", "probability": 0.047335077077150345 }, { "start_logit": 1.7128762006759644, "end_logit": 1.7599681615829468, "text": "BPP, PP, BQP, MA", "probability": 0.04595399275422096 }, { "start_logit": 1.5697393417358398, "end_logit": 1.9012510776519775, "text": "P \u2286 NP \u2286 PP \u2286 PSPACE, but it is possible that P = PSPACE", "probability": 0.045868877321481705 }, { "start_logit": 1.49100661277771, "end_logit": 1.8980212211608887, "text": "known complexity classes", "probability": 0.04225928708910942 }, { "start_logit": 1.4787110090255737, "end_logit": 1.9012510776519775, "text": "PSPACE, but it is possible that P = PSPACE", "probability": 0.04187789931893349 }, { "start_logit": 2.1386804580688477, "end_logit": 1.2303203344345093, "text": "PP \u2286 PSPACE, but it is possible that P = PSPACE. If P is not equal to NP", "probability": 0.04142138361930847 }, { "start_logit": 1.573477864265442, "end_logit": 1.789578914642334, "text": "RP, BPP, PP, BQP", "probability": 0.04117589071393013 }, { "start_logit": 1.8583414554595947, "end_logit": 1.5045719146728516, "text": "unequal, but this has not been proved. For instance P \u2286 NP \u2286 PP \u2286 PSPACE", "probability": 0.041169993579387665 }, { "start_logit": 1.7128762006759644, "end_logit": 1.6389225721359253, "text": "BPP, PP, BQP, MA, PH, etc., it is possible that all these complexity classes collapse to one class", "probability": 0.04071493819355965 }, { "start_logit": 1.5576525926589966, "end_logit": 1.789578914642334, "text": "PSPACE either. Since there are many known complexity classes between P and PSPACE, such as RP, BPP, PP, BQP", "probability": 0.04052940011024475 } ], "56e1ee4de3433e1400423211": [ { "start_logit": 2.0562310218811035, "end_logit": 1.9161189794540405, "text": "PP \u2286 PSPACE, but it is possible that P = PSPACE", "probability": 0.08063211292028427 }, { "start_logit": 1.8587191104888916, "end_logit": 1.9161189794540405, "text": "P = PSPACE", "probability": 0.06618043035268784 }, { "start_logit": 1.7847763299942017, "end_logit": 1.9161189794540405, "text": "unequal, but this has not been proved. For instance P \u2286 NP \u2286 PP \u2286 PSPACE, but it is possible that P = PSPACE", "probability": 0.06146341189742088 }, { "start_logit": 2.0562310218811035, "end_logit": 1.6406863927841187, "text": "PP \u2286 PSPACE", "probability": 0.061219412833452225 }, { "start_logit": 1.7847763299942017, "end_logit": 1.7792459726333618, "text": "unequal", "probability": 0.05360107868909836 }, { "start_logit": 1.7903010845184326, "end_logit": 1.7350901365280151, "text": "BQP", "probability": 0.05156988650560379 }, { "start_logit": 1.8607251644134521, "end_logit": 1.614985466003418, "text": "MA", "probability": 0.04907047376036644 }, { "start_logit": 1.5499547719955444, "end_logit": 1.9161189794540405, "text": "P \u2286 NP \u2286 PP \u2286 PSPACE, but it is possible that P = PSPACE", "probability": 0.04859985411167145 }, { "start_logit": 1.8607251644134521, "end_logit": 1.59202241897583, "text": "MA, PH, etc., it is possible that all these complexity classes collapse to one class", "probability": 0.04795650392770767 }, { "start_logit": 1.7847763299942017, "end_logit": 1.6406863927841187, "text": "unequal, but this has not been proved. For instance P \u2286 NP \u2286 PP \u2286 PSPACE", "probability": 0.04666570946574211 }, { "start_logit": 1.6735074520111084, "end_logit": 1.7350901365280151, "text": "BPP, PP, BQP", "probability": 0.045885276049375534 }, { "start_logit": 1.7903010845184326, "end_logit": 1.614985466003418, "text": "BQP, MA", "probability": 0.045733604580163956 }, { "start_logit": 1.7903010845184326, "end_logit": 1.59202241897583, "text": "BQP, MA, PH, etc., it is possible that all these complexity classes collapse to one class", "probability": 0.04469538852572441 }, { "start_logit": 1.5405359268188477, "end_logit": 1.824161171913147, "text": "known complexity classes", "probability": 0.04391446337103844 }, { "start_logit": 1.8587191104888916, "end_logit": 1.4991767406463623, "text": "P = PSPACE. If P is not equal to NP, then P is not equal to PSPACE", "probability": 0.04361681640148163 }, { "start_logit": 1.5237523317337036, "end_logit": 1.824161171913147, "text": "Many known complexity classes", "probability": 0.043183583766222 }, { "start_logit": 1.5405359268188477, "end_logit": 1.7792459726333618, "text": "known complexity classes are suspected to be unequal", "probability": 0.041985686868429184 }, { "start_logit": 1.397847056388855, "end_logit": 1.9161189794540405, "text": "PSPACE, but it is possible that P = PSPACE", "probability": 0.04174221307039261 }, { "start_logit": 1.5237523317337036, "end_logit": 1.7792459726333618, "text": "Many known complexity classes are suspected to be unequal", "probability": 0.0412868969142437 }, { "start_logit": 1.3798388242721558, "end_logit": 1.9161189794540405, "text": "NP \u2286 PP \u2286 PSPACE, but it is possible that P = PSPACE", "probability": 0.04099723696708679 } ], "56e1ee4de3433e1400423212": [ { "start_logit": 2.0171492099761963, "end_logit": 1.7908999919891357, "text": "PP \u2286 PSPACE, but it is possible that P = PSPACE", "probability": 0.07868129014968872 }, { "start_logit": 1.9412713050842285, "end_logit": 1.7908999919891357, "text": "P = PSPACE", "probability": 0.07293199747800827 }, { "start_logit": 2.0171492099761963, "end_logit": 1.5621602535247803, "text": "PP \u2286 PSPACE", "probability": 0.06259375810623169 }, { "start_logit": 1.724429726600647, "end_logit": 1.7908999919891357, "text": "P \u2286 NP \u2286 PP \u2286 PSPACE, but it is possible that P = PSPACE", "probability": 0.05871445685625076 }, { "start_logit": 1.7236992120742798, "end_logit": 1.7908999919891357, "text": "PSPACE, but it is possible that P = PSPACE", "probability": 0.058671582490205765 }, { "start_logit": 1.6068367958068848, "end_logit": 1.7908999919891357, "text": "unequal, but this has not been proved. For instance P \u2286 NP \u2286 PP \u2286 PSPACE, but it is possible that P = PSPACE", "probability": 0.052200548350811005 }, { "start_logit": 2.0171492099761963, "end_logit": 1.3787400722503662, "text": "PP \u2286 PSPACE, but it is possible that P = PSPACE. If P is not equal to NP", "probability": 0.052104197442531586 }, { "start_logit": 1.9412713050842285, "end_logit": 1.4242974519729614, "text": "P = PSPACE. If P is not equal to NP, then P is not equal to PSPACE", "probability": 0.05054807290434837 }, { "start_logit": 1.5409842729568481, "end_logit": 1.7908999919891357, "text": "PSPACE", "probability": 0.04887375608086586 }, { "start_logit": 1.9412713050842285, "end_logit": 1.3787400722503662, "text": "P = PSPACE. If P is not equal to NP", "probability": 0.04829690605401993 }, { "start_logit": 1.5006409883499146, "end_logit": 1.7908999919891357, "text": "NP \u2286 PP \u2286 PSPACE, but it is possible that P = PSPACE", "probability": 0.04694126918911934 }, { "start_logit": 1.724429726600647, "end_logit": 1.5621602535247803, "text": "P \u2286 NP \u2286 PP \u2286 PSPACE", "probability": 0.04670943692326546 }, { "start_logit": 1.7236992120742798, "end_logit": 1.5621602535247803, "text": "PSPACE", "probability": 0.04667533189058304 }, { "start_logit": 1.6068367958068848, "end_logit": 1.5621602535247803, "text": "unequal, but this has not been proved. For instance P \u2286 NP \u2286 PP \u2286 PSPACE", "probability": 0.041527390480041504 }, { "start_logit": 1.7236992120742798, "end_logit": 1.4242974519729614, "text": "PSPACE, but it is possible that P = PSPACE. If P is not equal to NP, then P is not equal to PSPACE", "probability": 0.040664393454790115 }, { "start_logit": 1.9412713050842285, "end_logit": 1.1858561038970947, "text": "P = PSPACE. If P is not equal to NP, then P is not equal to PSPACE either. Since there are many known complexity classes", "probability": 0.03982454910874367 }, { "start_logit": 1.6809436082839966, "end_logit": 1.4242974519729614, "text": "PSPACE", "probability": 0.03896240517497063 }, { "start_logit": 1.724429726600647, "end_logit": 1.3787400722503662, "text": "P \u2286 NP \u2286 PP \u2286 PSPACE, but it is possible that P = PSPACE. If P is not equal to NP", "probability": 0.03888179361820221 }, { "start_logit": 1.7236992120742798, "end_logit": 1.3787400722503662, "text": "PSPACE, but it is possible that P = PSPACE. If P is not equal to NP", "probability": 0.03885339945554733 }, { "start_logit": 1.5006409883499146, "end_logit": 1.5621602535247803, "text": "NP \u2286 PP \u2286 PSPACE", "probability": 0.037343449890613556 } ], "56e1ee4de3433e1400423214": [ { "start_logit": 2.018184185028076, "end_logit": 1.8807165622711182, "text": "PP \u2286 PSPACE, but it is possible that P = PSPACE", "probability": 0.07796130329370499 }, { "start_logit": 1.8383792638778687, "end_logit": 1.8807165622711182, "text": "P = PSPACE", "probability": 0.06513144820928574 }, { "start_logit": 2.018184185028076, "end_logit": 1.5825331211090088, "text": "PP \u2286 PSPACE", "probability": 0.05786016583442688 }, { "start_logit": 1.7071948051452637, "end_logit": 1.8807165622711182, "text": "unequal, but this has not been proved. For instance P \u2286 NP \u2286 PP \u2286 PSPACE, but it is possible that P = PSPACE", "probability": 0.05712393298745155 }, { "start_logit": 1.8039718866348267, "end_logit": 1.7518181800842285, "text": "BQP", "probability": 0.055318187922239304 }, { "start_logit": 1.872004747390747, "end_logit": 1.640841007232666, "text": "MA", "probability": 0.052992887794971466 }, { "start_logit": 1.872004747390747, "end_logit": 1.6103429794311523, "text": "MA, PH, etc., it is possible that all these complexity classes collapse to one class", "probability": 0.05140110105276108 }, { "start_logit": 1.7071948051452637, "end_logit": 1.749017357826233, "text": "unequal", "probability": 0.05007510259747505 }, { "start_logit": 1.8039718866348267, "end_logit": 1.640841007232666, "text": "BQP, MA", "probability": 0.04950752109289169 }, { "start_logit": 1.6635684967041016, "end_logit": 1.7518181800842285, "text": "BPP, PP, BQP", "probability": 0.04807193577289581 }, { "start_logit": 1.8039718866348267, "end_logit": 1.6103429794311523, "text": "BQP, MA, PH, etc., it is possible that all these complexity classes collapse to one class", "probability": 0.04802043363451958 }, { "start_logit": 1.5310897827148438, "end_logit": 1.8807165622711182, "text": "P \u2286 NP \u2286 PP \u2286 PSPACE, but it is possible that P = PSPACE", "probability": 0.04790012910962105 }, { "start_logit": 1.8383792638778687, "end_logit": 1.5198357105255127, "text": "P = PSPACE. If P is not equal to NP, then P is not equal to PSPACE", "probability": 0.04540065675973892 }, { "start_logit": 1.6635684967041016, "end_logit": 1.640841007232666, "text": "BPP, PP, BQP, MA", "probability": 0.04302242025732994 }, { "start_logit": 1.5478289127349854, "end_logit": 1.7518181800842285, "text": "PSPACE either. Since there are many known complexity classes between P and PSPACE, such as RP, BPP, PP, BQP", "probability": 0.042818013578653336 }, { "start_logit": 1.7071948051452637, "end_logit": 1.5825331211090088, "text": "unequal, but this has not been proved. For instance P \u2286 NP \u2286 PP \u2286 PSPACE", "probability": 0.042395398020744324 }, { "start_logit": 1.3939671516418457, "end_logit": 1.8807165622711182, "text": "PSPACE, but it is possible that P = PSPACE", "probability": 0.04176235944032669 }, { "start_logit": 1.6635684967041016, "end_logit": 1.6103429794311523, "text": "BPP, PP, BQP, MA, PH, etc., it is possible that all these complexity classes collapse to one class", "probability": 0.0417301245033741 }, { "start_logit": 1.371080756187439, "end_logit": 1.8807165622711182, "text": "PSPACE", "probability": 0.04081742465496063 }, { "start_logit": 1.4360129833221436, "end_logit": 1.8126428127288818, "text": "known complexity classes", "probability": 0.04068939760327339 } ], "56e1efa0e3433e140042321a": [ { "start_logit": 3.0520732402801514, "end_logit": 2.4934310913085938, "text": "co-NP", "probability": 0.2698442041873932 }, { "start_logit": 3.0520732402801514, "end_logit": 1.6129958629608154, "text": "co-NP is the class containing the complement problems", "probability": 0.11187803745269775 }, { "start_logit": 3.0520732402801514, "end_logit": 1.2759062051773071, "text": "co-NP is the class containing the complement problems (i.e. problems with the yes/no answers reversed) of NP problems", "probability": 0.07986357063055038 }, { "start_logit": 3.0520732402801514, "end_logit": 1.0521808862686157, "text": "co-NP is the class containing the complement problems (i.e. problems with the yes/no answers reversed", "probability": 0.06385369598865509 }, { "start_logit": 3.0520732402801514, "end_logit": 0.923416018486023, "text": "co-NP is the class", "probability": 0.05613892152905464 }, { "start_logit": 1.9520574808120728, "end_logit": 1.8110674619674683, "text": "co-NP; however, it has not yet been proven. It has been shown that if these two complexity classes", "probability": 0.04539787396788597 }, { "start_logit": 1.9520574808120728, "end_logit": 1.6755813360214233, "text": "co-NP", "probability": 0.03964556008577347 }, { "start_logit": 1.8379727602005005, "end_logit": 1.6755813360214233, "text": "yes/no answers reversed) of NP problems. It is believed that NP is not equal to co-NP", "probability": 0.035371068865060806 }, { "start_logit": 1.831055998802185, "end_logit": 1.6129958629608154, "text": "complement problems", "probability": 0.03299618884921074 }, { "start_logit": 3.0520732402801514, "end_logit": 0.22314761579036713, "text": "co", "probability": 0.027870286256074905 }, { "start_logit": 1.9520574808120728, "end_logit": 1.3170409202575684, "text": "co-NP; however, it has not yet been proven. It has been shown that if these two complexity classes are not equal then P", "probability": 0.027700169011950493 }, { "start_logit": 0.7205390334129333, "end_logit": 2.4934310913085938, "text": "NP", "probability": 0.026214439421892166 }, { "start_logit": 1.3710891008377075, "end_logit": 1.8110674619674683, "text": "NP is not equal to co-NP; however, it has not yet been proven. It has been shown that if these two complexity classes", "probability": 0.025393588468432426 }, { "start_logit": 1.8379727602005005, "end_logit": 1.2759062051773071, "text": "yes/no answers reversed) of NP problems", "probability": 0.023717641830444336 }, { "start_logit": 1.831055998802185, "end_logit": 1.2759062051773071, "text": "complement problems (i.e. problems with the yes/no answers reversed) of NP problems", "probability": 0.023554159328341484 }, { "start_logit": 0.6005937457084656, "end_logit": 2.4934310913085938, "text": "lines, co-NP", "probability": 0.023251395672559738 }, { "start_logit": 3.0520732402801514, "end_logit": 0.007467338349670172, "text": "co-NP is the class containing the complement", "probability": 0.022463254630565643 }, { "start_logit": 1.3710891008377075, "end_logit": 1.6755813360214233, "text": "NP is not equal to co-NP", "probability": 0.022176003083586693 }, { "start_logit": 3.0520732402801514, "end_logit": -0.04054184630513191, "text": "co-NP is the class containing the complement problems (i.e. problems with the yes/no answers reversed) of NP problems.", "probability": 0.02141028828918934 }, { "start_logit": 3.0520732402801514, "end_logit": -0.04760093241930008, "text": "co-NP is the class containing the complement problems (i.e. problems with the yes/no answers reversed) of NP", "probability": 0.02125968411564827 } ], "56e1efa0e3433e140042321b": [ { "start_logit": 3.0384209156036377, "end_logit": 2.3780412673950195, "text": "co-NP", "probability": 0.23663364350795746 }, { "start_logit": 3.0384209156036377, "end_logit": 1.6103965044021606, "text": "co-NP is the class containing the complement problems", "probability": 0.10982286185026169 }, { "start_logit": 3.0384209156036377, "end_logit": 1.3379451036453247, "text": "co-NP is the class containing the complement problems (i.e. problems with the yes/no answers reversed", "probability": 0.08363126963376999 }, { "start_logit": 3.0384209156036377, "end_logit": 1.3342640399932861, "text": "co-NP is the class containing the complement problems (i.e. problems with the yes/no answers reversed) of NP problems", "probability": 0.08332396298646927 }, { "start_logit": 3.0384209156036377, "end_logit": 1.096977710723877, "text": "co-NP is the class", "probability": 0.06572307646274567 }, { "start_logit": 2.0587832927703857, "end_logit": 1.8562475442886353, "text": "co-NP; however, it has not yet been proven. It has been shown that if these two complexity classes", "probability": 0.052724599838256836 }, { "start_logit": 2.0587832927703857, "end_logit": 1.590651035308838, "text": "co-NP", "probability": 0.040426503866910934 }, { "start_logit": 3.0384209156036377, "end_logit": 0.4911988377571106, "text": "co-NP is the class containing the complement problems (i.e. problems with the yes/no answers", "probability": 0.03586173802614212 }, { "start_logit": 2.0587832927703857, "end_logit": 1.3642668724060059, "text": "co-NP; however, it has not yet been proven. It has been shown that if these two complexity classes are not equal then P", "probability": 0.03223656862974167 }, { "start_logit": 1.7782399654388428, "end_logit": 1.590651035308838, "text": "yes/no answers reversed) of NP problems. It is believed that NP is not equal to co-NP", "probability": 0.03053709678351879 }, { "start_logit": 3.0384209156036377, "end_logit": 0.1722322404384613, "text": "co", "probability": 0.026067888364195824 }, { "start_logit": 1.5986244678497314, "end_logit": 1.6103965044021606, "text": "complement problems", "probability": 0.026025382801890373 }, { "start_logit": 1.3197458982467651, "end_logit": 1.8562475442886353, "text": "NP is not equal to co-NP; however, it has not yet been proven. It has been shown that if these two complexity classes", "probability": 0.025179864838719368 }, { "start_logit": 1.7782399654388428, "end_logit": 1.3379451036453247, "text": "yes/no answers reversed", "probability": 0.023718051612377167 }, { "start_logit": 1.7782399654388428, "end_logit": 1.3342640399932861, "text": "yes/no answers reversed) of NP problems", "probability": 0.02363090217113495 }, { "start_logit": 0.6614759564399719, "end_logit": 2.3780412673950195, "text": "NP", "probability": 0.02196759171783924 }, { "start_logit": 3.0384209156036377, "end_logit": -0.02363913133740425, "text": "co-NP is the class containing the complement problems (i.e. problems with the yes/no answers reversed) of NP problems.", "probability": 0.021430879831314087 }, { "start_logit": 0.6029555797576904, "end_logit": 2.3780412673950195, "text": "lines, co-NP", "probability": 0.020718935877084732 }, { "start_logit": 1.607111930847168, "end_logit": 1.3642668724060059, "text": "P", "probability": 0.020520618185400963 }, { "start_logit": 1.5986244678497314, "end_logit": 1.3379451036453247, "text": "complement problems (i.e. problems with the yes/no answers reversed", "probability": 0.01981860026717186 } ], "56e1efa0e3433e140042321c": [ { "start_logit": 2.8830654621124268, "end_logit": 2.315424919128418, "text": "co-NP", "probability": 0.1855994611978531 }, { "start_logit": 2.8830654621124268, "end_logit": 2.0234317779541016, "text": "co-NP is the class containing the complement problems", "probability": 0.13860079646110535 }, { "start_logit": 2.8830654621124268, "end_logit": 1.5622206926345825, "text": "co-NP is the class containing the complement problems (i.e. problems with the yes/no answers reversed) of NP problems", "probability": 0.08739054203033447 }, { "start_logit": 2.1798155307769775, "end_logit": 2.0234317779541016, "text": "complement problems", "probability": 0.06860379874706268 }, { "start_logit": 2.0810205936431885, "end_logit": 1.972699522972107, "text": "co-NP; however, it has not yet been proven. It has been shown that if these two complexity classes", "probability": 0.059075769037008286 }, { "start_logit": 2.8830654621124268, "end_logit": 1.0126550197601318, "text": "co-NP is the class", "probability": 0.05044184997677803 }, { "start_logit": 2.0810205936431885, "end_logit": 1.7447949647903442, "text": "co-NP", "probability": 0.047036148607730865 }, { "start_logit": 2.1798155307769775, "end_logit": 1.5622206926345825, "text": "complement problems (i.e. problems with the yes/no answers reversed) of NP problems", "probability": 0.04325605183839798 }, { "start_logit": 2.8830654621124268, "end_logit": 0.7426275014877319, "text": "co-NP is the class containing the complement problems (i.e. problems with the yes/no answers reversed", "probability": 0.03850521519780159 }, { "start_logit": 1.845864176750183, "end_logit": 1.7447949647903442, "text": "yes/no answers reversed) of NP problems. It is believed that NP is not equal to co-NP", "probability": 0.03717958927154541 }, { "start_logit": 1.845864176750183, "end_logit": 1.5622206926345825, "text": "yes/no answers reversed) of NP problems", "probability": 0.030975161120295525 }, { "start_logit": 1.422065258026123, "end_logit": 1.972699522972107, "text": "NP is not equal to co-NP; however, it has not yet been proven. It has been shown that if these two complexity classes", "probability": 0.030565312132239342 }, { "start_logit": 1.5733433961868286, "end_logit": 1.7447949647903442, "text": "NP problems. It is believed that NP is not equal to co-NP", "probability": 0.028310680761933327 }, { "start_logit": 1.422065258026123, "end_logit": 1.7447949647903442, "text": "NP is not equal to co-NP", "probability": 0.024336103349924088 }, { "start_logit": 1.5733433961868286, "end_logit": 1.5622206926345825, "text": "NP problems", "probability": 0.023586271330714226 }, { "start_logit": 2.8830654621124268, "end_logit": 0.23129530251026154, "text": "co-NP is the class containing the complement problems (i.e. problems with the yes/no answers", "probability": 0.023091431707143784 }, { "start_logit": 2.8830654621124268, "end_logit": 0.1629275679588318, "text": "co-NP is the class containing the complement", "probability": 0.021565480157732964 }, { "start_logit": 0.7152987122535706, "end_logit": 2.315424919128418, "text": "lines, co-NP", "probability": 0.02123868837952614 }, { "start_logit": 2.8830654621124268, "end_logit": 0.12877953052520752, "text": "co", "probability": 0.02084149420261383 }, { "start_logit": 0.6451669335365295, "end_logit": 2.315424919128418, "text": "NP", "probability": 0.019800210371613503 } ], "56e1efa0e3433e140042321d": [ { "start_logit": 2.8999388217926025, "end_logit": 2.3686330318450928, "text": "co-NP", "probability": 0.2065381407737732 }, { "start_logit": 2.8999388217926025, "end_logit": 2.078998565673828, "text": "co-NP is the class containing the complement problems", "probability": 0.15460143983364105 }, { "start_logit": 2.2089684009552, "end_logit": 2.078998565673828, "text": "complement problems", "probability": 0.07746917009353638 }, { "start_logit": 2.8999388217926025, "end_logit": 1.2346723079681396, "text": "co-NP is the class containing the complement problems (i.e. problems with the yes/no answers reversed) of NP problems", "probability": 0.06645496189594269 }, { "start_logit": 2.04921817779541, "end_logit": 1.9071087837219238, "text": "co-NP; however, it has not yet been proven. It has been shown that if these two complexity classes", "probability": 0.05560317263007164 }, { "start_logit": 2.8999388217926025, "end_logit": 0.9635999798774719, "text": "co-NP is the class containing the complement problems (i.e. problems with the yes/no answers reversed", "probability": 0.050675977021455765 }, { "start_logit": 2.8999388217926025, "end_logit": 0.9629796743392944, "text": "co-NP is the class", "probability": 0.05064455419778824 }, { "start_logit": 2.04921817779541, "end_logit": 1.6437979936599731, "text": "co-NP", "probability": 0.04273119941353798 }, { "start_logit": 1.9262813329696655, "end_logit": 1.6437979936599731, "text": "yes/no answers reversed) of NP problems. It is believed that NP is not equal to co-NP", "probability": 0.037788037210702896 }, { "start_logit": 2.2089684009552, "end_logit": 1.2346723079681396, "text": "complement problems (i.e. problems with the yes/no answers reversed) of NP problems", "probability": 0.03329988569021225 }, { "start_logit": 1.3410797119140625, "end_logit": 1.9071087837219238, "text": "NP is not equal to co-NP; however, it has not yet been proven. It has been shown that if these two complexity classes", "probability": 0.027387915179133415 }, { "start_logit": 2.2089684009552, "end_logit": 0.9635999798774719, "text": "complement problems (i.e. problems with the yes/no answers reversed", "probability": 0.025393202900886536 }, { "start_logit": 1.9262813329696655, "end_logit": 1.2346723079681396, "text": "yes/no answers reversed) of NP problems", "probability": 0.025099974125623703 }, { "start_logit": 2.8999388217926025, "end_logit": 0.1629670411348343, "text": "co-NP is the class containing the complement problems (i.e. problems with the yes/no answers", "probability": 0.022755777463316917 }, { "start_logit": 1.3997892141342163, "end_logit": 1.6437979936599731, "text": "NP problems. It is believed that NP is not equal to co-NP", "probability": 0.02232038788497448 }, { "start_logit": 1.3410797119140625, "end_logit": 1.6437979936599731, "text": "NP is not equal to co-NP", "probability": 0.021047692745923996 }, { "start_logit": 2.8999388217926025, "end_logit": 0.07458018511533737, "text": "co", "probability": 0.0208307933062315 }, { "start_logit": 0.5914486646652222, "end_logit": 2.3686330318450928, "text": "lines, co-NP", "probability": 0.020532211288809776 }, { "start_logit": 2.04921817779541, "end_logit": 0.8687388896942139, "text": "co-NP; however, it has not yet been proven. It has been shown that if these two complexity classes are not equal then P", "probability": 0.01968526281416416 }, { "start_logit": 1.9262813329696655, "end_logit": 0.9635999798774719, "text": "yes/no answers reversed", "probability": 0.019140271469950676 } ], "56e1f10ee3433e1400423222": [ { "start_logit": 2.8876872062683105, "end_logit": 2.3048224449157715, "text": "L", "probability": 0.13357840478420258 }, { "start_logit": 2.537990093231201, "end_logit": 2.5030832290649414, "text": "NL and NC", "probability": 0.11480697989463806 }, { "start_logit": 2.8876872062683105, "end_logit": 1.9147169589996338, "text": "L (the set of all problems that can be solved in logarithmic space", "probability": 0.09043065458536148 }, { "start_logit": 2.0856640338897705, "end_logit": 2.5030832290649414, "text": "NC", "probability": 0.07303406298160553 }, { "start_logit": 2.069099187850952, "end_logit": 2.5030832290649414, "text": "P or equal to P. Again, there are many complexity classes between the two, such as NL and NC", "probability": 0.0718342587351799 }, { "start_logit": 2.537990093231201, "end_logit": 1.9306128025054932, "text": "NL and NC, and it is not known if they are distinct or equal classes", "probability": 0.06476607918739319 }, { "start_logit": 2.8876872062683105, "end_logit": 1.5237892866134644, "text": "L (the set of all problems that can be solved in logarithmic space) is strictly contained in P or equal to P", "probability": 0.06116991862654686 }, { "start_logit": 2.069099187850952, "end_logit": 2.303250312805176, "text": "P or equal to P. Again, there are many complexity classes", "probability": 0.05882274731993675 }, { "start_logit": 2.0856640338897705, "end_logit": 1.9306128025054932, "text": "NC, and it is not known if they are distinct or equal classes", "probability": 0.04120071977376938 }, { "start_logit": 1.377519965171814, "end_logit": 2.5030832290649414, "text": "P. Again, there are many complexity classes between the two, such as NL and NC", "probability": 0.03597348928451538 }, { "start_logit": 2.8876872062683105, "end_logit": 0.866936981678009, "text": "L (the set of all problems that can be solved in logarithmic space) is strictly contained in P", "probability": 0.03171542286872864 }, { "start_logit": 2.537990093231201, "end_logit": 1.188537836074829, "text": "NL", "probability": 0.030836740508675575 }, { "start_logit": 1.377519965171814, "end_logit": 2.303250312805176, "text": "P. Again, there are many complexity classes", "probability": 0.029457520693540573 }, { "start_logit": 1.0981377363204956, "end_logit": 2.5030832290649414, "text": "strictly contained in P or equal to P. Again, there are many complexity classes between the two, such as NL and NC", "probability": 0.027204977348446846 }, { "start_logit": 2.069099187850952, "end_logit": 1.5237892866134644, "text": "P or equal to P", "probability": 0.0269792303442955 }, { "start_logit": 1.2341558933258057, "end_logit": 2.303250312805176, "text": "logarithmic space) is strictly contained in P or equal to P. Again, there are many complexity classes", "probability": 0.02552313171327114 }, { "start_logit": 1.0981377363204956, "end_logit": 2.303250312805176, "text": "strictly contained in P or equal to P. Again, there are many complexity classes", "probability": 0.02227727510035038 }, { "start_logit": 0.8315677642822266, "end_logit": 2.5030832290649414, "text": "many complexity classes between the two, such as NL and NC", "probability": 0.02083907648921013 }, { "start_logit": 0.8031365275382996, "end_logit": 2.5030832290649414, "text": "complexity classes between the two, such as NL and NC", "probability": 0.020254939794540405 }, { "start_logit": 2.069099187850952, "end_logit": 1.188537836074829, "text": "P or equal to P. Again, there are many complexity classes between the two, such as NL", "probability": 0.01929442025721073 } ], "56e1f10ee3433e1400423223": [ { "start_logit": 2.4565062522888184, "end_logit": 2.5061707496643066, "text": "NL and NC", "probability": 0.11193365603685379 }, { "start_logit": 2.5980098247528076, "end_logit": 2.3299500942230225, "text": "L (the set of all problems that can be solved in logarithmic space", "probability": 0.1081143245100975 }, { "start_logit": 2.1325061321258545, "end_logit": 2.5061707496643066, "text": "NC", "probability": 0.08095601201057434 }, { "start_logit": 2.5980098247528076, "end_logit": 1.9221574068069458, "text": "L", "probability": 0.07190866023302078 }, { "start_logit": 1.9170382022857666, "end_logit": 2.5061707496643066, "text": "P or equal to P. Again, there are many complexity classes between the two, such as NL and NC", "probability": 0.06526386737823486 }, { "start_logit": 2.4565062522888184, "end_logit": 1.929453730583191, "text": "NL and NC, and it is not known if they are distinct or equal classes", "probability": 0.06287756562232971 }, { "start_logit": 1.9170382022857666, "end_logit": 2.356224536895752, "text": "P or equal to P. Again, there are many complexity classes", "probability": 0.05617615208029747 }, { "start_logit": 1.837843418121338, "end_logit": 2.356224536895752, "text": "logarithmic space) is strictly contained in P or equal to P. Again, there are many complexity classes", "probability": 0.051898881793022156 }, { "start_logit": 1.837843418121338, "end_logit": 2.3299500942230225, "text": "logarithmic space", "probability": 0.050553012639284134 }, { "start_logit": 2.1325061321258545, "end_logit": 1.929453730583191, "text": "NC, and it is not known if they are distinct or equal classes", "probability": 0.045476194471120834 }, { "start_logit": 2.5980098247528076, "end_logit": 1.4171082973480225, "text": "L (the set of all problems that can be solved in logarithmic space) is strictly contained in P or equal to P", "probability": 0.04339514300227165 }, { "start_logit": 1.2879582643508911, "end_logit": 2.5061707496643066, "text": "P. Again, there are many complexity classes between the two, such as NL and NC", "probability": 0.03479098156094551 }, { "start_logit": 1.2820467948913574, "end_logit": 2.5061707496643066, "text": "strictly contained in P or equal to P. Again, there are many complexity classes between the two, such as NL and NC", "probability": 0.03458593040704727 }, { "start_logit": 1.2879582643508911, "end_logit": 2.356224536895752, "text": "P. Again, there are many complexity classes", "probability": 0.02994648739695549 }, { "start_logit": 1.2820467948913574, "end_logit": 2.356224536895752, "text": "strictly contained in P or equal to P. Again, there are many complexity classes", "probability": 0.029769981279969215 }, { "start_logit": 1.0138148069381714, "end_logit": 2.5061707496643066, "text": "complexity classes between the two, such as NL and NC", "probability": 0.026448911055922508 }, { "start_logit": 2.4565062522888184, "end_logit": 1.0365302562713623, "text": "NL", "probability": 0.025745652616024017 }, { "start_logit": 0.9219731092453003, "end_logit": 2.5061707496643066, "text": "many complexity classes between the two, such as NL and NC", "probability": 0.024128004908561707 }, { "start_logit": 2.5980098247528076, "end_logit": 0.793693482875824, "text": "L (the set of all problems that can be solved in logarithmic space) is strictly contained in P", "probability": 0.02326459437608719 }, { "start_logit": 1.0138148069381714, "end_logit": 2.356224536895752, "text": "complexity classes", "probability": 0.02276601269841194 } ], "56e1f10ee3433e1400423224": [ { "start_logit": 2.44197416305542, "end_logit": 2.6136257648468018, "text": "NL and NC", "probability": 0.12688873708248138 }, { "start_logit": 2.5975112915039062, "end_logit": 2.3301801681518555, "text": "L (the set of all problems that can be solved in logarithmic space", "probability": 0.11165367066860199 }, { "start_logit": 1.949862003326416, "end_logit": 2.6136257648468018, "text": "NC", "probability": 0.07757136970758438 }, { "start_logit": 1.835969090461731, "end_logit": 2.6136257648468018, "text": "P or equal to P. Again, there are many complexity classes between the two, such as NL and NC", "probability": 0.06922107934951782 }, { "start_logit": 2.5975112915039062, "end_logit": 1.8111978769302368, "text": "L", "probability": 0.06644798070192337 }, { "start_logit": 2.44197416305542, "end_logit": 1.9331939220428467, "text": "NL and NC, and it is not known if they are distinct or equal classes", "probability": 0.0642562061548233 }, { "start_logit": 1.835969090461731, "end_logit": 2.279313802719116, "text": "P or equal to P. Again, there are many complexity classes", "probability": 0.049550555646419525 }, { "start_logit": 1.770588755607605, "end_logit": 2.3301801681518555, "text": "logarithmic space", "probability": 0.04883657023310661 }, { "start_logit": 1.770588755607605, "end_logit": 2.279313802719116, "text": "logarithmic space) is strictly contained in P or equal to P. Again, there are many complexity classes", "probability": 0.046414539217948914 }, { "start_logit": 1.3702133893966675, "end_logit": 2.6136257648468018, "text": "strictly contained in P or equal to P. Again, there are many complexity classes between the two, such as NL and NC", "probability": 0.043447330594062805 }, { "start_logit": 2.5975112915039062, "end_logit": 1.3745468854904175, "text": "L (the set of all problems that can be solved in logarithmic space) is strictly contained in P or equal to P", "probability": 0.04293849319219589 }, { "start_logit": 1.949862003326416, "end_logit": 1.9331939220428467, "text": "NC, and it is not known if they are distinct or equal classes", "probability": 0.039281997829675674 }, { "start_logit": 1.3702133893966675, "end_logit": 2.279313802719116, "text": "strictly contained in P or equal to P. Again, there are many complexity classes", "probability": 0.03110092133283615 }, { "start_logit": 1.024003505706787, "end_logit": 2.6136257648468018, "text": "complexity classes between the two, such as NL and NC", "probability": 0.030733082443475723 }, { "start_logit": 1.0066076517105103, "end_logit": 2.6136257648468018, "text": "many complexity classes between the two, such as NL and NC", "probability": 0.03020308166742325 }, { "start_logit": 2.44197416305542, "end_logit": 1.0836232900619507, "text": "NL", "probability": 0.027475865557789803 }, { "start_logit": 0.8781412839889526, "end_logit": 2.6136257648468018, "text": "P. Again, there are many complexity classes between the two, such as NL and NC", "probability": 0.026561886072158813 }, { "start_logit": 2.5975112915039062, "end_logit": 0.7843281626701355, "text": "L (the set of all problems that can be solved in logarithmic space) is strictly contained in P", "probability": 0.023796770721673965 }, { "start_logit": 1.024003505706787, "end_logit": 2.279313802719116, "text": "complexity classes", "probability": 0.021999677643179893 }, { "start_logit": 1.0066076517105103, "end_logit": 2.279313802719116, "text": "many complexity classes", "probability": 0.021620282903313637 } ], "56e1f10ee3433e1400423225": [ { "start_logit": 2.60571551322937, "end_logit": 2.6869759559631348, "text": "NL and NC", "probability": 0.1543838530778885 }, { "start_logit": 2.6377642154693604, "end_logit": 2.2182743549346924, "text": "L (the set of all problems that can be solved in logarithmic space", "probability": 0.0997622013092041 }, { "start_logit": 2.1318199634552, "end_logit": 2.6869759559631348, "text": "NC", "probability": 0.09611515700817108 }, { "start_logit": 2.6377642154693604, "end_logit": 1.9516597986221313, "text": "L", "probability": 0.07641468942165375 }, { "start_logit": 2.60571551322937, "end_logit": 1.8567723035812378, "text": "NL and NC, and it is not known if they are distinct or equal classes", "probability": 0.06730527430772781 }, { "start_logit": 1.7104823589324951, "end_logit": 2.6869759559631348, "text": "P or equal to P. Again, there are many complexity classes between the two, such as NL and NC", "probability": 0.0630677118897438 }, { "start_logit": 1.5467119216918945, "end_logit": 2.6869759559631348, "text": "many complexity classes between the two, such as NL and NC", "probability": 0.053540512919425964 }, { "start_logit": 2.1318199634552, "end_logit": 1.8567723035812378, "text": "NC, and it is not known if they are distinct or equal classes", "probability": 0.04190239682793617 }, { "start_logit": 2.60571551322937, "end_logit": 1.3488938808441162, "text": "NL", "probability": 0.040502358227968216 }, { "start_logit": 2.6377642154693604, "end_logit": 1.296492338180542, "text": "L (the set of all problems that can be solved in logarithmic space) is strictly contained in P or equal to P", "probability": 0.039686355739831924 }, { "start_logit": 1.6739909648895264, "end_logit": 2.2182743549346924, "text": "logarithmic space", "probability": 0.03805437684059143 }, { "start_logit": 0.9524922966957092, "end_logit": 2.6869759559631348, "text": "P. Again, there are many complexity classes between the two, such as NL and NC", "probability": 0.02955399826169014 }, { "start_logit": 0.9439850449562073, "end_logit": 2.6869759559631348, "text": "strictly contained in P or equal to P. Again, there are many complexity classes between the two, such as NL and NC", "probability": 0.029303640127182007 }, { "start_logit": 1.7104823589324951, "end_logit": 1.8942793607711792, "text": "P or equal to P. Again, there are many complexity classes", "probability": 0.02854587510228157 }, { "start_logit": 1.6739909648895264, "end_logit": 1.8942793607711792, "text": "logarithmic space) is strictly contained in P or equal to P. Again, there are many complexity classes", "probability": 0.027522973716259003 }, { "start_logit": 1.5467119216918945, "end_logit": 1.8942793607711792, "text": "many complexity classes", "probability": 0.024233654141426086 }, { "start_logit": 0.7410526871681213, "end_logit": 2.6869759559631348, "text": "complexity classes between the two, such as NL and NC", "probability": 0.02392154559493065 }, { "start_logit": 1.5467119216918945, "end_logit": 1.8567723035812378, "text": "many complexity classes between the two, such as NL and NC, and it is not known if they are distinct or equal classes", "probability": 0.023341553285717964 }, { "start_logit": 2.6377642154693604, "end_logit": 0.7011426687240601, "text": "L (the set of all problems that can be solved in logarithmic space) is strictly contained in P", "probability": 0.02188185229897499 }, { "start_logit": 1.4390935897827148, "end_logit": 1.8567723035812378, "text": "distinct or equal classes", "probability": 0.020960021764039993 } ], "56e1f10ee3433e1400423226": [ { "start_logit": 2.4567019939422607, "end_logit": 2.6606674194335938, "text": "NL and NC", "probability": 0.1377224624156952 }, { "start_logit": 2.648768424987793, "end_logit": 2.417140007019043, "text": "L (the set of all problems that can be solved in logarithmic space", "probability": 0.13081437349319458 }, { "start_logit": 1.9506545066833496, "end_logit": 2.6606674194335938, "text": "NC", "probability": 0.08302923291921616 }, { "start_logit": 2.648768424987793, "end_logit": 1.8904345035552979, "text": "L", "probability": 0.07725205272436142 }, { "start_logit": 1.7113690376281738, "end_logit": 2.6606674194335938, "text": "P or equal to P. Again, there are many complexity classes between the two, such as NL and NC", "probability": 0.06535979360342026 }, { "start_logit": 1.8166351318359375, "end_logit": 2.417140007019043, "text": "logarithmic space", "probability": 0.05691995471715927 }, { "start_logit": 2.4567019939422607, "end_logit": 1.7440508604049683, "text": "NL and NC, and it is not known if they are distinct or equal classes", "probability": 0.055071014910936356 }, { "start_logit": 2.648768424987793, "end_logit": 1.479459524154663, "text": "L (the set of all problems that can be solved in logarithmic space) is strictly contained in P or equal to P", "probability": 0.05121840909123421 }, { "start_logit": 1.3995530605316162, "end_logit": 2.6606674194335938, "text": "many complexity classes between the two, such as NL and NC", "probability": 0.04785097762942314 }, { "start_logit": 1.136553406715393, "end_logit": 2.6606674194335938, "text": "strictly contained in P or equal to P. Again, there are many complexity classes between the two, such as NL and NC", "probability": 0.036785051226615906 }, { "start_logit": 1.9506545066833496, "end_logit": 1.7440508604049683, "text": "NC, and it is not known if they are distinct or equal classes", "probability": 0.03320087864995003 }, { "start_logit": 2.4567019939422607, "end_logit": 1.1726130247116089, "text": "NL", "probability": 0.031099315732717514 }, { "start_logit": 0.8598330020904541, "end_logit": 2.6606674194335938, "text": "P. Again, there are many complexity classes between the two, such as NL and NC", "probability": 0.02789287455379963 }, { "start_logit": 1.8166351318359375, "end_logit": 1.6840204000473022, "text": "logarithmic space) is strictly contained in P or equal to P. Again, there are many complexity classes", "probability": 0.027344802394509315 }, { "start_logit": 2.648768424987793, "end_logit": 0.8304800987243652, "text": "L (the set of all problems that can be solved in logarithmic space) is strictly contained in P", "probability": 0.026765652000904083 }, { "start_logit": 0.7732985019683838, "end_logit": 2.6606674194335938, "text": "complexity classes between the two, such as NL and NC", "probability": 0.025580663233995438 }, { "start_logit": 1.7113690376281738, "end_logit": 1.6840204000473022, "text": "P or equal to P. Again, there are many complexity classes", "probability": 0.02461264841258526 }, { "start_logit": 1.8166351318359375, "end_logit": 1.479459524154663, "text": "logarithmic space) is strictly contained in P or equal to P", "probability": 0.022286154329776764 }, { "start_logit": 1.7113690376281738, "end_logit": 1.479459524154663, "text": "P or equal to P", "probability": 0.020059432834386826 }, { "start_logit": 1.3995530605316162, "end_logit": 1.7440508604049683, "text": "many complexity classes between the two, such as NL and NC, and it is not known if they are distinct or equal classes", "probability": 0.019134150817990303 } ], "56e1fc57e3433e140042322c": [ { "start_logit": 3.2727346420288086, "end_logit": 2.0622894763946533, "text": "intractable problems", "probability": 0.10440885275602341 }, { "start_logit": 2.9419033527374268, "end_logit": 2.289247512817383, "text": "4 \u00d7 1010", "probability": 0.09410782158374786 }, { "start_logit": 3.2727346420288086, "end_logit": 1.9109997749328613, "text": "intractable problems. In complexity theory, problems that lack polynomial-time solutions are considered to be intractable for more than the smallest inputs", "probability": 0.08974972367286682 }, { "start_logit": 3.2727346420288086, "end_logit": 1.8529951572418213, "text": "intractable problems. In complexity theory", "probability": 0.08469191193580627 }, { "start_logit": 3.059699535369873, "end_logit": 2.0208253860473633, "text": "2n operations before halting. For small n, say 100", "probability": 0.08094868808984756 }, { "start_logit": 3.2727346420288086, "end_logit": 1.7122615575790405, "text": "intractable", "probability": 0.07357364147901535 }, { "start_logit": 2.9419033527374268, "end_logit": 1.830894947052002, "text": "4 \u00d7 1010 years", "probability": 0.05950671061873436 }, { "start_logit": 2.3669967651367188, "end_logit": 2.289247512817383, "text": "1012 operations each second, the program would run for about 4 \u00d7 1010", "probability": 0.05295988917350769 }, { "start_logit": 2.2550604343414307, "end_logit": 2.0208253860473633, "text": "exponential-time algorithms might be unusable in practice, consider a program that makes 2n operations before halting. For small n, say 100", "probability": 0.03620423749089241 }, { "start_logit": 1.9159735441207886, "end_logit": 2.289247512817383, "text": "about 4 \u00d7 1010", "probability": 0.03373418375849724 }, { "start_logit": 2.3669967651367188, "end_logit": 1.830894947052002, "text": "1012 operations each second, the program would run for about 4 \u00d7 1010 years", "probability": 0.03348783776164055 }, { "start_logit": 2.285280227661133, "end_logit": 1.9109997749328613, "text": "polynomial-time solutions are considered to be intractable for more than the smallest inputs", "probability": 0.033433906733989716 }, { "start_logit": 2.0356266498565674, "end_logit": 2.0622894763946533, "text": "large but finite time), but which in practice take too long for their solutions to be useful, are known as intractable problems", "probability": 0.030301785096526146 }, { "start_logit": 3.059699535369873, "end_logit": 1.0253257751464844, "text": "2n operations", "probability": 0.029913680627942085 }, { "start_logit": 3.059699535369873, "end_logit": 0.9974305033683777, "text": "2n operations before halting. For small n, say 100, and assuming for the sake of example that the computer does 1012", "probability": 0.029090754687786102 }, { "start_logit": 2.3668203353881836, "end_logit": 1.6641944646835327, "text": "Cobham\u2013Edmonds thesis", "probability": 0.028340887278318405 }, { "start_logit": 2.0958166122436523, "end_logit": 1.9109997749328613, "text": "complexity theory, problems that lack polynomial-time solutions are considered to be intractable for more than the smallest inputs", "probability": 0.02766330912709236 }, { "start_logit": 2.285280227661133, "end_logit": 1.6641944646835327, "text": "polynomial-time solutions are considered to be intractable for more than the smallest inputs. In fact, the Cobham\u2013Edmonds thesis", "probability": 0.026121675968170166 }, { "start_logit": 2.0958166122436523, "end_logit": 1.8529951572418213, "text": "complexity theory", "probability": 0.026104358956217766 }, { "start_logit": 2.9419033527374268, "end_logit": 0.98958820104599, "text": "4 \u00d7 1010 years, which is the same order of magnitude as the age of the universe", "probability": 0.025656118988990784 } ], "56e1fc57e3433e140042322f": [ { "start_logit": 2.887193441390991, "end_logit": 2.2852120399475098, "text": "4 \u00d7 1010", "probability": 0.10781390219926834 }, { "start_logit": 3.08682918548584, "end_logit": 2.026939868927002, "text": "intractable problems", "probability": 0.10167387872934341 }, { "start_logit": 2.9515433311462402, "end_logit": 2.1185572147369385, "text": "2n operations before halting. For small n, say 100", "probability": 0.0973295047879219 }, { "start_logit": 3.08682918548584, "end_logit": 1.7954261302947998, "text": "intractable problems. In complexity theory", "probability": 0.08066113293170929 }, { "start_logit": 3.08682918548584, "end_logit": 1.6693071126937866, "text": "intractable problems. In complexity theory, problems that lack polynomial-time solutions are considered to be intractable for more than the smallest inputs", "probability": 0.07110358774662018 }, { "start_logit": 2.887193441390991, "end_logit": 1.6390273571014404, "text": "4 \u00d7 1010 years", "probability": 0.05649895593523979 }, { "start_logit": 2.2264316082000732, "end_logit": 2.2852120399475098, "text": "1012 operations each second, the program would run for about 4 \u00d7 1010", "probability": 0.055681318044662476 }, { "start_logit": 3.08682918548584, "end_logit": 1.334789752960205, "text": "intractable", "probability": 0.05088765174150467 }, { "start_logit": 2.21437406539917, "end_logit": 2.1185572147369385, "text": "exponential-time algorithms might be unusable in practice, consider a program that makes 2n operations before halting. For small n, say 100", "probability": 0.046568892896175385 }, { "start_logit": 1.8642629384994507, "end_logit": 2.2852120399475098, "text": "about 4 \u00d7 1010", "probability": 0.03876339644193649 }, { "start_logit": 1.8997132778167725, "end_logit": 2.1185572147369385, "text": "small n, say 100", "probability": 0.033996984362602234 }, { "start_logit": 2.9515433311462402, "end_logit": 1.066338300704956, "text": "2n operations before halting. For small n, say 100, and assuming for the sake of example that the computer does 1012", "probability": 0.033983755856752396 }, { "start_logit": 1.8990414142608643, "end_logit": 2.026939868927002, "text": "large but finite time), but which in practice take too long for their solutions to be useful, are known as intractable problems", "probability": 0.030999859794974327 }, { "start_logit": 2.327378273010254, "end_logit": 1.558526635169983, "text": "Cobham\u2013Edmonds thesis", "probability": 0.02978205867111683 }, { "start_logit": 2.2264316082000732, "end_logit": 1.6390273571014404, "text": "1012 operations each second, the program would run for about 4 \u00d7 1010 years", "probability": 0.029179321601986885 }, { "start_logit": 2.9515433311462402, "end_logit": 0.8985864520072937, "text": "2n operations", "probability": 0.028735436499118805 }, { "start_logit": 2.887193441390991, "end_logit": 0.9449154734611511, "text": "4 \u00d7 1010 years, which is the same order of magnitude as the age of the universe", "probability": 0.02822224050760269 }, { "start_logit": 2.0050666332244873, "end_logit": 1.7954261302947998, "text": "complexity theory", "probability": 0.02734391950070858 }, { "start_logit": 1.4718232154846191, "end_logit": 2.2852120399475098, "text": "1010", "probability": 0.026181068271398544 }, { "start_logit": 1.8990414142608643, "end_logit": 1.7954261302947998, "text": "large but finite time), but which in practice take too long for their solutions to be useful, are known as intractable problems. In complexity theory", "probability": 0.0245931725949049 } ], "56e1fc57e3433e1400423230": [ { "start_logit": 2.959829330444336, "end_logit": 2.3179380893707275, "text": "4 \u00d7 1010", "probability": 0.11500757187604904 }, { "start_logit": 3.130770683288574, "end_logit": 1.9507832527160645, "text": "intractable problems", "probability": 0.09451746195554733 }, { "start_logit": 2.9094395637512207, "end_logit": 2.1293954849243164, "text": "2n operations before halting. For small n, say 100", "probability": 0.09056481719017029 }, { "start_logit": 3.130770683288574, "end_logit": 1.8677924871444702, "text": "intractable problems. In complexity theory, problems that lack polynomial-time solutions are considered to be intractable for more than the smallest inputs", "probability": 0.08699007332324982 }, { "start_logit": 3.130770683288574, "end_logit": 1.8018463850021362, "text": "intractable problems. In complexity theory", "probability": 0.08143847435712814 }, { "start_logit": 2.959829330444336, "end_logit": 1.7194889783859253, "text": "4 \u00d7 1010 years", "probability": 0.063215471804142 }, { "start_logit": 2.232062339782715, "end_logit": 2.3179380893707275, "text": "1012 operations each second, the program would run for about 4 \u00d7 1010", "probability": 0.0555470809340477 }, { "start_logit": 3.130770683288574, "end_logit": 1.1554988622665405, "text": "intractable", "probability": 0.04267018660902977 }, { "start_logit": 2.1479945182800293, "end_logit": 2.1293954849243164, "text": "exponential-time algorithms might be unusable in practice, consider a program that makes 2n operations before halting. For small n, say 100", "probability": 0.042292963713407516 }, { "start_logit": 2.2382054328918457, "end_logit": 1.9504008293151855, "text": "Cobham\u2013Edmonds thesis", "probability": 0.03869990259408951 }, { "start_logit": 1.7423657178878784, "end_logit": 2.3179380893707275, "text": "about 4 \u00d7 1010", "probability": 0.0340399369597435 }, { "start_logit": 2.9094395637512207, "end_logit": 1.08970308303833, "text": "2n operations before halting. For small n, say 100, and assuming for the sake of example that the computer does 1012", "probability": 0.032020408660173416 }, { "start_logit": 2.959829330444336, "end_logit": 1.0200499296188354, "text": "4 \u00d7 1010 years, which is the same order of magnitude as the age of the universe", "probability": 0.03140949085354805 }, { "start_logit": 2.232062339782715, "end_logit": 1.7194889783859253, "text": "1012 operations each second, the program would run for about 4 \u00d7 1010 years", "probability": 0.03053221106529236 }, { "start_logit": 1.991247296333313, "end_logit": 1.9504008293151855, "text": "polynomial-time solutions are considered to be intractable for more than the smallest inputs. In fact, the Cobham\u2013Edmonds thesis", "probability": 0.030231332406401634 }, { "start_logit": 2.9094395637512207, "end_logit": 0.9682138562202454, "text": "2n operations", "probability": 0.028357291594147682 }, { "start_logit": 1.738705039024353, "end_logit": 2.1293954849243164, "text": "small n, say 100", "probability": 0.028087690472602844 }, { "start_logit": 1.991247296333313, "end_logit": 1.8677924871444702, "text": "polynomial-time solutions are considered to be intractable for more than the smallest inputs", "probability": 0.027834340929985046 }, { "start_logit": 1.8446431159973145, "end_logit": 1.8677924871444702, "text": "complexity theory, problems that lack polynomial-time solutions are considered to be intractable for more than the smallest inputs", "probability": 0.024038735777139664 }, { "start_logit": 1.8446431159973145, "end_logit": 1.8018463850021362, "text": "complexity theory", "probability": 0.022504612803459167 } ], "56e1febfe3433e1400423236": [ { "start_logit": 2.3874735832214355, "end_logit": 2.8702971935272217, "text": "Presburger arithmetic", "probability": 0.1643509417772293 }, { "start_logit": 1.8672747611999512, "end_logit": 2.8702971935272217, "text": "decision problem in Presburger arithmetic", "probability": 0.09769058972597122 }, { "start_logit": 2.5341954231262207, "end_logit": 2.0492167472839355, "text": "reasonable times in most cases. Similarly, algorithms can solve the NP-complete knapsack", "probability": 0.08373404294252396 }, { "start_logit": 1.555688738822937, "end_logit": 2.8702971935272217, "text": "large cases of the problem are hard or even that most of them are. For example, the decision problem in Presburger arithmetic", "probability": 0.0715373158454895 }, { "start_logit": 2.5341954231262207, "end_logit": 1.8516331911087036, "text": "reasonable times in most cases. Similarly, algorithms can solve the NP-complete knapsack problem", "probability": 0.06872148811817169 }, { "start_logit": 2.5341954231262207, "end_logit": 1.50225830078125, "text": "reasonable times in most cases. Similarly, algorithms can solve the NP-complete knapsack problem over a wide range of sizes", "probability": 0.04845750331878662 }, { "start_logit": 2.5341954231262207, "end_logit": 1.4645183086395264, "text": "reasonable times in most cases", "probability": 0.046662796288728714 }, { "start_logit": 2.3874735832214355, "end_logit": 1.5142778158187866, "text": "Presburger arithmetic has been shown not to be in P", "probability": 0.04235069826245308 }, { "start_logit": 2.3874735832214355, "end_logit": 1.4645183086395264, "text": "Presburger arithmetic has been shown not to be in P, yet algorithms have been written that solve the problem in reasonable times in most cases", "probability": 0.04029491916298866 }, { "start_logit": 1.7906261682510376, "end_logit": 2.0492167472839355, "text": "knapsack", "probability": 0.03980833292007446 }, { "start_logit": 1.712899923324585, "end_logit": 2.0492167472839355, "text": "most cases. Similarly, algorithms can solve the NP-complete knapsack", "probability": 0.03683137893676758 }, { "start_logit": 0.8500438928604126, "end_logit": 2.8702971935272217, "text": "hard or even that most of them are. For example, the decision problem in Presburger arithmetic", "probability": 0.03532442823052406 }, { "start_logit": 1.7906261682510376, "end_logit": 1.8516331911087036, "text": "knapsack problem", "probability": 0.032671160995960236 }, { "start_logit": 1.8959558010101318, "end_logit": 1.681809425354004, "text": "less than quadratic time", "probability": 0.030630573630332947 }, { "start_logit": 1.712899923324585, "end_logit": 1.8516331911087036, "text": "most cases. Similarly, algorithms can solve the NP-complete knapsack problem", "probability": 0.030227940529584885 }, { "start_logit": 2.5341954231262207, "end_logit": 0.9590977430343628, "text": "reasonable times", "probability": 0.028149420395493507 }, { "start_logit": 1.7906261682510376, "end_logit": 1.681809425354004, "text": "knapsack problem over a wide range of sizes in less than quadratic time", "probability": 0.02756836637854576 }, { "start_logit": 1.712899923324585, "end_logit": 1.681809425354004, "text": "most cases. Similarly, algorithms can solve the NP-complete knapsack problem over a wide range of sizes in less than quadratic time", "probability": 0.025506744161248207 }, { "start_logit": 1.8672747611999512, "end_logit": 1.5142778158187866, "text": "decision problem in Presburger arithmetic has been shown not to be in P", "probability": 0.025173356756567955 }, { "start_logit": 2.3874735832214355, "end_logit": 0.9590977430343628, "text": "Presburger arithmetic has been shown not to be in P, yet algorithms have been written that solve the problem in reasonable times", "probability": 0.024307982996106148 } ], "56e1febfe3433e1400423237": [ { "start_logit": 2.0444560050964355, "end_logit": 3.338146924972534, "text": "decision problem in Presburger arithmetic", "probability": 0.2094241827726364 }, { "start_logit": 1.7462297677993774, "end_logit": 3.338146924972534, "text": "Presburger arithmetic", "probability": 0.15542072057724 }, { "start_logit": 1.3809449672698975, "end_logit": 3.338146924972534, "text": "large cases of the problem are hard or even that most of them are. For example, the decision problem in Presburger arithmetic", "probability": 0.10786181688308716 }, { "start_logit": 2.17862868309021, "end_logit": 1.772968053817749, "text": "reasonable times in most cases", "probability": 0.050066690891981125 }, { "start_logit": 2.17862868309021, "end_logit": 1.7292855978012085, "text": "reasonable times in most cases. Similarly, algorithms can solve the NP-complete knapsack", "probability": 0.04792672395706177 }, { "start_logit": 2.0444560050964355, "end_logit": 1.8464620113372803, "text": "decision problem in Presburger arithmetic has been shown not to be in P", "probability": 0.04711903631687164 }, { "start_logit": 2.17862868309021, "end_logit": 1.5547151565551758, "text": "reasonable times in most cases. Similarly, algorithms can solve the NP-complete knapsack problem", "probability": 0.040249716490507126 }, { "start_logit": 1.7462297677993774, "end_logit": 1.8464620113372803, "text": "Presburger arithmetic has been shown not to be in P", "probability": 0.03496861830353737 }, { "start_logit": 1.7462297677993774, "end_logit": 1.772968053817749, "text": "Presburger arithmetic has been shown not to be in P, yet algorithms have been written that solve the problem in reasonable times in most cases", "probability": 0.0324908010661602 }, { "start_logit": 2.17862868309021, "end_logit": 1.294823169708252, "text": "reasonable times in most cases. Similarly, algorithms can solve the NP-complete knapsack problem over a wide range of sizes", "probability": 0.031037960201501846 }, { "start_logit": 1.6520086526870728, "end_logit": 1.7292855978012085, "text": "knapsack", "probability": 0.028305422514677048 }, { "start_logit": 1.5926083326339722, "end_logit": 1.772968053817749, "text": "most cases", "probability": 0.027863996103405952 }, { "start_logit": 1.5926083326339722, "end_logit": 1.7292855978012085, "text": "most cases. Similarly, algorithms can solve the NP-complete knapsack", "probability": 0.026673031970858574 }, { "start_logit": 1.7930961847305298, "end_logit": 1.4740782976150513, "text": "less than quadratic time", "probability": 0.02525271102786064 }, { "start_logit": 1.6520086526870728, "end_logit": 1.5547151565551758, "text": "knapsack problem", "probability": 0.023771390318870544 }, { "start_logit": 1.7930961847305298, "end_logit": 1.4097657203674316, "text": "less than quadratic time and SAT solvers routinely handle large instances of the NP-complete Boolean satisfiability problem", "probability": 0.023679764941334724 }, { "start_logit": 1.5926083326339722, "end_logit": 1.5547151565551758, "text": "most cases. Similarly, algorithms can solve the NP-complete knapsack problem", "probability": 0.02240048721432686 }, { "start_logit": 1.6520086526870728, "end_logit": 1.4740782976150513, "text": "knapsack problem over a wide range of sizes in less than quadratic time", "probability": 0.021929791197180748 }, { "start_logit": 1.2778480052947998, "end_logit": 1.8464620113372803, "text": "P", "probability": 0.021890856325626373 }, { "start_logit": 2.17862868309021, "end_logit": 0.9353649616241455, "text": "reasonable times", "probability": 0.021666185930371284 } ], "56e1febfe3433e1400423238": [ { "start_logit": 2.2459394931793213, "end_logit": 3.2048213481903076, "text": "Presburger arithmetic", "probability": 0.1874297708272934 }, { "start_logit": 1.9460763931274414, "end_logit": 3.2048213481903076, "text": "decision problem in Presburger arithmetic", "probability": 0.13887041807174683 }, { "start_logit": 1.279052495956421, "end_logit": 3.2048213481903076, "text": "large cases of the problem are hard or even that most of them are. For example, the decision problem in Presburger arithmetic", "probability": 0.07127296924591064 }, { "start_logit": 2.44553279876709, "end_logit": 1.8983595371246338, "text": "reasonable times in most cases", "probability": 0.061962876468896866 }, { "start_logit": 2.2459394931793213, "end_logit": 2.0851500034332275, "text": "Presburger arithmetic has been shown not to be in P", "probability": 0.06117464601993561 }, { "start_logit": 2.2459394931793213, "end_logit": 1.8983595371246338, "text": "Presburger arithmetic has been shown not to be in P, yet algorithms have been written that solve the problem in reasonable times in most cases", "probability": 0.05075155943632126 }, { "start_logit": 2.44553279876709, "end_logit": 1.639877438545227, "text": "reasonable times in most cases. Similarly, algorithms can solve the NP-complete knapsack", "probability": 0.047849155962467194 }, { "start_logit": 1.9460763931274414, "end_logit": 2.0851500034332275, "text": "decision problem in Presburger arithmetic has been shown not to be in P", "probability": 0.045325491577386856 }, { "start_logit": 2.44553279876709, "end_logit": 1.52982497215271, "text": "reasonable times in most cases. Similarly, algorithms can solve the NP-complete knapsack problem over a wide range of sizes", "probability": 0.0428626649081707 }, { "start_logit": 2.44553279876709, "end_logit": 1.4459989070892334, "text": "reasonable times in most cases. Similarly, algorithms can solve the NP-complete knapsack problem", "probability": 0.039416126906871796 }, { "start_logit": 2.44553279876709, "end_logit": 1.1923407316207886, "text": "reasonable times", "probability": 0.030585220083594322 }, { "start_logit": 1.8363425731658936, "end_logit": 1.7785969972610474, "text": "less than quadratic time", "probability": 0.029891766607761383 }, { "start_logit": 1.6257739067077637, "end_logit": 1.8983595371246338, "text": "most cases", "probability": 0.027296999469399452 }, { "start_logit": 1.3764644861221313, "end_logit": 2.0851500034332275, "text": "P", "probability": 0.025642674416303635 }, { "start_logit": 1.6762468814849854, "end_logit": 1.7785969972610474, "text": "knapsack problem over a wide range of sizes in less than quadratic time", "probability": 0.025469642132520676 }, { "start_logit": 2.2459394931793213, "end_logit": 1.1923407316207886, "text": "Presburger arithmetic has been shown not to be in P, yet algorithms have been written that solve the problem in reasonable times", "probability": 0.025051245465874672 }, { "start_logit": 1.6257739067077637, "end_logit": 1.7785969972610474, "text": "most cases. Similarly, algorithms can solve the NP-complete knapsack problem over a wide range of sizes in less than quadratic time", "probability": 0.02421601116657257 }, { "start_logit": 1.6762468814849854, "end_logit": 1.639877438545227, "text": "knapsack", "probability": 0.022170616313815117 }, { "start_logit": 1.5553491115570068, "end_logit": 1.729435920715332, "text": "P", "probability": 0.02148657664656639 }, { "start_logit": 1.3764644861221313, "end_logit": 1.8983595371246338, "text": "P, yet algorithms have been written that solve the problem in reasonable times in most cases", "probability": 0.02127361297607422 } ], "56e1febfe3433e1400423239": [ { "start_logit": 2.1569595336914062, "end_logit": 3.2120673656463623, "text": "Presburger arithmetic", "probability": 0.18252134323120117 }, { "start_logit": 2.0290515422821045, "end_logit": 3.2120673656463623, "text": "decision problem in Presburger arithmetic", "probability": 0.1606067568063736 }, { "start_logit": 1.534326434135437, "end_logit": 3.2120673656463623, "text": "large cases of the problem are hard or even that most of them are. 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Similarly, algorithms can solve the NP-complete knapsack problem over a wide range of sizes", "probability": 0.049069564789533615 }, { "start_logit": 2.548274517059326, "end_logit": 1.4794718027114868, "text": "reasonable times in most cases", "probability": 0.04773123934864998 }, { "start_logit": 2.1569595336914062, "end_logit": 1.6440638303756714, "text": "Presburger arithmetic has been shown not to be in P", "probability": 0.03804856911301613 }, { "start_logit": 2.0290515422821045, "end_logit": 1.6440638303756714, "text": "decision problem in Presburger arithmetic has been shown not to be in P", "probability": 0.03348023444414139 }, { "start_logit": 2.1569595336914062, "end_logit": 1.4794718027114868, "text": "Presburger arithmetic has been shown not to be in P, yet algorithms have been written that solve the problem in reasonable times in most cases", "probability": 0.03227429464459419 }, { "start_logit": 2.548274517059326, "end_logit": 1.0304679870605469, "text": "reasonable times", "probability": 0.030465122312307358 }, { "start_logit": 1.698205828666687, "end_logit": 1.8410825729370117, "text": "most cases. Similarly, algorithms can solve the NP-complete knapsack problem", "probability": 0.02928655594587326 }, { "start_logit": 1.8257521390914917, "end_logit": 1.6539005041122437, "text": "less than quadratic time", "probability": 0.027591083198785782 }, { "start_logit": 1.698205828666687, "end_logit": 1.6539005041122437, "text": "most cases. Similarly, algorithms can solve the NP-complete knapsack problem over a wide range of sizes in less than quadratic time", "probability": 0.02428712323307991 }, { "start_logit": 1.698205828666687, "end_logit": 1.6097121238708496, "text": "most cases. Similarly, algorithms can solve the NP-complete knapsack", "probability": 0.023237284272909164 }, { "start_logit": 1.698205828666687, "end_logit": 1.507124662399292, "text": "most cases. Similarly, algorithms can solve the NP-complete knapsack problem over a wide range of sizes", "probability": 0.020971624180674553 }, { "start_logit": 2.1569595336914062, "end_logit": 1.0304679870605469, "text": "Presburger arithmetic has been shown not to be in P, yet algorithms have been written that solve the problem in reasonable times", "probability": 0.02059951424598694 }, { "start_logit": 1.698205828666687, "end_logit": 1.4794718027114868, "text": "most cases", "probability": 0.02039964683353901 }, { "start_logit": 1.4690817594528198, "end_logit": 1.6539005041122437, "text": "wide range of sizes in less than quadratic time", "probability": 0.01931384578347206 }, { "start_logit": 1.7090985774993896, "end_logit": 1.4127740859985352, "text": "intractability means in practice is open to debate. Saying that a problem is not in P", "probability": 0.019292425364255905 } ], "56e1febfe3433e140042323a": [ { "start_logit": 2.2491652965545654, "end_logit": 3.2132034301757812, "text": "Presburger arithmetic", "probability": 0.17986619472503662 }, { "start_logit": 1.9773739576339722, "end_logit": 3.2132034301757812, "text": "decision problem in Presburger arithmetic", "probability": 0.13706040382385254 }, { "start_logit": 1.4301153421401978, "end_logit": 3.2132034301757812, "text": "large cases of the problem are hard or even that most of them are. For example, the decision problem in Presburger arithmetic", "probability": 0.07929402589797974 }, { "start_logit": 2.4950690269470215, "end_logit": 1.971269965171814, "text": "reasonable times in most cases. Similarly, algorithms can solve the NP-complete knapsack", "probability": 0.06643229722976685 }, { "start_logit": 2.4950690269470215, "end_logit": 1.757879376411438, "text": "reasonable times in most cases", "probability": 0.05366669222712517 }, { "start_logit": 2.2491652965545654, "end_logit": 1.890335202217102, "text": "Presburger arithmetic has been shown not to be in P", "probability": 0.047910984605550766 }, { "start_logit": 2.4950690269470215, "end_logit": 1.6046628952026367, "text": "reasonable times in most cases. Similarly, algorithms can solve the NP-complete knapsack problem over a wide range of sizes", "probability": 0.046043019741773605 }, { "start_logit": 2.2491652965545654, "end_logit": 1.757879376411438, "text": "Presburger arithmetic has been shown not to be in P, yet algorithms have been written that solve the problem in reasonable times in most cases", "probability": 0.04196722432971001 }, { "start_logit": 2.4950690269470215, "end_logit": 1.4411673545837402, "text": "reasonable times in most cases. Similarly, algorithms can solve the NP-complete knapsack problem", "probability": 0.03909836336970329 }, { "start_logit": 1.9773739576339722, "end_logit": 1.890335202217102, "text": "decision problem in Presburger arithmetic has been shown not to be in P", "probability": 0.03650880232453346 }, { "start_logit": 1.873967170715332, "end_logit": 1.971269965171814, "text": "knapsack", "probability": 0.03569752722978592 }, { "start_logit": 2.171980857849121, "end_logit": 1.565757155418396, "text": "intractability means in practice is open to debate. Saying that a problem is not in P", "probability": 0.032059136778116226 }, { "start_logit": 2.4950690269470215, "end_logit": 1.2322081327438354, "text": "reasonable times", "probability": 0.03172552213072777 }, { "start_logit": 1.6479445695877075, "end_logit": 1.971269965171814, "text": "most cases. Similarly, algorithms can solve the NP-complete knapsack", "probability": 0.028475921601057053 }, { "start_logit": 1.873967170715332, "end_logit": 1.6261307001113892, "text": "knapsack problem over a wide range of sizes in less than quadratic time", "probability": 0.02527819201350212 }, { "start_logit": 2.2491652965545654, "end_logit": 1.2322081327438354, "text": "Presburger arithmetic has been shown not to be in P, yet algorithms have been written that solve the problem in reasonable times", "probability": 0.024809274822473526 }, { "start_logit": 1.873967170715332, "end_logit": 1.6046628952026367, "text": "knapsack problem over a wide range of sizes", "probability": 0.024741308763623238 }, { "start_logit": 1.7932648658752441, "end_logit": 1.6261307001113892, "text": "less than quadratic time", "probability": 0.023318326100707054 }, { "start_logit": 2.171980857849121, "end_logit": 1.235528826713562, "text": "intractability means in practice is open to debate", "probability": 0.023042816668748856 }, { "start_logit": 1.6479445695877075, "end_logit": 1.757879376411438, "text": "most cases", "probability": 0.02300400286912918 } ], "56e200e4cd28a01900c67c14": [ { "start_logit": 3.411641836166382, "end_logit": 3.7805190086364746, "text": "Alan Turing in 1936", "probability": 0.2375766932964325 }, { "start_logit": 2.913236379623413, "end_logit": 3.7805190086364746, "text": "1936", "probability": 0.14432750642299652 }, { "start_logit": 3.411641836166382, "end_logit": 3.1616649627685547, "text": "Alan Turing", "probability": 0.12794966995716095 }, { "start_logit": 2.0388295650482178, "end_logit": 3.7805190086364746, "text": "various researchers. 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Most influential among these was the definition of Turing machines", "probability": 0.03856036812067032 }, { "start_logit": 3.544193744659424, "end_logit": 1.79181706905365, "text": "Alan Turing in 1936, which turned out to be a very robust and flexible simplification of a computer", "probability": 0.0338595025241375 }, { "start_logit": 2.057199478149414, "end_logit": 3.1491103172302246, "text": "numerous foundations were laid out by various researchers. Most influential among these was the definition of Turing machines by Alan Turing", "probability": 0.02974076010286808 }, { "start_logit": 2.057199478149414, "end_logit": 3.1444320678710938, "text": "numerous foundations were laid out by various researchers. Most influential among these was the definition of Turing machines", "probability": 0.02960195206105709 }, { "start_logit": 1.2975456714630127, "end_logit": 3.7462284564971924, "text": "algorithmic problems started off, numerous foundations were laid out by various researchers. 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Teachers may provide instruction in literacy and numeracy", "probability": 0.08193796128034592 }, { "start_logit": 0.9598873257637024, "end_logit": 2.583230972290039, "text": "literacy and numeracy", "probability": 0.07830116897821426 }, { "start_logit": 0.7736887335777283, "end_logit": 2.583230972290039, "text": "numeracy", "probability": 0.06499849259853363 }, { "start_logit": 1.751211404800415, "end_logit": 1.5272066593170166, "text": "craftsmanship or vocational training, the arts, religion, civics", "probability": 0.06009113788604736 }, { "start_logit": 1.0052872896194458, "end_logit": 2.196974992752075, "text": "cultures", "probability": 0.05568477138876915 }, { "start_logit": 1.751211404800415, "end_logit": 1.3598541021347046, "text": "craftsmanship or vocational training, the arts, religion, civics, community roles", "probability": 0.05083116516470909 }, { "start_logit": 1.751211404800415, "end_logit": 1.2631767988204956, "text": "craftsmanship or vocational training, the arts, religion, civics, community roles, or life skills", "probability": 0.04614701867103577 }, { "start_logit": 1.0052872896194458, "end_logit": 1.9248799085617065, "text": "cultures. Teachers may provide instruction in literacy and numeracy, craftsmanship", "probability": 0.042419642210006714 }, { "start_logit": 0.9598873257637024, "end_logit": 1.9248799085617065, "text": "literacy and numeracy, craftsmanship", "probability": 0.04053685441613197 }, { "start_logit": 1.0052872896194458, "end_logit": 1.8465559482574463, "text": "cultures. Teachers may provide instruction in literacy and numeracy, craftsmanship or vocational training", "probability": 0.03922395780682564 }, { "start_logit": 0.9598873257637024, "end_logit": 1.8465559482574463, "text": "literacy and numeracy, craftsmanship or vocational training", "probability": 0.03748300299048424 }, { "start_logit": 1.751211404800415, "end_logit": 1.0504894256591797, "text": "craftsmanship or vocational training, the arts, religion", "probability": 0.03730566427111626 }, { "start_logit": 0.16251297295093536, "end_logit": 2.583230972290039, "text": "Teachers may provide instruction in literacy and numeracy", "probability": 0.03527548536658287 }, { "start_logit": 0.7736887335777283, "end_logit": 1.9248799085617065, "text": "numeracy, craftsmanship", "probability": 0.033649992197752 }, { "start_logit": 1.751211404800415, "end_logit": 0.8792073130607605, "text": "craftsmanship or vocational training, the arts", "probability": 0.03143314644694328 }, { "start_logit": 0.7736887335777283, "end_logit": 1.8465559482574463, "text": "numeracy, craftsmanship or vocational training", "probability": 0.03111496940255165 }, { "start_logit": 1.260360598564148, "end_logit": 1.3598541021347046, "text": "community roles", "probability": 0.031114036217331886 }, { "start_logit": 0.010970727540552616, "end_logit": 2.583230972290039, "text": "teacher's role may vary among cultures. Teachers may provide instruction in literacy and numeracy", "probability": 0.030315101146697998 } ], "56e748a200c9c71400d76f38": [ { "start_logit": 1.7956416606903076, "end_logit": 2.019272565841675, "text": "craftsmanship", "probability": 0.09562813490629196 }, { "start_logit": 1.7956416606903076, "end_logit": 1.9891712665557861, "text": "craftsmanship or vocational training", "probability": 0.09279249608516693 }, { "start_logit": 0.9836832880973816, "end_logit": 2.6982502937316895, "text": "numeracy", "probability": 0.08372072130441666 }, { "start_logit": 0.9198654890060425, "end_logit": 2.6982502937316895, "text": "cultures. Teachers may provide instruction in literacy and numeracy", "probability": 0.07854477316141129 }, { "start_logit": 0.647695779800415, "end_logit": 2.6982502937316895, "text": "literacy and numeracy", "probability": 0.059829507023096085 }, { "start_logit": 1.7956416606903076, "end_logit": 1.5224525928497314, "text": "craftsmanship or vocational training, the arts, religion, civics", "probability": 0.058186136186122894 }, { "start_logit": 1.7956416606903076, "end_logit": 1.3244504928588867, "text": "craftsmanship or vocational training, the arts, religion, civics, community roles", "probability": 0.047734055668115616 }, { "start_logit": 1.7956416606903076, "end_logit": 1.2503410577774048, "text": "craftsmanship or vocational training, the arts, religion, civics, community roles, or life skills", "probability": 0.044324420392513275 }, { "start_logit": 0.3328464925289154, "end_logit": 2.6982502937316895, "text": "Teachers may provide instruction in literacy and numeracy", "probability": 0.043669480830430984 }, { "start_logit": 0.9836832880973816, "end_logit": 2.019272565841675, "text": "numeracy, craftsmanship", "probability": 0.04245772212743759 }, { "start_logit": 0.9836832880973816, "end_logit": 1.9891712665557861, "text": "numeracy, craftsmanship or vocational training", "probability": 0.04119873046875 }, { "start_logit": 0.9198654890060425, "end_logit": 2.019272565841675, "text": "cultures. Teachers may provide instruction in literacy and numeracy, craftsmanship", "probability": 0.03983280435204506 }, { "start_logit": 0.9198654890060425, "end_logit": 1.9891712665557861, "text": "cultures. Teachers may provide instruction in literacy and numeracy, craftsmanship or vocational training", "probability": 0.03865165263414383 }, { "start_logit": 0.9198654890060425, "end_logit": 1.9715614318847656, "text": "cultures", "probability": 0.03797696903347969 }, { "start_logit": 0.16075614094734192, "end_logit": 2.6982502937316895, "text": "teacher's role may vary among cultures. Teachers may provide instruction in literacy and numeracy", "probability": 0.03676547482609749 }, { "start_logit": 1.7956416606903076, "end_logit": 1.0057015419006348, "text": "craftsmanship or vocational training, the arts, religion", "probability": 0.034705426543951035 }, { "start_logit": 0.749436616897583, "end_logit": 1.9891712665557861, "text": "vocational training", "probability": 0.03259505704045296 }, { "start_logit": 1.7956416606903076, "end_logit": 0.9120557308197021, "text": "craftsmanship or vocational training, the arts", "probability": 0.03160294145345688 }, { "start_logit": 0.647695779800415, "end_logit": 2.019272565841675, "text": "literacy and numeracy, craftsmanship", "probability": 0.030341647565364838 }, { "start_logit": 0.647695779800415, "end_logit": 1.9891712665557861, "text": "literacy and numeracy, craftsmanship or vocational training", "probability": 0.02944192849099636 } ], "56e748a200c9c71400d76f39": [ { "start_logit": 1.8981531858444214, "end_logit": 1.9729803800582886, "text": "craftsmanship", "probability": 0.09653831273317337 }, { "start_logit": 1.8981531858444214, "end_logit": 1.9303525686264038, "text": "craftsmanship or vocational training", "probability": 0.09250956773757935 }, { "start_logit": 1.189064383506775, "end_logit": 2.563154458999634, "text": "literacy and numeracy", "probability": 0.08571476489305496 }, { "start_logit": 1.0917943716049194, "end_logit": 2.563154458999634, "text": "numeracy", "probability": 0.07776995003223419 }, { "start_logit": 0.8945597410202026, "end_logit": 2.563154458999634, "text": "cultures. Teachers may provide instruction in literacy and numeracy", "probability": 0.06384897232055664 }, { "start_logit": 1.8981531858444214, "end_logit": 1.481503963470459, "text": "craftsmanship or vocational training, the arts, religion, civics", "probability": 0.0590546689927578 }, { "start_logit": 1.8981531858444214, "end_logit": 1.3320404291152954, "text": "craftsmanship or vocational training, the arts, religion, civics, community roles, or life skills", "probability": 0.0508560985326767 }, { "start_logit": 1.8981531858444214, "end_logit": 1.2665563821792603, "text": "craftsmanship or vocational training, the arts, religion, civics, community roles", "probability": 0.04763253033161163 }, { "start_logit": 1.189064383506775, "end_logit": 1.9729803800582886, "text": "literacy and numeracy, craftsmanship", "probability": 0.04750576615333557 }, { "start_logit": 1.189064383506775, "end_logit": 1.9303525686264038, "text": "literacy and numeracy, craftsmanship or vocational training", "probability": 0.045523256063461304 }, { "start_logit": 1.0917943716049194, "end_logit": 1.9729803800582886, "text": "numeracy, craftsmanship", "probability": 0.043102506548166275 }, { "start_logit": 1.0917943716049194, "end_logit": 1.9303525686264038, "text": "numeracy, craftsmanship or vocational training", "probability": 0.04130375385284424 }, { "start_logit": 0.8945597410202026, "end_logit": 1.9729803800582886, "text": "cultures. Teachers may provide instruction in literacy and numeracy, craftsmanship", "probability": 0.0353870689868927 }, { "start_logit": 0.8945597410202026, "end_logit": 1.9303525686264038, "text": "cultures. Teachers may provide instruction in literacy and numeracy, craftsmanship or vocational training", "probability": 0.033910296857357025 }, { "start_logit": 0.8945597410202026, "end_logit": 1.9140243530273438, "text": "cultures", "probability": 0.033361103385686874 }, { "start_logit": 1.8981531858444214, "end_logit": 0.8678260445594788, "text": "craftsmanship or vocational training, the arts, religion", "probability": 0.03196961060166359 }, { "start_logit": 1.189064383506775, "end_logit": 1.481503963470459, "text": "literacy and numeracy, craftsmanship or vocational training, the arts, religion, civics", "probability": 0.029060354456305504 }, { "start_logit": 0.10164738446474075, "end_logit": 2.563154458999634, "text": "teacher's role may vary among cultures. Teachers may provide instruction in literacy and numeracy", "probability": 0.028893256559967995 }, { "start_logit": 0.09719209372997284, "end_logit": 2.563154458999634, "text": "Teachers may provide instruction in literacy and numeracy", "probability": 0.028764814138412476 }, { "start_logit": 1.8981531858444214, "end_logit": 0.7096763849258423, "text": "craftsmanship or vocational training, the arts", "probability": 0.02729315683245659 } ], "56e748a200c9c71400d76f3a": [ { "start_logit": 1.1430456638336182, "end_logit": 2.7207016944885254, "text": "literacy and numeracy", "probability": 0.09440518170595169 }, { "start_logit": 1.798751711845398, "end_logit": 1.9913349151611328, "text": "craftsmanship", "probability": 0.08770117163658142 }, { "start_logit": 1.798751711845398, "end_logit": 1.8919801712036133, "text": "craftsmanship or vocational training", "probability": 0.07940652221441269 }, { "start_logit": 0.9379101395606995, "end_logit": 2.7207016944885254, "text": "numeracy", "probability": 0.07689649611711502 }, { "start_logit": 0.9276038408279419, "end_logit": 2.7207016944885254, "text": "cultures. Teachers may provide instruction in literacy and numeracy", "probability": 0.07610804587602615 }, { "start_logit": 1.798751711845398, "end_logit": 1.6192433834075928, "text": "craftsmanship or vocational training, the arts, religion, civics", "probability": 0.060451630502939224 }, { "start_logit": 1.798751711845398, "end_logit": 1.4088796377182007, "text": "craftsmanship or vocational training, the arts, religion, civics, community roles, or life skills", "probability": 0.04898332431912422 }, { "start_logit": 1.1430456638336182, "end_logit": 1.9913349151611328, "text": "literacy and numeracy, craftsmanship", "probability": 0.045523520559072495 }, { "start_logit": 1.798751711845398, "end_logit": 1.3116453886032104, "text": "craftsmanship or vocational training, the arts, religion, civics, community roles", "probability": 0.044444698840379715 }, { "start_logit": 1.1430456638336182, "end_logit": 1.8919801712036133, "text": "literacy and numeracy, craftsmanship or vocational training", "probability": 0.041217975318431854 }, { "start_logit": 0.22122108936309814, "end_logit": 2.7207016944885254, "text": "teacher's role may vary among cultures. Teachers may provide instruction in literacy and numeracy", "probability": 0.03755367919802666 }, { "start_logit": 0.9379101395606995, "end_logit": 1.9913349151611328, "text": "numeracy, craftsmanship", "probability": 0.037080589681863785 }, { "start_logit": 0.9276038408279419, "end_logit": 1.9913349151611328, "text": "cultures. Teachers may provide instruction in literacy and numeracy, craftsmanship", "probability": 0.03670038282871246 }, { "start_logit": 0.9276038408279419, "end_logit": 1.9847633838653564, "text": "cultures", "probability": 0.03646000102162361 }, { "start_logit": 0.17428749799728394, "end_logit": 2.7207016944885254, "text": "Teachers may provide instruction in literacy and numeracy", "probability": 0.03583187609910965 }, { "start_logit": 0.9379101395606995, "end_logit": 1.8919801712036133, "text": "numeracy, craftsmanship or vocational training", "probability": 0.03357355669140816 }, { "start_logit": 0.9276038408279419, "end_logit": 1.8919801712036133, "text": "cultures. Teachers may provide instruction in literacy and numeracy, craftsmanship or vocational training", "probability": 0.03322931379079819 }, { "start_logit": 1.798751711845398, "end_logit": 0.9721787571907043, "text": "craftsmanship or vocational training, the arts, religion", "probability": 0.031651295721530914 }, { "start_logit": 1.798751711845398, "end_logit": 0.9642667174339294, "text": "craftsmanship or vocational training, the arts", "probability": 0.0314018577337265 }, { "start_logit": 1.1430456638336182, "end_logit": 1.6192433834075928, "text": "literacy and numeracy, craftsmanship or vocational training, the arts, religion, civics", "probability": 0.031378962099552155 } ], "56e749dd00c9c71400d76f51": [ { "start_logit": 1.6566998958587646, "end_logit": 2.4138646125793457, "text": "home schooling", "probability": 0.18100742995738983 }, { "start_logit": 1.5854532718658447, "end_logit": 2.4138646125793457, "text": "formal education can take place through home schooling", "probability": 0.1685599833726883 }, { "start_logit": 0.6772833466529846, "end_logit": 2.4138646125793457, "text": "some countries, formal education can take place through home schooling", "probability": 0.06797374784946442 }, { "start_logit": 0.4803254306316376, "end_logit": 2.4138646125793457, "text": "countries, formal education can take place through home schooling", "probability": 0.05582176148891449 }, { "start_logit": 1.6566998958587646, "end_logit": 1.1335434913635254, "text": "home schooling. Informal learning may be assisted by a teacher occupying a transient or ongoing role, such as a family member", "probability": 0.05031067132949829 }, { "start_logit": 1.5854532718658447, "end_logit": 1.1335434913635254, "text": "formal education can take place through home schooling. Informal learning may be assisted by a teacher occupying a transient or ongoing role, such as a family member", "probability": 0.046850912272930145 }, { "start_logit": 1.5854532718658447, "end_logit": 1.1233575344085693, "text": "formal education", "probability": 0.04637611284852028 }, { "start_logit": 1.6566998958587646, "end_logit": 0.9473476409912109, "text": "home schooling. Informal learning", "probability": 0.04176344349980354 }, { "start_logit": 1.5854532718658447, "end_logit": 0.9473476409912109, "text": "formal education can take place through home schooling. Informal learning", "probability": 0.03889146074652672 }, { "start_logit": 1.362069845199585, "end_logit": 1.1335434913635254, "text": "Informal learning may be assisted by a teacher occupying a transient or ongoing role, such as a family member", "probability": 0.03747174143791199 }, { "start_logit": 0.03027591109275818, "end_logit": 2.4138646125793457, "text": "schooling", "probability": 0.03559175878763199 }, { "start_logit": -0.02597290650010109, "end_logit": 2.4138646125793457, "text": "through home schooling", "probability": 0.033645033836364746 }, { "start_logit": 1.362069845199585, "end_logit": 0.9473476409912109, "text": "Informal learning", "probability": 0.031105706468224525 }, { "start_logit": -0.20170722901821136, "end_logit": 2.4138646125793457, "text": "place through home schooling", "probability": 0.028222832828760147 }, { "start_logit": 1.0159175395965576, "end_logit": 1.1335434913635254, "text": "family member", "probability": 0.02650768682360649 }, { "start_logit": 0.6772833466529846, "end_logit": 1.382318377494812, "text": "some countries", "probability": 0.024229614064097404 }, { "start_logit": 1.0159175395965576, "end_logit": 1.0293899774551392, "text": "family member, or by anyone with knowledge or skills in the wider community setting", "probability": 0.023885734379291534 }, { "start_logit": 1.362069845199585, "end_logit": 0.6534480452537537, "text": "Informal learning may be assisted by a teacher occupying a transient or ongoing role, such as a family member, or by anyone with knowledge or skills", "probability": 0.023184679448604584 }, { "start_logit": 0.4803254306316376, "end_logit": 1.382318377494812, "text": "countries", "probability": 0.01989796757698059 }, { "start_logit": 0.6772833466529846, "end_logit": 1.1233575344085693, "text": "some countries, formal education", "probability": 0.0187017023563385 } ], "56e749dd00c9c71400d76f52": [ { "start_logit": 1.7095136642456055, "end_logit": 2.7069880962371826, "text": "formal education can take place through home schooling", "probability": 0.1868986040353775 }, { "start_logit": 1.6561264991760254, "end_logit": 2.7069880962371826, "text": "home schooling", "probability": 0.17718219757080078 }, { "start_logit": 1.1592681407928467, "end_logit": 2.7069880962371826, "text": "some countries, formal education can take place through home schooling", "probability": 0.10780461132526398 }, { "start_logit": 0.7762338519096375, "end_logit": 2.7069880962371826, "text": "countries, formal education can take place through home schooling", "probability": 0.07350005954504013 }, { "start_logit": 1.1592681407928467, "end_logit": 2.005840301513672, "text": "some countries", "probability": 0.05347277596592903 }, { "start_logit": 0.7762338519096375, "end_logit": 2.005840301513672, "text": "countries", "probability": 0.036457180976867676 }, { "start_logit": 1.7095136642456055, "end_logit": 1.0104104280471802, "text": "formal education can take place through home schooling. Informal learning may be assisted by a teacher occupying a transient or ongoing role, such as a family member", "probability": 0.034260328859090805 }, { "start_logit": 0.005233089905232191, "end_logit": 2.7069880962371826, "text": "schooling", "probability": 0.03399744629859924 }, { "start_logit": 1.6561264991760254, "end_logit": 1.0104104280471802, "text": "home schooling. Informal learning may be assisted by a teacher occupying a transient or ongoing role, such as a family member", "probability": 0.032479237765073776 }, { "start_logit": -0.06041572988033295, "end_logit": 2.7069880962371826, "text": "through home schooling", "probability": 0.03183723986148834 }, { "start_logit": 1.7095136642456055, "end_logit": 0.9170293807983398, "text": "formal education", "probability": 0.031205901876091957 }, { "start_logit": 1.7095136642456055, "end_logit": 0.8751642107963562, "text": "formal education can take place through home schooling. 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2.4368977546691895, "end_logit": 1.8403326272964478, "text": "gurus, mullahs, rabbis, pastors/youth pastors and lamas, may teach religious texts such as the Quran", "probability": 0.04605792835354805 }, { "start_logit": 2.1556520462036133, "end_logit": 2.1171977519989014, "text": "rabbis, pastors/youth pastors and lamas, may teach religious texts such as the Quran, Torah or Bible", "probability": 0.045856624841690063 }, { "start_logit": 2.100214958190918, "end_logit": 2.1171977519989014, "text": "pastors/youth pastors and lamas, may teach religious texts such as the Quran, Torah or Bible", "probability": 0.0433836467564106 }, { "start_logit": 2.1556520462036133, "end_logit": 2.0600123405456543, "text": "rabbis", "probability": 0.04330785199999809 }, { "start_logit": 2.2678043842315674, "end_logit": 1.8951306343078613, "text": "mullahs, rabbis, pastors/youth pastors and lamas, may teach religious texts", "probability": 0.041083429008722305 }, { "start_logit": 2.2678043842315674, 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2.001891851425171, "end_logit": 2.1746952533721924, "text": "pastors/youth pastors and lamas", "probability": 0.04781246930360794 }, { "start_logit": 2.0551891326904297, "end_logit": 2.099461078643799, "text": "rabbis, pastors/youth pastors and lamas, may teach religious texts such as the Quran, Torah or Bible", "probability": 0.046775028109550476 }, { "start_logit": 2.001891851425171, "end_logit": 2.099461078643799, "text": "pastors/youth pastors and lamas, may teach religious texts such as the Quran, Torah or Bible", "probability": 0.044347308576107025 }, { "start_logit": 2.1252822875976562, "end_logit": 1.9737378358840942, "text": "mullahs, rabbis, pastors/youth pastors and lamas, may teach religious texts", "probability": 0.04424398019909859 }, { "start_logit": 2.1252822875976562, "end_logit": 1.9233818054199219, "text": "mullahs, rabbis", "probability": 0.042071204632520676 }, { "start_logit": 2.0551891326904297, "end_logit": 1.9737378358840942, "text": "rabbis, pastors/youth 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In other areas these roles may belong to the State Board of Education, the Superintendent of Public Instruction, the State Education Agency", "probability": 0.05186522379517555 }, { "start_logit": 1.465272307395935, "end_logit": 2.0459704399108887, "text": "State Education Agency", "probability": 0.048840127885341644 }, { "start_logit": 1.4402543306350708, "end_logit": 2.0459704399108887, "text": "Superintendent of Public Instruction, the State Education Agency", "probability": 0.047633398324251175 }, { "start_logit": 2.028212785720825, "end_logit": 1.4372965097427368, "text": "publicly funded schools must be members in good standing with the college", "probability": 0.04665680602192879 }, { "start_logit": 0.8330797553062439, "end_logit": 2.621910810470581, "text": "the teacher's colleges", "probability": 0.04616860672831535 }, { "start_logit": 2.028212785720825, "end_logit": 1.3765201568603516, "text": "publicly funded schools must be members in good standing", "probability": 0.04390561953186989 }, { "start_logit": 1.712528944015503, "end_logit": 1.67485773563385, "text": "State Board of Education, the Superintendent of Public Instruction", "probability": 0.04315059632062912 }, { "start_logit": 1.6389561891555786, "end_logit": 1.7400466203689575, "text": "private schools may also require their teachers to be college peoples", "probability": 0.042790334671735764 }, { "start_logit": 1.2789186239242554, "end_logit": 2.051548719406128, "text": "teacher's colleges may include setting out clear standards of practice", "probability": 0.04076307639479637 }, { "start_logit": 1.2397080659866333, "end_logit": 2.081676721572876, "text": "allegations of professional misconduct and taking appropriate disciplinary action and accrediting teacher education programs", "probability": 0.040394529700279236 }, { "start_logit": 1.580676794052124, "end_logit": 1.7400466203689575, "text": "good standing with the college, and private schools may also require their teachers to be college peoples", "probability": 0.04036782309412956 }, { "start_logit": 1.5253688097000122, "end_logit": 1.7400466203689575, "text": "college peoples", "probability": 0.03819577023386955 }, { "start_logit": 1.1825473308563232, "end_logit": 2.081676721572876, "text": "professional misconduct and taking appropriate disciplinary action and accrediting teacher education programs", "probability": 0.03815029561519623 } ], "56e74faf00c9c71400d76f95": [ { "start_logit": 1.7260957956314087, "end_logit": 2.1547203063964844, "text": "State Board of Education, the Superintendent of Public Instruction, the State Education Agency or other governmental bodies. In still other areas Teaching Unions", "probability": 0.06612756848335266 }, { "start_logit": 1.7260957956314087, "end_logit": 2.0837764739990234, "text": "State Board of Education, the Superintendent of Public Instruction, the State Education Agency", "probability": 0.0615987628698349 }, { "start_logit": 2.094738483428955, "end_logit": 1.6959794759750366, "text": "publicly funded schools must be members in good standing with the college, and private schools may also require their teachers to be college peoples", "probability": 0.0604301281273365 }, { "start_logit": 1.622025489807129, "end_logit": 2.1547203063964844, "text": "Superintendent of Public Instruction, the State Education Agency or other governmental bodies. In still other areas Teaching Unions", "probability": 0.05959165096282959 }, { "start_logit": 1.1534204483032227, "end_logit": 2.5695176124572754, "text": "teacher's colleges", "probability": 0.05646989494562149 }, { "start_logit": 1.622025489807129, "end_logit": 2.0837764739990234, "text": "Superintendent of Public Instruction, the State Education Agency", "probability": 0.05551046505570412 }, { "start_logit": 1.486899733543396, "end_logit": 2.1547203063964844, "text": "State Education Agency or other governmental bodies. In still other areas Teaching Unions", "probability": 0.05205962806940079 }, { "start_logit": 2.094738483428955, "end_logit": 1.5126032829284668, "text": "publicly funded schools", "probability": 0.050305355340242386 }, { "start_logit": 1.5086442232131958, "end_logit": 2.0837764739990234, "text": "college peoples. In other areas these roles may belong to the State Board of Education, the Superintendent of Public Instruction, the State Education Agency", "probability": 0.0495603010058403 }, { "start_logit": 1.486899733543396, "end_logit": 2.0837764739990234, "text": "State Education Agency", "probability": 0.04849429056048393 }, { "start_logit": 2.094738483428955, "end_logit": 1.465794563293457, "text": "publicly funded schools must be members in good standing with the college", "probability": 0.0480048805475235 }, { "start_logit": 2.094738483428955, "end_logit": 1.446104884147644, "text": "publicly funded schools must be members in good standing", "probability": 0.04706893488764763 }, { "start_logit": 1.8296315670013428, "end_logit": 1.6959794759750366, "text": "private schools may also require their teachers to be college peoples", "probability": 0.04635738581418991 }, { "start_logit": 1.7260957956314087, "end_logit": 1.7857112884521484, "text": "State Board of Education, the Superintendent of Public Instruction", "probability": 0.0457218699157238 }, { "start_logit": 1.2030091285705566, "end_logit": 2.305588722229004, "text": "professional misconduct", "probability": 0.045575376600027084 }, { "start_logit": 1.1534204483032227, "end_logit": 2.289902687072754, "text": "teacher's colleges may include setting out clear standards of practice", "probability": 0.04269547015428543 }, { "start_logit": 1.622025489807129, "end_logit": 1.7857112884521484, "text": "Superintendent of Public Instruction", "probability": 0.041202809661626816 }, { "start_logit": 1.100986123085022, "end_logit": 2.305588722229004, "text": "members, conducting hearings into allegations of professional misconduct", "probability": 0.04115495830774307 }, { "start_logit": 2.094738483428955, "end_logit": 1.3111003637313843, "text": "publicly funded schools must be members in good standing with the college, and private schools", "probability": 0.04112469032406807 }, { "start_logit": 1.2030091285705566, "end_logit": 2.1984663009643555, "text": "professional misconduct and taking appropriate disciplinary action and accrediting teacher education programs", "probability": 0.0409456305205822 } ], "56e74faf00c9c71400d76f96": [ { "start_logit": 2.150330066680908, "end_logit": 1.9327858686447144, "text": "publicly funded schools", "probability": 0.08193671703338623 }, { "start_logit": 1.1672018766403198, "end_logit": 2.713310480117798, "text": "teacher's colleges", "probability": 0.06690966337919235 }, { "start_logit": 1.6380841732025146, "end_logit": 2.2158193588256836, "text": "State Board of Education, the Superintendent of Public Instruction, the State Education Agency or other governmental bodies. In still other areas Teaching Unions", "probability": 0.06515275686979294 }, { "start_logit": 2.150330066680908, "end_logit": 1.6413540840148926, "text": "publicly funded schools must be members in good standing with the college", "probability": 0.06122252717614174 }, { "start_logit": 1.4668183326721191, "end_logit": 2.2158193588256836, "text": "State Education Agency or other governmental bodies. In still other areas Teaching Unions", "probability": 0.054897554218769073 }, { "start_logit": 1.6380841732025146, "end_logit": 2.031658887863159, "text": "State Board of Education, the Superintendent of Public Instruction, the State Education Agency", "probability": 0.054194215685129166 }, { "start_logit": 2.150330066680908, "end_logit": 1.5113322734832764, "text": "publicly funded schools must be members in good standing", "probability": 0.05375805124640465 }, { "start_logit": 2.150330066680908, "end_logit": 1.4565889835357666, "text": "publicly funded schools must be members in good standing with the college, and private schools may also require their teachers to be college peoples", "probability": 0.05089426413178444 }, { "start_logit": 1.3886274099349976, "end_logit": 2.2158193588256836, "text": "Superintendent of Public Instruction, the State Education Agency or other governmental bodies. In still other areas Teaching Unions", "probability": 0.05076859891414642 }, { "start_logit": 0.8848764300346375, "end_logit": 2.713310480117798, "text": "the teacher's colleges", "probability": 0.05045178160071373 }, { "start_logit": 2.150330066680908, "end_logit": 1.3739298582077026, "text": "publicly funded schools must be members in good standing with the college, and private schools may also require their teachers to be college peoples. In other areas", "probability": 0.04685656353831291 }, { "start_logit": 1.4668183326721191, "end_logit": 2.031658887863159, "text": "State Education Agency", "probability": 0.04566391557455063 }, { "start_logit": 1.451830506324768, "end_logit": 2.031658887863159, "text": "college peoples. In other areas these roles may belong to the State Board of Education, the Superintendent of Public Instruction, the State Education Agency", "probability": 0.044984616339206696 }, { "start_logit": 2.150330066680908, "end_logit": 1.2923215627670288, "text": "publicly funded schools must be members in good standing with the college, and private schools", "probability": 0.0431845560669899 }, { "start_logit": 1.3886274099349976, "end_logit": 2.031658887863159, "text": "Superintendent of Public Instruction, the State Education Agency", "probability": 0.04222942516207695 }, { "start_logit": 1.484041690826416, "end_logit": 1.9327858686447144, "text": "many situations teachers in publicly funded schools", "probability": 0.042083628475666046 }, { "start_logit": 1.836447834968567, "end_logit": 1.4565889835357666, "text": "private schools may also require their teachers to be college peoples", "probability": 0.03718360885977745 }, { "start_logit": 1.6380841732025146, "end_logit": 1.6390401124954224, "text": "State Board of Education, the Superintendent of Public Instruction", "probability": 0.03659660741686821 }, { "start_logit": 1.1636825799942017, "end_logit": 2.098184108734131, "text": "complaints involving members, conducting hearings into allegations of professional misconduct", "probability": 0.036042459309101105 }, { "start_logit": 1.1672018766403198, "end_logit": 2.064987897872925, "text": "teacher's colleges may include setting out clear standards of practice", "probability": 0.03498854488134384 } ], "56e74faf00c9c71400d76f97": [ { "start_logit": 1.7815022468566895, "end_logit": 2.2195403575897217, "text": "State Board of Education, the Superintendent of Public Instruction, the State Education Agency or other governmental bodies. In still other areas Teaching Unions", "probability": 0.07351578772068024 }, { "start_logit": 1.1784852743148804, "end_logit": 2.738318920135498, "text": "teacher's colleges", "probability": 0.06757662445306778 }, { "start_logit": 1.7815022468566895, "end_logit": 2.0540130138397217, "text": "State Board of Education, the Superintendent of Public Instruction, the State Education Agency", "probability": 0.062300730496644974 }, { "start_logit": 2.070517063140869, "end_logit": 1.6908446550369263, "text": "publicly funded schools must be members in good standing with the college, and private schools may also require their teachers to be college peoples", "probability": 0.05784803628921509 }, { "start_logit": 1.5156792402267456, "end_logit": 2.2195403575897217, "text": "Superintendent of Public Instruction, the State Education Agency or other governmental bodies. In still other areas Teaching Unions", "probability": 0.05635535344481468 }, { "start_logit": 2.070517063140869, "end_logit": 1.613578200340271, "text": "publicly funded schools", "probability": 0.05354664474725723 }, { "start_logit": 1.462441086769104, "end_logit": 2.2195403575897217, "text": "State Education Agency or other governmental bodies. In still other areas Teaching Unions", "probability": 0.053433578461408615 }, { "start_logit": 1.5330572128295898, "end_logit": 2.0540130138397217, "text": "college peoples. In other areas these roles may belong to the State Board of Education, the Superintendent of Public Instruction, the State Education Agency", "probability": 0.048595357686281204 }, { "start_logit": 1.2812360525131226, "end_logit": 2.295102834701538, "text": "allegations of professional misconduct and taking appropriate disciplinary action and accrediting teacher education programs", "probability": 0.04807664826512337 }, { "start_logit": 1.5156792402267456, "end_logit": 2.0540130138397217, "text": "Superintendent of Public Instruction, the State Education Agency", "probability": 0.04775816574692726 }, { "start_logit": 2.070517063140869, "end_logit": 1.4586269855499268, "text": "publicly funded schools must be members in good standing with the college", "probability": 0.045860398560762405 }, { "start_logit": 1.462441086769104, "end_logit": 2.0540130138397217, "text": "State Education Agency", "probability": 0.04528211057186127 }, { "start_logit": 2.070517063140869, "end_logit": 1.44173264503479, "text": "publicly funded schools must be members in good standing", "probability": 0.04509212076663971 }, { "start_logit": 1.7815022468566895, "end_logit": 1.7145469188690186, "text": "State Board of Education, the Superintendent of Public Instruction", "probability": 0.04436748847365379 }, { "start_logit": 1.1925745010375977, "end_logit": 2.295102834701538, "text": "professional misconduct and taking appropriate disciplinary action and accrediting teacher education programs", "probability": 0.04399760067462921 }, { "start_logit": 1.2812360525131226, "end_logit": 2.19620418548584, "text": "allegations of professional misconduct", "probability": 0.04354950040578842 }, { "start_logit": 1.1784852743148804, "end_logit": 2.2826225757598877, "text": "teacher's colleges may include setting out clear standards of practice", "probability": 0.04284399747848511 }, { "start_logit": 1.72817063331604, "end_logit": 1.6908446550369263, "text": "private schools may also require their teachers to be college peoples", "probability": 0.04107802361249924 }, { "start_logit": 1.1925745010375977, "end_logit": 2.19620418548584, "text": "professional misconduct", "probability": 0.03985454887151718 }, { "start_logit": 1.0862066745758057, "end_logit": 2.2826225757598877, "text": "clear standards of practice", "probability": 0.0390673503279686 } ], "56e74faf00c9c71400d76f98": [ { "start_logit": 1.2522722482681274, "end_logit": 2.7190206050872803, "text": "teacher's colleges", "probability": 0.07535599172115326 }, { "start_logit": 1.728620171546936, "end_logit": 2.183274269104004, "text": "State Board of Education, the Superintendent of Public Instruction, the State Education Agency or other governmental bodies. In still other areas Teaching Unions", "probability": 0.0710102915763855 }, { "start_logit": 1.728620171546936, "end_logit": 2.0841097831726074, "text": "State Board of Education, the Superintendent of Public Instruction, the State Education Agency", "probability": 0.06430647522211075 }, { "start_logit": 2.034660816192627, "end_logit": 1.6246899366378784, "text": "publicly funded schools", "probability": 0.05516238883137703 }, { "start_logit": 1.4639217853546143, "end_logit": 2.183274269104004, "text": "State Education Agency or other governmental bodies. In still other areas Teaching Unions", "probability": 0.054495956748723984 }, { "start_logit": 1.4394190311431885, "end_logit": 2.183274269104004, "text": "Superintendent of Public Instruction, the State Education Agency or other governmental bodies. In still other areas Teaching Unions", "probability": 0.0531768836081028 }, { "start_logit": 1.5325827598571777, "end_logit": 2.0841097831726074, "text": "college peoples. In other areas these roles may belong to the State Board of Education, the Superintendent of Public Instruction, the State Education Agency", "probability": 0.05285874009132385 }, { "start_logit": 2.034660816192627, "end_logit": 1.5593669414520264, "text": "publicly funded schools must be members in good standing with the college, and private schools may also require their teachers to be college peoples", "probability": 0.05167417600750923 }, { "start_logit": 0.8466998934745789, "end_logit": 2.7190206050872803, "text": "the teacher's colleges", "probability": 0.0502319373190403 }, { "start_logit": 1.4639217853546143, "end_logit": 2.0841097831726074, "text": "State Education Agency", "probability": 0.049351196736097336 }, { "start_logit": 1.4394190311431885, "end_logit": 2.0841097831726074, "text": "Superintendent of Public Instruction, the State Education Agency", "probability": 0.048156652599573135 }, { "start_logit": 2.034660816192627, "end_logit": 1.4670777320861816, "text": "publicly funded schools must be members in good standing with the college", "probability": 0.0471186563372612 }, { "start_logit": 2.034660816192627, "end_logit": 1.446211814880371, "text": "publicly funded schools must be members in good standing", "probability": 0.04614567011594772 }, { "start_logit": 1.2522722482681274, "end_logit": 2.1579627990722656, "text": "teacher's colleges may include setting out clear standards of practice", "probability": 0.042998503893613815 }, { "start_logit": 1.1739506721496582, "end_logit": 2.2201950550079346, "text": "professional misconduct and taking appropriate disciplinary action and accrediting teacher education programs", "probability": 0.04231223464012146 }, { "start_logit": 1.1475151777267456, "end_logit": 2.2201950550079346, "text": "allegations of professional misconduct and taking appropriate disciplinary action and accrediting teacher education programs", "probability": 0.04120833799242973 }, { "start_logit": 1.728620171546936, "end_logit": 1.6355894804000854, "text": "State Board of Education, the Superintendent of Public Instruction", "probability": 0.041064340621232986 }, { "start_logit": 1.1739506721496582, "end_logit": 2.1298041343688965, "text": "professional misconduct", "probability": 0.0386553518474102 }, { "start_logit": 1.1475151777267456, "end_logit": 2.1298041343688965, "text": "allegations of professional misconduct", "probability": 0.03764687478542328 }, { "start_logit": 1.7024919986724854, "end_logit": 1.5593669414520264, "text": "private schools may also require their teachers to be college peoples", "probability": 0.03706930950284004 } ], "56e7504437bdd419002c3e5b": [ { "start_logit": 1.164656639099121, "end_logit": 2.4405863285064697, "text": "academy", "probability": 0.11332183331251144 }, { "start_logit": 1.5488187074661255, "end_logit": 1.7216267585754395, "text": "outdoors. A teacher who teaches on an individual basis may be described as a tutor", "probability": 0.08107983320951462 }, { "start_logit": 0.8108288645744324, "end_logit": 2.4405863285064697, "text": "education, teachers facilitate student learning, often in a school or academy", "probability": 0.07955146580934525 }, { "start_logit": 0.7608820199966431, "end_logit": 2.4405863285064697, "text": "school or academy", "probability": 0.07567571103572845 }, { "start_logit": 0.582613468170166, "end_logit": 2.4405863285064697, "text": "student learning, often in a school or academy", "probability": 0.06331920623779297 }, { "start_logit": 1.5488187074661255, "end_logit": 1.4281163215637207, "text": "outdoors", "probability": 0.06045648455619812 }, { "start_logit": 0.5218355059623718, "end_logit": 2.4405863285064697, "text": "a school or academy", "probability": 0.059585411101579666 }, { "start_logit": 1.164656639099121, "end_logit": 1.7216267585754395, "text": "academy or perhaps in another environment such as outdoors. A teacher who teaches on an individual basis may be described as a tutor", "probability": 0.05521707981824875 }, { "start_logit": 0.2097034454345703, "end_logit": 2.4405863285064697, "text": "teachers facilitate student learning, often in a school or academy", "probability": 0.043609656393527985 }, { "start_logit": 0.8859183192253113, "end_logit": 1.7216267585754395, "text": "tutor", "probability": 0.0417848564684391 }, { "start_logit": 1.164656639099121, "end_logit": 1.4281163215637207, "text": "academy or perhaps in another environment such as outdoors", "probability": 0.04117213934659958 }, { "start_logit": 0.1308227777481079, "end_logit": 2.4405863285064697, "text": "often in a school or academy", "probability": 0.04030187800526619 }, { "start_logit": 0.12673279643058777, "end_logit": 2.4405863285064697, "text": "in a school or academy", "probability": 0.04013737663626671 }, { "start_logit": 0.7608820199966431, "end_logit": 1.7216267585754395, "text": "school or academy or perhaps in another environment such as outdoors. A teacher who teaches on an individual basis may be described as a tutor", "probability": 0.03687366470694542 }, { "start_logit": 0.5218355059623718, "end_logit": 1.7216267585754395, "text": "a school or academy or perhaps in another environment such as outdoors. A teacher who teaches on an individual basis may be described as a tutor", "probability": 0.02903352491557598 }, { "start_logit": 0.8108288645744324, "end_logit": 1.4281163215637207, "text": "education, teachers facilitate student learning, often in a school or academy or perhaps in another environment such as outdoors", "probability": 0.028902674093842506 }, { "start_logit": 0.4985620379447937, "end_logit": 1.7216267585754395, "text": "another environment such as outdoors. A teacher who teaches on an individual basis may be described as a tutor", "probability": 0.028365619480609894 }, { "start_logit": 0.46796274185180664, "end_logit": 1.7216267585754395, "text": "perhaps in another environment such as outdoors. A teacher who teaches on an individual basis may be described as a tutor", "probability": 0.027510792016983032 }, { "start_logit": 0.7608820199966431, "end_logit": 1.4281163215637207, "text": "school or academy or perhaps in another environment such as outdoors", "probability": 0.027494532987475395 }, { "start_logit": 0.43453261256217957, "end_logit": 1.7216267585754395, "text": "individual basis may be described as a tutor", "probability": 0.026606306433677673 } ], "56e7504437bdd419002c3e5c": [ { "start_logit": 1.1318193674087524, "end_logit": 2.44083833694458, "text": "academy", "probability": 0.11617384850978851 }, { "start_logit": 0.7687596678733826, "end_logit": 2.44083833694458, "text": "school or academy", "probability": 0.08080414682626724 }, { "start_logit": 1.5972766876220703, "end_logit": 1.5689947605133057, "text": "outdoors. 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Second, the pedagogy of the learners", "probability": 0.022723617032170296 }, { "start_logit": 1.2039636373519897, "end_logit": 1.4149006605148315, "text": "supervision", "probability": 0.02001614309847355 }, { "start_logit": 0.4890441298484802, "end_logit": 2.1073765754699707, "text": "all students in the classroom. Pedagogy can be thought of in two manners", "probability": 0.01957191713154316 }, { "start_logit": 0.8361291289329529, "end_logit": 1.7242887020111084, "text": "particular skills. Understanding the pedagogy of the students in a classroom involves using differentiated instruction", "probability": 0.018879802897572517 } ], "56e7550700c9c71400d76fc6": [ { "start_logit": 2.7858002185821533, "end_logit": 1.6936514377593994, "text": "ten", "probability": 0.10343460738658905 }, { "start_logit": 2.0454866886138916, "end_logit": 2.399016857147217, "text": "different subject specialists", "probability": 0.09988221526145935 }, { "start_logit": 1.8511574268341064, "end_logit": 2.399016857147217, "text": "secondary schools they will be taught by different subject specialists", "probability": 0.08224169909954071 }, { "start_logit": 2.7858002185821533, "end_logit": 1.3212144374847412, "text": "ten or more different teachers. 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In primary schools", "probability": 0.04351087659597397 }, { "start_logit": 1.8511574268341064, "end_logit": 1.6936514377593994, "text": "secondary schools they will be taught by different subject specialists each session during the week and may have ten", "probability": 0.040621474385261536 }, { "start_logit": 1.7900850772857666, "end_logit": 1.7225772142410278, "text": "primary schools each class has a teacher who stays with them for most of the week", "probability": 0.03933640196919441 }, { "start_logit": 1.8511574268341064, "end_logit": 1.6081652641296387, "text": "secondary schools", "probability": 0.03729318454861641 }, { "start_logit": 1.324238896369934, "end_logit": 2.0831286907196045, "text": "secondary school teaching is the relationship between teachers and children. 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In secondary schools", "probability": 0.03614472970366478 }, { "start_logit": 1.841158390045166, "end_logit": 1.7172136306762695, "text": "secondary schools", "probability": 0.035505447536706924 }, { "start_logit": 1.715614676475525, "end_logit": 1.816313624382019, "text": "secondary school teaching is the relationship between teachers and children. In primary schools each class has a teacher who stays with them for most of the week", "probability": 0.034578852355480194 }, { "start_logit": 1.715614676475525, "end_logit": 1.7691173553466797, "text": "secondary school teaching is the relationship between teachers and children", "probability": 0.03298477828502655 }, { "start_logit": 1.5303614139556885, "end_logit": 1.950792908668518, "text": "surrogate parent", "probability": 0.032866980880498886 }, { "start_logit": 2.0677645206451416, "end_logit": 1.3555030822753906, "text": "different subject specialists each session during the week", "probability": 0.03101843222975731 }, { "start_logit": 2.0677645206451416, "end_logit": 1.3288675546646118, "text": "different subject specialists each session during the week and may have ten or more different teachers", "probability": 0.03020314872264862 } ], "56e7560937bdd419002c3e8b": [ { "start_logit": 2.8221561908721924, "end_logit": 2.4368090629577637, "text": "platoon\" system", "probability": 0.20453661680221558 }, { "start_logit": 2.8221561908721924, "end_logit": 2.21838641166687, "text": "platoon", "probability": 0.16440355777740479 }, { "start_logit": 2.8221561908721924, "end_logit": 1.57218337059021, "text": "platoon\" system, involves placing a group of students together in one class that moves from one specialist", "probability": 0.08615268021821976 }, { "start_logit": 2.8221561908721924, "end_logit": 1.264973521232605, "text": "platoon\" system, involves placing a group of students together in one class", "probability": 0.06336496770381927 }, { "start_logit": 1.4785507917404175, "end_logit": 2.35416841506958, "text": "security", "probability": 0.049131523817777634 }, { "start_logit": 1.3785325288772583, "end_logit": 2.35416841506958, "text": "many subjects. Students still derive a strong sense of security", "probability": 0.04445521906018257 }, { "start_logit": 1.214881420135498, "end_logit": 2.4368090629577637, "text": "alternative approaches for primary education do exist. One of these, sometimes referred to as a \"platoon\" system", "probability": 0.040995895862579346 }, { "start_logit": 1.1229352951049805, "end_logit": 2.4368090629577637, "text": "primary education do exist. One of these, sometimes referred to as a \"platoon\" system", "probability": 0.037394579499959946 }, { "start_logit": 1.1677626371383667, "end_logit": 2.35416841506958, "text": "one subject and who tend to be more knowledgeable in that one area than a teacher who teaches many subjects. Students still derive a strong sense of security", "probability": 0.036006975919008255 }, { "start_logit": 1.214881420135498, "end_logit": 2.21838641166687, "text": "alternative approaches for primary education do exist. One of these, sometimes referred to as a \"platoon", "probability": 0.03295191749930382 }, { "start_logit": 1.1229352951049805, "end_logit": 2.21838641166687, "text": "primary education do exist. One of these, sometimes referred to as a \"platoon", "probability": 0.030057230964303017 }, { "start_logit": 2.8221561908721924, "end_logit": 0.48736825585365295, "text": "platoon\" system, involves placing a group of students", "probability": 0.02911653183400631 }, { "start_logit": 0.8580552935600281, "end_logit": 2.4368090629577637, "text": "United States as well. However, alternative approaches for primary education do exist. One of these, sometimes referred to as a \"platoon\" system", "probability": 0.028692791238427162 }, { "start_logit": 2.8221561908721924, "end_logit": 0.3014625012874603, "text": "platoon\" system, involves placing a group", "probability": 0.024176960811018944 }, { "start_logit": 0.8580552935600281, "end_logit": 2.21838641166687, "text": "United States as well. However, alternative approaches for primary education do exist. One of these, sometimes referred to as a \"platoon", "probability": 0.023062855005264282 }, { "start_logit": 0.6040137410163879, "end_logit": 2.4368090629577637, "text": "a \"platoon\" system", "probability": 0.02225583605468273 }, { "start_logit": 1.4336891174316406, "end_logit": 1.57218337059021, "text": "one class that moves from one specialist", "probability": 0.02149142511188984 }, { "start_logit": 2.8221561908721924, "end_logit": 0.16432742774486542, "text": "platoon\" system, involves placing a group of students together in one class that moves from one specialist to another for every subject", "probability": 0.021078743040561676 }, { "start_logit": 0.7583808898925781, "end_logit": 2.21838641166687, "text": "most of the United States as well. However, alternative approaches for primary education do exist. One of these, sometimes referred to as a \"platoon", "probability": 0.020874926820397377 }, { "start_logit": 0.48702582716941833, "end_logit": 2.4368090629577637, "text": "\"platoon\" system", "probability": 0.019798701629042625 } ], "56e7560937bdd419002c3e8c": [ { "start_logit": 2.917879104614258, "end_logit": 2.29305362701416, "text": "platoon\" system", "probability": 0.18801264464855194 }, { "start_logit": 2.917879104614258, "end_logit": 2.2712137699127197, "text": "platoon", "probability": 0.18395094573497772 }, { "start_logit": 2.917879104614258, "end_logit": 1.5376845598220825, "text": "platoon\" system, involves placing a group of students together in one class that moves from one specialist", "probability": 0.088335320353508 }, { "start_logit": 2.917879104614258, "end_logit": 1.420454978942871, "text": "platoon\" system, involves placing a group of students together in one class", "probability": 0.07856375724077225 }, { "start_logit": 1.489583134651184, "end_logit": 2.3246090412139893, "text": "security", "probability": 0.04651471972465515 }, { "start_logit": 1.4428679943084717, "end_logit": 2.3246090412139893, "text": "many subjects. Students still derive a strong sense of security", "probability": 0.04439174383878708 }, { "start_logit": 1.3660929203033447, "end_logit": 2.29305362701416, "text": "primary education do exist. One of these, sometimes referred to as a \"platoon\" system", "probability": 0.03983408585190773 }, { "start_logit": 1.3660929203033447, "end_logit": 2.2712137699127197, "text": "primary education do exist. One of these, sometimes referred to as a \"platoon", "probability": 0.038973547518253326 }, { "start_logit": 1.1322643756866455, "end_logit": 2.3246090412139893, "text": "one subject and who tend to be more knowledgeable in that one area than a teacher who teaches many subjects. Students still derive a strong sense of security", "probability": 0.03253934159874916 }, { "start_logit": 1.0634626150131226, "end_logit": 2.29305362701416, "text": "alternative approaches for primary education do exist. One of these, sometimes referred to as a \"platoon\" system", "probability": 0.029432300478219986 }, { "start_logit": 1.0634626150131226, "end_logit": 2.2712137699127197, "text": "alternative approaches for primary education do exist. One of these, sometimes referred to as a \"platoon", "probability": 0.028796467930078506 }, { "start_logit": 2.917879104614258, "end_logit": 0.31435680389404297, "text": "platoon\" system, involves placing a group", "probability": 0.025992615148425102 }, { "start_logit": 2.917879104614258, "end_logit": 0.27286890149116516, "text": "platoon\" system, involves placing a group of students", "probability": 0.024936296045780182 }, { "start_logit": 0.8866650462150574, "end_logit": 2.29305362701416, "text": "United States as well. However, alternative approaches for primary education do exist. One of these, sometimes referred to as a \"platoon\" system", "probability": 0.02466277778148651 }, { "start_logit": 0.8866650462150574, "end_logit": 2.2712137699127197, "text": "United States as well. However, alternative approaches for primary education do exist. One of these, sometimes referred to as a \"platoon", "probability": 0.02412998490035534 }, { "start_logit": 1.543357014656067, "end_logit": 1.5376845598220825, "text": "one class that moves from one specialist", "probability": 0.022345345467329025 }, { "start_logit": 1.543357014656067, "end_logit": 1.420454978942871, "text": "one class", "probability": 0.019873522222042084 }, { "start_logit": 0.6649891138076782, "end_logit": 2.29305362701416, "text": "a \"platoon\" system", "probability": 0.019759196788072586 }, { "start_logit": 0.6799132227897644, "end_logit": 2.2712137699127197, "text": "most of the United States as well. However, alternative approaches for primary education do exist. One of these, sometimes referred to as a \"platoon", "probability": 0.01962302066385746 }, { "start_logit": 0.6649891138076782, "end_logit": 2.2712137699127197, "text": "a \"platoon", "probability": 0.019332341849803925 } ], "56e7560937bdd419002c3e8d": [ { "start_logit": 2.7399075031280518, "end_logit": 2.588632583618164, "text": "platoon\" system", "probability": 0.23778951168060303 }, { "start_logit": 2.7399075031280518, "end_logit": 1.8693668842315674, "text": "platoon", "probability": 0.11582963168621063 }, { "start_logit": 2.7399075031280518, "end_logit": 1.5161218643188477, "text": "platoon\" system, involves placing a group of students together in one class that moves from one specialist", "probability": 0.08135930448770523 }, { "start_logit": 1.4453506469726562, "end_logit": 2.588632583618164, "text": "primary education do exist. One of these, sometimes referred to as a \"platoon\" system", "probability": 0.0651589184999466 }, { "start_logit": 2.7399075031280518, "end_logit": 1.2454110383987427, "text": "platoon\" system, involves placing a group of students together in one class", "probability": 0.06206390634179115 }, { "start_logit": 1.4790467023849487, "end_logit": 2.3952584266662598, "text": "many subjects. Students still derive a strong sense of security", "probability": 0.055542655289173126 }, { "start_logit": 0.9249839186668396, "end_logit": 2.588632583618164, "text": "alternative approaches for primary education do exist. One of these, sometimes referred to as a \"platoon\" system", "probability": 0.03872411698102951 }, { "start_logit": 1.0565903186798096, "end_logit": 2.3952584266662598, "text": "security", "probability": 0.03640458732843399 }, { "start_logit": 1.036487340927124, "end_logit": 2.3952584266662598, "text": "one subject and who tend to be more knowledgeable in that one area than a teacher who teaches many subjects. Students still derive a strong sense of security", "probability": 0.035680051892995834 }, { "start_logit": 0.8322556018829346, "end_logit": 2.588632583618164, "text": "United States as well. However, alternative approaches for primary education do exist. One of these, sometimes referred to as a \"platoon\" system", "probability": 0.035294752568006516 }, { "start_logit": 1.4453506469726562, "end_logit": 1.8693668842315674, "text": "primary education do exist. One of these, sometimes referred to as a \"platoon", "probability": 0.031739551573991776 }, { "start_logit": 2.7399075031280518, "end_logit": 0.48804745078086853, "text": "platoon\" system, involves placing a group", "probability": 0.02910182625055313 }, { "start_logit": 2.7399075031280518, "end_logit": 0.42957988381385803, "text": "platoon\" system, involves placing a group of students", "probability": 0.027449101209640503 }, { "start_logit": 0.49343839287757874, "end_logit": 2.588632583618164, "text": "\"platoon\" system", "probability": 0.025151487439870834 }, { "start_logit": 0.4480367600917816, "end_logit": 2.588632583618164, "text": "a \"platoon\" system", "probability": 0.024035101756453514 }, { "start_logit": 0.4038061499595642, "end_logit": 2.588632583618164, "text": "system", "probability": 0.022995183244347572 }, { "start_logit": 1.3523094654083252, "end_logit": 1.5161218643188477, "text": "one class that moves from one specialist", "probability": 0.020313333719968796 }, { "start_logit": 1.3017412424087524, "end_logit": 1.5161218643188477, "text": "one specialist", "probability": 0.019311659038066864 }, { "start_logit": 0.9249839186668396, "end_logit": 1.8693668842315674, "text": "alternative approaches for primary education do exist. One of these, sometimes referred to as a \"platoon", "probability": 0.018862897530198097 }, { "start_logit": 0.8322556018829346, "end_logit": 1.8693668842315674, "text": "United States as well. However, alternative approaches for primary education do exist. One of these, sometimes referred to as a \"platoon", "probability": 0.017192417755723 } ], "56e7560937bdd419002c3e8e": [ { "start_logit": 2.7055389881134033, "end_logit": 2.537053346633911, "text": "platoon\" system", "probability": 0.22412995994091034 }, { "start_logit": 2.7055389881134033, "end_logit": 1.724165916442871, "text": "platoon", "probability": 0.0994185134768486 }, { "start_logit": 2.7055389881134033, "end_logit": 1.5974913835525513, "text": "platoon\" system, involves placing a group of students together in one class that moves from one specialist", "probability": 0.08758977800607681 }, { "start_logit": 1.619779348373413, "end_logit": 2.537053346633911, "text": "primary education do exist. One of these, sometimes referred to as a \"platoon\" system", "probability": 0.07567640393972397 }, { "start_logit": 2.7055389881134033, "end_logit": 1.151087999343872, "text": "platoon\" system, involves placing a group of students together in one class", "probability": 0.05605092644691467 }, { "start_logit": 1.4968127012252808, "end_logit": 2.3257646560668945, "text": "security", "probability": 0.054174549877643585 }, { "start_logit": 1.3705424070358276, "end_logit": 2.3257646560668945, "text": "many subjects. Students still derive a strong sense of security", "probability": 0.047748178243637085 }, { "start_logit": 1.0374938249588013, "end_logit": 2.537053346633911, "text": "alternative approaches for primary education do exist. One of these, sometimes referred to as a \"platoon\" system", "probability": 0.04227437078952789 }, { "start_logit": 1.2287157773971558, "end_logit": 2.3257646560668945, "text": "one subject and who tend to be more knowledgeable in that one area than a teacher who teaches many subjects. Students still derive a strong sense of security", "probability": 0.04143451526761055 }, { "start_logit": 0.874593198299408, "end_logit": 2.537053346633911, "text": "United States as well. However, alternative approaches for primary education do exist. One of these, sometimes referred to as a \"platoon\" system", "probability": 0.03591949865221977 }, { "start_logit": 1.619779348373413, "end_logit": 1.724165916442871, "text": "primary education do exist. One of these, sometimes referred to as a \"platoon", "probability": 0.03356819227337837 }, { "start_logit": 2.7055389881134033, "end_logit": 0.4074684679508209, "text": "platoon\" system, involves placing a group of students", "probability": 0.02664606086909771 }, { "start_logit": 2.7055389881134033, "end_logit": 0.3219318687915802, "text": "platoon\" system, involves placing a group", "probability": 0.024461600929498672 }, { "start_logit": 0.4903981685638428, "end_logit": 2.537053346633911, "text": "\"platoon\" system", "probability": 0.02446112595498562 }, { "start_logit": 1.407060146331787, "end_logit": 1.5974913835525513, "text": "one class that moves from one specialist", "probability": 0.023907329887151718 }, { "start_logit": 0.4451533257961273, "end_logit": 2.537053346633911, "text": "a \"platoon\" system", "probability": 0.023379050195217133 }, { "start_logit": 0.3344818949699402, "end_logit": 2.537053346633911, "text": "system", "probability": 0.020929697901010513 }, { "start_logit": 1.4968127012252808, "end_logit": 1.3565598726272583, "text": "security by staying with the same group of peers", "probability": 0.020552989095449448 }, { "start_logit": 1.619779348373413, "end_logit": 1.151087999343872, "text": "primary education do exist. One of these, sometimes referred to as a \"platoon\" system, involves placing a group of students together in one class", "probability": 0.01892532780766487 }, { "start_logit": 1.0374938249588013, "end_logit": 1.724165916442871, "text": "alternative approaches for primary education do exist. One of these, sometimes referred to as a \"platoon", "probability": 0.01875186711549759 } ], "56e7560937bdd419002c3e8f": [ { "start_logit": 2.741027593612671, "end_logit": 2.246734380722046, "text": "platoon", "probability": 0.17556583881378174 }, { "start_logit": 2.741027593612671, "end_logit": 2.240929365158081, "text": "platoon\" system", "probability": 0.1745496392250061 }, { "start_logit": 2.741027593612671, "end_logit": 1.5529301166534424, "text": "platoon\" system, involves placing a group of students together in one class that moves from one specialist", "probability": 0.08772525191307068 }, { "start_logit": 2.741027593612671, "end_logit": 1.2864278554916382, "text": "platoon\" system, involves placing a group of students together in one class", "probability": 0.06720229983329773 }, { "start_logit": 1.5433077812194824, "end_logit": 2.279872417449951, "text": "security", "probability": 0.054785870015621185 }, { "start_logit": 1.370780348777771, "end_logit": 2.279872417449951, "text": "many subjects. Students still derive a strong sense of security", "probability": 0.046104248613119125 }, { "start_logit": 1.3219436407089233, "end_logit": 2.246734380722046, "text": "primary education do exist. One of these, sometimes referred to as a \"platoon", "probability": 0.042475610971450806 }, { "start_logit": 1.3219436407089233, "end_logit": 2.240929365158081, "text": "primary education do exist. One of these, sometimes referred to as a \"platoon\" system", "probability": 0.042229749262332916 }, { "start_logit": 1.205891489982605, "end_logit": 2.279872417449951, "text": "one subject and who tend to be more knowledgeable in that one area than a teacher who teaches many subjects. Students still derive a strong sense of security", "probability": 0.03909584507346153 }, { "start_logit": 1.0853315591812134, "end_logit": 2.246734380722046, "text": "alternative approaches for primary education do exist. One of these, sometimes referred to as a \"platoon", "probability": 0.033525899052619934 }, { "start_logit": 1.0853315591812134, "end_logit": 2.240929365158081, "text": "alternative approaches for primary education do exist. One of these, sometimes referred to as a \"platoon\" system", "probability": 0.033331841230392456 }, { "start_logit": 2.741027593612671, "end_logit": 0.5563779473304749, "text": "platoon\" system, involves placing a group", "probability": 0.03238377720117569 }, { "start_logit": 0.8186042904853821, "end_logit": 2.246734380722046, "text": "United States as well. However, alternative approaches for primary education do exist. One of these, sometimes referred to as a \"platoon", "probability": 0.025676874443888664 }, { "start_logit": 0.8186042904853821, "end_logit": 2.240929365158081, "text": "United States as well. However, alternative approaches for primary education do exist. One of these, sometimes referred to as a \"platoon\" system", "probability": 0.025528252124786377 }, { "start_logit": 2.741027593612671, "end_logit": 0.2869047224521637, "text": "platoon\" system, involves placing a group of students", "probability": 0.024734139442443848 }, { "start_logit": 1.3322800397872925, "end_logit": 1.5529301166534424, "text": "one class that moves from one specialist", "probability": 0.021444370970129967 }, { "start_logit": 1.5433077812194824, "end_logit": 1.2887672185897827, "text": "security by staying with the same group of peers", "probability": 0.020334668457508087 }, { "start_logit": 0.4969536066055298, "end_logit": 2.246734380722046, "text": "most of the United States as well. However, alternative approaches for primary education do exist. One of these, sometimes referred to as a \"platoon", "probability": 0.01861448958516121 }, { "start_logit": 1.1335172653198242, "end_logit": 1.5529301166534424, "text": "one specialist", "probability": 0.01757890358567238 }, { "start_logit": 1.370780348777771, "end_logit": 1.2887672185897827, "text": "many subjects. Students still derive a strong sense of security by staying with the same group of peers", "probability": 0.017112337052822113 } ], "56e756bc37bdd419002c3e95": [ { "start_logit": 2.200862407684326, "end_logit": 1.917607307434082, "text": "Co-teaching", "probability": 0.09773049503564835 }, { "start_logit": 2.200862407684326, "end_logit": 1.8253405094146729, "text": "Co-teaching is defined as two or more teachers working harmoniously", "probability": 0.08911672979593277 }, { "start_logit": 2.200862407684326, "end_logit": 1.6599177122116089, "text": "Co-teaching is defined as two or more teachers working harmoniously to fulfill the needs of every student in the classroom. 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While a child was in school, a teacher was expected to act as a substitute parent", "probability": 0.05195622891187668 }, { "start_logit": 0.401470422744751, "end_logit": 3.5755727291107178, "text": "punishment", "probability": 0.040674757212400436 }, { "start_logit": 0.2569699287414551, "end_logit": 3.5755727291107178, "text": "the history of education the most common form of school discipline was corporal punishment", "probability": 0.03520214930176735 }, { "start_logit": 0.22905270755290985, "end_logit": 3.5755727291107178, "text": "discipline was corporal punishment", "probability": 0.03423299640417099 }, { "start_logit": 0.1698862761259079, "end_logit": 3.5755727291107178, "text": "most common form of school discipline was corporal punishment", "probability": 0.03226630762219429 }, { "start_logit": 0.07434520870447159, "end_logit": 3.5755727291107178, "text": "form of school discipline was corporal punishment", "probability": 0.02932623028755188 }, { "start_logit": 0.030291849747300148, "end_logit": 3.5755727291107178, "text": "common form of school discipline was corporal punishment", "probability": 0.028062358498573303 }, { "start_logit": 2.403862714767456, "end_logit": 1.0989993810653687, "text": "corporal punishment. 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While a child was in school", "probability": 0.028158962726593018 }, { "start_logit": 1.1302818059921265, "end_logit": 2.0985825061798096, "text": "school, a teacher was expected to act as a substitute parent, with all the normal forms of parental discipline", "probability": 0.018693210557103157 }, { "start_logit": 0.8605864644050598, "end_logit": 2.333919048309326, "text": "school discipline", "probability": 0.018061844632029533 }, { "start_logit": 1.0578360557556152, "end_logit": 2.0985825061798096, "text": "normal forms of parental discipline", "probability": 0.01738686114549637 }, { "start_logit": 2.6095287799835205, "end_logit": 0.5167638659477234, "text": "corporal", "probability": 0.016870878636837006 }, { "start_logit": 0.951513946056366, "end_logit": 2.0985825061798096, "text": "parental discipline", "probability": 0.01563313789665699 }, { "start_logit": 0.6153887510299683, "end_logit": 2.333919048309326, "text": "education the most common form of school discipline", "probability": 0.014134296216070652 }, { "start_logit": 0.6055812835693359, "end_logit": 2.333919048309326, "text": "history of education the most common form of school discipline", "probability": 0.013996348716318607 }, { "start_logit": 0.7891249060630798, "end_logit": 2.0985825061798096, "text": "substitute parent, with all the normal forms of parental discipline", "probability": 0.013289893046021461 } ], "56e7578a37bdd419002c3eac": [ { "start_logit": 2.0147716999053955, "end_logit": 3.221862316131592, "text": "corporal punishment", "probability": 0.22706124186515808 }, { "start_logit": 2.0147716999053955, "end_logit": 2.1974692344665527, "text": "corporal punishment. 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1.7968465089797974, "text": "substitute parent", "probability": 0.014667466282844543 }, { "start_logit": 0.6363552212715149, "end_logit": 2.3598694801330566, "text": "parental discipline", "probability": 0.014096986502408981 } ], "56e7586d37bdd419002c3eb3": [ { "start_logit": 2.9071476459503174, "end_logit": 3.6890931129455566, "text": "1977", "probability": 0.3033803403377533 }, { "start_logit": 1.7278743982315063, "end_logit": 3.6890931129455566, "text": "Western countries, and some others, have now banned it, but it remains lawful in the United States following a US Supreme Court decision in 1977", "probability": 0.0932900607585907 }, { "start_logit": 1.7037526369094849, "end_logit": 3.6890931129455566, "text": "US Supreme Court decision in 1977", "probability": 0.09106666594743729 }, { "start_logit": 1.16713547706604, "end_logit": 3.6890931129455566, "text": "Supreme Court decision in 1977", "probability": 0.05324878543615341 }, { "start_logit": 2.498342990875244, "end_logit": 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"end_logit": 2.350393533706665, "text": "corporal punishment (spanking or paddling or caning or strapping or birching the student in order to cause physical pain", "probability": 0.02664424479007721 }, { "start_logit": 1.7613160610198975, "end_logit": 2.350393533706665, "text": "caning or strapping or birching the student in order to cause physical pain", "probability": 0.025291183963418007 }, { "start_logit": 1.8134334087371826, "end_logit": 2.2428994178771973, "text": "corporal punishment (spanking", "probability": 0.023928707465529442 }, { "start_logit": 2.9071476459503174, "end_logit": 1.1095389127731323, "text": "1977 which held that paddling did not violate the US Constitution", "probability": 0.022998584434390068 }, { "start_logit": 2.0264899730682373, "end_logit": 1.9815361499786377, "text": "paddling or caning or strapping or birching the student in order to cause physical pain) was one of the most common forms of school discipline", "probability": 0.0228002667427063 }, { "start_logit": 2.9071476459503174, "end_logit": 0.8841840028762817, "text": "1977 which held that paddling", "probability": 0.018358228728175163 }, { "start_logit": 2.0264899730682373, "end_logit": 1.7478656768798828, "text": "paddling", "probability": 0.0180492103099823 }, { "start_logit": 1.7613160610198975, "end_logit": 1.9815361499786377, "text": "caning or strapping or birching the student in order to cause physical pain) was one of the most common forms of school discipline", "probability": 0.017489461228251457 }, { "start_logit": 0.9211505651473999, "end_logit": 2.75369930267334, "text": "past times, corporal punishment", "probability": 0.016339674592018127 }, { "start_logit": 2.498342990875244, "end_logit": 1.112938404083252, "text": "spanking or paddling or caning or strapping", "probability": 0.015333310700953007 } ], "56e7586d37bdd419002c3eb4": [ { "start_logit": 2.8722543716430664, "end_logit": 3.659202814102173, "text": "1977", "probability": 0.2854180335998535 }, { 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"text": "spanking or paddling", "probability": 0.027011260390281677 }, { "start_logit": 0.38798388838768005, "end_logit": 3.650059700012207, "text": "Most Western countries, and some others, have now banned it, but it remains lawful in the United States following a US Supreme Court decision in 1977", "probability": 0.026060977950692177 }, { "start_logit": 1.7329845428466797, "end_logit": 2.2481493949890137, "text": "corporal punishment (spanking or paddling or caning or strapping or birching the student in order to cause physical pain", "probability": 0.024619271978735924 }, { "start_logit": 1.7329845428466797, "end_logit": 2.233588218688965, "text": "corporal punishment (spanking", "probability": 0.02426338568329811 }, { "start_logit": 1.979730486869812, "end_logit": 1.8324828147888184, "text": "paddling or caning or strapping or birching the student in order to cause physical pain) was one of the most common forms of school discipline", "probability": 0.020792847499251366 }, { 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school discipline", "probability": 0.013442158699035645 } ], "56e7586d37bdd419002c3eb7": [ { "start_logit": 2.8732433319091797, "end_logit": 3.6727447509765625, "text": "1977", "probability": 0.27687692642211914 }, { "start_logit": 1.7743799686431885, "end_logit": 3.6727447509765625, "text": "US Supreme Court decision in 1977", "probability": 0.09226912260055542 }, { "start_logit": 1.638113021850586, "end_logit": 3.6727447509765625, "text": "Western countries, and some others, have now banned it, but it remains lawful in the United States following a US Supreme Court decision in 1977", "probability": 0.08051494508981705 }, { "start_logit": 1.3057948350906372, "end_logit": 3.6727447509765625, "text": "Supreme Court decision in 1977", "probability": 0.05775006487965584 }, { "start_logit": 2.480104684829712, "end_logit": 2.382842779159546, "text": "spanking or paddling or caning or strapping or birching the student in order to cause physical pain", "probability": 0.05144598335027695 }, { 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"probability": 0.031176751479506493 }, { "start_logit": 1.9792448282241821, "end_logit": 2.3322017192840576, "text": "corporal punishment (spanking", "probability": 0.02963723987340927 }, { "start_logit": 1.8870874643325806, "end_logit": 2.382842779159546, "text": "caning or strapping or birching the student in order to cause physical pain", "probability": 0.028432002291083336 }, { "start_logit": 0.4259086847305298, "end_logit": 3.6727447509765625, "text": "Most Western countries, and some others, have now banned it, but it remains lawful in the United States following a US Supreme Court decision in 1977", "probability": 0.02395646832883358 }, { "start_logit": 2.1513216495513916, "end_logit": 1.9201968908309937, "text": "paddling or caning or strapping or birching the student in order to cause physical pain) was one of the most common forms of school discipline", "probability": 0.023315152153372765 }, { "start_logit": 2.1513216495513916, "end_logit": 1.9066898822784424, "text": 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1.749381422996521, "text": "Alabama", "probability": 0.07413806766271591 }, { "start_logit": 2.1806442737579346, "end_logit": 2.3103811740875244, "text": "30 US states have banned corporal punishment, the others (mostly in the South", "probability": 0.06914789229631424 }, { "start_logit": 2.8113255500793457, "end_logit": 1.6389522552490234, "text": "Alabama, Arkansas, Georgia, Louisiana, Mississippi, Oklahoma, Tennessee and Texas", "probability": 0.06638691574335098 }, { "start_logit": 1.566080093383789, "end_logit": 2.7324626445770264, "text": "wooden paddle", "probability": 0.057040710002183914 }, { "start_logit": 1.9331399202346802, "end_logit": 2.3103811740875244, "text": "South", "probability": 0.05398700386285782 }, { "start_logit": 2.1806442737579346, "end_logit": 2.017526149749756, "text": "30", "probability": 0.0515933483839035 }, { "start_logit": 2.8113255500793457, "end_logit": 1.3114005327224731, "text": "Alabama, Arkansas, Georgia", "probability": 0.047844115644693375 }, { 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Corporal punishment in American schools", "probability": 0.0373913012444973 }, { "start_logit": 2.1806442737579346, "end_logit": 1.6793596744537354, "text": "30 US states have banned corporal punishment", "probability": 0.03678999841213226 }, { "start_logit": 2.202791213989258, "end_logit": 1.6389522552490234, "text": "Georgia, Louisiana, Mississippi, Oklahoma, Tennessee and Texas", "probability": 0.03612429276108742 }, { "start_logit": 2.200538396835327, "end_logit": 1.6389522552490234, "text": "Arkansas, Georgia, Louisiana, Mississippi, Oklahoma, Tennessee and Texas", "probability": 0.03604300692677498 }, { "start_logit": 2.156536817550659, "end_logit": 1.6389522552490234, "text": "Mississippi, Oklahoma, Tennessee and Texas", "probability": 0.034491442143917084 } ], "56e7591b00c9c71400d76fed": [ { "start_logit": 2.3238930702209473, "end_logit": 2.5000531673431396, "text": "American schools is administered to the seat of the student's trousers or skirt with a specially made wooden paddle", "probability": 0.09697319567203522 }, { "start_logit": 2.785229444503784, "end_logit": 1.748808741569519, "text": "Alabama, Arkansas, Georgia, Louisiana, Mississippi, Oklahoma, Tennessee and Texas", "probability": 0.07256819307804108 }, { "start_logit": 2.785229444503784, "end_logit": 1.6986908912658691, "text": "Alabama", "probability": 0.0690208449959755 }, { "start_logit": 2.103342056274414, "end_logit": 2.2970242500305176, "text": "30 US states have banned corporal punishment, the others (mostly in the South", "probability": 0.06348825246095657 }, { "start_logit": 1.951003909111023, "end_logit": 2.2970242500305176, "text": "South", "probability": 0.0545172318816185 }, { "start_logit": 2.785229444503784, "end_logit": 1.3594399690628052, "text": "Alabama, Arkansas, Georgia", "probability": 0.049163829535245895 }, { "start_logit": 2.785229444503784, "end_logit": 1.3525962829589844, "text": "Alabama, Arkansas", "probability": 0.04882851615548134 }, { "start_logit": 2.785229444503784, "end_logit": 1.311247706413269, "text": "Alabama, Arkansas, Georgia, Louisiana, Mississippi", "probability": 0.04685068130493164 }, { "start_logit": 2.3238930702209473, "end_logit": 1.7643765211105347, "text": "American schools", "probability": 0.04646774381399155 }, { "start_logit": 2.2874155044555664, "end_logit": 1.7643765211105347, "text": "Texas. 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Corporal punishment in American schools", "probability": 0.04298436641693115 }, { "start_logit": 2.258650541305542, "end_logit": 1.748808741569519, "text": "Arkansas, Georgia, Louisiana, Mississippi, Oklahoma, Tennessee and Texas", "probability": 0.042860373854637146 }, { "start_logit": 2.245971202850342, "end_logit": 1.748808741569519, "text": "Georgia, Louisiana, Mississippi, Oklahoma, Tennessee and Texas", "probability": 0.0423203743994236 }, { "start_logit": 2.230344533920288, "end_logit": 1.7643765211105347, "text": "Mississippi, Oklahoma, Tennessee and Texas. Private schools in these and most other states may also use it. Corporal punishment in American schools", "probability": 0.04231787472963333 }, { "start_logit": 2.230344533920288, "end_logit": 1.748808741569519, "text": "Mississippi, Oklahoma, Tennessee and Texas", "probability": 0.04166417941451073 }, { "start_logit": 1.4651232957839966, "end_logit": 2.5000531673431396, "text": "wooden paddle", "probability": 0.04108590632677078 }, { "start_logit": 2.103342056274414, "end_logit": 1.825640082359314, "text": "30", "probability": 0.039625417441129684 }, { "start_logit": 2.785229444503784, "end_logit": 1.0258244276046753, "text": "Alabama, Arkansas, Georgia, Louisiana, Mississippi, Oklahoma, Tennessee and Texas. Private schools in these and most other states", "probability": 0.03521747514605522 }, { "start_logit": 2.0442206859588623, "end_logit": 1.7643765211105347, "text": "Oklahoma, Tennessee and Texas. Private schools in these and most other states may also use it. Corporal punishment in American schools", "probability": 0.0351310595870018 } ], "56e7591b00c9c71400d76fee": [ { "start_logit": 2.2377796173095703, "end_logit": 2.6632087230682373, "text": "American schools is administered to the seat of the student's trousers or skirt with a specially made wooden paddle", "probability": 0.11002811789512634 }, { "start_logit": 2.7740561962127686, "end_logit": 1.7114923000335693, "text": "Alabama", "probability": 0.07262402772903442 }, { "start_logit": 2.7740561962127686, "end_logit": 1.6664607524871826, "text": "Alabama, Arkansas, Georgia, Louisiana, Mississippi, Oklahoma, Tennessee and Texas", "probability": 0.06942620128393173 }, { "start_logit": 2.2250189781188965, "end_logit": 1.972179651260376, "text": "30", "probability": 0.05443167686462402 }, { "start_logit": 1.532148838043213, "end_logit": 2.6632087230682373, "text": "wooden paddle", "probability": 0.05433152988553047 }, { "start_logit": 2.2250189781188965, "end_logit": 1.9375090599060059, "text": "30 US states have banned corporal punishment, the others (mostly in the South", "probability": 0.05257682129740715 }, { "start_logit": 2.7740561962127686, "end_logit": 1.3444783687591553, "text": "Alabama, Arkansas, Georgia", "probability": 0.05031392350792885 }, { "start_logit": 2.7740561962127686, "end_logit": 1.3195699453353882, "text": "Alabama, Arkansas", "probability": 0.04907615855336189 }, { "start_logit": 2.7740561962127686, "end_logit": 1.2350220680236816, "text": "Alabama, Arkansas, Georgia, Louisiana, Mississippi", "probability": 0.045097433030605316 }, { "start_logit": 2.2385644912719727, "end_logit": 1.6979972124099731, "text": "Texas. Private schools in these and most other states may also use it. Corporal punishment in American schools", "probability": 0.041942890733480453 }, { "start_logit": 2.2377796173095703, "end_logit": 1.6979972124099731, "text": "American schools", "probability": 0.04190998151898384 }, { "start_logit": 2.212562084197998, "end_logit": 1.6979972124099731, "text": "Georgia, Louisiana, Mississippi, Oklahoma, Tennessee and Texas. Private schools in these and most other states may also use it. Corporal punishment in American schools", "probability": 0.04086633026599884 }, { "start_logit": 2.2385644912719727, "end_logit": 1.6664607524871826, "text": "Texas", "probability": 0.040640804916620255 }, { "start_logit": 2.2247443199157715, "end_logit": 1.6664607524871826, "text": "Arkansas, Georgia, Louisiana, Mississippi, Oklahoma, Tennessee and Texas", "probability": 0.04008300229907036 }, { "start_logit": 2.2250189781188965, "end_logit": 1.6639540195465088, "text": "30 US states have banned corporal punishment", "probability": 0.03999363258481026 }, { "start_logit": 2.2250189781188965, "end_logit": 1.6558705568313599, "text": "30 US states", "probability": 0.0396716482937336 }, { "start_logit": 2.182854175567627, "end_logit": 1.6979972124099731, "text": "Mississippi, Oklahoma, Tennessee and Texas. Private schools in these and most other states may also use it. Corporal punishment in American schools", "probability": 0.03967013210058212 }, { "start_logit": 2.212562084197998, "end_logit": 1.6664607524871826, "text": "Georgia, Louisiana, Mississippi, Oklahoma, Tennessee and Texas", "probability": 0.03959766775369644 }, { "start_logit": 2.7740561962127686, "end_logit": 1.0968958139419556, "text": "Alabama, Arkansas, Georgia, Louisiana, Mississippi, Oklahoma, Tennessee and Texas. Private schools in these and most other states", "probability": 0.03927936777472496 }, { "start_logit": 2.182854175567627, "end_logit": 1.6664607524871826, "text": "Mississippi, Oklahoma, Tennessee and Texas", "probability": 0.03843861073255539 } ], "56e7591b00c9c71400d76fef": [ { "start_logit": 2.3302834033966064, "end_logit": 2.685157060623169, "text": "American schools is administered to the seat of the student's trousers or skirt with a specially made wooden paddle", "probability": 0.11266942322254181 }, { "start_logit": 2.7912890911102295, "end_logit": 1.7555453777313232, "text": "Alabama, Arkansas, Georgia, Louisiana, Mississippi, Oklahoma, Tennessee and Texas", "probability": 0.07051687687635422 }, { "start_logit": 2.7912890911102295, "end_logit": 1.7112534046173096, "text": "Alabama", "probability": 0.06746169924736023 }, { "start_logit": 2.0312297344207764, "end_logit": 2.303321599960327, "text": "30 US states have banned corporal punishment, the others (mostly in the South", "probability": 0.057029515504837036 }, { "start_logit": 1.6009767055511475, "end_logit": 2.685157060623169, "text": "wooden paddle", "probability": 0.05433405935764313 }, { "start_logit": 1.9491441249847412, "end_logit": 2.303321599960327, "text": "South", "probability": 0.052535198628902435 }, { "start_logit": 2.7912890911102295, "end_logit": 1.389922857284546, "text": "Alabama, Arkansas, Georgia", "probability": 0.04892211779952049 }, { "start_logit": 2.7912890911102295, "end_logit": 1.386793851852417, "text": "Alabama, Arkansas", "probability": 0.048769280314445496 }, { "start_logit": 2.7912890911102295, "end_logit": 1.335472822189331, "text": "Alabama, Arkansas, Georgia, Louisiana, Mississippi", "probability": 0.046329524368047714 }, { "start_logit": 2.3302834033966064, "end_logit": 1.763360619544983, "text": "American schools", "probability": 0.04482032731175423 }, { "start_logit": 2.2866156101226807, "end_logit": 1.763360619544983, "text": "Texas. Private schools in these and most other states may also use it. Corporal punishment in American schools", "probability": 0.042905233800411224 }, { "start_logit": 2.2866156101226807, "end_logit": 1.7555453777313232, "text": "Texas", "probability": 0.04257122427225113 }, { "start_logit": 2.271754264831543, "end_logit": 1.7555453777313232, "text": "Arkansas, Georgia, Louisiana, Mississippi, Oklahoma, Tennessee and Texas", "probability": 0.04194324463605881 }, { "start_logit": 2.253754138946533, "end_logit": 1.763360619544983, "text": "Georgia, Louisiana, Mississippi, Oklahoma, Tennessee and Texas. Private schools in these and most other states may also use it. Corporal punishment in American schools", "probability": 0.04151821509003639 }, { "start_logit": 2.253754138946533, "end_logit": 1.7555453777313232, "text": "Georgia, Louisiana, Mississippi, Oklahoma, Tennessee and Texas", "probability": 0.04119499400258064 }, { "start_logit": 2.2389538288116455, "end_logit": 1.763360619544983, "text": "Mississippi, Oklahoma, Tennessee and Texas. Private schools in these and most other states may also use it. Corporal punishment in American schools", "probability": 0.040908265858888626 }, { "start_logit": 2.2389538288116455, "end_logit": 1.7555453777313232, "text": "Mississippi, Oklahoma, Tennessee and Texas", "probability": 0.040589798241853714 }, { "start_logit": 1.2224483489990234, "end_logit": 2.685157060623169, "text": "Corporal punishment in American schools is administered to the seat of the student's trousers or skirt with a specially made wooden paddle", "probability": 0.037211690098047256 }, { "start_logit": 2.0514843463897705, "end_logit": 1.763360619544983, "text": "Oklahoma, Tennessee and Texas. Private schools in these and most other states may also use it. Corporal punishment in American schools", "probability": 0.03391517698764801 }, { "start_logit": 2.7912890911102295, "end_logit": 1.0217548608779907, "text": "Alabama, Arkansas, Georgia, Louisiana, Mississippi, Oklahoma, Tennessee and Texas. Private schools in these and most other states", "probability": 0.033854153007268906 } ], "56e7591b00c9c71400d76ff0": [ { "start_logit": 2.3352699279785156, "end_logit": 2.6432690620422363, "text": "American schools is administered to the seat of the student's trousers or skirt with a specially made wooden paddle", "probability": 0.10912518948316574 }, { "start_logit": 2.7968783378601074, "end_logit": 1.742607831954956, "text": "Alabama, Arkansas, Georgia, Louisiana, Mississippi, Oklahoma, Tennessee and Texas", "probability": 0.07034718245267868 }, { "start_logit": 2.7968783378601074, "end_logit": 1.7369322776794434, "text": "Alabama", "probability": 0.06994906812906265 }, { "start_logit": 2.120114326477051, "end_logit": 2.3031630516052246, "text": "30 US states have banned corporal punishment, the others (mostly in the South", "probability": 0.06262935698032379 }, { "start_logit": 1.9491772651672363, "end_logit": 2.3031630516052246, "text": "South", "probability": 0.05278869345784187 }, { "start_logit": 1.6089649200439453, "end_logit": 2.6432690620422363, "text": "wooden paddle", "probability": 0.05278308317065239 }, { "start_logit": 2.7968783378601074, "end_logit": 1.3793920278549194, "text": "Alabama, Arkansas", "probability": 0.04892200604081154 }, { "start_logit": 2.7968783378601074, "end_logit": 1.3274835348129272, "text": "Alabama, Arkansas, Georgia", "probability": 0.04644731804728508 }, { "start_logit": 2.7968783378601074, "end_logit": 1.3139166831970215, "text": "Alabama, Arkansas, Georgia, Louisiana, Mississippi", "probability": 0.045821428298950195 }, { "start_logit": 2.3352699279785156, "end_logit": 1.761394739151001, "text": "American schools", "probability": 0.04517849162220955 }, { "start_logit": 2.298297643661499, "end_logit": 1.761394739151001, "text": "Texas. Private schools in these and most other states may also use it. Corporal punishment in American schools", "probability": 0.0435386523604393 }, { "start_logit": 2.298297643661499, "end_logit": 1.742607831954956, "text": "Texas", "probability": 0.04272833466529846 }, { "start_logit": 2.2608680725097656, "end_logit": 1.742607831954956, "text": "Arkansas, Georgia, Louisiana, Mississippi, Oklahoma, Tennessee and Texas", "probability": 0.04115859791636467 }, { "start_logit": 2.238861083984375, "end_logit": 1.761394739151001, "text": "Georgia, Louisiana, Mississippi, Oklahoma, Tennessee and Texas. Private schools in these and most other states may also use it. Corporal punishment in American schools", "probability": 0.04102626442909241 }, { "start_logit": 2.2226805686950684, "end_logit": 1.761394739151001, "text": "Mississippi, Oklahoma, Tennessee and Texas. Private schools in these and most other states may also use it. Corporal punishment in American schools", "probability": 0.04036778584122658 }, { "start_logit": 2.238861083984375, "end_logit": 1.742607831954956, "text": "Georgia, Louisiana, Mississippi, Oklahoma, Tennessee and Texas", "probability": 0.04026270657777786 }, { "start_logit": 2.2226805686950684, "end_logit": 1.742607831954956, "text": "Mississippi, Oklahoma, Tennessee and Texas", "probability": 0.039616476744413376 }, { "start_logit": 2.120114326477051, "end_logit": 1.7702380418777466, "text": "30", "probability": 0.036756280809640884 }, { "start_logit": 2.7968783378601074, "end_logit": 1.080417275428772, "text": "Alabama, Arkansas, Georgia, Louisiana, Mississippi, Oklahoma, Tennessee and Texas. Private schools in these and most other states", "probability": 0.036279480904340744 }, { "start_logit": 2.120114326477051, "end_logit": 1.700305461883545, "text": "30 US states have banned corporal punishment", "probability": 0.03427364304661751 } ], "56e759bb00c9c71400d77000": [ { "start_logit": 2.070674180984497, "end_logit": 2.5540146827697754, "text": "Asian, African and Caribbean countries. For details of individual countries see School corporal punishment", "probability": 0.08927343785762787 }, { "start_logit": 1.9657552242279053, "end_logit": 2.5540146827697754, "text": "caning, remains commonplace in schools in some Asian, African and Caribbean countries. For details of individual countries see School corporal punishment", "probability": 0.08038154244422913 }, { "start_logit": 1.8599402904510498, "end_logit": 2.5540146827697754, "text": "African and Caribbean countries. For details of individual countries see School corporal punishment", "probability": 0.07231052219867706 }, { "start_logit": 2.070674180984497, "end_logit": 2.2952489852905273, "text": "Asian, African and Caribbean countries", "probability": 0.06891941279172897 }, { "start_logit": 1.9657552242279053, "end_logit": 2.2952489852905273, "text": "caning, remains commonplace in schools in some Asian, African and Caribbean countries", "probability": 0.062054894864559174 }, { "start_logit": 1.627152442932129, "end_logit": 2.5540146827697754, "text": "Caribbean countries. For details of individual countries see School corporal punishment", "probability": 0.057293206453323364 }, { "start_logit": 1.8599402904510498, "end_logit": 2.2952489852905273, "text": "African and Caribbean countries", "probability": 0.05582403391599655 }, { "start_logit": 2.070674180984497, "end_logit": 2.051616668701172, "text": "Asian, African and Caribbean", "probability": 0.054017361253499985 }, { "start_logit": 1.9657552242279053, "end_logit": 2.051616668701172, "text": "caning, remains commonplace in schools in some Asian, African and Caribbean", "probability": 0.04863712191581726 }, { "start_logit": 1.4372949600219727, "end_logit": 2.5540146827697754, "text": "School corporal punishment", "probability": 0.047385893762111664 }, { "start_logit": 1.627152442932129, "end_logit": 2.2952489852905273, "text": "Caribbean countries", "probability": 0.04423057660460472 }, { "start_logit": 1.8599402904510498, "end_logit": 2.051616668701172, "text": "African and Caribbean", "probability": 0.04375350847840309 }, { "start_logit": 2.070674180984497, "end_logit": 1.8358614444732666, "text": "Asian, African and Caribbean countries. For details of individual countries", "probability": 0.04353436082601547 }, { "start_logit": 1.9657552242279053, "end_logit": 1.8358614444732666, "text": "caning, remains commonplace in schools in some Asian, African and Caribbean countries. For details of individual countries", "probability": 0.03919823095202446 }, { "start_logit": 1.8599402904510498, "end_logit": 1.8358614444732666, "text": "African and Caribbean countries. For details of individual countries", "probability": 0.03526237607002258 }, { "start_logit": 1.627152442932129, "end_logit": 2.051616668701172, "text": "Caribbean", "probability": 0.03466685488820076 }, { "start_logit": 1.3331643342971802, "end_logit": 2.2952489852905273, "text": "Official corporal punishment, often by caning, remains commonplace in schools in some Asian, African and Caribbean countries", "probability": 0.032964397221803665 }, { "start_logit": 1.0656695365905762, "end_logit": 2.5540146827697754, "text": "corporal punishment, often by caning, remains commonplace in schools in some Asian, African and Caribbean countries. For details of individual countries see School corporal punishment", "probability": 0.03267790377140045 }, { "start_logit": 0.9611921906471252, "end_logit": 2.5540146827697754, "text": "corporal punishment", "probability": 0.02943609654903412 }, { "start_logit": 0.9175199866294861, "end_logit": 2.5540146827697754, "text": "schools in some Asian, African and Caribbean countries. For details of individual countries see School corporal punishment", "probability": 0.028178226202726364 } ], "56e759bb00c9c71400d77001": [ { "start_logit": 2.114016056060791, "end_logit": 2.499507188796997, "text": "Asian, African and Caribbean countries. For details of individual countries see School corporal punishment", "probability": 0.09201950579881668 }, { "start_logit": 1.971854567527771, "end_logit": 2.499507188796997, "text": "caning, remains commonplace in schools in some Asian, African and Caribbean countries. For details of individual countries see School corporal punishment", "probability": 0.07982515543699265 }, { "start_logit": 1.9230245351791382, "end_logit": 2.499507188796997, "text": "African and Caribbean countries. For details of individual countries see School corporal punishment", "probability": 0.07602092623710632 }, { "start_logit": 2.114016056060791, "end_logit": 2.1919825077056885, "text": "Asian, African and Caribbean countries", "probability": 0.06765870004892349 }, { "start_logit": 1.680217981338501, "end_logit": 2.499507188796997, "text": "Caribbean countries. For details of individual countries see School corporal punishment", "probability": 0.059632591903209686 }, { "start_logit": 1.971854567527771, "end_logit": 2.1919825077056885, "text": "caning, remains commonplace in schools in some Asian, African and Caribbean countries", "probability": 0.05869262292981148 }, { "start_logit": 1.9230245351791382, "end_logit": 2.1919825077056885, "text": "African and Caribbean countries", "probability": 0.05589551106095314 }, { "start_logit": 2.114016056060791, "end_logit": 1.9760761260986328, "text": "Asian, African and Caribbean", "probability": 0.05452009290456772 }, { "start_logit": 1.971854567527771, "end_logit": 1.9760761260986328, "text": "caning, remains commonplace in schools in some Asian, African and Caribbean", "probability": 0.04729515686631203 }, { "start_logit": 1.4218734502792358, "end_logit": 2.499507188796997, "text": "School corporal punishment", "probability": 0.046055980026721954 }, { "start_logit": 1.9230245351791382, "end_logit": 1.9760761260986328, "text": "African and Caribbean", "probability": 0.04504121094942093 }, { "start_logit": 1.680217981338501, "end_logit": 2.1919825077056885, "text": "Caribbean countries", "probability": 0.04384573921561241 }, { "start_logit": 2.114016056060791, "end_logit": 1.7332267761230469, "text": "Asian, African and Caribbean countries. For details of individual countries", "probability": 0.042764995247125626 }, { "start_logit": 1.971854567527771, "end_logit": 1.7332267761230469, "text": "caning, remains commonplace in schools in some Asian, African and Caribbean countries. For details of individual countries", "probability": 0.037097834050655365 }, { "start_logit": 1.680217981338501, "end_logit": 1.9760761260986328, "text": "Caribbean", "probability": 0.0353313684463501 }, { "start_logit": 1.9230245351791382, "end_logit": 1.7332267761230469, "text": "African and Caribbean countries. For details of individual countries", "probability": 0.03532985970377922 }, { "start_logit": 2.114016056060791, "end_logit": 1.4600471258163452, "text": "Asian", "probability": 0.032542284578084946 }, { "start_logit": 1.0429890155792236, "end_logit": 2.499507188796997, "text": "corporal punishment, often by caning, remains commonplace in schools in some Asian, African and Caribbean countries. For details of individual countries see School corporal punishment", "probability": 0.03153106942772865 }, { "start_logit": 0.9807032942771912, "end_logit": 2.499507188796997, "text": "corporal punishment", "probability": 0.02962704561650753 }, { "start_logit": 1.2761839628219604, "end_logit": 2.1919825077056885, "text": "Official corporal punishment, often by caning, remains commonplace in schools in some Asian, African and Caribbean countries", "probability": 0.029272355139255524 } ], "56e759bb00c9c71400d77002": [ { "start_logit": 2.156106472015381, "end_logit": 2.658129930496216, "text": "Asian, African and Caribbean countries. For details of individual countries see School corporal punishment", "probability": 0.0947422981262207 }, { "start_logit": 2.07180118560791, "end_logit": 2.658129930496216, "text": "caning, remains commonplace in schools in some Asian, African and Caribbean countries. For details of individual countries see School corporal punishment", "probability": 0.0870823934674263 }, { "start_logit": 2.00357985496521, "end_logit": 2.658129930496216, "text": "African and Caribbean countries. For details of individual countries see School corporal punishment", "probability": 0.08133965730667114 }, { "start_logit": 1.7911797761917114, "end_logit": 2.658129930496216, "text": "Caribbean countries. For details of individual countries see School corporal punishment", "probability": 0.06577460467815399 }, { "start_logit": 2.156106472015381, "end_logit": 2.1824240684509277, "text": "Asian, African and Caribbean countries", "probability": 0.05887722969055176 }, { "start_logit": 2.07180118560791, "end_logit": 2.1824240684509277, "text": "caning, remains commonplace in schools in some Asian, African and Caribbean countries", "probability": 0.05411704257130623 }, { "start_logit": 2.00357985496521, "end_logit": 2.1824240684509277, "text": "African and Caribbean countries", "probability": 0.050548214465379715 }, { "start_logit": 2.156106472015381, "end_logit": 2.0056324005126953, "text": "Asian, African and Caribbean", "probability": 0.04933642968535423 }, { "start_logit": 2.07180118560791, "end_logit": 2.0056324005126953, "text": "caning, remains commonplace in schools in some Asian, African and Caribbean", "probability": 0.045347608625888824 }, { "start_logit": 1.3931554555892944, "end_logit": 2.658129930496216, "text": "corporal punishment, often by caning, remains commonplace in schools in some Asian, African and Caribbean countries. For details of individual countries see School corporal punishment", "probability": 0.04417721554636955 }, { "start_logit": 1.366959810256958, "end_logit": 2.658129930496216, "text": "School corporal punishment", "probability": 0.04303499311208725 }, { "start_logit": 2.00357985496521, "end_logit": 2.0056324005126953, "text": "African and Caribbean", "probability": 0.04235711693763733 }, { "start_logit": 1.7911797761917114, "end_logit": 2.1824240684509277, "text": "Caribbean countries", "probability": 0.04087536782026291 }, { "start_logit": 2.156106472015381, "end_logit": 1.7205911874771118, "text": "Asian, African and Caribbean countries. For details of individual countries", "probability": 0.0371001660823822 }, { "start_logit": 1.459160327911377, "end_logit": 2.417454481124878, "text": "Official corporal punishment", "probability": 0.03709709644317627 }, { "start_logit": 1.3931554555892944, "end_logit": 2.417454481124878, "text": "corporal punishment", "probability": 0.034727562218904495 }, { "start_logit": 1.7911797761917114, "end_logit": 2.0056324005126953, "text": "Caribbean", "probability": 0.03425168991088867 }, { "start_logit": 2.07180118560791, "end_logit": 1.7205911874771118, "text": "caning, remains commonplace in schools in some Asian, African and Caribbean countries. For details of individual countries", "probability": 0.03410063683986664 }, { "start_logit": 1.109331488609314, "end_logit": 2.658129930496216, "text": "corporal punishment", "probability": 0.03326098993420601 }, { "start_logit": 2.00357985496521, "end_logit": 1.7205911874771118, "text": "African and Caribbean countries. For details of individual countries", "probability": 0.031851839274168015 } ], "56e75a9037bdd419002c3ec7": [ { "start_logit": 3.2322986125946045, "end_logit": 2.550550699234009, "text": "Saturday detention", "probability": 0.24367713928222656 }, { "start_logit": 3.2322986125946045, "end_logit": 1.9382402896881104, "text": "Saturday detention\" held at some schools", "probability": 0.13209663331508636 }, { "start_logit": 3.2322986125946045, "end_logit": 1.6031450033187866, "text": "Saturday detention\" held at some schools. During detention, students normally have to sit in a classroom and do work, write lines or a punishment essay", "probability": 0.09448474645614624 }, { "start_logit": 3.2322986125946045, "end_logit": 1.4931727647781372, "text": "Saturday detention\" held at some schools. During detention, students normally have to sit in a classroom and do work, write lines", "probability": 0.08464502543210983 }, { "start_logit": 3.2322986125946045, "end_logit": 1.3005503416061401, "text": "Saturday detention\" held at some schools. During detention, students normally have to sit in a classroom", "probability": 0.06981463730335236 }, { "start_logit": 3.2322986125946045, "end_logit": 0.9781772494316101, "text": "Saturday detention\" held at some schools. During detention", "probability": 0.05057567358016968 }, { "start_logit": 1.5009742975234985, "end_logit": 2.550550699234009, "text": "lunch, recess or after school); or even to attend school on a non-school day, e.g. \"Saturday detention", "probability": 0.04314298927783966 }, { "start_logit": 1.5938212871551514, "end_logit": 1.966958999633789, "text": "Singapore and other countries", "probability": 0.02641085349023342 }, { "start_logit": 1.5368554592132568, "end_logit": 2.0169482231140137, "text": "UK, Ireland", "probability": 0.02622723951935768 }, { "start_logit": 1.5368554592132568, "end_logit": 1.966958999633789, "text": "UK, Ireland, Singapore and other countries", "probability": 0.02494838833808899 }, { "start_logit": 1.4211632013320923, "end_logit": 2.0169482231140137, "text": "Ireland", "probability": 0.023361891508102417 }, { "start_logit": 0.848761260509491, "end_logit": 2.550550699234009, "text": "non-school day, e.g. \"Saturday detention", "probability": 0.02247282676398754 }, { "start_logit": 1.4211632013320923, "end_logit": 1.966958999633789, "text": "Ireland, Singapore and other countries", "probability": 0.02222275733947754 }, { "start_logit": 0.8293244242668152, "end_logit": 2.550550699234009, "text": "recess or after school); or even to attend school on a non-school day, e.g. \"Saturday detention", "probability": 0.022040242329239845 }, { "start_logit": 1.2943658828735352, "end_logit": 2.0169482231140137, "text": "United States, the UK, Ireland", "probability": 0.020579777657985687 }, { "start_logit": 1.2943658828735352, "end_logit": 1.966958999633789, "text": "United States, the UK, Ireland, Singapore and other countries", "probability": 0.01957630179822445 }, { "start_logit": 1.5938212871551514, "end_logit": 1.624630331993103, "text": "Singapore", "probability": 0.018754737451672554 }, { "start_logit": 1.5368554592132568, "end_logit": 1.6797316074371338, "text": "UK", "probability": 0.018719801679253578 }, { "start_logit": 0.6559590101242065, "end_logit": 2.550550699234009, "text": "school on a non-school day, e.g. \"Saturday detention", "probability": 0.018532099202275276 }, { "start_logit": 1.5368554592132568, "end_logit": 1.624630331993103, "text": "UK, Ireland, Singapore", "probability": 0.017716217786073685 } ], "56e75a9037bdd419002c3ec8": [ { "start_logit": 3.214179754257202, "end_logit": 2.6052234172821045, "text": "Saturday detention", "probability": 0.24840717017650604 }, { "start_logit": 3.214179754257202, "end_logit": 1.9317030906677246, "text": "Saturday detention\" held at some schools", "probability": 0.1266653686761856 }, { "start_logit": 3.214179754257202, "end_logit": 1.5530004501342773, "text": "Saturday detention\" held at some schools. During detention, students normally have to sit in a classroom and do work, write lines or a punishment essay", "probability": 0.08673404902219772 }, { "start_logit": 3.214179754257202, "end_logit": 1.5404951572418213, "text": "Saturday detention\" held at some schools. During detention, students normally have to sit in a classroom", "probability": 0.08565615117549896 }, { "start_logit": 3.214179754257202, "end_logit": 1.2321316003799438, "text": "Saturday detention\" held at some schools. During detention, students normally have to sit in a classroom and do work, write lines", "probability": 0.06292714178562164 }, { "start_logit": 3.214179754257202, "end_logit": 0.9978979825973511, "text": "Saturday detention\" held at some schools. During detention", "probability": 0.049786485731601715 }, { "start_logit": 1.5265836715698242, "end_logit": 2.6052234172821045, "text": "lunch, recess or after school); or even to attend school on a non-school day, e.g. \"Saturday detention", "probability": 0.04594630002975464 }, { "start_logit": 2.0845837593078613, "end_logit": 2.025745153427124, "text": "Singapore", "probability": 0.044969961047172546 }, { "start_logit": 2.0845837593078613, "end_logit": 1.8366485834121704, "text": "Singapore and other countries", "probability": 0.037221938371658325 }, { "start_logit": 0.9344446659088135, "end_logit": 2.6052234172821045, "text": "non-school day, e.g. \"Saturday detention", "probability": 0.025414863601326942 }, { "start_logit": 0.8277373909950256, "end_logit": 2.6052234172821045, "text": "recess or after school); or even to attend school on a non-school day, e.g. \"Saturday detention", "probability": 0.022842589765787125 }, { "start_logit": 1.3354356288909912, "end_logit": 2.025745153427124, "text": "UK, Ireland, Singapore", "probability": 0.021260414272546768 }, { "start_logit": 1.3053733110427856, "end_logit": 1.9317030906677246, "text": "some schools", "probability": 0.018779059872031212 }, { "start_logit": 0.6287902593612671, "end_logit": 2.6052234172821045, "text": "e.g. \"Saturday detention", "probability": 0.018721630796790123 }, { "start_logit": 1.2056442499160767, "end_logit": 2.025745153427124, "text": "United States, the UK, Ireland, Singapore", "probability": 0.01867257058620453 }, { "start_logit": 0.6125326752662659, "end_logit": 2.6052234172821045, "text": "school on a non-school day, e.g. \"Saturday detention", "probability": 0.018419725820422173 }, { "start_logit": 1.191767692565918, "end_logit": 2.025745153427124, "text": "Ireland, Singapore", "probability": 0.018415246158838272 }, { "start_logit": 1.3354356288909912, "end_logit": 1.8366485834121704, "text": "UK, Ireland, Singapore and other countries", "probability": 0.017597386613488197 }, { "start_logit": 2.0845837593078613, "end_logit": 0.9790527820587158, "text": "Singapore and other countries. It requires the pupil to remain in school", "probability": 0.01578882895410061 }, { "start_logit": 2.0845837593078613, "end_logit": 0.978051483631134, "text": "Singapore and other countries. It requires the pupil to remain in school at a given time in the school day", "probability": 0.015773024410009384 } ], "56e75a9037bdd419002c3ec9": [ { "start_logit": 3.2439000606536865, "end_logit": 2.5023019313812256, "text": "Saturday detention", "probability": 0.22222433984279633 }, { "start_logit": 3.2439000606536865, "end_logit": 1.9374721050262451, "text": "Saturday detention\" held at some schools", "probability": 0.12632495164871216 }, { "start_logit": 3.2439000606536865, "end_logit": 1.7829396724700928, "text": "Saturday detention\" held at some schools. During detention, students normally have to sit in a classroom and do work, write lines or a punishment essay", "probability": 0.10823719948530197 }, { "start_logit": 3.2439000606536865, "end_logit": 1.5722122192382812, "text": "Saturday detention\" held at some schools. During detention, students normally have to sit in a classroom and do work, write lines", "probability": 0.08767159283161163 }, { "start_logit": 3.2439000606536865, "end_logit": 1.346640944480896, "text": "Saturday detention\" held at some schools. During detention, students normally have to sit in a classroom", "probability": 0.06996718049049377 }, { "start_logit": 3.2439000606536865, "end_logit": 0.9920535087585449, "text": "Saturday detention\" held at some schools. During detention", "probability": 0.04907936230301857 }, { "start_logit": 1.5194675922393799, "end_logit": 2.5023019313812256, "text": "lunch, recess or after school); or even to attend school on a non-school day, e.g. \"Saturday detention", "probability": 0.039616864174604416 }, { "start_logit": 1.9438917636871338, "end_logit": 2.0223217010498047, "text": "Singapore", "probability": 0.03747592866420746 }, { "start_logit": 1.9438917636871338, "end_logit": 1.8820606470108032, "text": "Singapore and other countries", "probability": 0.03257150948047638 }, { "start_logit": 1.4640403985977173, "end_logit": 2.059861183166504, "text": "UK, Ireland", "probability": 0.024080127477645874 }, { "start_logit": 1.4640403985977173, "end_logit": 2.0223217010498047, "text": "UK, Ireland, Singapore", "probability": 0.023192929103970528 }, { "start_logit": 0.939587414264679, "end_logit": 2.5023019313812256, "text": "recess or after school); or even to attend school on a non-school day, e.g. \"Saturday detention", "probability": 0.02218407765030861 }, { "start_logit": 1.3671249151229858, "end_logit": 2.059861183166504, "text": "Ireland", "probability": 0.0218559168279171 }, { "start_logit": 0.9183027148246765, "end_logit": 2.5023019313812256, "text": "non-school day, e.g. \"Saturday detention", "probability": 0.02171688713133335 }, { "start_logit": 1.3671249151229858, "end_logit": 2.0223217010498047, "text": "Ireland, Singapore", "probability": 0.02105066552758217 }, { "start_logit": 1.4640403985977173, "end_logit": 1.8820606470108032, "text": "UK, Ireland, Singapore and other countries", "probability": 0.020157700404524803 }, { "start_logit": 1.2221715450286865, "end_logit": 2.059861183166504, "text": "United States, the UK, Ireland", "probability": 0.0189067330211401 }, { "start_logit": 1.3671249151229858, "end_logit": 1.8820606470108032, "text": "Ireland, Singapore and other countries", "probability": 0.018295789137482643 }, { "start_logit": 1.2221715450286865, "end_logit": 2.0223217010498047, "text": "United States, the UK, Ireland, Singapore", "probability": 0.018210142850875854 }, { "start_logit": 0.6839596629142761, "end_logit": 2.5023019313812256, "text": "school on a non-school day, e.g. \"Saturday detention", "probability": 0.01718001998960972 } ], "56e75a9037bdd419002c3eca": [ { "start_logit": 3.2696006298065186, "end_logit": 2.5635671615600586, "text": "Saturday detention", "probability": 0.24522356688976288 }, { "start_logit": 3.2696006298065186, "end_logit": 1.8509979248046875, "text": "Saturday detention\" held at some schools", "probability": 0.12025338411331177 }, { "start_logit": 3.2696006298065186, "end_logit": 1.7092958688735962, "text": "Saturday detention\" held at some schools. During detention, students normally have to sit in a classroom and do work, write lines or a punishment essay", "probability": 0.10436547547578812 }, { "start_logit": 3.2696006298065186, "end_logit": 1.4330105781555176, "text": "Saturday detention\" held at some schools. During detention, students normally have to sit in a classroom", "probability": 0.07917125523090363 }, { "start_logit": 3.2696006298065186, "end_logit": 1.3991633653640747, "text": "Saturday detention\" held at some schools. During detention, students normally have to sit in a classroom and do work, write lines", "probability": 0.0765363946557045 }, { "start_logit": 3.2696006298065186, "end_logit": 1.1124582290649414, "text": "Saturday detention\" held at some schools. During detention", "probability": 0.057458408176898956 }, { "start_logit": 1.4323464632034302, "end_logit": 2.5635671615600586, "text": "lunch, recess or after school); or even to attend school on a non-school day, e.g. \"Saturday detention", "probability": 0.039052847772836685 }, { "start_logit": 2.047477960586548, "end_logit": 1.9115020036697388, "text": "Singapore", "probability": 0.037636805325746536 }, { "start_logit": 2.047477960586548, "end_logit": 1.8049147129058838, "text": "Singapore and other countries", "probability": 0.03383158892393112 }, { "start_logit": 0.9514762163162231, "end_logit": 2.5635671615600586, "text": "recess or after school); or even to attend school on a non-school day, e.g. \"Saturday detention", "probability": 0.024144232273101807 }, { "start_logit": 1.5066969394683838, "end_logit": 1.9115020036697388, "text": "UK, Ireland, Singapore", "probability": 0.021915657445788383 }, { "start_logit": 0.7800602912902832, "end_logit": 2.5635671615600586, "text": "non-school day, e.g. \"Saturday detention", "probability": 0.020340820774435997 }, { "start_logit": 1.5066969394683838, "end_logit": 1.8049147129058838, "text": "UK, Ireland, Singapore and other countries", "probability": 0.019699906930327415 }, { "start_logit": 0.645393431186676, "end_logit": 2.5635671615600586, "text": "school on a non-school day, e.g. \"Saturday detention", "probability": 0.017778020352125168 }, { "start_logit": 1.2642594575881958, "end_logit": 1.9443427324295044, "text": "Currently detention", "probability": 0.017771650105714798 }, { "start_logit": 1.5066969394683838, "end_logit": 1.6890747547149658, "text": "UK, Ireland", "probability": 0.01754508726298809 }, { "start_logit": 1.2642594575881958, "end_logit": 1.9115020036697388, "text": "Currently detention is one of the most common punishments in schools in the United States, the UK, Ireland, Singapore", "probability": 0.017197493463754654 }, { "start_logit": 1.2562204599380493, "end_logit": 1.9115020036697388, "text": "United States, the UK, Ireland, Singapore", "probability": 0.017059799283742905 }, { "start_logit": 1.2530804872512817, "end_logit": 1.9115020036697388, "text": "Ireland, Singapore", "probability": 0.017006315290927887 }, { "start_logit": 2.047477960586548, "end_logit": 1.0568116903305054, "text": "Singapore and other countries. It requires the pupil to remain in school", "probability": 0.016011254861950874 } ], "56e75a9037bdd419002c3ecb": [ { "start_logit": 3.2570364475250244, "end_logit": 2.7451093196868896, "text": "Saturday detention", "probability": 0.2624610662460327 }, { "start_logit": 3.2570364475250244, "end_logit": 1.951970100402832, "text": "Saturday detention\" held at some schools", "probability": 0.11874321103096008 }, { "start_logit": 3.2570364475250244, "end_logit": 1.5832016468048096, "text": "Saturday detention\" held at some schools. During detention, students normally have to sit in a classroom and do work, write lines or a punishment essay", "probability": 0.0821211114525795 }, { "start_logit": 3.2570364475250244, "end_logit": 1.5358452796936035, "text": "Saturday detention\" held at some schools. During detention, students normally have to sit in a classroom", "probability": 0.07832282036542892 }, { "start_logit": 3.2570364475250244, "end_logit": 1.3979138135910034, "text": "Saturday detention\" held at some schools. During detention, students normally have to sit in a classroom and do work, write lines", "probability": 0.06823155283927917 }, { "start_logit": 3.2570364475250244, "end_logit": 1.1961778402328491, "text": "Saturday detention\" held at some schools. During detention", "probability": 0.055766381323337555 }, { "start_logit": 1.4965749979019165, "end_logit": 2.7451093196868896, "text": "lunch, recess or after school); or even to attend school on a non-school day, e.g. \"Saturday detention", "probability": 0.045134250074625015 }, { "start_logit": 1.980763554573059, "end_logit": 1.916824460029602, "text": "Singapore", "probability": 0.031993888318538666 }, { "start_logit": 1.980763554573059, "end_logit": 1.8889654874801636, "text": "Singapore and other countries", "probability": 0.03111487627029419 }, { "start_logit": 0.9632633328437805, "end_logit": 2.7451093196868896, "text": "recess or after school); or even to attend school on a non-school day, e.g. \"Saturday detention", "probability": 0.02647840790450573 }, { "start_logit": 0.8605690002441406, "end_logit": 2.7451093196868896, "text": "non-school day, e.g. \"Saturday detention", "probability": 0.023894187062978745 }, { "start_logit": 1.6373767852783203, "end_logit": 1.916824460029602, "text": "UK, Ireland, Singapore", "probability": 0.022695304825901985 }, { "start_logit": 1.6373767852783203, "end_logit": 1.8889654874801636, "text": "UK, Ireland, Singapore and other countries", "probability": 0.02207176759839058 }, { "start_logit": 1.4049155712127686, "end_logit": 2.077864170074463, "text": "Currently detention", "probability": 0.02113090455532074 }, { "start_logit": 0.6481583714485168, "end_logit": 2.7451093196868896, "text": "e.g. \"Saturday detention", "probability": 0.019321618601679802 }, { "start_logit": 0.6380001306533813, "end_logit": 2.7451093196868896, "text": "school on a non-school day, e.g. \"Saturday detention", "probability": 0.019126340746879578 }, { "start_logit": 1.6373767852783203, "end_logit": 1.7285242080688477, "text": "UK, Ireland", "probability": 0.01880001835525036 }, { "start_logit": 1.4049155712127686, "end_logit": 1.916824460029602, "text": "Currently detention is one of the most common punishments in schools in the United States, the UK, Ireland, Singapore", "probability": 0.01798786036670208 }, { "start_logit": 1.4049155712127686, "end_logit": 1.8889654874801636, "text": "Currently detention is one of the most common punishments in schools in the United States, the UK, Ireland, Singapore and other countries", "probability": 0.017493650317192078 }, { "start_logit": 1.3197877407073975, "end_logit": 1.951970100402832, "text": "some schools", "probability": 0.017110882326960564 } ], "56e75b8237bdd419002c3ed1": [ { "start_logit": 2.6721410751342773, "end_logit": 2.689012289047241, "text": "Positive reinforcement", "probability": 0.12272601574659348 }, { "start_logit": 2.1091699600219727, "end_logit": 2.9695284366607666, "text": "North America and Western Europe", "probability": 0.09252685308456421 }, { "start_logit": 2.1752517223358154, "end_logit": 2.689012289047241, "text": "assertive teacher who is prepared to impose their will upon a class. 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Positive reinforcement", "probability": 0.06989423930644989 }, { "start_logit": 1.797748327255249, "end_logit": 2.9695284366607666, "text": "Western Europe", "probability": 0.06776715070009232 }, { "start_logit": 2.6721410751342773, "end_logit": 2.018550157546997, "text": "Positive reinforcement is balanced with immediate and fair punishment for misbehavior and firm, clear boundaries define what is appropriate and inappropriate behavior", "probability": 0.06277090311050415 }, { "start_logit": 2.6721410751342773, "end_logit": 2.011883497238159, "text": "Positive reinforcement is balanced with immediate and fair punishment", "probability": 0.06235386058688164 }, { "start_logit": 2.1752517223358154, "end_logit": 2.3730602264404297, "text": "assertive teacher who is prepared to impose their will", "probability": 0.05444075167179108 }, { "start_logit": 1.797748327255249, "end_logit": 2.689012289047241, "text": "Western Europe relies upon the idea of an assertive teacher who is prepared to impose their will upon a class. 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