|
{ |
|
"topic_representations": { |
|
"-1": [ |
|
[ |
|
"the", |
|
0.024485044856762388 |
|
], |
|
[ |
|
"of", |
|
0.023018567023985113 |
|
], |
|
[ |
|
"and", |
|
0.020823323848730542 |
|
], |
|
[ |
|
"in", |
|
0.020032891051546143 |
|
], |
|
[ |
|
"to", |
|
0.019021174039948914 |
|
], |
|
[ |
|
"can", |
|
0.01746248988215704 |
|
], |
|
[ |
|
"is", |
|
0.01633925632169426 |
|
], |
|
[ |
|
"for", |
|
0.01420316639592553 |
|
], |
|
[ |
|
"as", |
|
0.013170573727777898 |
|
], |
|
[ |
|
"be", |
|
0.013060464325335598 |
|
] |
|
], |
|
"0": [ |
|
[ |
|
"magnetic", |
|
0.03386233318497164 |
|
], |
|
[ |
|
"material", |
|
0.029862705248556373 |
|
], |
|
[ |
|
"the", |
|
0.02593525224167985 |
|
], |
|
[ |
|
"properties", |
|
0.024577058385402764 |
|
], |
|
[ |
|
"conductivity", |
|
0.024092763390212865 |
|
], |
|
[ |
|
"of", |
|
0.021868727148035116 |
|
], |
|
[ |
|
"and", |
|
0.021841194332136337 |
|
], |
|
[ |
|
"in", |
|
0.021495920902710505 |
|
], |
|
[ |
|
"can", |
|
0.020219322451283675 |
|
], |
|
[ |
|
"electronic", |
|
0.01889286926253709 |
|
] |
|
], |
|
"1": [ |
|
[ |
|
"gravitational", |
|
0.0669893155904626 |
|
], |
|
[ |
|
"waves", |
|
0.06616747580822394 |
|
], |
|
[ |
|
"frequency", |
|
0.029669250347749945 |
|
], |
|
[ |
|
"binary", |
|
0.028720888587506873 |
|
], |
|
[ |
|
"the", |
|
0.028453030636432213 |
|
], |
|
[ |
|
"wave", |
|
0.02836188173313325 |
|
], |
|
[ |
|
"of", |
|
0.027878140848737947 |
|
], |
|
[ |
|
"black", |
|
0.02420623843964733 |
|
], |
|
[ |
|
"amplitude", |
|
0.023913706845175867 |
|
], |
|
[ |
|
"neutron", |
|
0.021329455582025304 |
|
] |
|
], |
|
"2": [ |
|
[ |
|
"quantum", |
|
0.07443108729943881 |
|
], |
|
[ |
|
"qubits", |
|
0.040773485663372445 |
|
], |
|
[ |
|
"qubit", |
|
0.030503685369573007 |
|
], |
|
[ |
|
"computing", |
|
0.02789253387489384 |
|
], |
|
[ |
|
"state", |
|
0.026026544436749035 |
|
], |
|
[ |
|
"to", |
|
0.02405304773943309 |
|
], |
|
[ |
|
"error", |
|
0.022918240149479515 |
|
], |
|
[ |
|
"classical", |
|
0.02038653107851763 |
|
], |
|
[ |
|
"and", |
|
0.019751983568260943 |
|
], |
|
[ |
|
"the", |
|
0.019597271298503482 |
|
] |
|
], |
|
"3": [ |
|
[ |
|
"dark", |
|
0.0677263701899889 |
|
], |
|
[ |
|
"matter", |
|
0.06335310339880777 |
|
], |
|
[ |
|
"universe", |
|
0.03188583101440591 |
|
], |
|
[ |
|
"of", |
|
0.027027563709162997 |
|
], |
|
[ |
|
"galaxies", |
|
0.02673035375427196 |
|
], |
|
[ |
|
"galaxy", |
|
0.02444415152717538 |
|
], |
|
[ |
|
"the", |
|
0.024113070469889357 |
|
], |
|
[ |
|
"and", |
|
0.020929847961136904 |
|
], |
|
[ |
|
"distribution", |
|
0.017477474958474355 |
|
], |
|
[ |
|
"in", |
|
0.017030964766366268 |
|
] |
|
], |
|
"4": [ |
|
[ |
|
"rays", |
|
0.0645612773368131 |
|
], |
|
[ |
|
"cosmic", |
|
0.06288966272721276 |
|
], |
|
[ |
|
"earth", |
|
0.025693816017237046 |
|
], |
|
[ |
|
"and", |
|
0.024484571317412347 |
|
], |
|
[ |
|
"ray", |
|
0.024218281097515962 |
|
], |
|
[ |
|
"particles", |
|
0.02383252595700314 |
|
], |
|
[ |
|
"high", |
|
0.023577236247406146 |
|
], |
|
[ |
|
"energy", |
|
0.02300342298687082 |
|
], |
|
[ |
|
"can", |
|
0.02204442854191551 |
|
], |
|
[ |
|
"radiation", |
|
0.021004453461637932 |
|
] |
|
], |
|
"5": [ |
|
[ |
|
"field", |
|
0.062015484345373614 |
|
], |
|
[ |
|
"magnetic", |
|
0.06193028475032856 |
|
], |
|
[ |
|
"current", |
|
0.05734165354577258 |
|
], |
|
[ |
|
"\u03bc\u2080", |
|
0.05641110148774627 |
|
], |
|
[ |
|
"4\u03c0", |
|
0.05184242525913083 |
|
], |
|
[ |
|
"loop", |
|
0.04831712168615017 |
|
], |
|
[ |
|
"10", |
|
0.04709349172763517 |
|
], |
|
[ |
|
"center", |
|
0.0432304938394049 |
|
], |
|
[ |
|
"cm", |
|
0.042323612973286344 |
|
], |
|
[ |
|
"point", |
|
0.04021027293853333 |
|
] |
|
], |
|
"6": [ |
|
[ |
|
"higgs", |
|
0.059673484990503185 |
|
], |
|
[ |
|
"boson", |
|
0.050318579188167234 |
|
], |
|
[ |
|
"decay", |
|
0.03797345267624116 |
|
], |
|
[ |
|
"the", |
|
0.028295389374279358 |
|
], |
|
[ |
|
"standard", |
|
0.02752755367288597 |
|
], |
|
[ |
|
"particles", |
|
0.026408649378231643 |
|
], |
|
[ |
|
"top", |
|
0.0263167995959467 |
|
], |
|
[ |
|
"bosons", |
|
0.026214389043915997 |
|
], |
|
[ |
|
"model", |
|
0.02404207521383293 |
|
], |
|
[ |
|
"of", |
|
0.023552590383536683 |
|
] |
|
], |
|
"7": [ |
|
[ |
|
"critical", |
|
0.057473737987706004 |
|
], |
|
[ |
|
"superconducting", |
|
0.05515573083846805 |
|
], |
|
[ |
|
"temperature", |
|
0.04179872810685387 |
|
], |
|
[ |
|
"magnetic", |
|
0.03740521296689424 |
|
], |
|
[ |
|
"superconductors", |
|
0.036258067141257344 |
|
], |
|
[ |
|
"superconductor", |
|
0.032831575929925506 |
|
], |
|
[ |
|
"material", |
|
0.025633158428877853 |
|
], |
|
[ |
|
"field", |
|
0.025221073855710867 |
|
], |
|
[ |
|
"tc", |
|
0.024478599101531606 |
|
], |
|
[ |
|
"superconductivity", |
|
0.024373664360565678 |
|
] |
|
], |
|
"8": [ |
|
[ |
|
"flow", |
|
0.05049213257471802 |
|
], |
|
[ |
|
"fluid", |
|
0.037055226716162744 |
|
], |
|
[ |
|
"water", |
|
0.035770817181668906 |
|
], |
|
[ |
|
"pressure", |
|
0.032362221328448765 |
|
], |
|
[ |
|
"the", |
|
0.031011617656820617 |
|
], |
|
[ |
|
"pipe", |
|
0.028174338833891033 |
|
], |
|
[ |
|
"is", |
|
0.02713003670780755 |
|
], |
|
[ |
|
"m\u00b3", |
|
0.025234213441555322 |
|
], |
|
[ |
|
"we", |
|
0.02367250252508387 |
|
], |
|
[ |
|
"of", |
|
0.022159501156257262 |
|
] |
|
], |
|
"9": [ |
|
[ |
|
"black", |
|
0.06199213063655647 |
|
], |
|
[ |
|
"hole", |
|
0.057232965461377086 |
|
], |
|
[ |
|
"the", |
|
0.029211964121024666 |
|
], |
|
[ |
|
"gravitational", |
|
0.02754986496563549 |
|
], |
|
[ |
|
"of", |
|
0.025728600981777188 |
|
], |
|
[ |
|
"accretion", |
|
0.02473433108993631 |
|
], |
|
[ |
|
"mass", |
|
0.024541898218069506 |
|
], |
|
[ |
|
"horizon", |
|
0.021288397257942376 |
|
], |
|
[ |
|
"and", |
|
0.02055916158122928 |
|
], |
|
[ |
|
"event", |
|
0.020555609965318914 |
|
] |
|
], |
|
"10": [ |
|
[ |
|
"fusion", |
|
0.05199668468841992 |
|
], |
|
[ |
|
"plasma", |
|
0.04026345170177272 |
|
], |
|
[ |
|
"nuclear", |
|
0.038038841255426094 |
|
], |
|
[ |
|
"reactor", |
|
0.030809564666138187 |
|
], |
|
[ |
|
"and", |
|
0.02764233405126387 |
|
], |
|
[ |
|
"energy", |
|
0.026443519714959715 |
|
], |
|
[ |
|
"confinement", |
|
0.02614858397169348 |
|
], |
|
[ |
|
"to", |
|
0.023530409579603326 |
|
], |
|
[ |
|
"efficiency", |
|
0.021415725627270937 |
|
], |
|
[ |
|
"fuel", |
|
0.02021485806775909 |
|
] |
|
], |
|
"11": [ |
|
[ |
|
"relativistic", |
|
0.05920917598374149 |
|
], |
|
[ |
|
"sqrt", |
|
0.04573492192676298 |
|
], |
|
[ |
|
"10", |
|
0.04395413706379124 |
|
], |
|
[ |
|
"particle", |
|
0.041875968575234665 |
|
], |
|
[ |
|
"is", |
|
0.0378996844795754 |
|
], |
|
[ |
|
"speed", |
|
0.03628714598501168 |
|
], |
|
[ |
|
"the", |
|
0.03270179239500361 |
|
], |
|
[ |
|
"rest", |
|
0.03262761458606124 |
|
], |
|
[ |
|
"energy", |
|
0.030496961186689184 |
|
], |
|
[ |
|
"velocity", |
|
0.030328525471273297 |
|
] |
|
], |
|
"12": [ |
|
[ |
|
"theory", |
|
0.04283073245441627 |
|
], |
|
[ |
|
"black", |
|
0.03409584064117662 |
|
], |
|
[ |
|
"string", |
|
0.030660748134503625 |
|
], |
|
[ |
|
"information", |
|
0.028564205678739244 |
|
], |
|
[ |
|
"hole", |
|
0.028187568992821706 |
|
], |
|
[ |
|
"the", |
|
0.02492486825560777 |
|
], |
|
[ |
|
"of", |
|
0.024836646783556255 |
|
], |
|
[ |
|
"cft", |
|
0.024047718542873988 |
|
], |
|
[ |
|
"quantum", |
|
0.02350358804977997 |
|
], |
|
[ |
|
"gravity", |
|
0.022166214612813803 |
|
] |
|
], |
|
"13": [ |
|
[ |
|
"gas", |
|
0.07786376010602736 |
|
], |
|
[ |
|
"atm", |
|
0.07187729435936599 |
|
], |
|
[ |
|
"pressure", |
|
0.06829556729422552 |
|
], |
|
[ |
|
"mol", |
|
0.05797179341077372 |
|
], |
|
[ |
|
"volume", |
|
0.04886356461219941 |
|
], |
|
[ |
|
"we", |
|
0.044434498988621556 |
|
], |
|
[ |
|
"p2", |
|
0.03760645269595532 |
|
], |
|
[ |
|
"ideal", |
|
0.03757988448108218 |
|
], |
|
[ |
|
"temperature", |
|
0.03532727351885268 |
|
], |
|
[ |
|
"is", |
|
0.033085174281564794 |
|
] |
|
], |
|
"14": [ |
|
[ |
|
"chaotic", |
|
0.05128104377949479 |
|
], |
|
[ |
|
"behavior", |
|
0.04308015886681583 |
|
], |
|
[ |
|
"system", |
|
0.04197497112847998 |
|
], |
|
[ |
|
"initial", |
|
0.03645787235792995 |
|
], |
|
[ |
|
"chaos", |
|
0.035177259664745116 |
|
], |
|
[ |
|
"conditions", |
|
0.034577731765408674 |
|
], |
|
[ |
|
"attractor", |
|
0.02863811147740836 |
|
], |
|
[ |
|
"the", |
|
0.025077153819776314 |
|
], |
|
[ |
|
"weather", |
|
0.025042187965221528 |
|
], |
|
[ |
|
"systems", |
|
0.024919979512641004 |
|
] |
|
], |
|
"15": [ |
|
[ |
|
"image", |
|
0.10642956422655711 |
|
], |
|
[ |
|
"lens", |
|
0.09296429882022658 |
|
], |
|
[ |
|
"cm", |
|
0.08482124645530006 |
|
], |
|
[ |
|
"focal", |
|
0.07006311875234437 |
|
], |
|
[ |
|
"mirror", |
|
0.06893666112906556 |
|
], |
|
[ |
|
"object", |
|
0.06038801973631616 |
|
], |
|
[ |
|
"magnification", |
|
0.058354030864795674 |
|
], |
|
[ |
|
"distance", |
|
0.04995888404079648 |
|
], |
|
[ |
|
"20", |
|
0.04990091277423967 |
|
], |
|
[ |
|
"length", |
|
0.044280766527407416 |
|
] |
|
], |
|
"16": [ |
|
[ |
|
"mechanical", |
|
0.060980124744414596 |
|
], |
|
[ |
|
"cell", |
|
0.057844139775866915 |
|
], |
|
[ |
|
"membrane", |
|
0.041044058402179714 |
|
], |
|
[ |
|
"forces", |
|
0.033661620918603814 |
|
], |
|
[ |
|
"cells", |
|
0.028142113321683412 |
|
], |
|
[ |
|
"lipid", |
|
0.027355267699824135 |
|
], |
|
[ |
|
"stress", |
|
0.02660352089860564 |
|
], |
|
[ |
|
"and", |
|
0.02609596384622303 |
|
], |
|
[ |
|
"bilayer", |
|
0.025062072664940427 |
|
], |
|
[ |
|
"the", |
|
0.024308766631052737 |
|
] |
|
], |
|
"17": [ |
|
[ |
|
"constant", |
|
0.03472579334858703 |
|
], |
|
[ |
|
"renormalization", |
|
0.033135062311008684 |
|
], |
|
[ |
|
"coupling", |
|
0.0329474241092204 |
|
], |
|
[ |
|
"the", |
|
0.030730393961447874 |
|
], |
|
[ |
|
"electron", |
|
0.028444426309203956 |
|
], |
|
[ |
|
"\u03b1s", |
|
0.025928487556090712 |
|
], |
|
[ |
|
"is", |
|
0.023151917224001888 |
|
], |
|
[ |
|
"theory", |
|
0.021376795271070323 |
|
], |
|
[ |
|
"scattering", |
|
0.02051676466613513 |
|
], |
|
[ |
|
"feynman", |
|
0.020455137424696606 |
|
] |
|
], |
|
"18": [ |
|
[ |
|
"protein", |
|
0.10566356107097545 |
|
], |
|
[ |
|
"mol", |
|
0.04633248372298125 |
|
], |
|
[ |
|
"kj", |
|
0.045998550965741326 |
|
], |
|
[ |
|
"\u03b4g", |
|
0.04408979747244777 |
|
], |
|
[ |
|
"aggregation", |
|
0.04311231997655452 |
|
], |
|
[ |
|
"change", |
|
0.03898690321807055 |
|
], |
|
[ |
|
"reaction", |
|
0.03353384482633492 |
|
], |
|
[ |
|
"\u03b4h", |
|
0.031285481985048706 |
|
], |
|
[ |
|
"enthalpy", |
|
0.029834670168093227 |
|
], |
|
[ |
|
"free", |
|
0.029760007452809874 |
|
] |
|
], |
|
"19": [ |
|
[ |
|
"ev", |
|
0.066466533133929 |
|
], |
|
[ |
|
"energy", |
|
0.06558321102147045 |
|
], |
|
[ |
|
"atom", |
|
0.05462475364808396 |
|
], |
|
[ |
|
"electron", |
|
0.04341700433679933 |
|
], |
|
[ |
|
"state", |
|
0.04153584215515791 |
|
], |
|
[ |
|
"ground", |
|
0.03584203354524104 |
|
], |
|
[ |
|
"13", |
|
0.034841561362135606 |
|
], |
|
[ |
|
"the", |
|
0.03271653136228124 |
|
], |
|
[ |
|
"hydrogen", |
|
0.031984910241091284 |
|
], |
|
[ |
|
"is", |
|
0.03181386528890997 |
|
] |
|
], |
|
"20": [ |
|
[ |
|
"heat", |
|
0.12589968247188324 |
|
], |
|
[ |
|
"capacity", |
|
0.05758712517009974 |
|
], |
|
[ |
|
"water", |
|
0.05586592352364684 |
|
], |
|
[ |
|
"temperature", |
|
0.037664563676626565 |
|
], |
|
[ |
|
"we", |
|
0.03745658285713599 |
|
], |
|
[ |
|
"specific", |
|
0.037172499200545855 |
|
], |
|
[ |
|
"is", |
|
0.036914610230961 |
|
], |
|
[ |
|
"thermal", |
|
0.03596280699871119 |
|
], |
|
[ |
|
"conductivity", |
|
0.03447933702456509 |
|
], |
|
[ |
|
"\u03b4t", |
|
0.03432394198381719 |
|
] |
|
], |
|
"21": [ |
|
[ |
|
"star", |
|
0.06926071284229905 |
|
], |
|
[ |
|
"core", |
|
0.03694995554244566 |
|
], |
|
[ |
|
"mass", |
|
0.03409180668485731 |
|
], |
|
[ |
|
"stars", |
|
0.033967054732115136 |
|
], |
|
[ |
|
"collapse", |
|
0.027815849355274064 |
|
], |
|
[ |
|
"formation", |
|
0.027666181626424848 |
|
], |
|
[ |
|
"the", |
|
0.024933360110772497 |
|
], |
|
[ |
|
"and", |
|
0.02405387981310136 |
|
], |
|
[ |
|
"of", |
|
0.02345595060622053 |
|
], |
|
[ |
|
"elements", |
|
0.02342061528968724 |
|
] |
|
], |
|
"22": [ |
|
[ |
|
"time", |
|
0.07193375800649267 |
|
], |
|
[ |
|
"spaceship", |
|
0.06839640814278199 |
|
], |
|
[ |
|
"dilation", |
|
0.061237805358886094 |
|
], |
|
[ |
|
"earth", |
|
0.052466303453918214 |
|
], |
|
[ |
|
"\u03b4t", |
|
0.049152635636269426 |
|
], |
|
[ |
|
"10", |
|
0.04453315850126338 |
|
], |
|
[ |
|
"sqrt", |
|
0.039535584226317984 |
|
], |
|
[ |
|
"is", |
|
0.035485168614580065 |
|
], |
|
[ |
|
"observer", |
|
0.03504896577946701 |
|
], |
|
[ |
|
"clock", |
|
0.03389330815140263 |
|
] |
|
], |
|
"23": [ |
|
[ |
|
"holes", |
|
0.08594415262852625 |
|
], |
|
[ |
|
"black", |
|
0.08246288260212244 |
|
], |
|
[ |
|
"matter", |
|
0.04698534078957398 |
|
], |
|
[ |
|
"primordial", |
|
0.04230588311032002 |
|
], |
|
[ |
|
"dark", |
|
0.04177055745464723 |
|
], |
|
[ |
|
"pbhs", |
|
0.03145099519131675 |
|
], |
|
[ |
|
"gravitational", |
|
0.0308998531063474 |
|
], |
|
[ |
|
"of", |
|
0.028631006969103766 |
|
], |
|
[ |
|
"universe", |
|
0.02776953913051715 |
|
], |
|
[ |
|
"could", |
|
0.024090101483369902 |
|
] |
|
], |
|
"24": [ |
|
[ |
|
"universe", |
|
0.077179208432632 |
|
], |
|
[ |
|
"cmb", |
|
0.05034306496064895 |
|
], |
|
[ |
|
"inflation", |
|
0.04909538894877641 |
|
], |
|
[ |
|
"bang", |
|
0.041660988129710405 |
|
], |
|
[ |
|
"big", |
|
0.041190357927046145 |
|
], |
|
[ |
|
"fluctuations", |
|
0.04023575749519274 |
|
], |
|
[ |
|
"the", |
|
0.03347879098459012 |
|
], |
|
[ |
|
"radiation", |
|
0.030029338101573655 |
|
], |
|
[ |
|
"early", |
|
0.029992732067586472 |
|
], |
|
[ |
|
"scale", |
|
0.027673198333917282 |
|
] |
|
], |
|
"25": [ |
|
[ |
|
"slit", |
|
0.07882795776365688 |
|
], |
|
[ |
|
"slits", |
|
0.06663549506871673 |
|
], |
|
[ |
|
"screen", |
|
0.0658839881431478 |
|
], |
|
[ |
|
"distance", |
|
0.06441263502710846 |
|
], |
|
[ |
|
"bright", |
|
0.05641529306556633 |
|
], |
|
[ |
|
"10", |
|
0.0529140286116441 |
|
], |
|
[ |
|
"between", |
|
0.051504221770968736 |
|
], |
|
[ |
|
"fringe", |
|
0.04825656761202561 |
|
], |
|
[ |
|
"first", |
|
0.047972942277291396 |
|
], |
|
[ |
|
"wavelength", |
|
0.046691000388523994 |
|
] |
|
], |
|
"26": [ |
|
[ |
|
"magnetic", |
|
0.05485853301031804 |
|
], |
|
[ |
|
"nmr", |
|
0.04361866194083184 |
|
], |
|
[ |
|
"10", |
|
0.03636419762778549 |
|
], |
|
[ |
|
"resonance", |
|
0.03599743149399202 |
|
], |
|
[ |
|
"field", |
|
0.035339122963060556 |
|
], |
|
[ |
|
"spin", |
|
0.03491929879690737 |
|
], |
|
[ |
|
"hydrogen", |
|
0.03316733663340993 |
|
], |
|
[ |
|
"\u03b4e", |
|
0.03148140497325241 |
|
], |
|
[ |
|
"the", |
|
0.03062767160756256 |
|
], |
|
[ |
|
"esr", |
|
0.030473370318094082 |
|
] |
|
], |
|
"27": [ |
|
[ |
|
"angle", |
|
0.13775510485931525 |
|
], |
|
[ |
|
"sin", |
|
0.10966117667709446 |
|
], |
|
[ |
|
"\u03b82", |
|
0.08293329159229565 |
|
], |
|
[ |
|
"refractive", |
|
0.08252360033781911 |
|
], |
|
[ |
|
"index", |
|
0.07867291787950523 |
|
], |
|
[ |
|
"incidence", |
|
0.07752131206041747 |
|
], |
|
[ |
|
"refraction", |
|
0.07574659748796254 |
|
], |
|
[ |
|
"n2", |
|
0.07156160954767266 |
|
], |
|
[ |
|
"n1", |
|
0.06798293156889901 |
|
], |
|
[ |
|
"\u03b81", |
|
0.06553003468492088 |
|
] |
|
], |
|
"28": [ |
|
[ |
|
"traffic", |
|
0.07005819435478729 |
|
], |
|
[ |
|
"chaotic", |
|
0.047673343769664776 |
|
], |
|
[ |
|
"network", |
|
0.04654667068006098 |
|
], |
|
[ |
|
"behavior", |
|
0.03662938912677874 |
|
], |
|
[ |
|
"chaos", |
|
0.03441725366829763 |
|
], |
|
[ |
|
"brain", |
|
0.03236529848918452 |
|
], |
|
[ |
|
"grid", |
|
0.03159202436347411 |
|
], |
|
[ |
|
"can", |
|
0.030188667603927292 |
|
], |
|
[ |
|
"and", |
|
0.028486003558870477 |
|
], |
|
[ |
|
"neural", |
|
0.027807205087022908 |
|
] |
|
], |
|
"29": [ |
|
[ |
|
"plasma", |
|
0.048273798351761356 |
|
], |
|
[ |
|
"magnetic", |
|
0.03592220850368362 |
|
], |
|
[ |
|
"solar", |
|
0.0354913622170504 |
|
], |
|
[ |
|
"and", |
|
0.03465120441980505 |
|
], |
|
[ |
|
"fields", |
|
0.03439645706124587 |
|
], |
|
[ |
|
"weather", |
|
0.03355227563864668 |
|
], |
|
[ |
|
"space", |
|
0.03079827499660524 |
|
], |
|
[ |
|
"can", |
|
0.026944554483522093 |
|
], |
|
[ |
|
"earth", |
|
0.024540876355287903 |
|
], |
|
[ |
|
"formation", |
|
0.024406271816892065 |
|
] |
|
], |
|
"30": [ |
|
[ |
|
"supersymmetric", |
|
0.07542339949226462 |
|
], |
|
[ |
|
"supersymmetry", |
|
0.0682659917705933 |
|
], |
|
[ |
|
"particles", |
|
0.046715923731661634 |
|
], |
|
[ |
|
"susy", |
|
0.032326118291333035 |
|
], |
|
[ |
|
"particle", |
|
0.02873136423762309 |
|
], |
|
[ |
|
"matter", |
|
0.026856145931018406 |
|
], |
|
[ |
|
"for", |
|
0.025389019060678114 |
|
], |
|
[ |
|
"dark", |
|
0.02520902308460715 |
|
], |
|
[ |
|
"superpartners", |
|
0.025204677119523983 |
|
], |
|
[ |
|
"standard", |
|
0.02406376445476302 |
|
] |
|
], |
|
"31": [ |
|
[ |
|
"section", |
|
0.05556421721620951 |
|
], |
|
[ |
|
"cross", |
|
0.05365174590263748 |
|
], |
|
[ |
|
"neutron", |
|
0.04772071678504551 |
|
], |
|
[ |
|
"diffraction", |
|
0.04564335667651821 |
|
], |
|
[ |
|
"data", |
|
0.044006429959498126 |
|
], |
|
[ |
|
"crystal", |
|
0.04163130404189105 |
|
], |
|
[ |
|
"nuclear", |
|
0.038626056351784094 |
|
], |
|
[ |
|
"reaction", |
|
0.034595354615867845 |
|
], |
|
[ |
|
"the", |
|
0.028573174337457524 |
|
], |
|
[ |
|
"235", |
|
0.02807693677214087 |
|
] |
|
], |
|
"32": [ |
|
[ |
|
"qgp", |
|
0.06905481165657035 |
|
], |
|
[ |
|
"strings", |
|
0.041470451928663284 |
|
], |
|
[ |
|
"heavy", |
|
0.04042857348691072 |
|
], |
|
[ |
|
"collisions", |
|
0.03659326127880823 |
|
], |
|
[ |
|
"quarks", |
|
0.03556029710147997 |
|
], |
|
[ |
|
"gluons", |
|
0.03157734084947117 |
|
], |
|
[ |
|
"gluon", |
|
0.030270611090640415 |
|
], |
|
[ |
|
"ion", |
|
0.029968444728161375 |
|
], |
|
[ |
|
"phase", |
|
0.029155063356797906 |
|
], |
|
[ |
|
"and", |
|
0.0279495129486567 |
|
] |
|
] |
|
}, |
|
"topics": [ |
|
7, |
|
2, |
|
3, |
|
-1, |
|
11, |
|
9, |
|
11, |
|
5, |
|
9, |
|
0, |
|
7, |
|
21, |
|
-1, |
|
-1, |
|
1, |
|
19, |
|
12, |
|
0, |
|
32, |
|
18, |
|
1, |
|
8, |
|
23, |
|
7, |
|
-1, |
|
9, |
|
16, |
|
12, |
|
2, |
|
15, |
|
3, |
|
18, |
|
-1, |
|
1, |
|
7, |
|
-1, |
|
1, |
|
3, |
|
28, |
|
19, |
|
-1, |
|
2, |
|
3, |
|
-1, |
|
6, |
|
1, |
|
12, |
|
-1, |
|
9, |
|
1, |
|
6, |
|
-1, |
|
7, |
|
17, |
|
-1, |
|
12, |
|
16, |
|
-1, |
|
23, |
|
4, |
|
1, |
|
14, |
|
18, |
|
2, |
|
1, |
|
2, |
|
17, |
|
8, |
|
-1, |
|
6, |
|
9, |
|
19, |
|
-1, |
|
-1, |
|
13, |
|
10, |
|
30, |
|
0, |
|
3, |
|
4, |
|
-1, |
|
1, |
|
2, |
|
-1, |
|
9, |
|
-1, |
|
1, |
|
-1, |
|
5, |
|
7, |
|
-1, |
|
19, |
|
-1, |
|
8, |
|
-1, |
|
30, |
|
2, |
|
23, |
|
26, |
|
-1, |
|
0, |
|
24, |
|
-1, |
|
32, |
|
24, |
|
18, |
|
17, |
|
18, |
|
12, |
|
-1, |
|
3, |
|
0, |
|
29, |
|
14, |
|
8, |
|
4, |
|
7, |
|
6, |
|
14, |
|
-1, |
|
2, |
|
1, |
|
-1, |
|
4, |
|
3, |
|
3, |
|
8, |
|
5, |
|
6, |
|
17, |
|
19, |
|
15, |
|
10, |
|
-1, |
|
25, |
|
12, |
|
-1, |
|
24, |
|
25, |
|
32, |
|
8, |
|
-1, |
|
1, |
|
-1, |
|
8, |
|
19, |
|
2, |
|
-1, |
|
2, |
|
4, |
|
0, |
|
8, |
|
10, |
|
-1, |
|
31, |
|
4, |
|
16, |
|
6, |
|
29, |
|
8, |
|
20, |
|
7, |
|
14, |
|
32, |
|
5, |
|
18, |
|
28, |
|
6, |
|
2, |
|
4, |
|
-1, |
|
-1, |
|
-1, |
|
6, |
|
13, |
|
4, |
|
1, |
|
-1, |
|
-1, |
|
8, |
|
6, |
|
7, |
|
-1, |
|
24, |
|
-1, |
|
17, |
|
-1, |
|
3, |
|
25, |
|
4, |
|
9, |
|
4, |
|
15, |
|
30, |
|
3, |
|
13, |
|
9, |
|
-1, |
|
8, |
|
-1, |
|
16, |
|
8, |
|
3, |
|
-1, |
|
1, |
|
12, |
|
0, |
|
12, |
|
-1, |
|
11, |
|
2, |
|
15, |
|
10, |
|
5, |
|
4, |
|
3, |
|
-1, |
|
2, |
|
-1, |
|
15, |
|
13, |
|
21, |
|
23, |
|
0, |
|
14, |
|
-1, |
|
2, |
|
12, |
|
3, |
|
-1, |
|
1, |
|
7, |
|
0, |
|
16, |
|
20, |
|
17, |
|
6, |
|
3, |
|
4, |
|
-1, |
|
3, |
|
-1, |
|
-1, |
|
17, |
|
19, |
|
30, |
|
2, |
|
8, |
|
2, |
|
13, |
|
-1, |
|
21, |
|
4, |
|
16, |
|
-1, |
|
9, |
|
-1, |
|
7, |
|
-1, |
|
28, |
|
0, |
|
4, |
|
20, |
|
5, |
|
4, |
|
20, |
|
5, |
|
9, |
|
1, |
|
11, |
|
5, |
|
3, |
|
19, |
|
12, |
|
-1, |
|
0, |
|
4, |
|
10, |
|
10, |
|
5, |
|
4, |
|
2, |
|
28, |
|
17, |
|
6, |
|
13, |
|
18, |
|
2, |
|
8, |
|
-1, |
|
-1, |
|
-1, |
|
29, |
|
22, |
|
3, |
|
-1, |
|
-1, |
|
2, |
|
-1, |
|
23, |
|
-1, |
|
26, |
|
-1, |
|
0, |
|
9, |
|
7, |
|
8, |
|
5, |
|
8, |
|
19, |
|
7, |
|
14, |
|
6, |
|
26, |
|
5, |
|
23, |
|
20, |
|
3, |
|
23, |
|
3, |
|
-1, |
|
23, |
|
8, |
|
0, |
|
3, |
|
18, |
|
5, |
|
7, |
|
20, |
|
9, |
|
15, |
|
20, |
|
-1, |
|
16, |
|
6, |
|
7, |
|
29, |
|
-1, |
|
22, |
|
0, |
|
-1, |
|
-1, |
|
0, |
|
11, |
|
11, |
|
24, |
|
12, |
|
20, |
|
10, |
|
1, |
|
5, |
|
1, |
|
1, |
|
-1, |
|
-1, |
|
16, |
|
2, |
|
1, |
|
20, |
|
7, |
|
9, |
|
4, |
|
20, |
|
8, |
|
-1, |
|
1, |
|
8, |
|
-1, |
|
-1, |
|
4, |
|
-1, |
|
-1, |
|
23, |
|
-1, |
|
-1, |
|
9, |
|
-1, |
|
-1, |
|
3, |
|
21, |
|
17, |
|
0, |
|
19, |
|
11, |
|
2, |
|
4, |
|
-1, |
|
3, |
|
-1, |
|
0, |
|
2, |
|
3, |
|
6, |
|
-1, |
|
3, |
|
7, |
|
31, |
|
7, |
|
-1, |
|
1, |
|
-1, |
|
12, |
|
4, |
|
3, |
|
4, |
|
18, |
|
19, |
|
-1, |
|
24, |
|
4, |
|
2, |
|
3, |
|
12, |
|
15, |
|
25, |
|
3, |
|
18, |
|
25, |
|
-1, |
|
0, |
|
8, |
|
13, |
|
-1, |
|
-1, |
|
12, |
|
5, |
|
-1, |
|
6, |
|
11, |
|
4, |
|
10, |
|
-1, |
|
12, |
|
-1, |
|
5, |
|
14, |
|
-1, |
|
3, |
|
12, |
|
1, |
|
15, |
|
16, |
|
6, |
|
-1, |
|
14, |
|
2, |
|
0, |
|
-1, |
|
2, |
|
20, |
|
3, |
|
11, |
|
12, |
|
6, |
|
6, |
|
16, |
|
5, |
|
15, |
|
9, |
|
6, |
|
9, |
|
21, |
|
7, |
|
10, |
|
12, |
|
4, |
|
15, |
|
19, |
|
1, |
|
3, |
|
13, |
|
22, |
|
8, |
|
0, |
|
23, |
|
14, |
|
2, |
|
-1, |
|
2, |
|
1, |
|
11, |
|
6, |
|
-1, |
|
-1, |
|
15, |
|
8, |
|
-1, |
|
7, |
|
13, |
|
6, |
|
20, |
|
-1, |
|
7, |
|
16, |
|
-1, |
|
32, |
|
5, |
|
13, |
|
0, |
|
-1, |
|
-1, |
|
21, |
|
18, |
|
15, |
|
-1, |
|
14, |
|
-1, |
|
1, |
|
-1, |
|
3, |
|
17, |
|
11, |
|
6, |
|
0, |
|
22, |
|
0, |
|
0, |
|
8, |
|
2, |
|
30, |
|
-1, |
|
17, |
|
3, |
|
20, |
|
5, |
|
6, |
|
0, |
|
26, |
|
-1, |
|
-1, |
|
28, |
|
3, |
|
-1, |
|
28, |
|
-1, |
|
0, |
|
11, |
|
5, |
|
12, |
|
1, |
|
0, |
|
-1, |
|
9, |
|
3, |
|
-1, |
|
2, |
|
5, |
|
18, |
|
7, |
|
26, |
|
0, |
|
-1, |
|
5, |
|
0, |
|
12, |
|
2, |
|
4, |
|
8, |
|
-1, |
|
4, |
|
31, |
|
26, |
|
3, |
|
-1, |
|
20, |
|
-1, |
|
8, |
|
8, |
|
-1, |
|
10, |
|
19, |
|
20, |
|
-1, |
|
3, |
|
4, |
|
17, |
|
8, |
|
16, |
|
1, |
|
6, |
|
5, |
|
2, |
|
2, |
|
1, |
|
32, |
|
17, |
|
8, |
|
-1, |
|
14, |
|
1, |
|
18, |
|
-1, |
|
7, |
|
-1, |
|
3, |
|
5, |
|
6, |
|
-1, |
|
5, |
|
12, |
|
-1, |
|
-1, |
|
11, |
|
1, |
|
7, |
|
10, |
|
20, |
|
0, |
|
11, |
|
-1, |
|
14, |
|
1, |
|
6, |
|
25, |
|
-1, |
|
7, |
|
3, |
|
4, |
|
7, |
|
1, |
|
19, |
|
5, |
|
-1, |
|
-1, |
|
20, |
|
19, |
|
11, |
|
-1, |
|
7, |
|
2, |
|
4, |
|
23, |
|
4, |
|
-1, |
|
18, |
|
6, |
|
17, |
|
-1, |
|
3, |
|
3, |
|
5, |
|
19, |
|
6, |
|
0, |
|
2, |
|
13, |
|
7, |
|
20, |
|
21, |
|
3, |
|
8, |
|
-1, |
|
4, |
|
3, |
|
8, |
|
-1, |
|
-1, |
|
16, |
|
6, |
|
28, |
|
3, |
|
-1, |
|
23, |
|
8, |
|
3, |
|
3, |
|
0, |
|
0, |
|
4, |
|
18, |
|
0, |
|
13, |
|
-1, |
|
-1, |
|
16, |
|
13, |
|
15, |
|
11, |
|
7, |
|
8, |
|
27, |
|
16, |
|
14, |
|
11, |
|
-1, |
|
14, |
|
-1, |
|
10, |
|
-1, |
|
0, |
|
15, |
|
21, |
|
1, |
|
1, |
|
18, |
|
16, |
|
9, |
|
2, |
|
3, |
|
1, |
|
4, |
|
18, |
|
2, |
|
-1, |
|
1, |
|
2, |
|
9, |
|
12, |
|
0, |
|
-1, |
|
9, |
|
4, |
|
12, |
|
4, |
|
10, |
|
17, |
|
13, |
|
3, |
|
0, |
|
12, |
|
27, |
|
-1, |
|
-1, |
|
13, |
|
1, |
|
11, |
|
6, |
|
10, |
|
0, |
|
2, |
|
0, |
|
-1, |
|
-1, |
|
8, |
|
-1, |
|
0, |
|
-1, |
|
-1, |
|
3, |
|
21, |
|
27, |
|
1, |
|
-1, |
|
7, |
|
1, |
|
8, |
|
-1, |
|
-1, |
|
8, |
|
0, |
|
8, |
|
32, |
|
-1, |
|
7, |
|
12, |
|
9, |
|
-1, |
|
20, |
|
0, |
|
8, |
|
13, |
|
9, |
|
3, |
|
-1, |
|
-1, |
|
21, |
|
12, |
|
3, |
|
11, |
|
-1, |
|
28, |
|
-1, |
|
-1, |
|
3, |
|
1, |
|
-1, |
|
22, |
|
1, |
|
2, |
|
21, |
|
-1, |
|
-1, |
|
12, |
|
5, |
|
0, |
|
6, |
|
20, |
|
15, |
|
9, |
|
0, |
|
12, |
|
0, |
|
15, |
|
25, |
|
0, |
|
7, |
|
17, |
|
9, |
|
-1, |
|
5, |
|
2, |
|
0, |
|
15, |
|
24, |
|
18, |
|
5, |
|
10, |
|
16, |
|
21, |
|
17, |
|
1, |
|
-1, |
|
7, |
|
18, |
|
25, |
|
11, |
|
5, |
|
15, |
|
23, |
|
-1, |
|
2, |
|
-1, |
|
14, |
|
15, |
|
10, |
|
5, |
|
30, |
|
31, |
|
32, |
|
7, |
|
-1, |
|
-1, |
|
9, |
|
2, |
|
14, |
|
2, |
|
13, |
|
12, |
|
9, |
|
21, |
|
23, |
|
14, |
|
-1, |
|
15, |
|
-1, |
|
5, |
|
0, |
|
12, |
|
8, |
|
0, |
|
8, |
|
20, |
|
28, |
|
2, |
|
25, |
|
28, |
|
14, |
|
19, |
|
-1, |
|
-1, |
|
2, |
|
30, |
|
12, |
|
3, |
|
-1, |
|
7, |
|
-1, |
|
9, |
|
-1, |
|
9, |
|
6, |
|
-1, |
|
9, |
|
-1, |
|
2, |
|
-1, |
|
0, |
|
1, |
|
5, |
|
0, |
|
11, |
|
1, |
|
-1, |
|
23, |
|
0, |
|
14, |
|
0, |
|
20, |
|
6, |
|
1, |
|
0, |
|
3, |
|
17, |
|
-1, |
|
14, |
|
-1, |
|
-1, |
|
7, |
|
8, |
|
3, |
|
13, |
|
5, |
|
-1, |
|
7, |
|
26, |
|
-1, |
|
20, |
|
1, |
|
12, |
|
27, |
|
19, |
|
-1, |
|
-1, |
|
32, |
|
-1, |
|
20, |
|
8, |
|
15, |
|
1, |
|
9, |
|
7, |
|
30, |
|
3, |
|
11, |
|
-1, |
|
3, |
|
0, |
|
22, |
|
17, |
|
7, |
|
7, |
|
20, |
|
22, |
|
7, |
|
7, |
|
22, |
|
4, |
|
11, |
|
8, |
|
7, |
|
3, |
|
-1, |
|
9, |
|
-1, |
|
10, |
|
6, |
|
-1, |
|
32, |
|
22, |
|
7, |
|
6, |
|
15, |
|
2, |
|
32, |
|
13, |
|
20, |
|
1, |
|
18, |
|
24, |
|
0, |
|
2, |
|
0, |
|
-1, |
|
6, |
|
5, |
|
-1, |
|
12, |
|
3, |
|
-1, |
|
3, |
|
12, |
|
7, |
|
22, |
|
10, |
|
1, |
|
24, |
|
4, |
|
-1, |
|
24, |
|
0, |
|
-1, |
|
1, |
|
2, |
|
1, |
|
1, |
|
16, |
|
12, |
|
26, |
|
16, |
|
2, |
|
10, |
|
7, |
|
4, |
|
4, |
|
0, |
|
0, |
|
10, |
|
5, |
|
5, |
|
-1, |
|
27, |
|
-1, |
|
-1, |
|
29, |
|
31, |
|
15, |
|
-1, |
|
9, |
|
5, |
|
5, |
|
0, |
|
4, |
|
19, |
|
15, |
|
8, |
|
3, |
|
16, |
|
5, |
|
2, |
|
2, |
|
4, |
|
1, |
|
11, |
|
-1, |
|
4, |
|
1, |
|
17, |
|
9, |
|
-1, |
|
16, |
|
-1, |
|
10, |
|
21, |
|
12, |
|
1, |
|
16, |
|
13, |
|
5, |
|
1, |
|
0, |
|
4, |
|
-1, |
|
5, |
|
-1, |
|
3, |
|
21, |
|
12, |
|
3, |
|
-1, |
|
17, |
|
-1, |
|
11, |
|
2, |
|
30, |
|
-1, |
|
31, |
|
23, |
|
13, |
|
10, |
|
0, |
|
0, |
|
11, |
|
0, |
|
1, |
|
3, |
|
17, |
|
25, |
|
6, |
|
1, |
|
14, |
|
24, |
|
1, |
|
5, |
|
4, |
|
15, |
|
6, |
|
-1, |
|
0, |
|
-1, |
|
6, |
|
-1, |
|
-1, |
|
-1, |
|
-1, |
|
2, |
|
20, |
|
8, |
|
11, |
|
-1, |
|
3, |
|
1, |
|
17, |
|
9, |
|
16, |
|
12, |
|
14, |
|
5, |
|
10, |
|
4, |
|
12, |
|
4, |
|
0, |
|
-1, |
|
5, |
|
31, |
|
2, |
|
14, |
|
3, |
|
3, |
|
16, |
|
-1, |
|
19, |
|
6, |
|
4, |
|
26, |
|
-1, |
|
1, |
|
-1, |
|
10, |
|
6, |
|
15, |
|
7, |
|
29, |
|
2, |
|
-1, |
|
5, |
|
8, |
|
21, |
|
-1, |
|
-1, |
|
0, |
|
9, |
|
7, |
|
6, |
|
6, |
|
6, |
|
10, |
|
19, |
|
2, |
|
6, |
|
5, |
|
5, |
|
27, |
|
12, |
|
11, |
|
3, |
|
-1, |
|
7, |
|
10, |
|
0, |
|
18, |
|
0, |
|
0, |
|
7, |
|
0, |
|
-1, |
|
1, |
|
3, |
|
-1, |
|
1, |
|
17, |
|
26, |
|
9, |
|
1, |
|
11, |
|
17, |
|
8, |
|
23, |
|
18, |
|
-1, |
|
23, |
|
30, |
|
-1, |
|
21, |
|
0, |
|
22, |
|
9, |
|
9, |
|
3, |
|
0, |
|
3, |
|
25, |
|
-1, |
|
2, |
|
32, |
|
9, |
|
-1, |
|
23, |
|
-1, |
|
1, |
|
13, |
|
16, |
|
0, |
|
3, |
|
7, |
|
-1, |
|
8, |
|
23, |
|
-1, |
|
4, |
|
2, |
|
-1, |
|
-1, |
|
15, |
|
0, |
|
-1, |
|
3, |
|
21, |
|
0, |
|
4, |
|
17, |
|
9, |
|
24, |
|
-1, |
|
12, |
|
20, |
|
16, |
|
10, |
|
12, |
|
-1, |
|
9, |
|
29, |
|
16, |
|
5, |
|
9, |
|
5, |
|
3, |
|
6, |
|
6, |
|
23, |
|
5, |
|
11, |
|
11, |
|
6, |
|
1, |
|
5, |
|
7, |
|
7, |
|
24, |
|
19, |
|
10, |
|
8, |
|
6, |
|
2, |
|
-1, |
|
1, |
|
16, |
|
16, |
|
16, |
|
10, |
|
-1, |
|
3, |
|
9, |
|
-1, |
|
-1, |
|
-1, |
|
10, |
|
5, |
|
7, |
|
16, |
|
3, |
|
6, |
|
3, |
|
7, |
|
6, |
|
8, |
|
3, |
|
-1, |
|
-1, |
|
22, |
|
9, |
|
-1, |
|
11, |
|
4, |
|
0, |
|
27, |
|
19, |
|
3, |
|
20, |
|
6, |
|
14, |
|
12, |
|
15, |
|
16, |
|
7, |
|
10, |
|
3, |
|
-1, |
|
-1, |
|
0, |
|
-1, |
|
-1, |
|
25, |
|
8, |
|
0, |
|
9, |
|
-1, |
|
27, |
|
3, |
|
4, |
|
5, |
|
-1, |
|
2, |
|
0, |
|
8, |
|
18, |
|
5, |
|
-1, |
|
0, |
|
0, |
|
26, |
|
9, |
|
20, |
|
16, |
|
12, |
|
0, |
|
-1, |
|
-1, |
|
9, |
|
3, |
|
6, |
|
11, |
|
5, |
|
18, |
|
1, |
|
-1, |
|
0, |
|
8, |
|
6, |
|
5, |
|
11, |
|
18, |
|
5, |
|
29, |
|
-1, |
|
19, |
|
1, |
|
-1, |
|
10, |
|
13, |
|
-1, |
|
17, |
|
5, |
|
12, |
|
4, |
|
27, |
|
-1, |
|
25, |
|
-1, |
|
19, |
|
26, |
|
-1, |
|
1, |
|
8, |
|
8, |
|
-1, |
|
0, |
|
1, |
|
0, |
|
2, |
|
1, |
|
21, |
|
-1, |
|
7, |
|
23, |
|
2, |
|
-1, |
|
5, |
|
17, |
|
1, |
|
6, |
|
22, |
|
23, |
|
12, |
|
6, |
|
-1, |
|
5, |
|
23, |
|
26, |
|
16, |
|
8, |
|
5, |
|
6, |
|
-1, |
|
5, |
|
-1, |
|
2, |
|
0, |
|
27, |
|
12, |
|
-1, |
|
25, |
|
-1, |
|
14, |
|
7, |
|
11, |
|
6, |
|
4, |
|
5, |
|
21, |
|
11, |
|
8, |
|
-1, |
|
2, |
|
6, |
|
-1, |
|
-1, |
|
6, |
|
1, |
|
24, |
|
15, |
|
11, |
|
0, |
|
-1, |
|
19, |
|
2, |
|
18, |
|
4, |
|
16, |
|
-1, |
|
-1, |
|
3, |
|
-1, |
|
30, |
|
8, |
|
21, |
|
-1, |
|
20, |
|
-1, |
|
25, |
|
0, |
|
5, |
|
19, |
|
5, |
|
0, |
|
15, |
|
11, |
|
23, |
|
27, |
|
-1, |
|
14, |
|
1, |
|
30, |
|
2, |
|
-1, |
|
4, |
|
3, |
|
-1, |
|
1, |
|
-1, |
|
21, |
|
4, |
|
-1, |
|
2, |
|
13, |
|
1, |
|
9, |
|
20, |
|
10, |
|
12, |
|
12, |
|
4, |
|
2, |
|
-1, |
|
0, |
|
15, |
|
-1, |
|
-1, |
|
23, |
|
0, |
|
-1, |
|
14, |
|
0, |
|
10, |
|
-1, |
|
-1, |
|
2, |
|
2, |
|
-1, |
|
1, |
|
11, |
|
6, |
|
7, |
|
23, |
|
28, |
|
3, |
|
1, |
|
7, |
|
4, |
|
22, |
|
27, |
|
9, |
|
13, |
|
9, |
|
9, |
|
3, |
|
21, |
|
16, |
|
9, |
|
-1, |
|
0, |
|
0, |
|
4, |
|
11, |
|
3, |
|
6, |
|
4, |
|
28, |
|
3, |
|
-1, |
|
3, |
|
-1, |
|
-1, |
|
4, |
|
2, |
|
6, |
|
8, |
|
-1, |
|
8, |
|
0, |
|
-1, |
|
-1, |
|
5, |
|
10, |
|
19, |
|
15, |
|
9, |
|
10, |
|
18, |
|
6, |
|
8, |
|
13, |
|
25, |
|
6, |
|
32, |
|
0, |
|
7, |
|
19, |
|
-1, |
|
4, |
|
3, |
|
1, |
|
6, |
|
7, |
|
1, |
|
-1, |
|
-1, |
|
31, |
|
25, |
|
2, |
|
12, |
|
-1, |
|
10, |
|
26, |
|
-1, |
|
-1, |
|
27, |
|
6, |
|
17, |
|
-1, |
|
18, |
|
4, |
|
6, |
|
31, |
|
17, |
|
0, |
|
-1, |
|
0, |
|
0, |
|
17, |
|
16, |
|
0, |
|
-1, |
|
-1, |
|
8, |
|
-1, |
|
3, |
|
20, |
|
-1, |
|
10, |
|
17, |
|
2, |
|
25, |
|
4, |
|
-1, |
|
-1, |
|
5, |
|
7, |
|
5, |
|
23, |
|
26, |
|
12, |
|
0, |
|
29, |
|
23, |
|
18, |
|
-1, |
|
-1, |
|
-1, |
|
8, |
|
8, |
|
15, |
|
17, |
|
15, |
|
15, |
|
1, |
|
3, |
|
-1, |
|
-1, |
|
7, |
|
-1, |
|
28, |
|
12, |
|
4, |
|
-1, |
|
3, |
|
1, |
|
27, |
|
13, |
|
1, |
|
3, |
|
18, |
|
-1, |
|
-1, |
|
-1, |
|
7, |
|
6, |
|
25, |
|
19, |
|
29, |
|
2, |
|
25, |
|
14, |
|
6, |
|
0, |
|
23, |
|
10, |
|
-1, |
|
14, |
|
11, |
|
3, |
|
11, |
|
17, |
|
-1, |
|
0, |
|
1, |
|
21, |
|
23, |
|
21, |
|
12, |
|
2, |
|
9, |
|
23, |
|
-1, |
|
-1, |
|
1, |
|
5, |
|
8, |
|
-1, |
|
1, |
|
27, |
|
5, |
|
24, |
|
-1, |
|
2, |
|
-1, |
|
2, |
|
12, |
|
-1, |
|
-1, |
|
25, |
|
-1, |
|
18, |
|
1, |
|
-1, |
|
2, |
|
5, |
|
5, |
|
-1, |
|
3, |
|
11, |
|
0, |
|
16, |
|
-1, |
|
-1, |
|
12, |
|
-1, |
|
7, |
|
1, |
|
6, |
|
3, |
|
-1, |
|
4, |
|
15, |
|
-1, |
|
7, |
|
12, |
|
12, |
|
5, |
|
1, |
|
4, |
|
-1, |
|
22, |
|
15, |
|
20, |
|
1, |
|
-1, |
|
-1, |
|
13, |
|
10, |
|
5, |
|
23, |
|
1, |
|
4, |
|
8, |
|
13, |
|
21, |
|
25, |
|
0, |
|
-1, |
|
25, |
|
-1, |
|
18, |
|
0, |
|
4, |
|
-1, |
|
21, |
|
26, |
|
-1, |
|
11, |
|
17, |
|
4, |
|
-1, |
|
-1, |
|
9, |
|
8, |
|
20, |
|
6, |
|
-1, |
|
0, |
|
0, |
|
1, |
|
31, |
|
4, |
|
-1, |
|
4, |
|
28, |
|
7, |
|
4, |
|
13, |
|
7, |
|
17, |
|
2, |
|
2, |
|
19, |
|
-1, |
|
15, |
|
0, |
|
10, |
|
-1, |
|
3, |
|
5, |
|
0, |
|
-1, |
|
-1, |
|
-1, |
|
11, |
|
2, |
|
1, |
|
11, |
|
22, |
|
4, |
|
-1, |
|
7, |
|
-1, |
|
2, |
|
-1, |
|
4, |
|
-1, |
|
8, |
|
-1, |
|
9, |
|
25, |
|
4, |
|
7, |
|
6, |
|
1, |
|
1, |
|
11, |
|
1, |
|
21, |
|
10, |
|
22, |
|
12, |
|
13, |
|
13, |
|
20, |
|
16, |
|
23, |
|
8, |
|
3, |
|
1, |
|
9, |
|
8, |
|
9, |
|
3, |
|
8, |
|
28, |
|
-1, |
|
2, |
|
-1, |
|
4, |
|
5, |
|
1, |
|
-1, |
|
-1, |
|
9, |
|
2, |
|
17, |
|
-1, |
|
-1, |
|
-1, |
|
-1, |
|
2, |
|
15, |
|
10, |
|
2, |
|
8, |
|
-1, |
|
4, |
|
1, |
|
26, |
|
24, |
|
25, |
|
17, |
|
23, |
|
-1, |
|
1, |
|
15, |
|
0, |
|
7, |
|
-1, |
|
13, |
|
-1, |
|
3, |
|
10, |
|
-1, |
|
-1, |
|
0, |
|
12, |
|
1, |
|
-1, |
|
6, |
|
2, |
|
9, |
|
3, |
|
6, |
|
6, |
|
-1, |
|
9, |
|
-1, |
|
-1, |
|
13, |
|
29, |
|
-1, |
|
15, |
|
14, |
|
5, |
|
6, |
|
14, |
|
3, |
|
-1, |
|
12, |
|
14, |
|
-1, |
|
25, |
|
-1, |
|
-1, |
|
-1, |
|
-1, |
|
0, |
|
-1, |
|
4, |
|
4, |
|
-1, |
|
18, |
|
2, |
|
18, |
|
8, |
|
30, |
|
0, |
|
8, |
|
27, |
|
0, |
|
31, |
|
10, |
|
5, |
|
20, |
|
-1, |
|
24, |
|
30, |
|
6, |
|
6, |
|
-1, |
|
15, |
|
-1, |
|
17, |
|
-1, |
|
3, |
|
16, |
|
4, |
|
-1, |
|
7, |
|
3, |
|
25, |
|
-1, |
|
13, |
|
10, |
|
-1, |
|
12, |
|
10, |
|
13, |
|
-1, |
|
-1, |
|
30, |
|
1, |
|
2, |
|
5, |
|
25, |
|
13, |
|
21, |
|
3, |
|
3, |
|
28, |
|
-1, |
|
5, |
|
0, |
|
-1, |
|
1, |
|
7, |
|
29, |
|
1, |
|
20, |
|
-1, |
|
-1, |
|
-1, |
|
15, |
|
5, |
|
-1, |
|
2, |
|
2, |
|
23, |
|
16, |
|
-1, |
|
9, |
|
9, |
|
0, |
|
5, |
|
7, |
|
4, |
|
-1, |
|
9, |
|
6, |
|
6, |
|
7, |
|
20, |
|
-1, |
|
2, |
|
17, |
|
19, |
|
21, |
|
8, |
|
-1, |
|
3, |
|
-1, |
|
9, |
|
3, |
|
16, |
|
-1, |
|
21, |
|
-1, |
|
-1, |
|
26, |
|
31, |
|
6, |
|
-1, |
|
2, |
|
3, |
|
13, |
|
8, |
|
3, |
|
7, |
|
8, |
|
-1, |
|
0, |
|
-1, |
|
16, |
|
2, |
|
-1, |
|
-1, |
|
2, |
|
-1, |
|
0, |
|
17, |
|
27, |
|
15, |
|
9, |
|
27, |
|
-1, |
|
-1, |
|
3, |
|
20, |
|
-1, |
|
4, |
|
8, |
|
10, |
|
1, |
|
9, |
|
5, |
|
0, |
|
-1, |
|
8, |
|
1, |
|
8, |
|
23, |
|
-1, |
|
9, |
|
9, |
|
-1, |
|
4, |
|
1, |
|
10, |
|
0, |
|
5, |
|
-1, |
|
4, |
|
7, |
|
17, |
|
1, |
|
11, |
|
2, |
|
19, |
|
12, |
|
7, |
|
7, |
|
-1, |
|
-1, |
|
22, |
|
8, |
|
10, |
|
-1, |
|
2, |
|
7, |
|
0, |
|
-1, |
|
0, |
|
1, |
|
7, |
|
12, |
|
3, |
|
24, |
|
17, |
|
1, |
|
2, |
|
10, |
|
12, |
|
-1, |
|
31, |
|
22, |
|
15, |
|
32, |
|
11, |
|
2, |
|
-1, |
|
6, |
|
-1, |
|
7, |
|
22, |
|
16, |
|
3, |
|
-1, |
|
19, |
|
15, |
|
6, |
|
1, |
|
2, |
|
13, |
|
9, |
|
-1, |
|
26, |
|
-1, |
|
1, |
|
4, |
|
0, |
|
4, |
|
5, |
|
7, |
|
6, |
|
7, |
|
2, |
|
16, |
|
31, |
|
1, |
|
0, |
|
3, |
|
0, |
|
18, |
|
11, |
|
4, |
|
1, |
|
10, |
|
26, |
|
-1, |
|
-1, |
|
12, |
|
7, |
|
21, |
|
14, |
|
10, |
|
27, |
|
13, |
|
6, |
|
11, |
|
-1, |
|
14, |
|
10, |
|
1, |
|
-1, |
|
-1, |
|
4, |
|
15, |
|
17, |
|
1, |
|
0, |
|
32, |
|
14, |
|
9, |
|
30, |
|
-1, |
|
6, |
|
24, |
|
11, |
|
1, |
|
22, |
|
0, |
|
27, |
|
0, |
|
18, |
|
9, |
|
-1, |
|
11, |
|
2, |
|
14, |
|
1, |
|
10, |
|
9, |
|
11, |
|
10, |
|
0, |
|
-1, |
|
-1, |
|
29, |
|
8, |
|
0, |
|
-1, |
|
8, |
|
8, |
|
-1, |
|
32, |
|
-1, |
|
0, |
|
20, |
|
-1, |
|
0, |
|
27, |
|
7, |
|
15, |
|
31, |
|
27, |
|
18, |
|
9, |
|
5, |
|
25, |
|
17, |
|
-1, |
|
12, |
|
-1, |
|
23, |
|
6, |
|
11, |
|
7, |
|
0, |
|
0, |
|
0, |
|
2, |
|
3, |
|
10, |
|
7, |
|
9, |
|
-1, |
|
11, |
|
10, |
|
0, |
|
19, |
|
6, |
|
0, |
|
4, |
|
0, |
|
-1, |
|
2, |
|
6, |
|
29, |
|
6, |
|
11, |
|
11, |
|
2, |
|
-1, |
|
7, |
|
12, |
|
-1, |
|
7, |
|
-1, |
|
2, |
|
-1, |
|
4, |
|
17, |
|
10, |
|
-1, |
|
18, |
|
10, |
|
10, |
|
0, |
|
7, |
|
-1, |
|
25, |
|
15, |
|
-1, |
|
7, |
|
8, |
|
4, |
|
16, |
|
3, |
|
1, |
|
1, |
|
2, |
|
3, |
|
17, |
|
4, |
|
23, |
|
27, |
|
-1, |
|
6, |
|
8, |
|
1, |
|
18, |
|
5, |
|
8, |
|
-1, |
|
30, |
|
2, |
|
-1, |
|
30, |
|
-1, |
|
4, |
|
0, |
|
32, |
|
1, |
|
-1, |
|
-1, |
|
-1, |
|
2, |
|
1, |
|
-1, |
|
-1, |
|
-1, |
|
3, |
|
6, |
|
1, |
|
-1, |
|
1, |
|
25, |
|
0, |
|
19, |
|
1, |
|
14, |
|
4, |
|
27, |
|
-1, |
|
16, |
|
0, |
|
4, |
|
0, |
|
-1, |
|
16, |
|
7, |
|
1, |
|
9, |
|
4, |
|
4, |
|
20, |
|
6, |
|
9, |
|
20, |
|
3, |
|
21, |
|
-1, |
|
14, |
|
2, |
|
8, |
|
23, |
|
4, |
|
10, |
|
-1, |
|
4, |
|
8, |
|
10, |
|
-1, |
|
0, |
|
15, |
|
5, |
|
-1, |
|
-1, |
|
5, |
|
25, |
|
16, |
|
24, |
|
16, |
|
-1, |
|
10, |
|
4, |
|
12, |
|
19, |
|
-1, |
|
13, |
|
-1, |
|
-1, |
|
10, |
|
9, |
|
-1, |
|
-1, |
|
7, |
|
17, |
|
2, |
|
6, |
|
2, |
|
0, |
|
5, |
|
-1, |
|
6, |
|
3, |
|
8, |
|
-1, |
|
17, |
|
1, |
|
18, |
|
27, |
|
0, |
|
8, |
|
12, |
|
4, |
|
2, |
|
0, |
|
-1, |
|
9, |
|
19, |
|
-1, |
|
4, |
|
8, |
|
-1, |
|
-1, |
|
1, |
|
24, |
|
26, |
|
24, |
|
3, |
|
6, |
|
5, |
|
9, |
|
7, |
|
-1, |
|
9, |
|
5, |
|
-1, |
|
5, |
|
23, |
|
5, |
|
7, |
|
7, |
|
3, |
|
-1, |
|
23, |
|
2, |
|
-1, |
|
31, |
|
0, |
|
5, |
|
8, |
|
17, |
|
22, |
|
3, |
|
1, |
|
20, |
|
-1, |
|
5, |
|
6, |
|
6, |
|
3, |
|
10, |
|
25, |
|
-1, |
|
22, |
|
16, |
|
0, |
|
7, |
|
9, |
|
11, |
|
7, |
|
-1, |
|
9, |
|
-1, |
|
10, |
|
2, |
|
-1, |
|
-1, |
|
9, |
|
1, |
|
-1, |
|
9, |
|
8, |
|
10, |
|
3, |
|
1, |
|
13, |
|
13, |
|
1, |
|
2, |
|
4, |
|
8, |
|
4, |
|
15, |
|
12, |
|
-1, |
|
5, |
|
1, |
|
20, |
|
-1, |
|
5, |
|
10, |
|
5, |
|
30, |
|
-1, |
|
22, |
|
-1, |
|
-1, |
|
12, |
|
30, |
|
7, |
|
1, |
|
2, |
|
1, |
|
-1, |
|
6, |
|
0, |
|
31, |
|
5, |
|
18, |
|
-1, |
|
12, |
|
-1, |
|
20, |
|
13, |
|
21, |
|
2, |
|
-1, |
|
1, |
|
5, |
|
23, |
|
23, |
|
-1, |
|
9, |
|
-1, |
|
3, |
|
7, |
|
-1, |
|
1, |
|
31, |
|
14, |
|
12, |
|
3, |
|
0, |
|
-1, |
|
-1, |
|
9, |
|
-1, |
|
20, |
|
25, |
|
6, |
|
19, |
|
5, |
|
2, |
|
4, |
|
11, |
|
3, |
|
0, |
|
19, |
|
20, |
|
15, |
|
2, |
|
26, |
|
-1, |
|
0, |
|
26, |
|
-1, |
|
10, |
|
-1, |
|
27, |
|
-1, |
|
21, |
|
1, |
|
-1, |
|
24, |
|
7, |
|
-1, |
|
2, |
|
-1, |
|
-1, |
|
-1, |
|
-1, |
|
3, |
|
15, |
|
1, |
|
12, |
|
29, |
|
-1, |
|
27, |
|
27, |
|
-1, |
|
1, |
|
0, |
|
0, |
|
3, |
|
18, |
|
-1, |
|
4, |
|
10, |
|
26, |
|
17, |
|
15, |
|
6, |
|
16, |
|
6, |
|
14, |
|
23, |
|
9, |
|
8, |
|
1, |
|
3, |
|
13, |
|
-1, |
|
16, |
|
4, |
|
1, |
|
2, |
|
-1, |
|
3, |
|
0, |
|
6, |
|
7, |
|
1, |
|
23, |
|
1, |
|
11, |
|
27, |
|
31, |
|
28, |
|
14, |
|
3, |
|
-1, |
|
23, |
|
14, |
|
4, |
|
28, |
|
12, |
|
19, |
|
2, |
|
-1, |
|
10, |
|
-1, |
|
-1, |
|
24, |
|
25, |
|
10, |
|
15, |
|
1, |
|
-1, |
|
-1, |
|
3, |
|
24, |
|
-1, |
|
13, |
|
1, |
|
3, |
|
13, |
|
10, |
|
6, |
|
10, |
|
19, |
|
13, |
|
8, |
|
2, |
|
13, |
|
16, |
|
0, |
|
9, |
|
0, |
|
5, |
|
28, |
|
6, |
|
1, |
|
23, |
|
15, |
|
-1, |
|
-1, |
|
28, |
|
-1, |
|
-1, |
|
13, |
|
4, |
|
14, |
|
-1, |
|
5, |
|
4, |
|
8, |
|
3, |
|
0, |
|
10, |
|
6, |
|
-1, |
|
-1, |
|
5, |
|
11, |
|
12, |
|
13, |
|
7, |
|
4, |
|
1, |
|
9, |
|
0, |
|
0, |
|
7, |
|
2, |
|
-1, |
|
-1, |
|
9, |
|
8, |
|
26, |
|
16, |
|
2, |
|
-1, |
|
19, |
|
1, |
|
28, |
|
22, |
|
11, |
|
2, |
|
-1, |
|
3, |
|
10, |
|
0, |
|
10, |
|
3, |
|
11, |
|
2, |
|
2, |
|
10, |
|
9, |
|
8, |
|
-1, |
|
-1, |
|
-1, |
|
4, |
|
-1, |
|
28, |
|
26, |
|
4, |
|
8, |
|
0, |
|
22, |
|
17, |
|
0, |
|
0, |
|
5, |
|
-1, |
|
5, |
|
1, |
|
7, |
|
0, |
|
1, |
|
2, |
|
16, |
|
27, |
|
10, |
|
7, |
|
-1, |
|
10, |
|
-1, |
|
12, |
|
8, |
|
-1, |
|
5, |
|
20, |
|
11, |
|
0, |
|
4, |
|
5, |
|
1, |
|
17, |
|
1, |
|
10, |
|
10, |
|
21, |
|
19, |
|
7, |
|
1, |
|
16, |
|
4, |
|
19, |
|
5, |
|
-1, |
|
12, |
|
12, |
|
10, |
|
15, |
|
-1, |
|
2, |
|
1, |
|
-1, |
|
2, |
|
3, |
|
5, |
|
29, |
|
11, |
|
18, |
|
-1, |
|
-1, |
|
9, |
|
5, |
|
11, |
|
5, |
|
19, |
|
7, |
|
6, |
|
-1, |
|
2, |
|
-1, |
|
10, |
|
4, |
|
-1, |
|
6, |
|
13, |
|
17, |
|
1, |
|
0, |
|
2, |
|
5, |
|
9, |
|
19, |
|
12, |
|
-1, |
|
5, |
|
-1, |
|
17, |
|
19, |
|
1, |
|
2, |
|
5, |
|
-1, |
|
16, |
|
-1, |
|
1, |
|
6, |
|
4, |
|
-1, |
|
-1, |
|
9, |
|
18, |
|
1, |
|
24, |
|
28, |
|
27, |
|
8, |
|
1, |
|
-1, |
|
1, |
|
-1, |
|
2, |
|
-1, |
|
5, |
|
6, |
|
1, |
|
6, |
|
-1, |
|
-1, |
|
4, |
|
27, |
|
31, |
|
-1, |
|
24, |
|
1, |
|
26, |
|
15, |
|
8, |
|
-1, |
|
-1, |
|
29, |
|
2, |
|
16, |
|
19, |
|
16, |
|
0, |
|
9, |
|
5, |
|
10, |
|
-1, |
|
0, |
|
-1, |
|
5, |
|
-1, |
|
-1, |
|
31, |
|
2, |
|
10, |
|
10, |
|
17, |
|
-1, |
|
4, |
|
7, |
|
2, |
|
10, |
|
13, |
|
20, |
|
16, |
|
25, |
|
-1, |
|
20, |
|
6, |
|
5, |
|
4, |
|
6, |
|
-1, |
|
10, |
|
7, |
|
12, |
|
-1, |
|
2, |
|
-1, |
|
2, |
|
1, |
|
-1, |
|
1, |
|
3, |
|
-1, |
|
10, |
|
-1, |
|
3, |
|
28, |
|
14, |
|
1, |
|
21, |
|
8, |
|
17, |
|
7, |
|
14, |
|
26, |
|
27, |
|
27, |
|
-1, |
|
23, |
|
-1, |
|
-1, |
|
6, |
|
-1, |
|
6, |
|
20, |
|
5, |
|
5, |
|
11, |
|
26, |
|
19, |
|
8, |
|
32, |
|
15, |
|
16, |
|
12, |
|
18, |
|
-1, |
|
22, |
|
2, |
|
23, |
|
-1, |
|
-1, |
|
27, |
|
29, |
|
0, |
|
1, |
|
5, |
|
0, |
|
8, |
|
6, |
|
9, |
|
12, |
|
-1, |
|
1, |
|
10, |
|
3, |
|
13, |
|
11, |
|
27, |
|
-1, |
|
10, |
|
8, |
|
6, |
|
22, |
|
2, |
|
2, |
|
1, |
|
3, |
|
8, |
|
0, |
|
18, |
|
7, |
|
11, |
|
15, |
|
0, |
|
1, |
|
21, |
|
10, |
|
-1, |
|
0, |
|
21, |
|
-1, |
|
0, |
|
11, |
|
21, |
|
16, |
|
7, |
|
20, |
|
2, |
|
21, |
|
0, |
|
6, |
|
-1, |
|
-1, |
|
2, |
|
3, |
|
3, |
|
9, |
|
12, |
|
21, |
|
17, |
|
2, |
|
1, |
|
0, |
|
9, |
|
12, |
|
10, |
|
6, |
|
-1, |
|
-1, |
|
0, |
|
-1, |
|
3, |
|
4, |
|
7, |
|
24, |
|
9, |
|
3, |
|
3, |
|
5, |
|
23, |
|
6, |
|
2, |
|
2, |
|
5, |
|
19, |
|
4, |
|
17, |
|
-1, |
|
7, |
|
9, |
|
3, |
|
0, |
|
-1, |
|
5, |
|
9, |
|
12, |
|
1, |
|
13, |
|
20, |
|
10, |
|
12, |
|
10, |
|
0, |
|
7, |
|
4, |
|
6, |
|
1, |
|
0, |
|
0, |
|
17, |
|
-1, |
|
5, |
|
5, |
|
4, |
|
-1, |
|
15, |
|
4, |
|
7, |
|
15, |
|
3, |
|
1, |
|
0, |
|
1, |
|
4, |
|
2, |
|
-1, |
|
-1, |
|
14, |
|
10, |
|
9, |
|
3, |
|
5, |
|
7, |
|
9, |
|
1, |
|
1, |
|
-1, |
|
0, |
|
-1, |
|
-1, |
|
4, |
|
11, |
|
1, |
|
0, |
|
5, |
|
12, |
|
30, |
|
4, |
|
13, |
|
3, |
|
3, |
|
-1, |
|
7, |
|
7, |
|
-1, |
|
-1, |
|
17, |
|
11, |
|
0, |
|
11, |
|
22, |
|
-1, |
|
6, |
|
9, |
|
30, |
|
11, |
|
2, |
|
1, |
|
-1, |
|
-1, |
|
10, |
|
3, |
|
22, |
|
16, |
|
8, |
|
0, |
|
12, |
|
2, |
|
4, |
|
-1, |
|
1, |
|
0, |
|
16, |
|
0, |
|
7, |
|
26, |
|
29, |
|
17, |
|
3, |
|
0, |
|
1, |
|
1, |
|
3, |
|
6, |
|
31, |
|
-1, |
|
25, |
|
22, |
|
16, |
|
17, |
|
12, |
|
6, |
|
11, |
|
2, |
|
-1, |
|
1, |
|
4, |
|
5, |
|
2, |
|
5, |
|
32, |
|
-1, |
|
2, |
|
6, |
|
7, |
|
0, |
|
2, |
|
-1, |
|
-1, |
|
30, |
|
5, |
|
-1, |
|
2, |
|
0, |
|
5, |
|
13, |
|
10, |
|
9, |
|
0, |
|
20, |
|
7, |
|
12, |
|
16, |
|
0, |
|
1, |
|
7, |
|
0, |
|
6, |
|
4, |
|
27, |
|
11, |
|
28, |
|
8, |
|
9, |
|
-1, |
|
-1, |
|
15, |
|
19, |
|
9, |
|
23, |
|
8, |
|
-1, |
|
10, |
|
1, |
|
17, |
|
-1, |
|
-1, |
|
1, |
|
-1, |
|
-1, |
|
27, |
|
6, |
|
13, |
|
26, |
|
-1, |
|
0, |
|
1, |
|
2, |
|
0, |
|
23, |
|
2, |
|
-1, |
|
-1, |
|
-1, |
|
20, |
|
3, |
|
14, |
|
-1, |
|
11, |
|
4, |
|
-1, |
|
0, |
|
12, |
|
2, |
|
-1, |
|
0, |
|
-1, |
|
8, |
|
-1, |
|
4, |
|
0, |
|
-1, |
|
-1, |
|
31, |
|
1, |
|
-1, |
|
12, |
|
4, |
|
-1, |
|
6, |
|
4, |
|
6, |
|
6, |
|
18, |
|
10, |
|
11, |
|
24, |
|
1, |
|
-1, |
|
15, |
|
2, |
|
-1, |
|
-1, |
|
11, |
|
9, |
|
29, |
|
15, |
|
2, |
|
2, |
|
28, |
|
-1, |
|
7, |
|
12, |
|
12, |
|
27, |
|
17, |
|
-1, |
|
17, |
|
4, |
|
4, |
|
0, |
|
5, |
|
21, |
|
8, |
|
-1, |
|
24, |
|
-1, |
|
7, |
|
7, |
|
24, |
|
7, |
|
4, |
|
18, |
|
5, |
|
5, |
|
-1, |
|
0, |
|
5, |
|
5, |
|
7, |
|
1, |
|
3, |
|
17, |
|
-1, |
|
5, |
|
7, |
|
6, |
|
4, |
|
-1, |
|
5, |
|
-1, |
|
2, |
|
3, |
|
14, |
|
10, |
|
27, |
|
6, |
|
7, |
|
-1, |
|
13, |
|
3, |
|
0, |
|
12, |
|
9, |
|
16, |
|
10, |
|
22, |
|
7, |
|
1, |
|
1, |
|
0, |
|
-1, |
|
11, |
|
-1, |
|
4, |
|
-1, |
|
-1, |
|
15, |
|
7, |
|
0, |
|
-1, |
|
26, |
|
1, |
|
-1, |
|
8, |
|
8, |
|
15, |
|
-1, |
|
8, |
|
16, |
|
24, |
|
11, |
|
-1, |
|
22, |
|
3, |
|
4, |
|
-1, |
|
4, |
|
11, |
|
2, |
|
23, |
|
2, |
|
18, |
|
1, |
|
6, |
|
2, |
|
1, |
|
28, |
|
-1, |
|
3, |
|
-1, |
|
16, |
|
23, |
|
1, |
|
-1, |
|
8, |
|
-1, |
|
-1, |
|
1, |
|
-1, |
|
0, |
|
5, |
|
11, |
|
3, |
|
3, |
|
3, |
|
3, |
|
2, |
|
23, |
|
1, |
|
1, |
|
0, |
|
3, |
|
28, |
|
-1, |
|
-1, |
|
10, |
|
4, |
|
18, |
|
13, |
|
7, |
|
-1, |
|
18, |
|
10, |
|
22, |
|
8, |
|
3, |
|
-1, |
|
18, |
|
1, |
|
32, |
|
9, |
|
1, |
|
8, |
|
3, |
|
6, |
|
2, |
|
-1, |
|
3, |
|
2, |
|
8, |
|
5, |
|
11, |
|
3, |
|
3, |
|
5, |
|
-1, |
|
10, |
|
16, |
|
13, |
|
1, |
|
18, |
|
-1, |
|
3, |
|
-1, |
|
25, |
|
9, |
|
12, |
|
-1, |
|
20, |
|
1, |
|
-1, |
|
21, |
|
-1, |
|
13, |
|
12, |
|
-1, |
|
-1, |
|
-1, |
|
1, |
|
16, |
|
1, |
|
2, |
|
12, |
|
5, |
|
8, |
|
9, |
|
15, |
|
-1, |
|
9, |
|
0, |
|
26, |
|
-1, |
|
8, |
|
0, |
|
0, |
|
19, |
|
10, |
|
2, |
|
6, |
|
12, |
|
21, |
|
-1, |
|
28, |
|
-1, |
|
13, |
|
-1, |
|
0, |
|
9, |
|
3, |
|
3, |
|
0, |
|
-1, |
|
12, |
|
9, |
|
11, |
|
1, |
|
1, |
|
23, |
|
8, |
|
8, |
|
4, |
|
9, |
|
7, |
|
5, |
|
26, |
|
0, |
|
10, |
|
1, |
|
13, |
|
28, |
|
-1, |
|
0, |
|
-1, |
|
2, |
|
0, |
|
18, |
|
28, |
|
9, |
|
25, |
|
0, |
|
-1, |
|
1, |
|
-1, |
|
14, |
|
2, |
|
-1, |
|
28, |
|
9, |
|
14, |
|
4, |
|
10, |
|
16, |
|
22, |
|
18, |
|
4, |
|
11, |
|
-1, |
|
0, |
|
1, |
|
0, |
|
16, |
|
7, |
|
-1, |
|
17, |
|
9, |
|
-1, |
|
0, |
|
7, |
|
8, |
|
18, |
|
5, |
|
-1, |
|
19, |
|
1, |
|
21, |
|
19, |
|
4, |
|
32, |
|
2, |
|
9, |
|
22, |
|
16, |
|
9, |
|
-1, |
|
23, |
|
2, |
|
11, |
|
15, |
|
14, |
|
27, |
|
0, |
|
3, |
|
14, |
|
10, |
|
-1, |
|
-1, |
|
-1, |
|
17, |
|
8, |
|
26, |
|
5, |
|
3, |
|
12, |
|
22, |
|
7, |
|
1, |
|
2, |
|
1, |
|
24, |
|
0, |
|
-1, |
|
-1, |
|
-1, |
|
4, |
|
9, |
|
-1, |
|
1, |
|
6, |
|
-1, |
|
0, |
|
2, |
|
10, |
|
4, |
|
9, |
|
31, |
|
17, |
|
20, |
|
-1, |
|
5, |
|
-1, |
|
29, |
|
1, |
|
9, |
|
2, |
|
6, |
|
0, |
|
5, |
|
19, |
|
17, |
|
-1, |
|
2, |
|
10, |
|
9, |
|
2, |
|
2, |
|
4, |
|
1, |
|
2, |
|
10, |
|
-1, |
|
7, |
|
-1, |
|
22, |
|
10, |
|
15, |
|
4, |
|
8, |
|
15, |
|
19, |
|
4, |
|
-1, |
|
7, |
|
2, |
|
15, |
|
1, |
|
-1, |
|
14, |
|
16, |
|
11, |
|
1, |
|
30, |
|
-1, |
|
18, |
|
30, |
|
17, |
|
2, |
|
0, |
|
20, |
|
6, |
|
0, |
|
-1, |
|
-1, |
|
17, |
|
-1, |
|
1, |
|
6, |
|
14, |
|
2, |
|
3, |
|
21, |
|
6, |
|
-1, |
|
1, |
|
10, |
|
25, |
|
-1, |
|
22, |
|
4, |
|
23, |
|
-1, |
|
6, |
|
19, |
|
20, |
|
21, |
|
0, |
|
9, |
|
1, |
|
6, |
|
-1, |
|
-1, |
|
10, |
|
-1, |
|
1, |
|
4, |
|
8, |
|
32, |
|
8, |
|
-1, |
|
27, |
|
3, |
|
4, |
|
-1, |
|
31, |
|
21, |
|
1, |
|
-1, |
|
10, |
|
17, |
|
-1, |
|
3, |
|
0, |
|
-1, |
|
-1, |
|
-1, |
|
0, |
|
16, |
|
2, |
|
13, |
|
0, |
|
19, |
|
3, |
|
0, |
|
10, |
|
24, |
|
18, |
|
11, |
|
1, |
|
5, |
|
-1, |
|
9, |
|
2, |
|
25, |
|
14, |
|
3, |
|
13, |
|
28, |
|
1, |
|
9, |
|
17, |
|
18, |
|
28, |
|
-1, |
|
16, |
|
7, |
|
-1, |
|
4, |
|
-1, |
|
22, |
|
10, |
|
5, |
|
1, |
|
-1, |
|
24, |
|
-1, |
|
11, |
|
1, |
|
-1, |
|
0, |
|
10, |
|
2, |
|
21, |
|
2, |
|
4, |
|
3, |
|
15, |
|
6, |
|
17, |
|
4, |
|
1, |
|
4, |
|
9, |
|
8, |
|
5, |
|
-1, |
|
24, |
|
-1, |
|
13, |
|
2, |
|
-1, |
|
26, |
|
9, |
|
3, |
|
7, |
|
-1, |
|
21, |
|
16, |
|
18, |
|
5, |
|
26, |
|
7, |
|
-1, |
|
2, |
|
2, |
|
-1, |
|
-1, |
|
-1, |
|
4, |
|
12, |
|
13, |
|
7, |
|
6, |
|
5, |
|
4, |
|
8, |
|
-1, |
|
0, |
|
12, |
|
4, |
|
-1, |
|
3, |
|
26, |
|
3, |
|
1, |
|
4, |
|
0, |
|
9, |
|
15, |
|
9, |
|
21, |
|
5, |
|
1, |
|
2, |
|
16, |
|
6, |
|
2, |
|
6, |
|
2, |
|
-1, |
|
-1, |
|
31, |
|
16, |
|
7, |
|
-1, |
|
15, |
|
6, |
|
8, |
|
-1, |
|
1, |
|
-1, |
|
27, |
|
9, |
|
0, |
|
-1, |
|
0, |
|
27, |
|
11, |
|
-1, |
|
7, |
|
0, |
|
-1, |
|
9, |
|
1, |
|
1, |
|
24, |
|
-1, |
|
10, |
|
8, |
|
17, |
|
-1, |
|
1, |
|
0, |
|
10, |
|
-1, |
|
15, |
|
7, |
|
14, |
|
18, |
|
12, |
|
2, |
|
21, |
|
31, |
|
11, |
|
9, |
|
29, |
|
-1, |
|
11, |
|
2, |
|
16, |
|
14, |
|
18, |
|
3, |
|
13, |
|
19, |
|
29, |
|
1, |
|
1, |
|
0, |
|
0, |
|
-1, |
|
-1, |
|
3, |
|
-1, |
|
-1, |
|
-1, |
|
18, |
|
2, |
|
26, |
|
-1, |
|
19, |
|
19, |
|
12, |
|
18, |
|
8, |
|
1, |
|
12, |
|
-1, |
|
-1, |
|
0, |
|
-1, |
|
10, |
|
-1, |
|
7, |
|
2, |
|
5, |
|
11, |
|
5, |
|
7, |
|
-1, |
|
9, |
|
5, |
|
-1, |
|
-1, |
|
-1, |
|
-1, |
|
25, |
|
-1, |
|
16, |
|
8, |
|
6, |
|
8, |
|
25, |
|
4, |
|
24, |
|
19, |
|
-1, |
|
27, |
|
-1, |
|
-1, |
|
4, |
|
7, |
|
23, |
|
-1, |
|
11, |
|
-1, |
|
-1, |
|
-1, |
|
-1, |
|
-1, |
|
3, |
|
14, |
|
9, |
|
-1, |
|
8, |
|
3, |
|
-1, |
|
-1, |
|
2, |
|
1, |
|
15, |
|
21, |
|
0, |
|
6, |
|
14, |
|
1, |
|
-1, |
|
6, |
|
18, |
|
2, |
|
2, |
|
26, |
|
11, |
|
-1, |
|
-1, |
|
0, |
|
29, |
|
-1, |
|
23, |
|
9, |
|
10, |
|
4, |
|
21, |
|
10, |
|
5, |
|
-1, |
|
8, |
|
31, |
|
-1, |
|
4, |
|
19, |
|
22, |
|
22, |
|
12, |
|
-1, |
|
-1, |
|
15, |
|
3, |
|
-1, |
|
3, |
|
15, |
|
14, |
|
26, |
|
11, |
|
4, |
|
0, |
|
-1, |
|
12, |
|
21, |
|
0, |
|
30, |
|
18, |
|
-1, |
|
5, |
|
-1, |
|
16, |
|
4, |
|
5, |
|
4, |
|
5, |
|
-1, |
|
27, |
|
32, |
|
24, |
|
17, |
|
9, |
|
25, |
|
-1, |
|
15, |
|
6, |
|
5, |
|
3, |
|
6, |
|
2, |
|
7, |
|
17, |
|
26, |
|
7, |
|
11, |
|
0, |
|
4, |
|
10, |
|
21, |
|
2, |
|
9, |
|
2, |
|
31, |
|
7, |
|
3, |
|
8, |
|
-1, |
|
-1, |
|
17, |
|
2, |
|
23, |
|
0, |
|
13, |
|
13, |
|
-1, |
|
7, |
|
2, |
|
4, |
|
5, |
|
19, |
|
8, |
|
2, |
|
20, |
|
12, |
|
-1, |
|
1, |
|
17, |
|
-1, |
|
0, |
|
26, |
|
15, |
|
4, |
|
-1, |
|
12, |
|
30, |
|
1, |
|
24, |
|
7, |
|
1, |
|
-1, |
|
12, |
|
28, |
|
3, |
|
-1, |
|
1, |
|
25, |
|
6, |
|
9, |
|
0, |
|
1, |
|
0, |
|
-1, |
|
0, |
|
16, |
|
12, |
|
-1, |
|
-1, |
|
8, |
|
10, |
|
-1, |
|
22, |
|
29, |
|
-1, |
|
31, |
|
2, |
|
6, |
|
13, |
|
-1, |
|
0, |
|
1, |
|
-1, |
|
5, |
|
11, |
|
-1, |
|
-1, |
|
11, |
|
6, |
|
6, |
|
9, |
|
-1, |
|
0, |
|
16, |
|
3, |
|
-1, |
|
2, |
|
1, |
|
9, |
|
27, |
|
29, |
|
-1, |
|
0, |
|
1, |
|
1, |
|
7, |
|
5, |
|
2, |
|
-1, |
|
9, |
|
5, |
|
22, |
|
-1, |
|
1, |
|
3, |
|
10, |
|
3, |
|
23, |
|
6, |
|
5, |
|
-1, |
|
1, |
|
0, |
|
2, |
|
3, |
|
2, |
|
8, |
|
28, |
|
15, |
|
0, |
|
18, |
|
2, |
|
-1, |
|
-1, |
|
28, |
|
-1, |
|
2, |
|
-1, |
|
2, |
|
25, |
|
7, |
|
-1, |
|
-1, |
|
-1, |
|
-1, |
|
-1, |
|
9, |
|
-1, |
|
19, |
|
0, |
|
24, |
|
2, |
|
17, |
|
-1, |
|
-1, |
|
-1, |
|
7, |
|
25, |
|
14, |
|
9, |
|
8, |
|
10, |
|
13, |
|
-1, |
|
-1, |
|
15, |
|
-1, |
|
-1, |
|
28, |
|
0, |
|
17, |
|
8, |
|
9, |
|
7, |
|
26, |
|
-1, |
|
-1, |
|
9, |
|
14, |
|
3, |
|
1, |
|
5, |
|
0, |
|
20, |
|
3, |
|
6, |
|
10, |
|
-1, |
|
0, |
|
8, |
|
13, |
|
20, |
|
21, |
|
10, |
|
7, |
|
3, |
|
-1, |
|
11, |
|
25, |
|
12, |
|
15, |
|
9, |
|
-1, |
|
8, |
|
2, |
|
30, |
|
3, |
|
4, |
|
21, |
|
9, |
|
13, |
|
5, |
|
-1, |
|
-1, |
|
0, |
|
30, |
|
3, |
|
9, |
|
-1, |
|
3, |
|
-1, |
|
-1, |
|
23, |
|
22, |
|
11, |
|
-1, |
|
1, |
|
1, |
|
5, |
|
10, |
|
3, |
|
-1, |
|
29, |
|
4, |
|
20, |
|
11, |
|
15, |
|
-1, |
|
6, |
|
16, |
|
24, |
|
5, |
|
9, |
|
-1, |
|
26, |
|
3, |
|
-1, |
|
5, |
|
-1, |
|
-1, |
|
1, |
|
7, |
|
11, |
|
27, |
|
13, |
|
11, |
|
11, |
|
3, |
|
-1, |
|
21, |
|
1, |
|
-1, |
|
0, |
|
-1, |
|
4, |
|
-1, |
|
16, |
|
4, |
|
8, |
|
-1, |
|
8, |
|
1, |
|
11, |
|
3, |
|
-1, |
|
4, |
|
-1, |
|
19, |
|
0, |
|
27, |
|
7, |
|
1, |
|
0, |
|
32, |
|
8, |
|
-1, |
|
-1, |
|
0, |
|
15, |
|
1, |
|
10, |
|
-1, |
|
26, |
|
24, |
|
8, |
|
24, |
|
0, |
|
-1, |
|
-1, |
|
0, |
|
15, |
|
32, |
|
17, |
|
10, |
|
10, |
|
4, |
|
7, |
|
-1, |
|
1, |
|
26, |
|
3, |
|
-1, |
|
8, |
|
9, |
|
-1, |
|
11, |
|
-1, |
|
1, |
|
17, |
|
24, |
|
19, |
|
18, |
|
4, |
|
25, |
|
22, |
|
5, |
|
6, |
|
8, |
|
6, |
|
2, |
|
9, |
|
10, |
|
8, |
|
8, |
|
27, |
|
16, |
|
6, |
|
12, |
|
17, |
|
28, |
|
10, |
|
13, |
|
6, |
|
15, |
|
-1, |
|
11, |
|
-1, |
|
-1, |
|
10, |
|
0, |
|
8, |
|
30, |
|
-1, |
|
9, |
|
13, |
|
12, |
|
9, |
|
-1, |
|
13, |
|
2, |
|
0, |
|
-1, |
|
1, |
|
1, |
|
7, |
|
-1, |
|
5, |
|
10, |
|
6, |
|
1, |
|
1, |
|
-1, |
|
13, |
|
7, |
|
32, |
|
1, |
|
4, |
|
17, |
|
22, |
|
5, |
|
27, |
|
2, |
|
14, |
|
2, |
|
2, |
|
16, |
|
11, |
|
10, |
|
29, |
|
0, |
|
4, |
|
2, |
|
-1, |
|
1, |
|
12, |
|
-1, |
|
2, |
|
20, |
|
-1, |
|
4, |
|
-1, |
|
10, |
|
22, |
|
7, |
|
23, |
|
-1, |
|
13, |
|
20, |
|
12, |
|
11, |
|
14, |
|
9, |
|
7, |
|
19, |
|
-1, |
|
7, |
|
3, |
|
-1, |
|
10, |
|
25, |
|
-1, |
|
16, |
|
3, |
|
-1, |
|
3, |
|
7, |
|
12, |
|
3, |
|
9, |
|
22, |
|
5, |
|
9, |
|
9, |
|
12, |
|
6, |
|
9, |
|
-1, |
|
-1, |
|
12, |
|
7, |
|
27, |
|
0, |
|
3, |
|
1, |
|
19, |
|
11, |
|
10, |
|
11, |
|
14, |
|
-1, |
|
6, |
|
5, |
|
11, |
|
16, |
|
31, |
|
17, |
|
17, |
|
-1, |
|
-1, |
|
9, |
|
0, |
|
12, |
|
21, |
|
0, |
|
22, |
|
7, |
|
12, |
|
10, |
|
11, |
|
-1, |
|
8, |
|
12, |
|
4, |
|
5, |
|
4, |
|
-1, |
|
27, |
|
24, |
|
-1, |
|
-1, |
|
6, |
|
21, |
|
0, |
|
26, |
|
10, |
|
2, |
|
8, |
|
7, |
|
10, |
|
2, |
|
5, |
|
-1, |
|
1, |
|
10, |
|
-1, |
|
16, |
|
2, |
|
2, |
|
26, |
|
32, |
|
9, |
|
-1, |
|
13, |
|
2, |
|
22, |
|
2, |
|
31, |
|
17, |
|
-1, |
|
3, |
|
19, |
|
2, |
|
11, |
|
0, |
|
25, |
|
5, |
|
10, |
|
3, |
|
21, |
|
-1, |
|
2, |
|
-1, |
|
2, |
|
8, |
|
2, |
|
13, |
|
-1, |
|
17, |
|
18, |
|
-1, |
|
3, |
|
0, |
|
18, |
|
13, |
|
-1, |
|
30, |
|
0, |
|
-1, |
|
15, |
|
-1, |
|
4, |
|
-1, |
|
10, |
|
8, |
|
14, |
|
4, |
|
13, |
|
23, |
|
-1, |
|
1, |
|
13, |
|
10, |
|
11, |
|
32, |
|
2, |
|
16, |
|
4, |
|
-1, |
|
3, |
|
27, |
|
-1, |
|
5, |
|
-1, |
|
3, |
|
9, |
|
-1, |
|
-1, |
|
22, |
|
20, |
|
18, |
|
-1, |
|
10, |
|
9, |
|
9, |
|
17, |
|
25, |
|
3, |
|
-1, |
|
11, |
|
7, |
|
2, |
|
8, |
|
5, |
|
2, |
|
16, |
|
13, |
|
15, |
|
-1, |
|
9, |
|
9, |
|
17, |
|
7, |
|
6, |
|
7, |
|
4, |
|
26, |
|
4, |
|
9, |
|
28, |
|
6, |
|
12, |
|
5, |
|
3, |
|
-1, |
|
31, |
|
4, |
|
0, |
|
0, |
|
3, |
|
3, |
|
-1, |
|
4, |
|
14, |
|
5, |
|
8, |
|
11, |
|
7, |
|
32, |
|
4, |
|
10, |
|
24, |
|
-1, |
|
-1, |
|
4, |
|
-1, |
|
10, |
|
19, |
|
-1, |
|
4, |
|
12, |
|
2, |
|
2, |
|
7, |
|
6, |
|
-1, |
|
2, |
|
0, |
|
-1, |
|
-1, |
|
9, |
|
-1, |
|
0, |
|
11, |
|
30, |
|
9, |
|
19, |
|
22, |
|
-1, |
|
26, |
|
0, |
|
-1, |
|
10, |
|
11, |
|
9, |
|
18, |
|
5, |
|
9, |
|
-1, |
|
5, |
|
16, |
|
18, |
|
21, |
|
3, |
|
-1, |
|
19, |
|
7, |
|
-1, |
|
1, |
|
6, |
|
6, |
|
25, |
|
13, |
|
-1, |
|
2, |
|
-1, |
|
19, |
|
0, |
|
13, |
|
3, |
|
21, |
|
-1, |
|
17, |
|
1, |
|
-1, |
|
0, |
|
1, |
|
2, |
|
22, |
|
8, |
|
0, |
|
24, |
|
-1, |
|
0, |
|
-1, |
|
21, |
|
-1, |
|
13, |
|
14, |
|
-1, |
|
0, |
|
4, |
|
4, |
|
4, |
|
7, |
|
-1, |
|
8, |
|
2, |
|
0, |
|
7, |
|
9, |
|
16, |
|
2, |
|
2, |
|
3, |
|
1, |
|
6, |
|
17, |
|
2, |
|
9, |
|
12, |
|
-1, |
|
4, |
|
2, |
|
14, |
|
3, |
|
9, |
|
5, |
|
1, |
|
-1, |
|
13, |
|
12, |
|
24, |
|
-1, |
|
27, |
|
27, |
|
-1, |
|
0, |
|
0, |
|
8, |
|
-1, |
|
19, |
|
0, |
|
31, |
|
0, |
|
-1, |
|
11, |
|
6, |
|
0, |
|
28, |
|
15, |
|
20, |
|
27, |
|
10, |
|
18, |
|
-1, |
|
29, |
|
12, |
|
24, |
|
20, |
|
-1, |
|
-1, |
|
-1, |
|
0, |
|
8, |
|
10, |
|
2, |
|
17, |
|
17, |
|
17, |
|
10, |
|
31, |
|
12, |
|
-1, |
|
31, |
|
-1, |
|
3, |
|
12, |
|
5, |
|
-1, |
|
11, |
|
26, |
|
2, |
|
0, |
|
0, |
|
3, |
|
0, |
|
5, |
|
1, |
|
1, |
|
-1, |
|
5, |
|
10, |
|
25, |
|
-1, |
|
-1, |
|
10, |
|
19, |
|
2, |
|
8, |
|
3, |
|
-1, |
|
27, |
|
12, |
|
2, |
|
30, |
|
31, |
|
5, |
|
26, |
|
3, |
|
18, |
|
-1, |
|
7, |
|
12, |
|
-1, |
|
18, |
|
1, |
|
20, |
|
10, |
|
1, |
|
2, |
|
2, |
|
0, |
|
0, |
|
14, |
|
10, |
|
12, |
|
3, |
|
6, |
|
10, |
|
8, |
|
-1, |
|
11, |
|
21, |
|
24, |
|
-1, |
|
3, |
|
0, |
|
-1, |
|
15, |
|
13, |
|
5, |
|
17, |
|
-1, |
|
3, |
|
10, |
|
25, |
|
-1, |
|
-1, |
|
17, |
|
26, |
|
14, |
|
7, |
|
-1, |
|
7, |
|
17, |
|
9, |
|
-1, |
|
19, |
|
7, |
|
4, |
|
9, |
|
27, |
|
10, |
|
3, |
|
4, |
|
19, |
|
-1, |
|
3, |
|
-1, |
|
1, |
|
11, |
|
15, |
|
0, |
|
3, |
|
-1, |
|
17, |
|
14, |
|
21, |
|
5, |
|
-1, |
|
25, |
|
10, |
|
13, |
|
1, |
|
3, |
|
3, |
|
-1, |
|
13, |
|
0, |
|
10, |
|
0, |
|
7, |
|
16, |
|
-1, |
|
1, |
|
4, |
|
2, |
|
-1, |
|
15, |
|
19, |
|
-1, |
|
21, |
|
-1, |
|
0, |
|
2, |
|
8, |
|
2, |
|
9, |
|
2, |
|
5, |
|
0, |
|
20, |
|
1, |
|
4, |
|
4, |
|
-1, |
|
0, |
|
0, |
|
5, |
|
6, |
|
0, |
|
0, |
|
-1, |
|
6, |
|
10, |
|
-1, |
|
0, |
|
-1, |
|
16, |
|
9, |
|
11, |
|
-1, |
|
30, |
|
0, |
|
5, |
|
7, |
|
0, |
|
12, |
|
13, |
|
2, |
|
5, |
|
-1, |
|
3, |
|
10, |
|
5, |
|
-1, |
|
3, |
|
24, |
|
27, |
|
-1, |
|
-1, |
|
-1, |
|
-1, |
|
17, |
|
4, |
|
-1, |
|
32, |
|
6, |
|
-1, |
|
3, |
|
8, |
|
17, |
|
12, |
|
5, |
|
0, |
|
7, |
|
23, |
|
1, |
|
0, |
|
0, |
|
-1, |
|
5, |
|
6, |
|
30, |
|
21, |
|
28, |
|
0, |
|
4, |
|
0, |
|
0, |
|
15, |
|
2, |
|
21, |
|
16, |
|
3, |
|
3, |
|
26, |
|
0, |
|
4, |
|
12, |
|
24, |
|
14, |
|
12, |
|
4, |
|
31, |
|
0, |
|
22, |
|
2, |
|
0, |
|
8, |
|
1, |
|
-1, |
|
-1, |
|
10, |
|
5, |
|
10, |
|
5, |
|
0, |
|
3, |
|
0, |
|
9, |
|
-1, |
|
18, |
|
-1, |
|
5, |
|
19, |
|
20, |
|
26, |
|
10, |
|
4, |
|
10, |
|
12, |
|
2, |
|
12, |
|
19, |
|
2, |
|
1, |
|
-1, |
|
21, |
|
13, |
|
4, |
|
18, |
|
32, |
|
0, |
|
7, |
|
9, |
|
24, |
|
7, |
|
28, |
|
1, |
|
9, |
|
-1, |
|
25, |
|
31, |
|
-1, |
|
19, |
|
25, |
|
-1, |
|
-1, |
|
-1, |
|
0, |
|
4, |
|
15, |
|
-1, |
|
0, |
|
27, |
|
-1, |
|
25, |
|
22, |
|
11, |
|
30, |
|
9, |
|
6, |
|
12, |
|
1, |
|
18, |
|
-1, |
|
23, |
|
0, |
|
0, |
|
6, |
|
6, |
|
-1, |
|
13, |
|
-1, |
|
-1, |
|
7, |
|
8, |
|
6, |
|
3, |
|
23, |
|
29, |
|
2, |
|
-1, |
|
19, |
|
13, |
|
8, |
|
-1, |
|
-1, |
|
10, |
|
-1, |
|
2, |
|
18, |
|
7, |
|
8, |
|
3, |
|
2, |
|
6, |
|
2, |
|
3, |
|
21, |
|
1, |
|
6, |
|
4, |
|
4, |
|
20, |
|
26, |
|
2, |
|
-1, |
|
14, |
|
-1, |
|
4, |
|
8, |
|
-1, |
|
-1, |
|
16, |
|
10, |
|
5, |
|
-1, |
|
6, |
|
14, |
|
8, |
|
2, |
|
17, |
|
12, |
|
4, |
|
8, |
|
7, |
|
11, |
|
15, |
|
3, |
|
19, |
|
-1, |
|
1, |
|
6, |
|
5, |
|
0, |
|
31, |
|
2, |
|
10, |
|
0, |
|
11, |
|
-1, |
|
-1, |
|
23, |
|
8, |
|
8, |
|
3, |
|
-1, |
|
12, |
|
21, |
|
5, |
|
-1, |
|
6, |
|
13, |
|
3, |
|
1, |
|
-1, |
|
2, |
|
5, |
|
10, |
|
-1, |
|
1, |
|
14, |
|
5, |
|
29, |
|
15, |
|
4, |
|
0, |
|
8, |
|
1, |
|
19, |
|
17, |
|
-1, |
|
21, |
|
-1, |
|
4, |
|
5, |
|
-1, |
|
2, |
|
7, |
|
-1, |
|
27, |
|
-1, |
|
-1, |
|
29, |
|
22, |
|
11, |
|
-1, |
|
11, |
|
24, |
|
17, |
|
4, |
|
-1, |
|
8, |
|
1, |
|
13, |
|
-1, |
|
2, |
|
-1, |
|
-1, |
|
10, |
|
1, |
|
-1, |
|
6, |
|
1, |
|
-1, |
|
18, |
|
-1, |
|
8, |
|
20, |
|
-1, |
|
7, |
|
-1, |
|
-1, |
|
12, |
|
1, |
|
1, |
|
4, |
|
1, |
|
24, |
|
8, |
|
16, |
|
3, |
|
4, |
|
19, |
|
-1, |
|
-1, |
|
7, |
|
-1, |
|
9, |
|
13, |
|
1, |
|
4, |
|
-1, |
|
5, |
|
0, |
|
-1, |
|
14, |
|
32, |
|
0, |
|
14, |
|
8, |
|
15, |
|
6, |
|
6, |
|
3, |
|
-1, |
|
0, |
|
14, |
|
5, |
|
2, |
|
-1, |
|
27, |
|
0, |
|
13, |
|
5, |
|
10, |
|
6, |
|
12, |
|
11, |
|
9, |
|
14, |
|
12, |
|
12, |
|
16, |
|
30, |
|
15, |
|
27, |
|
2, |
|
7, |
|
8, |
|
1, |
|
1, |
|
0, |
|
11, |
|
-1, |
|
-1, |
|
11, |
|
24, |
|
17, |
|
7, |
|
2, |
|
-1, |
|
29, |
|
11, |
|
-1, |
|
-1, |
|
1, |
|
1, |
|
-1, |
|
3, |
|
2, |
|
10, |
|
12, |
|
18, |
|
6, |
|
0, |
|
6, |
|
22, |
|
0, |
|
-1, |
|
1, |
|
0, |
|
9, |
|
-1, |
|
0, |
|
12, |
|
26, |
|
12, |
|
-1, |
|
32, |
|
-1, |
|
8, |
|
-1, |
|
15, |
|
12, |
|
6, |
|
-1, |
|
-1, |
|
16, |
|
-1, |
|
20, |
|
0, |
|
16, |
|
1, |
|
31, |
|
0, |
|
8, |
|
0, |
|
-1, |
|
21, |
|
11, |
|
27, |
|
2, |
|
6, |
|
11, |
|
21, |
|
14, |
|
-1, |
|
-1, |
|
22, |
|
13, |
|
7, |
|
17, |
|
1, |
|
-1, |
|
7, |
|
4, |
|
0, |
|
3, |
|
3, |
|
25, |
|
22, |
|
-1, |
|
13, |
|
20, |
|
7, |
|
0, |
|
5, |
|
14, |
|
2, |
|
-1, |
|
8, |
|
4, |
|
6, |
|
14, |
|
14, |
|
0, |
|
8, |
|
13, |
|
25, |
|
31, |
|
18, |
|
1, |
|
24, |
|
6, |
|
7, |
|
8, |
|
0, |
|
5, |
|
21, |
|
1, |
|
11, |
|
6, |
|
10, |
|
1, |
|
9, |
|
4, |
|
0, |
|
4, |
|
-1, |
|
-1, |
|
4, |
|
17, |
|
0, |
|
31, |
|
6, |
|
3, |
|
1, |
|
8, |
|
-1, |
|
2, |
|
5, |
|
10, |
|
-1, |
|
16, |
|
32, |
|
-1, |
|
12, |
|
18, |
|
29, |
|
20, |
|
-1, |
|
3, |
|
-1, |
|
16, |
|
4, |
|
23, |
|
1, |
|
6, |
|
25, |
|
19, |
|
-1, |
|
8, |
|
5, |
|
-1, |
|
20, |
|
7, |
|
13, |
|
-1, |
|
0, |
|
7, |
|
5, |
|
16, |
|
12, |
|
-1, |
|
-1, |
|
-1, |
|
20, |
|
29, |
|
0, |
|
30, |
|
10, |
|
23, |
|
6, |
|
5, |
|
8, |
|
7, |
|
2, |
|
12, |
|
18, |
|
9, |
|
23, |
|
21, |
|
3, |
|
1, |
|
-1, |
|
3, |
|
-1, |
|
6, |
|
0, |
|
12, |
|
2, |
|
-1, |
|
-1, |
|
27, |
|
-1, |
|
0, |
|
-1, |
|
6, |
|
11, |
|
18, |
|
18, |
|
-1, |
|
3, |
|
8, |
|
-1, |
|
9, |
|
6, |
|
0, |
|
2, |
|
0, |
|
7, |
|
15, |
|
1, |
|
10, |
|
-1, |
|
1, |
|
18, |
|
0, |
|
14, |
|
9, |
|
20, |
|
23, |
|
9, |
|
3, |
|
0, |
|
8, |
|
25, |
|
-1, |
|
5, |
|
11, |
|
20, |
|
-1, |
|
10, |
|
1, |
|
-1, |
|
8, |
|
0, |
|
8, |
|
1, |
|
30, |
|
20, |
|
3, |
|
11, |
|
31, |
|
3, |
|
12, |
|
10, |
|
22, |
|
16, |
|
-1, |
|
4, |
|
-1, |
|
1, |
|
1, |
|
8, |
|
-1, |
|
16, |
|
-1, |
|
11, |
|
-1, |
|
-1, |
|
0, |
|
-1, |
|
-1, |
|
-1, |
|
25, |
|
18, |
|
6, |
|
29, |
|
10, |
|
6, |
|
-1, |
|
11, |
|
4, |
|
1, |
|
-1, |
|
14, |
|
17, |
|
4, |
|
-1, |
|
0, |
|
-1, |
|
-1, |
|
6, |
|
-1, |
|
1, |
|
14, |
|
5, |
|
0, |
|
6, |
|
-1, |
|
0, |
|
12, |
|
23, |
|
24, |
|
5, |
|
-1, |
|
2, |
|
6, |
|
21, |
|
-1, |
|
19, |
|
-1, |
|
-1, |
|
7, |
|
0, |
|
29, |
|
15, |
|
-1, |
|
11, |
|
8, |
|
0, |
|
16, |
|
-1, |
|
9, |
|
-1, |
|
-1, |
|
-1, |
|
9, |
|
24, |
|
1, |
|
5, |
|
6, |
|
21, |
|
19, |
|
8, |
|
4, |
|
24, |
|
0, |
|
-1, |
|
-1, |
|
8, |
|
-1, |
|
-1, |
|
0, |
|
5, |
|
16, |
|
2, |
|
4, |
|
3, |
|
4, |
|
-1, |
|
-1, |
|
0, |
|
18, |
|
12, |
|
-1, |
|
-1, |
|
21, |
|
16, |
|
28, |
|
3, |
|
0, |
|
-1, |
|
1, |
|
6, |
|
6, |
|
6, |
|
25, |
|
22, |
|
7, |
|
1, |
|
-1, |
|
11, |
|
31, |
|
32, |
|
2, |
|
5, |
|
4, |
|
10, |
|
8, |
|
-1, |
|
-1, |
|
21, |
|
28, |
|
26, |
|
-1, |
|
-1, |
|
-1, |
|
4, |
|
-1, |
|
15, |
|
-1, |
|
22, |
|
-1, |
|
11, |
|
-1, |
|
2, |
|
17, |
|
11, |
|
4, |
|
14, |
|
0, |
|
-1, |
|
0, |
|
0, |
|
0, |
|
7, |
|
-1, |
|
3, |
|
4, |
|
9, |
|
7, |
|
1, |
|
2, |
|
0, |
|
4, |
|
31, |
|
0, |
|
21, |
|
26, |
|
-1, |
|
12, |
|
17, |
|
7, |
|
-1, |
|
12, |
|
14, |
|
0, |
|
4, |
|
6, |
|
10, |
|
-1, |
|
8, |
|
1, |
|
7, |
|
13, |
|
10, |
|
27, |
|
1, |
|
1, |
|
-1, |
|
26, |
|
5, |
|
17, |
|
9, |
|
13, |
|
23, |
|
20, |
|
-1, |
|
5, |
|
2, |
|
-1, |
|
2, |
|
-1, |
|
4, |
|
0, |
|
1, |
|
-1, |
|
16, |
|
-1, |
|
-1, |
|
1, |
|
11, |
|
23, |
|
-1, |
|
30, |
|
12, |
|
9, |
|
14, |
|
3, |
|
-1, |
|
-1, |
|
32, |
|
-1, |
|
8, |
|
10, |
|
17, |
|
10, |
|
21, |
|
19, |
|
-1, |
|
3, |
|
-1, |
|
2, |
|
-1, |
|
1, |
|
12, |
|
-1, |
|
8, |
|
12, |
|
11, |
|
8, |
|
6, |
|
23, |
|
7, |
|
25, |
|
-1, |
|
10, |
|
18, |
|
31, |
|
6, |
|
16, |
|
0, |
|
21, |
|
17, |
|
2, |
|
6, |
|
5, |
|
2, |
|
22, |
|
17, |
|
0, |
|
-1, |
|
20, |
|
10, |
|
-1, |
|
8, |
|
15, |
|
1, |
|
13, |
|
4, |
|
20, |
|
7, |
|
21, |
|
0, |
|
1, |
|
6, |
|
-1, |
|
-1, |
|
9, |
|
18, |
|
19, |
|
5, |
|
15, |
|
-1, |
|
1, |
|
6, |
|
11, |
|
6, |
|
17, |
|
-1, |
|
2, |
|
-1, |
|
-1, |
|
1, |
|
14, |
|
4, |
|
-1, |
|
17, |
|
-1, |
|
8, |
|
8, |
|
-1, |
|
1, |
|
-1, |
|
5, |
|
27, |
|
-1, |
|
9, |
|
-1, |
|
19, |
|
0, |
|
14, |
|
8, |
|
3, |
|
-1, |
|
13, |
|
17, |
|
6, |
|
20, |
|
-1, |
|
-1, |
|
-1, |
|
0, |
|
9, |
|
11, |
|
11, |
|
0, |
|
24, |
|
30, |
|
30, |
|
1, |
|
17, |
|
-1, |
|
8, |
|
-1, |
|
-1, |
|
10, |
|
6, |
|
-1, |
|
3, |
|
22, |
|
3, |
|
-1, |
|
3, |
|
12, |
|
22, |
|
-1, |
|
1, |
|
7, |
|
4, |
|
8, |
|
7, |
|
11, |
|
-1, |
|
14, |
|
-1, |
|
-1, |
|
21, |
|
4, |
|
5, |
|
20, |
|
2, |
|
6, |
|
-1, |
|
-1, |
|
4, |
|
-1, |
|
4, |
|
3, |
|
-1, |
|
4, |
|
9, |
|
0, |
|
24, |
|
25, |
|
9, |
|
-1, |
|
3, |
|
4, |
|
4, |
|
0, |
|
31, |
|
11, |
|
7, |
|
19, |
|
0, |
|
18, |
|
-1, |
|
7, |
|
28, |
|
0, |
|
26, |
|
10, |
|
19, |
|
6, |
|
13, |
|
9, |
|
1, |
|
16, |
|
8, |
|
18, |
|
-1, |
|
-1, |
|
-1, |
|
11, |
|
11, |
|
-1, |
|
0, |
|
8, |
|
4, |
|
7, |
|
23, |
|
12, |
|
6, |
|
7, |
|
1, |
|
-1, |
|
-1, |
|
11, |
|
-1, |
|
10, |
|
-1, |
|
1, |
|
21, |
|
26, |
|
11, |
|
15, |
|
-1, |
|
22, |
|
4, |
|
4, |
|
1, |
|
-1, |
|
0, |
|
5, |
|
8, |
|
19, |
|
10, |
|
-1, |
|
-1, |
|
15, |
|
0, |
|
10, |
|
12, |
|
7, |
|
5, |
|
8, |
|
5, |
|
31, |
|
7, |
|
10, |
|
0, |
|
8, |
|
7, |
|
1, |
|
27, |
|
12, |
|
-1, |
|
31, |
|
-1, |
|
-1, |
|
5, |
|
23, |
|
11, |
|
9, |
|
-1, |
|
9, |
|
13, |
|
11, |
|
14, |
|
16, |
|
7, |
|
16, |
|
14, |
|
21, |
|
12, |
|
8, |
|
4, |
|
6, |
|
1, |
|
10, |
|
10, |
|
31, |
|
19, |
|
16, |
|
3, |
|
10, |
|
7, |
|
5, |
|
7, |
|
2, |
|
32, |
|
8, |
|
7, |
|
0, |
|
3, |
|
0, |
|
3, |
|
11, |
|
16, |
|
-1, |
|
9, |
|
28, |
|
26, |
|
19, |
|
19, |
|
-1, |
|
11, |
|
9, |
|
14, |
|
19, |
|
0, |
|
9, |
|
6, |
|
-1, |
|
13, |
|
2, |
|
5, |
|
14, |
|
1, |
|
2, |
|
-1, |
|
-1, |
|
6, |
|
3, |
|
5, |
|
0, |
|
19, |
|
21, |
|
8, |
|
7, |
|
20, |
|
3, |
|
15, |
|
12, |
|
0, |
|
-1, |
|
1, |
|
2, |
|
2, |
|
6, |
|
8, |
|
6, |
|
-1, |
|
24, |
|
-1, |
|
10, |
|
-1, |
|
0, |
|
3, |
|
2, |
|
-1, |
|
12, |
|
-1, |
|
9, |
|
13, |
|
-1, |
|
14, |
|
4, |
|
5, |
|
4, |
|
15, |
|
14, |
|
1, |
|
15, |
|
1, |
|
15, |
|
8, |
|
13, |
|
5, |
|
-1, |
|
25, |
|
17, |
|
25, |
|
0, |
|
0, |
|
13, |
|
25, |
|
13, |
|
-1, |
|
23, |
|
-1, |
|
0, |
|
26, |
|
2, |
|
16, |
|
25, |
|
1, |
|
21, |
|
7, |
|
8, |
|
8, |
|
28, |
|
15, |
|
11, |
|
17, |
|
2, |
|
13, |
|
15, |
|
14, |
|
2, |
|
0, |
|
-1, |
|
0, |
|
2, |
|
4, |
|
1, |
|
0, |
|
26, |
|
10, |
|
20, |
|
0, |
|
17, |
|
5, |
|
-1, |
|
2, |
|
28, |
|
15, |
|
-1, |
|
22, |
|
26, |
|
3, |
|
8, |
|
11, |
|
3, |
|
10, |
|
-1, |
|
2, |
|
5, |
|
9, |
|
17, |
|
13, |
|
7, |
|
4, |
|
0, |
|
-1, |
|
6, |
|
0, |
|
20, |
|
7, |
|
16, |
|
3, |
|
13, |
|
0, |
|
13, |
|
-1, |
|
24, |
|
3, |
|
7, |
|
31, |
|
5, |
|
26, |
|
1, |
|
13, |
|
-1, |
|
-1, |
|
23, |
|
-1, |
|
20, |
|
16, |
|
21, |
|
0, |
|
29, |
|
3, |
|
3, |
|
18, |
|
2, |
|
7, |
|
12, |
|
9, |
|
2, |
|
3, |
|
26, |
|
0, |
|
2, |
|
8, |
|
22, |
|
-1, |
|
10, |
|
0, |
|
0, |
|
3, |
|
4, |
|
2, |
|
10, |
|
13, |
|
-1, |
|
6, |
|
18, |
|
27, |
|
8, |
|
7, |
|
6, |
|
0, |
|
5, |
|
26, |
|
1, |
|
9, |
|
6, |
|
-1, |
|
-1, |
|
1, |
|
17, |
|
29, |
|
13, |
|
32, |
|
7, |
|
5, |
|
-1, |
|
-1, |
|
19, |
|
1, |
|
0, |
|
2, |
|
13, |
|
18, |
|
14, |
|
-1, |
|
1, |
|
26, |
|
10, |
|
17, |
|
10, |
|
11, |
|
6, |
|
26, |
|
16, |
|
0, |
|
17, |
|
-1, |
|
24, |
|
20, |
|
7, |
|
-1, |
|
-1, |
|
17, |
|
8, |
|
3, |
|
27, |
|
-1, |
|
31, |
|
4, |
|
30, |
|
0, |
|
1, |
|
16, |
|
0, |
|
-1, |
|
-1, |
|
15, |
|
2, |
|
14, |
|
11, |
|
20, |
|
13, |
|
16, |
|
0, |
|
0, |
|
1, |
|
-1, |
|
11, |
|
6, |
|
-1, |
|
1, |
|
31, |
|
29, |
|
0, |
|
3, |
|
3, |
|
9, |
|
6, |
|
-1, |
|
-1, |
|
4, |
|
23, |
|
-1, |
|
0, |
|
22, |
|
0, |
|
-1, |
|
5, |
|
7, |
|
-1, |
|
2, |
|
11, |
|
1, |
|
-1, |
|
-1, |
|
13, |
|
-1, |
|
8, |
|
-1, |
|
21, |
|
-1, |
|
24, |
|
-1, |
|
-1, |
|
-1, |
|
10, |
|
3, |
|
1, |
|
-1, |
|
14, |
|
1, |
|
2, |
|
6, |
|
31, |
|
13, |
|
-1, |
|
24, |
|
-1, |
|
9, |
|
3, |
|
5, |
|
1, |
|
11, |
|
8, |
|
2, |
|
1, |
|
3, |
|
5, |
|
-1, |
|
26, |
|
2, |
|
23, |
|
0, |
|
6, |
|
4, |
|
18, |
|
-1, |
|
3, |
|
2, |
|
22, |
|
-1, |
|
5, |
|
31, |
|
-1, |
|
12, |
|
16, |
|
9, |
|
2, |
|
3, |
|
2, |
|
-1, |
|
26, |
|
10, |
|
6, |
|
-1, |
|
-1, |
|
2, |
|
-1, |
|
20, |
|
4, |
|
12, |
|
12, |
|
6, |
|
-1, |
|
0, |
|
0, |
|
-1, |
|
8, |
|
7, |
|
15, |
|
24, |
|
10, |
|
27, |
|
11, |
|
10, |
|
5, |
|
13, |
|
4, |
|
10, |
|
-1, |
|
1, |
|
-1, |
|
9, |
|
32, |
|
1, |
|
4, |
|
0, |
|
-1, |
|
1, |
|
1, |
|
20, |
|
12, |
|
0, |
|
8, |
|
5, |
|
23, |
|
-1, |
|
2, |
|
6, |
|
-1, |
|
3, |
|
-1, |
|
-1, |
|
7, |
|
1, |
|
-1, |
|
24, |
|
-1, |
|
14, |
|
4, |
|
4, |
|
21, |
|
0, |
|
-1, |
|
9, |
|
17, |
|
3, |
|
13, |
|
3, |
|
25, |
|
0, |
|
0, |
|
24, |
|
13, |
|
1, |
|
-1, |
|
1, |
|
16, |
|
2, |
|
-1, |
|
3, |
|
19, |
|
-1, |
|
32, |
|
15, |
|
-1, |
|
6, |
|
30, |
|
-1, |
|
9, |
|
28, |
|
0, |
|
9, |
|
19, |
|
10, |
|
15, |
|
-1, |
|
22, |
|
23, |
|
3, |
|
11, |
|
30, |
|
-1, |
|
25, |
|
0, |
|
0, |
|
5, |
|
10, |
|
13, |
|
3, |
|
5, |
|
-1, |
|
26, |
|
1, |
|
30, |
|
18, |
|
21, |
|
3, |
|
6, |
|
4, |
|
9, |
|
4, |
|
3, |
|
29, |
|
21, |
|
26, |
|
28, |
|
-1, |
|
-1, |
|
4, |
|
20, |
|
4, |
|
12, |
|
10, |
|
-1, |
|
7, |
|
24, |
|
18, |
|
18, |
|
2, |
|
12, |
|
8, |
|
7, |
|
26, |
|
16, |
|
1, |
|
8, |
|
4, |
|
32, |
|
-1, |
|
-1, |
|
17, |
|
4, |
|
7, |
|
4, |
|
21, |
|
25, |
|
12, |
|
1, |
|
11, |
|
10, |
|
11, |
|
28, |
|
-1, |
|
8, |
|
-1, |
|
-1, |
|
-1, |
|
8, |
|
-1, |
|
5, |
|
11, |
|
1, |
|
2, |
|
4, |
|
16, |
|
12, |
|
0, |
|
1, |
|
14, |
|
25, |
|
-1, |
|
-1, |
|
-1, |
|
-1, |
|
8, |
|
-1, |
|
15, |
|
19, |
|
10, |
|
18, |
|
6, |
|
5, |
|
3, |
|
14, |
|
-1, |
|
-1, |
|
2, |
|
5, |
|
-1, |
|
-1, |
|
-1, |
|
4, |
|
16, |
|
2, |
|
25, |
|
12, |
|
13, |
|
23, |
|
4, |
|
0, |
|
0, |
|
10, |
|
-1, |
|
7, |
|
1, |
|
1, |
|
0, |
|
-1, |
|
22, |
|
8, |
|
-1, |
|
13, |
|
1, |
|
-1, |
|
-1, |
|
-1, |
|
0, |
|
0, |
|
7, |
|
10, |
|
11, |
|
-1, |
|
10, |
|
2, |
|
13, |
|
-1, |
|
-1, |
|
13, |
|
1, |
|
-1, |
|
0, |
|
29, |
|
3, |
|
2, |
|
16, |
|
6, |
|
-1, |
|
-1, |
|
12, |
|
14, |
|
-1, |
|
13, |
|
0, |
|
-1, |
|
-1, |
|
-1, |
|
24, |
|
1, |
|
15, |
|
19, |
|
1, |
|
3, |
|
22, |
|
8, |
|
29, |
|
3, |
|
-1, |
|
1, |
|
-1, |
|
-1, |
|
22, |
|
0, |
|
13, |
|
16, |
|
7, |
|
8, |
|
3, |
|
5, |
|
21, |
|
9, |
|
13, |
|
32, |
|
0, |
|
7, |
|
6, |
|
1, |
|
15, |
|
20, |
|
5, |
|
-1, |
|
4, |
|
14, |
|
11, |
|
13, |
|
12, |
|
-1, |
|
8, |
|
0, |
|
8, |
|
32, |
|
11, |
|
-1, |
|
-1, |
|
13, |
|
3, |
|
-1, |
|
30, |
|
22, |
|
28, |
|
-1, |
|
14, |
|
25, |
|
8, |
|
4, |
|
2, |
|
12, |
|
-1, |
|
-1, |
|
19, |
|
-1, |
|
12, |
|
23, |
|
4, |
|
9, |
|
16, |
|
-1, |
|
28, |
|
28, |
|
12, |
|
-1, |
|
17, |
|
8, |
|
7, |
|
-1, |
|
19, |
|
-1, |
|
-1, |
|
2, |
|
11, |
|
-1, |
|
11, |
|
3, |
|
23, |
|
4, |
|
12, |
|
5, |
|
-1, |
|
12, |
|
-1, |
|
2, |
|
4, |
|
1, |
|
7, |
|
2, |
|
-1, |
|
9, |
|
29, |
|
18, |
|
-1, |
|
7, |
|
16, |
|
-1, |
|
18, |
|
-1, |
|
-1, |
|
6, |
|
4, |
|
6, |
|
5, |
|
13, |
|
4, |
|
17, |
|
9, |
|
-1, |
|
-1, |
|
5, |
|
4, |
|
11, |
|
-1, |
|
8, |
|
8, |
|
11, |
|
4, |
|
16, |
|
26, |
|
7, |
|
5, |
|
-1, |
|
6, |
|
9, |
|
-1, |
|
4, |
|
16, |
|
14, |
|
1, |
|
6, |
|
-1, |
|
21, |
|
12, |
|
2, |
|
19, |
|
9, |
|
12, |
|
6, |
|
3, |
|
10, |
|
-1, |
|
-1, |
|
24, |
|
1, |
|
3, |
|
6, |
|
-1, |
|
10, |
|
23, |
|
-1, |
|
8, |
|
16, |
|
-1, |
|
9, |
|
27, |
|
1, |
|
2, |
|
4, |
|
3, |
|
-1, |
|
7, |
|
19, |
|
5, |
|
30, |
|
-1, |
|
26, |
|
-1, |
|
-1, |
|
17, |
|
15, |
|
-1, |
|
0, |
|
22, |
|
1, |
|
-1, |
|
-1, |
|
14, |
|
2, |
|
-1, |
|
4, |
|
4, |
|
2, |
|
24, |
|
20, |
|
28, |
|
20, |
|
17, |
|
-1, |
|
27, |
|
8, |
|
9, |
|
15, |
|
9, |
|
2, |
|
-1, |
|
-1, |
|
3, |
|
-1, |
|
18, |
|
12, |
|
-1, |
|
14, |
|
7, |
|
9, |
|
-1, |
|
7, |
|
22, |
|
9, |
|
21, |
|
10, |
|
16, |
|
1, |
|
16, |
|
32, |
|
-1, |
|
-1, |
|
13, |
|
-1, |
|
32, |
|
24, |
|
11, |
|
11, |
|
-1, |
|
21, |
|
8, |
|
25, |
|
4, |
|
26, |
|
-1, |
|
3, |
|
9, |
|
7, |
|
-1, |
|
11, |
|
7, |
|
7, |
|
9, |
|
28, |
|
-1, |
|
31, |
|
6, |
|
14, |
|
2, |
|
24, |
|
7, |
|
0, |
|
32, |
|
0, |
|
10, |
|
12, |
|
4, |
|
27, |
|
-1, |
|
0, |
|
-1, |
|
11, |
|
24, |
|
10, |
|
-1, |
|
1, |
|
27, |
|
11, |
|
-1, |
|
-1, |
|
20, |
|
-1, |
|
-1, |
|
-1, |
|
-1, |
|
5, |
|
21, |
|
5, |
|
19, |
|
-1, |
|
18, |
|
31, |
|
26, |
|
6, |
|
9, |
|
32, |
|
4, |
|
9, |
|
31, |
|
23, |
|
19, |
|
16, |
|
1, |
|
32, |
|
6, |
|
-1, |
|
17, |
|
14, |
|
6, |
|
21, |
|
0, |
|
1, |
|
6, |
|
5, |
|
0, |
|
9, |
|
-1, |
|
8, |
|
-1, |
|
6, |
|
12, |
|
1, |
|
3, |
|
0, |
|
17, |
|
1, |
|
1, |
|
10, |
|
-1, |
|
1, |
|
12, |
|
0, |
|
19, |
|
11, |
|
29, |
|
-1, |
|
19, |
|
3, |
|
18, |
|
25, |
|
11, |
|
2, |
|
3, |
|
-1, |
|
0, |
|
16, |
|
1, |
|
7, |
|
18, |
|
-1, |
|
11, |
|
7, |
|
4, |
|
14, |
|
-1, |
|
9, |
|
14, |
|
2, |
|
19, |
|
10, |
|
27, |
|
8, |
|
1, |
|
10, |
|
9, |
|
8, |
|
5, |
|
13, |
|
11, |
|
7, |
|
9, |
|
-1, |
|
8, |
|
1, |
|
0, |
|
11, |
|
17, |
|
2, |
|
1, |
|
22, |
|
12, |
|
2, |
|
19, |
|
-1, |
|
4, |
|
19, |
|
22, |
|
23, |
|
-1, |
|
32, |
|
0, |
|
1, |
|
19, |
|
29, |
|
14, |
|
8, |
|
4, |
|
5, |
|
5, |
|
-1, |
|
23, |
|
6, |
|
14, |
|
1, |
|
26, |
|
-1, |
|
0, |
|
12, |
|
4, |
|
6, |
|
7, |
|
17, |
|
0, |
|
16, |
|
-1, |
|
-1, |
|
7, |
|
-1, |
|
-1, |
|
12, |
|
5, |
|
4, |
|
6, |
|
5, |
|
2, |
|
0, |
|
11, |
|
8, |
|
6, |
|
12, |
|
-1, |
|
3, |
|
7, |
|
11, |
|
21, |
|
22, |
|
9, |
|
27, |
|
-1, |
|
8, |
|
22, |
|
12, |
|
18, |
|
4, |
|
7, |
|
22, |
|
10, |
|
5, |
|
-1, |
|
-1, |
|
14, |
|
6, |
|
1, |
|
12, |
|
0, |
|
-1, |
|
3, |
|
0, |
|
7, |
|
11, |
|
22, |
|
9, |
|
-1, |
|
-1, |
|
5, |
|
0, |
|
3, |
|
27, |
|
7, |
|
28, |
|
14, |
|
2, |
|
32, |
|
11, |
|
12, |
|
30, |
|
-1, |
|
2, |
|
5, |
|
12, |
|
0, |
|
5, |
|
19, |
|
5, |
|
17, |
|
15, |
|
15, |
|
0, |
|
2, |
|
7, |
|
2, |
|
6, |
|
10, |
|
8, |
|
10, |
|
6, |
|
0, |
|
11, |
|
12, |
|
26, |
|
2, |
|
26, |
|
12, |
|
8, |
|
8, |
|
12, |
|
29, |
|
12, |
|
28, |
|
1, |
|
1, |
|
9, |
|
17, |
|
9, |
|
1, |
|
0, |
|
5, |
|
2, |
|
18, |
|
8, |
|
-1, |
|
6, |
|
3, |
|
22, |
|
0, |
|
0, |
|
-1, |
|
30, |
|
3, |
|
4, |
|
2, |
|
7, |
|
10, |
|
1, |
|
29, |
|
14, |
|
11, |
|
1, |
|
15, |
|
1, |
|
28, |
|
0, |
|
-1, |
|
16, |
|
-1, |
|
12, |
|
5, |
|
0, |
|
1, |
|
18, |
|
3, |
|
8, |
|
28, |
|
16, |
|
3, |
|
-1, |
|
-1, |
|
12, |
|
-1, |
|
-1, |
|
-1, |
|
20, |
|
15, |
|
18, |
|
-1, |
|
7, |
|
28, |
|
2, |
|
-1, |
|
-1, |
|
10, |
|
22, |
|
19, |
|
-1, |
|
4, |
|
12, |
|
31, |
|
2, |
|
7, |
|
0, |
|
18, |
|
21, |
|
15, |
|
-1, |
|
15, |
|
-1, |
|
2, |
|
-1, |
|
5, |
|
16, |
|
6, |
|
12, |
|
1, |
|
-1, |
|
6, |
|
0, |
|
7, |
|
4, |
|
16, |
|
11, |
|
2, |
|
15, |
|
-1, |
|
-1, |
|
13, |
|
12, |
|
0, |
|
21, |
|
-1, |
|
-1, |
|
28, |
|
5, |
|
9, |
|
10, |
|
-1, |
|
0, |
|
27, |
|
9, |
|
5, |
|
4, |
|
5, |
|
28, |
|
8, |
|
13, |
|
-1, |
|
-1, |
|
-1, |
|
21, |
|
1, |
|
30, |
|
9, |
|
-1, |
|
19, |
|
1, |
|
7, |
|
1, |
|
8, |
|
21, |
|
8, |
|
27, |
|
24, |
|
-1, |
|
0, |
|
5, |
|
-1, |
|
5, |
|
8, |
|
4, |
|
4, |
|
0, |
|
5, |
|
19, |
|
5, |
|
-1, |
|
23, |
|
7, |
|
8, |
|
-1, |
|
11, |
|
2, |
|
19, |
|
12, |
|
12, |
|
0, |
|
-1, |
|
8, |
|
5, |
|
-1, |
|
-1, |
|
-1, |
|
7, |
|
26, |
|
0, |
|
-1, |
|
4, |
|
0, |
|
0, |
|
15, |
|
-1, |
|
4, |
|
1, |
|
-1, |
|
14, |
|
16, |
|
27, |
|
0, |
|
30, |
|
7, |
|
10, |
|
-1, |
|
0, |
|
10, |
|
11, |
|
-1, |
|
-1, |
|
7, |
|
8, |
|
16, |
|
1, |
|
8, |
|
17, |
|
18, |
|
-1, |
|
22, |
|
32, |
|
20, |
|
-1, |
|
16, |
|
26, |
|
9, |
|
3, |
|
7, |
|
17, |
|
-1, |
|
4, |
|
17, |
|
0, |
|
3, |
|
11, |
|
-1, |
|
16, |
|
-1, |
|
-1, |
|
14, |
|
22, |
|
7, |
|
15, |
|
-1, |
|
24, |
|
24, |
|
14, |
|
4, |
|
2, |
|
4, |
|
-1, |
|
10, |
|
-1, |
|
6, |
|
11, |
|
13, |
|
24, |
|
15, |
|
26, |
|
12, |
|
14, |
|
5, |
|
0, |
|
-1, |
|
8, |
|
-1, |
|
4, |
|
-1, |
|
-1, |
|
-1, |
|
6, |
|
5, |
|
11, |
|
3, |
|
25, |
|
24, |
|
1, |
|
29, |
|
2, |
|
-1, |
|
0, |
|
6, |
|
16, |
|
9, |
|
0, |
|
7, |
|
20, |
|
14, |
|
21, |
|
13, |
|
15, |
|
4, |
|
0, |
|
2, |
|
-1, |
|
0, |
|
-1, |
|
6, |
|
-1, |
|
10, |
|
11, |
|
4, |
|
5, |
|
-1, |
|
6, |
|
1, |
|
4, |
|
-1, |
|
-1, |
|
8, |
|
2, |
|
21, |
|
4, |
|
-1, |
|
12, |
|
10, |
|
8, |
|
8, |
|
-1, |
|
4, |
|
-1, |
|
3, |
|
25, |
|
0, |
|
28, |
|
-1, |
|
9, |
|
11, |
|
0, |
|
5, |
|
8, |
|
-1, |
|
5, |
|
7, |
|
26, |
|
-1, |
|
-1, |
|
-1, |
|
-1, |
|
27, |
|
7, |
|
17, |
|
17, |
|
-1, |
|
7, |
|
-1, |
|
19, |
|
7, |
|
-1, |
|
0, |
|
-1, |
|
12, |
|
19, |
|
16, |
|
14, |
|
17, |
|
11, |
|
11, |
|
4, |
|
1, |
|
-1, |
|
8, |
|
3, |
|
3, |
|
5, |
|
-1, |
|
-1, |
|
5, |
|
24, |
|
7, |
|
-1, |
|
-1, |
|
19, |
|
16, |
|
2, |
|
-1, |
|
9, |
|
-1, |
|
-1, |
|
27, |
|
-1, |
|
1, |
|
11, |
|
14, |
|
11, |
|
12, |
|
-1, |
|
-1, |
|
2, |
|
11, |
|
17, |
|
-1, |
|
0, |
|
20, |
|
21, |
|
20, |
|
4, |
|
7, |
|
19, |
|
17, |
|
32, |
|
12, |
|
9, |
|
-1, |
|
3, |
|
32, |
|
17, |
|
-1, |
|
0, |
|
-1, |
|
4, |
|
5, |
|
26, |
|
1, |
|
6, |
|
10, |
|
-1, |
|
10, |
|
2, |
|
1, |
|
7, |
|
4, |
|
6, |
|
-1, |
|
14, |
|
4, |
|
23, |
|
2, |
|
-1, |
|
17, |
|
0, |
|
-1, |
|
6, |
|
5, |
|
-1, |
|
9, |
|
10, |
|
19, |
|
3, |
|
-1, |
|
2, |
|
1, |
|
32, |
|
1, |
|
10, |
|
8, |
|
4, |
|
3, |
|
13, |
|
4, |
|
16, |
|
14, |
|
1, |
|
1, |
|
8, |
|
3, |
|
4, |
|
8, |
|
8, |
|
-1, |
|
19, |
|
23, |
|
-1, |
|
18, |
|
15, |
|
-1, |
|
23, |
|
-1, |
|
4, |
|
24, |
|
0, |
|
14, |
|
1, |
|
14, |
|
-1, |
|
1, |
|
-1, |
|
-1, |
|
28, |
|
2, |
|
16, |
|
30, |
|
18, |
|
4, |
|
14, |
|
19, |
|
10, |
|
3, |
|
8, |
|
19, |
|
4, |
|
13, |
|
21, |
|
-1, |
|
0, |
|
-1, |
|
1, |
|
9, |
|
8, |
|
-1, |
|
14, |
|
0, |
|
2, |
|
6, |
|
17, |
|
13, |
|
6, |
|
3, |
|
-1, |
|
4, |
|
-1, |
|
5, |
|
20, |
|
6, |
|
-1, |
|
9, |
|
8, |
|
0, |
|
-1, |
|
-1, |
|
7, |
|
16, |
|
7, |
|
25, |
|
22, |
|
4, |
|
0, |
|
7, |
|
8, |
|
27, |
|
0, |
|
9, |
|
8, |
|
7, |
|
14, |
|
2, |
|
15, |
|
3, |
|
26, |
|
24, |
|
-1, |
|
19, |
|
25, |
|
13, |
|
11, |
|
14, |
|
8, |
|
24, |
|
8, |
|
7, |
|
-1, |
|
19, |
|
-1, |
|
7, |
|
10, |
|
1, |
|
0, |
|
1, |
|
0, |
|
4, |
|
23, |
|
4, |
|
1, |
|
13, |
|
-1, |
|
-1, |
|
1, |
|
14, |
|
6, |
|
1, |
|
15, |
|
-1, |
|
19, |
|
3, |
|
27, |
|
-1, |
|
0, |
|
0, |
|
11, |
|
-1, |
|
1, |
|
1, |
|
28, |
|
0, |
|
1, |
|
6, |
|
9, |
|
2, |
|
7, |
|
11, |
|
11, |
|
4, |
|
8, |
|
0, |
|
-1, |
|
-1, |
|
-1, |
|
5, |
|
-1, |
|
27, |
|
8, |
|
20, |
|
29, |
|
3, |
|
11, |
|
15, |
|
9, |
|
27, |
|
12, |
|
22, |
|
10, |
|
17, |
|
21, |
|
7, |
|
10, |
|
-1, |
|
7, |
|
4, |
|
-1, |
|
-1, |
|
0, |
|
7, |
|
2, |
|
0, |
|
0, |
|
1, |
|
1, |
|
0, |
|
-1, |
|
20, |
|
15, |
|
9, |
|
3, |
|
-1, |
|
7, |
|
6, |
|
-1, |
|
19, |
|
12, |
|
28, |
|
8, |
|
7, |
|
12, |
|
25, |
|
31, |
|
-1, |
|
7, |
|
4, |
|
-1, |
|
3, |
|
28, |
|
6, |
|
-1, |
|
13, |
|
16, |
|
6, |
|
7, |
|
19, |
|
7, |
|
-1, |
|
11, |
|
27, |
|
0, |
|
2, |
|
7, |
|
-1, |
|
17, |
|
7, |
|
14, |
|
22, |
|
7, |
|
20, |
|
13, |
|
26, |
|
3, |
|
3, |
|
15, |
|
0, |
|
13, |
|
-1, |
|
-1, |
|
17, |
|
3, |
|
1, |
|
5, |
|
-1, |
|
18, |
|
1, |
|
8, |
|
9, |
|
32, |
|
28, |
|
1, |
|
-1, |
|
-1, |
|
12, |
|
10, |
|
1, |
|
0, |
|
5, |
|
7, |
|
11, |
|
12, |
|
28, |
|
2, |
|
8, |
|
12, |
|
9, |
|
0, |
|
0, |
|
9, |
|
7, |
|
21, |
|
2, |
|
-1, |
|
-1, |
|
6, |
|
11, |
|
9, |
|
4, |
|
7, |
|
16, |
|
-1, |
|
11, |
|
15, |
|
2, |
|
7, |
|
12, |
|
6, |
|
-1, |
|
-1, |
|
24, |
|
13, |
|
1, |
|
1, |
|
0, |
|
-1, |
|
3, |
|
-1, |
|
7, |
|
6, |
|
0, |
|
18, |
|
6, |
|
-1, |
|
32, |
|
9, |
|
14, |
|
1, |
|
10, |
|
17, |
|
26, |
|
1, |
|
1, |
|
0, |
|
4, |
|
13, |
|
4, |
|
0, |
|
25, |
|
7, |
|
12, |
|
22, |
|
-1, |
|
-1, |
|
21, |
|
-1, |
|
-1, |
|
-1, |
|
31, |
|
4, |
|
-1, |
|
4, |
|
5, |
|
15, |
|
14, |
|
11, |
|
12, |
|
-1, |
|
4, |
|
2, |
|
2, |
|
11, |
|
-1, |
|
28, |
|
8, |
|
-1, |
|
24, |
|
2, |
|
0, |
|
5, |
|
12, |
|
-1, |
|
19, |
|
5, |
|
3, |
|
2, |
|
13, |
|
4, |
|
14, |
|
30, |
|
-1, |
|
-1, |
|
0, |
|
-1, |
|
-1, |
|
3, |
|
6, |
|
0, |
|
-1, |
|
2, |
|
5, |
|
12, |
|
15, |
|
3, |
|
12, |
|
10, |
|
20, |
|
0, |
|
8, |
|
13, |
|
-1, |
|
2, |
|
12, |
|
-1, |
|
1, |
|
2, |
|
1, |
|
-1, |
|
0, |
|
-1, |
|
14, |
|
7, |
|
3, |
|
-1, |
|
-1, |
|
7, |
|
10, |
|
4, |
|
-1, |
|
9, |
|
5, |
|
-1, |
|
6, |
|
5, |
|
27, |
|
-1, |
|
5, |
|
1, |
|
9, |
|
25, |
|
13, |
|
13, |
|
17, |
|
18, |
|
2, |
|
9, |
|
0, |
|
24, |
|
-1, |
|
2, |
|
12, |
|
26, |
|
-1, |
|
9, |
|
12, |
|
7, |
|
13, |
|
7, |
|
14, |
|
0, |
|
3, |
|
8, |
|
3, |
|
17, |
|
-1, |
|
-1, |
|
4, |
|
-1, |
|
14, |
|
11, |
|
8, |
|
-1, |
|
10, |
|
18, |
|
3, |
|
2, |
|
22, |
|
4, |
|
1, |
|
31, |
|
0, |
|
16, |
|
26, |
|
17, |
|
-1, |
|
-1, |
|
-1, |
|
26, |
|
10, |
|
14, |
|
-1, |
|
1, |
|
4, |
|
0, |
|
11, |
|
-1, |
|
3, |
|
1, |
|
8, |
|
32, |
|
26, |
|
4, |
|
5, |
|
8, |
|
-1, |
|
4, |
|
2, |
|
13, |
|
2, |
|
8, |
|
-1, |
|
0, |
|
18, |
|
11, |
|
-1, |
|
-1, |
|
-1, |
|
23, |
|
0, |
|
-1, |
|
4, |
|
0, |
|
-1, |
|
9, |
|
14, |
|
5, |
|
1, |
|
-1, |
|
12, |
|
3, |
|
0, |
|
23, |
|
1, |
|
0, |
|
4, |
|
0, |
|
11, |
|
-1, |
|
16, |
|
4, |
|
13, |
|
4, |
|
3, |
|
17, |
|
8, |
|
5, |
|
11, |
|
3, |
|
-1, |
|
8, |
|
26, |
|
10, |
|
-1, |
|
18, |
|
23, |
|
26, |
|
-1, |
|
5, |
|
-1, |
|
1, |
|
-1, |
|
-1, |
|
2, |
|
4, |
|
26, |
|
7, |
|
0, |
|
-1, |
|
-1, |
|
0, |
|
8, |
|
19, |
|
-1, |
|
-1, |
|
25, |
|
20, |
|
-1, |
|
9, |
|
2, |
|
24, |
|
0, |
|
-1, |
|
19, |
|
17, |
|
-1, |
|
2, |
|
-1, |
|
1, |
|
4, |
|
10, |
|
1, |
|
6, |
|
1, |
|
9, |
|
-1, |
|
13, |
|
31, |
|
18, |
|
20, |
|
28, |
|
4, |
|
15, |
|
7, |
|
2, |
|
2, |
|
6, |
|
4, |
|
0, |
|
17, |
|
-1, |
|
1, |
|
24, |
|
20, |
|
22, |
|
1, |
|
11, |
|
18, |
|
9, |
|
13, |
|
-1, |
|
7, |
|
14, |
|
-1, |
|
6, |
|
2, |
|
3, |
|
6, |
|
18, |
|
18, |
|
14, |
|
2, |
|
10, |
|
4, |
|
3, |
|
6, |
|
0, |
|
-1, |
|
1, |
|
2, |
|
2, |
|
1, |
|
1, |
|
-1, |
|
12, |
|
2, |
|
11, |
|
-1, |
|
26, |
|
9, |
|
19, |
|
-1, |
|
-1, |
|
8, |
|
10, |
|
14, |
|
12, |
|
28, |
|
30, |
|
15, |
|
28, |
|
3, |
|
-1, |
|
15, |
|
-1, |
|
-1, |
|
1, |
|
-1, |
|
10, |
|
-1, |
|
-1, |
|
6, |
|
16, |
|
24, |
|
11, |
|
-1, |
|
22, |
|
15, |
|
8, |
|
-1, |
|
19, |
|
9, |
|
17, |
|
6, |
|
12, |
|
-1, |
|
11, |
|
5, |
|
5, |
|
14, |
|
3, |
|
7, |
|
3, |
|
-1, |
|
30, |
|
-1, |
|
3, |
|
15, |
|
0, |
|
3, |
|
15, |
|
0, |
|
-1, |
|
2, |
|
5, |
|
20, |
|
24, |
|
-1, |
|
17, |
|
26, |
|
21, |
|
4, |
|
7, |
|
1, |
|
4, |
|
8, |
|
0, |
|
4, |
|
17, |
|
7, |
|
8, |
|
27, |
|
5, |
|
4, |
|
0, |
|
-1, |
|
15, |
|
6, |
|
0, |
|
7, |
|
6, |
|
9, |
|
-1, |
|
15, |
|
0, |
|
9, |
|
29, |
|
29, |
|
-1, |
|
10, |
|
3, |
|
19, |
|
11, |
|
20, |
|
3, |
|
0, |
|
-1, |
|
2, |
|
5, |
|
-1, |
|
15, |
|
15, |
|
10, |
|
4, |
|
16, |
|
12, |
|
26, |
|
1, |
|
16, |
|
4, |
|
11, |
|
0, |
|
6, |
|
5, |
|
10, |
|
-1, |
|
2, |
|
-1, |
|
12, |
|
6, |
|
-1, |
|
26, |
|
1, |
|
5, |
|
1, |
|
26, |
|
-1, |
|
2, |
|
26, |
|
1, |
|
0, |
|
-1, |
|
8, |
|
1, |
|
11, |
|
3, |
|
-1, |
|
31, |
|
30, |
|
4, |
|
7, |
|
0, |
|
0, |
|
7, |
|
14, |
|
23, |
|
5, |
|
-1, |
|
-1, |
|
2, |
|
19, |
|
-1, |
|
-1, |
|
15, |
|
5, |
|
5, |
|
-1, |
|
16, |
|
-1, |
|
4, |
|
10, |
|
28, |
|
17, |
|
5, |
|
4, |
|
23, |
|
2, |
|
8, |
|
9, |
|
1, |
|
1, |
|
8, |
|
-1, |
|
8, |
|
18, |
|
14, |
|
9, |
|
3, |
|
2, |
|
0, |
|
4, |
|
1, |
|
2, |
|
19, |
|
5, |
|
-1, |
|
-1, |
|
-1, |
|
6, |
|
-1, |
|
8, |
|
19, |
|
-1, |
|
3, |
|
-1, |
|
3, |
|
9, |
|
7, |
|
27, |
|
10, |
|
9, |
|
11, |
|
10, |
|
14, |
|
32, |
|
8, |
|
-1, |
|
3, |
|
15, |
|
-1, |
|
3, |
|
4, |
|
10, |
|
18, |
|
3, |
|
-1, |
|
12, |
|
5, |
|
-1, |
|
4, |
|
0, |
|
15, |
|
18, |
|
11, |
|
3, |
|
14, |
|
3, |
|
21, |
|
-1, |
|
18, |
|
4, |
|
16, |
|
10, |
|
1, |
|
-1, |
|
-1, |
|
9, |
|
5, |
|
2, |
|
18, |
|
7, |
|
10, |
|
5, |
|
3, |
|
28, |
|
7, |
|
-1, |
|
-1, |
|
6, |
|
18, |
|
2, |
|
8, |
|
4, |
|
2, |
|
12, |
|
14, |
|
7, |
|
21, |
|
23, |
|
0, |
|
20, |
|
2, |
|
16, |
|
11, |
|
4, |
|
18, |
|
-1, |
|
3, |
|
-1, |
|
12, |
|
6, |
|
30, |
|
27, |
|
8, |
|
19, |
|
29, |
|
10, |
|
11, |
|
10, |
|
7, |
|
4, |
|
4, |
|
4, |
|
4, |
|
-1, |
|
3, |
|
-1, |
|
7, |
|
0, |
|
19, |
|
16, |
|
31, |
|
4, |
|
14, |
|
-1, |
|
13, |
|
4, |
|
5, |
|
5, |
|
11, |
|
4, |
|
23, |
|
-1, |
|
11, |
|
15, |
|
-1, |
|
4, |
|
3, |
|
0, |
|
6, |
|
-1, |
|
5, |
|
16, |
|
0, |
|
10, |
|
-1, |
|
26, |
|
7, |
|
3, |
|
21, |
|
7, |
|
4, |
|
8, |
|
28, |
|
7, |
|
4, |
|
-1, |
|
-1, |
|
-1, |
|
-1, |
|
17, |
|
31, |
|
6, |
|
18, |
|
7, |
|
2, |
|
2, |
|
13, |
|
-1, |
|
12, |
|
-1, |
|
16, |
|
4, |
|
0, |
|
3, |
|
10, |
|
23, |
|
2, |
|
6, |
|
32, |
|
10, |
|
24, |
|
10, |
|
-1, |
|
6, |
|
15, |
|
30, |
|
14, |
|
0, |
|
-1, |
|
12, |
|
5, |
|
-1, |
|
25, |
|
30, |
|
22, |
|
11, |
|
-1, |
|
13, |
|
18, |
|
9, |
|
20, |
|
1, |
|
11, |
|
-1, |
|
4, |
|
6, |
|
26, |
|
-1, |
|
10, |
|
-1, |
|
6, |
|
2, |
|
-1, |
|
17, |
|
7, |
|
22, |
|
6, |
|
2, |
|
15, |
|
-1, |
|
28, |
|
13, |
|
25, |
|
17, |
|
11, |
|
5, |
|
10, |
|
10, |
|
1, |
|
-1, |
|
10, |
|
2, |
|
18, |
|
8, |
|
22, |
|
1, |
|
-1, |
|
-1, |
|
3, |
|
4, |
|
4, |
|
6, |
|
12, |
|
6, |
|
5, |
|
-1, |
|
9, |
|
8, |
|
4, |
|
-1, |
|
9, |
|
0, |
|
0, |
|
-1, |
|
0, |
|
8, |
|
16, |
|
2, |
|
29, |
|
6, |
|
4, |
|
-1, |
|
15, |
|
6, |
|
-1, |
|
-1, |
|
4, |
|
0, |
|
9, |
|
-1, |
|
5, |
|
9, |
|
-1, |
|
4, |
|
0, |
|
6, |
|
12, |
|
8, |
|
5, |
|
10, |
|
11, |
|
-1, |
|
7, |
|
2, |
|
21, |
|
4, |
|
24, |
|
-1, |
|
28, |
|
15, |
|
4, |
|
10, |
|
20, |
|
9, |
|
14, |
|
-1, |
|
3, |
|
24, |
|
0, |
|
0, |
|
29, |
|
11, |
|
18, |
|
7, |
|
7, |
|
1, |
|
15, |
|
14, |
|
30, |
|
16, |
|
15, |
|
11, |
|
3, |
|
-1, |
|
11, |
|
29, |
|
6, |
|
25, |
|
7, |
|
0, |
|
9, |
|
25, |
|
2, |
|
15, |
|
5, |
|
11, |
|
26, |
|
20, |
|
20, |
|
21, |
|
13, |
|
5, |
|
12, |
|
15, |
|
-1, |
|
-1, |
|
10, |
|
17, |
|
4, |
|
2, |
|
21, |
|
14, |
|
2, |
|
8, |
|
5, |
|
8, |
|
-1, |
|
22, |
|
23, |
|
9, |
|
7, |
|
29, |
|
-1, |
|
-1, |
|
17, |
|
3, |
|
18, |
|
9, |
|
10, |
|
-1, |
|
22, |
|
5, |
|
31, |
|
28, |
|
2, |
|
-1, |
|
6, |
|
13, |
|
12, |
|
2, |
|
11, |
|
0, |
|
-1, |
|
-1, |
|
-1, |
|
9, |
|
14, |
|
6, |
|
12, |
|
2, |
|
25, |
|
10, |
|
-1, |
|
1, |
|
24, |
|
-1, |
|
1, |
|
-1, |
|
8, |
|
0, |
|
15, |
|
3, |
|
0, |
|
3, |
|
28, |
|
-1, |
|
-1, |
|
25, |
|
10, |
|
4, |
|
8, |
|
8, |
|
27, |
|
6, |
|
23, |
|
-1, |
|
31, |
|
5, |
|
31, |
|
13, |
|
2, |
|
0, |
|
15, |
|
3, |
|
5, |
|
0, |
|
8, |
|
4, |
|
18, |
|
-1, |
|
-1, |
|
4, |
|
1, |
|
10, |
|
-1, |
|
7, |
|
1, |
|
6, |
|
6, |
|
21, |
|
-1, |
|
2, |
|
7, |
|
6, |
|
0, |
|
8, |
|
7, |
|
3, |
|
0, |
|
30, |
|
3, |
|
-1, |
|
13, |
|
-1, |
|
18, |
|
19, |
|
32, |
|
-1, |
|
12, |
|
5, |
|
2, |
|
8, |
|
18, |
|
14, |
|
7, |
|
26, |
|
17, |
|
-1, |
|
3, |
|
23, |
|
4, |
|
0, |
|
21, |
|
7, |
|
24, |
|
5, |
|
2, |
|
10, |
|
1, |
|
-1, |
|
-1, |
|
1, |
|
10, |
|
6, |
|
15, |
|
13, |
|
-1, |
|
12, |
|
-1, |
|
16, |
|
15, |
|
8, |
|
-1, |
|
26, |
|
30, |
|
-1, |
|
2, |
|
23, |
|
0, |
|
2, |
|
19, |
|
3, |
|
-1, |
|
-1, |
|
-1, |
|
21, |
|
2, |
|
8, |
|
19, |
|
3, |
|
-1, |
|
1, |
|
9, |
|
-1, |
|
19, |
|
-1, |
|
1, |
|
11, |
|
-1, |
|
4, |
|
0, |
|
25, |
|
19, |
|
9, |
|
4, |
|
21, |
|
4, |
|
6, |
|
29, |
|
-1, |
|
0, |
|
4, |
|
1, |
|
7, |
|
4, |
|
12, |
|
15, |
|
11, |
|
1, |
|
-1, |
|
-1, |
|
12, |
|
0, |
|
20, |
|
1, |
|
5, |
|
3, |
|
-1, |
|
2, |
|
13, |
|
-1, |
|
2, |
|
-1, |
|
6, |
|
17, |
|
0, |
|
9, |
|
1, |
|
16, |
|
16, |
|
12, |
|
-1, |
|
-1, |
|
7, |
|
3, |
|
-1, |
|
15, |
|
11, |
|
7, |
|
23, |
|
19, |
|
5, |
|
21, |
|
26, |
|
24, |
|
21, |
|
16, |
|
5, |
|
24, |
|
-1, |
|
12, |
|
7, |
|
6, |
|
0, |
|
-1, |
|
6, |
|
11, |
|
8, |
|
-1, |
|
1, |
|
13, |
|
21, |
|
31, |
|
8, |
|
1, |
|
3, |
|
6, |
|
11, |
|
29, |
|
12, |
|
9, |
|
32, |
|
-1, |
|
8, |
|
-1, |
|
7, |
|
-1, |
|
11, |
|
3, |
|
3, |
|
10, |
|
14, |
|
-1, |
|
21, |
|
31, |
|
21, |
|
27, |
|
0, |
|
2, |
|
20, |
|
24, |
|
11, |
|
18, |
|
9, |
|
2, |
|
2, |
|
4, |
|
-1, |
|
4, |
|
8, |
|
-1, |
|
25, |
|
11, |
|
14, |
|
4, |
|
4, |
|
8, |
|
11, |
|
21, |
|
7, |
|
15, |
|
3, |
|
17, |
|
3, |
|
0, |
|
0, |
|
-1, |
|
28, |
|
-1, |
|
1, |
|
2, |
|
14, |
|
21, |
|
0, |
|
-1, |
|
13, |
|
-1, |
|
4, |
|
19, |
|
7, |
|
7, |
|
11, |
|
6, |
|
6, |
|
3, |
|
-1, |
|
0, |
|
10, |
|
1, |
|
6, |
|
1, |
|
10, |
|
1, |
|
7, |
|
20, |
|
6, |
|
-1, |
|
2, |
|
-1, |
|
23, |
|
0, |
|
-1, |
|
27, |
|
3, |
|
-1, |
|
1, |
|
2, |
|
1, |
|
12, |
|
2, |
|
0, |
|
-1, |
|
1, |
|
-1, |
|
0, |
|
10, |
|
-1, |
|
7, |
|
11, |
|
0, |
|
-1, |
|
5, |
|
12, |
|
14, |
|
-1, |
|
22, |
|
-1, |
|
-1, |
|
-1, |
|
11, |
|
1, |
|
4, |
|
-1, |
|
4, |
|
18, |
|
-1, |
|
5, |
|
-1, |
|
17, |
|
30, |
|
10, |
|
16, |
|
6, |
|
22, |
|
12, |
|
4, |
|
8, |
|
7, |
|
12, |
|
12, |
|
17, |
|
14, |
|
-1, |
|
27, |
|
1, |
|
-1, |
|
12, |
|
-1, |
|
11, |
|
16, |
|
13, |
|
28, |
|
8, |
|
7, |
|
16, |
|
9, |
|
6, |
|
6, |
|
0, |
|
22, |
|
-1, |
|
0, |
|
-1, |
|
-1, |
|
5, |
|
15, |
|
7, |
|
-1, |
|
15, |
|
8, |
|
18, |
|
-1, |
|
6, |
|
3, |
|
23, |
|
0, |
|
-1, |
|
13, |
|
10, |
|
3, |
|
18, |
|
3, |
|
24, |
|
3, |
|
10, |
|
23, |
|
2, |
|
2, |
|
-1, |
|
15, |
|
-1, |
|
0, |
|
0, |
|
7, |
|
26, |
|
-1, |
|
-1, |
|
10, |
|
0, |
|
24, |
|
15, |
|
12, |
|
19, |
|
6, |
|
17, |
|
19, |
|
14, |
|
3, |
|
30, |
|
0, |
|
5, |
|
14, |
|
11, |
|
12, |
|
1, |
|
18, |
|
12, |
|
-1, |
|
9, |
|
6, |
|
-1, |
|
5, |
|
-1, |
|
5, |
|
25, |
|
-1, |
|
18, |
|
-1, |
|
15, |
|
9, |
|
3, |
|
30, |
|
5, |
|
-1, |
|
-1, |
|
4, |
|
-1, |
|
-1, |
|
3, |
|
1, |
|
2, |
|
27, |
|
30, |
|
9, |
|
23, |
|
-1, |
|
25, |
|
17, |
|
8, |
|
-1, |
|
-1, |
|
3, |
|
-1, |
|
13, |
|
-1, |
|
1, |
|
3, |
|
18, |
|
21, |
|
19, |
|
5, |
|
19, |
|
25, |
|
-1, |
|
18, |
|
-1, |
|
12, |
|
15, |
|
-1, |
|
2, |
|
-1, |
|
3, |
|
15, |
|
-1, |
|
6, |
|
7, |
|
30, |
|
3, |
|
21, |
|
2, |
|
0, |
|
-1, |
|
-1, |
|
13, |
|
-1, |
|
27, |
|
2, |
|
13, |
|
3, |
|
-1, |
|
8, |
|
8, |
|
15, |
|
-1, |
|
-1, |
|
1, |
|
2, |
|
-1, |
|
18, |
|
-1, |
|
-1, |
|
5, |
|
20, |
|
-1, |
|
21, |
|
18, |
|
2, |
|
0, |
|
25, |
|
0, |
|
1, |
|
-1, |
|
0, |
|
2, |
|
17, |
|
2, |
|
27, |
|
5, |
|
3, |
|
8, |
|
31, |
|
2, |
|
32, |
|
4, |
|
28, |
|
16, |
|
5, |
|
12, |
|
-1, |
|
-1, |
|
19, |
|
-1, |
|
2, |
|
17, |
|
1, |
|
-1, |
|
31, |
|
2, |
|
3, |
|
4, |
|
-1, |
|
23, |
|
27, |
|
4, |
|
-1, |
|
14, |
|
0, |
|
0, |
|
2, |
|
16, |
|
3, |
|
-1, |
|
25, |
|
2, |
|
-1, |
|
8, |
|
2, |
|
-1, |
|
3, |
|
4, |
|
4, |
|
-1, |
|
0, |
|
-1, |
|
15, |
|
-1, |
|
8, |
|
-1, |
|
5, |
|
6, |
|
5, |
|
-1, |
|
4, |
|
17, |
|
18, |
|
9, |
|
8, |
|
11, |
|
-1, |
|
31, |
|
0, |
|
-1, |
|
6, |
|
0, |
|
7, |
|
15, |
|
27, |
|
10, |
|
8, |
|
6, |
|
-1, |
|
26, |
|
5, |
|
9, |
|
2, |
|
12, |
|
13, |
|
11, |
|
-1, |
|
26, |
|
10, |
|
12, |
|
6, |
|
1, |
|
4, |
|
13, |
|
19, |
|
11, |
|
1, |
|
5, |
|
23, |
|
1, |
|
-1, |
|
10, |
|
-1, |
|
18, |
|
6, |
|
18, |
|
-1, |
|
18, |
|
-1, |
|
1, |
|
24, |
|
8, |
|
14, |
|
29, |
|
2, |
|
10, |
|
13, |
|
6, |
|
2, |
|
9, |
|
0, |
|
7, |
|
0, |
|
14, |
|
10, |
|
-1, |
|
27, |
|
2, |
|
4, |
|
13, |
|
10, |
|
6, |
|
0, |
|
3, |
|
3, |
|
-1, |
|
-1, |
|
18, |
|
9, |
|
-1, |
|
17, |
|
-1, |
|
17, |
|
1, |
|
-1, |
|
5, |
|
0, |
|
18, |
|
2, |
|
30, |
|
-1, |
|
0, |
|
-1, |
|
17, |
|
7, |
|
-1, |
|
9, |
|
-1, |
|
2, |
|
24, |
|
16, |
|
2, |
|
9, |
|
21, |
|
8, |
|
15, |
|
14, |
|
-1, |
|
6, |
|
1, |
|
23, |
|
-1, |
|
-1, |
|
15, |
|
29, |
|
2, |
|
15, |
|
-1, |
|
-1, |
|
-1, |
|
29, |
|
3, |
|
9, |
|
15, |
|
-1, |
|
25, |
|
6, |
|
-1, |
|
8, |
|
-1, |
|
-1, |
|
0, |
|
-1, |
|
-1, |
|
-1, |
|
-1, |
|
6, |
|
10, |
|
-1, |
|
16, |
|
2, |
|
13, |
|
-1, |
|
6, |
|
0, |
|
14, |
|
18, |
|
3, |
|
-1, |
|
10, |
|
2, |
|
27, |
|
15, |
|
3, |
|
5, |
|
-1, |
|
9, |
|
18, |
|
14, |
|
-1, |
|
10, |
|
0, |
|
10, |
|
29, |
|
16, |
|
4, |
|
-1, |
|
27, |
|
32, |
|
3, |
|
10, |
|
9, |
|
32, |
|
4, |
|
20, |
|
10, |
|
1, |
|
-1, |
|
5, |
|
-1, |
|
2, |
|
10, |
|
20, |
|
-1, |
|
9, |
|
6, |
|
12, |
|
-1, |
|
7, |
|
1, |
|
4, |
|
-1, |
|
-1, |
|
-1, |
|
-1, |
|
9, |
|
1, |
|
-1, |
|
1, |
|
0, |
|
7, |
|
4, |
|
23, |
|
-1, |
|
-1, |
|
2, |
|
0, |
|
6, |
|
10, |
|
13, |
|
-1, |
|
0, |
|
0, |
|
-1, |
|
-1, |
|
0, |
|
21, |
|
5, |
|
3, |
|
8, |
|
-1, |
|
6, |
|
7, |
|
31, |
|
6, |
|
6, |
|
9, |
|
-1, |
|
-1, |
|
-1, |
|
5, |
|
-1, |
|
-1, |
|
21, |
|
22, |
|
23, |
|
24, |
|
-1, |
|
22, |
|
21, |
|
-1, |
|
2, |
|
-1, |
|
2, |
|
2, |
|
3, |
|
-1, |
|
5, |
|
11, |
|
18, |
|
8, |
|
5, |
|
6, |
|
-1, |
|
3, |
|
8, |
|
23, |
|
9, |
|
-1, |
|
9, |
|
32, |
|
15, |
|
0, |
|
23, |
|
0, |
|
5, |
|
29, |
|
-1, |
|
9, |
|
6, |
|
-1, |
|
-1, |
|
1, |
|
10, |
|
8, |
|
16, |
|
6, |
|
-1, |
|
5, |
|
17, |
|
1, |
|
0, |
|
8, |
|
17, |
|
10, |
|
6, |
|
0, |
|
22, |
|
1, |
|
10, |
|
-1, |
|
9, |
|
8, |
|
-1, |
|
0, |
|
0, |
|
7, |
|
-1, |
|
0, |
|
9, |
|
-1, |
|
2, |
|
16, |
|
0, |
|
2, |
|
1, |
|
6, |
|
9, |
|
6, |
|
-1, |
|
18, |
|
-1, |
|
9, |
|
11, |
|
14, |
|
2, |
|
23, |
|
-1, |
|
6, |
|
8, |
|
23, |
|
10, |
|
2, |
|
26, |
|
21, |
|
-1, |
|
1, |
|
0, |
|
3, |
|
-1, |
|
5, |
|
23, |
|
16, |
|
1, |
|
23, |
|
7, |
|
22, |
|
8, |
|
3, |
|
12, |
|
-1, |
|
11, |
|
8, |
|
-1, |
|
9, |
|
4, |
|
23, |
|
1, |
|
-1, |
|
6, |
|
16, |
|
5, |
|
22, |
|
7, |
|
2, |
|
2, |
|
-1, |
|
1, |
|
24, |
|
-1, |
|
0, |
|
1, |
|
16, |
|
16, |
|
3, |
|
25, |
|
5, |
|
-1, |
|
5, |
|
-1, |
|
24, |
|
22, |
|
2, |
|
9, |
|
15, |
|
4, |
|
8, |
|
3, |
|
6, |
|
8, |
|
9, |
|
7, |
|
-1, |
|
0, |
|
-1, |
|
13, |
|
-1, |
|
17, |
|
8, |
|
2, |
|
11, |
|
8, |
|
23, |
|
8, |
|
16, |
|
23, |
|
8, |
|
12, |
|
6, |
|
21, |
|
-1, |
|
14, |
|
10, |
|
16, |
|
22, |
|
16, |
|
6, |
|
1, |
|
-1, |
|
1, |
|
-1, |
|
32, |
|
-1, |
|
28, |
|
27, |
|
4, |
|
1, |
|
12, |
|
1, |
|
22, |
|
-1, |
|
-1, |
|
1, |
|
9, |
|
2, |
|
32, |
|
-1, |
|
1, |
|
0, |
|
-1, |
|
3, |
|
6, |
|
2, |
|
3, |
|
7, |
|
12, |
|
-1, |
|
7, |
|
11, |
|
6, |
|
7, |
|
12, |
|
8, |
|
-1, |
|
10, |
|
4, |
|
14, |
|
10, |
|
17, |
|
7, |
|
12, |
|
20, |
|
-1, |
|
2, |
|
8, |
|
14, |
|
1, |
|
10, |
|
-1, |
|
-1, |
|
9, |
|
7, |
|
0, |
|
-1, |
|
3, |
|
10, |
|
-1, |
|
27, |
|
-1, |
|
11, |
|
19, |
|
2, |
|
11, |
|
22, |
|
0, |
|
7, |
|
8, |
|
10, |
|
24, |
|
25, |
|
-1, |
|
7, |
|
-1, |
|
9, |
|
2, |
|
-1, |
|
6, |
|
9, |
|
24, |
|
4, |
|
5, |
|
8, |
|
-1, |
|
26, |
|
16, |
|
2, |
|
3, |
|
28, |
|
4, |
|
13, |
|
9, |
|
5, |
|
10, |
|
8, |
|
1, |
|
6, |
|
4, |
|
21, |
|
-1, |
|
4, |
|
4, |
|
29, |
|
-1, |
|
10, |
|
0, |
|
8, |
|
4, |
|
9, |
|
9, |
|
2, |
|
9, |
|
21, |
|
0, |
|
3, |
|
4, |
|
-1, |
|
-1, |
|
-1, |
|
22, |
|
20, |
|
1, |
|
11, |
|
13, |
|
-1, |
|
-1, |
|
6, |
|
7, |
|
-1, |
|
-1, |
|
31, |
|
8, |
|
-1, |
|
4, |
|
11, |
|
7, |
|
0, |
|
10, |
|
3, |
|
18, |
|
23, |
|
10, |
|
3, |
|
2, |
|
32, |
|
7, |
|
11, |
|
-1, |
|
6, |
|
-1, |
|
14, |
|
0, |
|
3, |
|
12, |
|
9, |
|
-1, |
|
6, |
|
22, |
|
19, |
|
0, |
|
8, |
|
-1, |
|
7, |
|
9, |
|
3, |
|
-1, |
|
4, |
|
1, |
|
0, |
|
11, |
|
1, |
|
1, |
|
22, |
|
5, |
|
16, |
|
5, |
|
7, |
|
-1, |
|
-1, |
|
7, |
|
-1, |
|
14, |
|
23, |
|
-1, |
|
9, |
|
5, |
|
-1, |
|
0, |
|
1, |
|
9, |
|
8, |
|
0, |
|
-1, |
|
10, |
|
31, |
|
11, |
|
5, |
|
-1, |
|
28, |
|
21, |
|
8, |
|
5, |
|
11, |
|
-1, |
|
-1, |
|
11, |
|
3, |
|
4, |
|
21, |
|
14, |
|
-1, |
|
5, |
|
4, |
|
-1, |
|
9, |
|
-1, |
|
5, |
|
15, |
|
-1, |
|
31, |
|
3, |
|
24, |
|
27, |
|
-1, |
|
21, |
|
9, |
|
22, |
|
15, |
|
17, |
|
-1, |
|
-1, |
|
10, |
|
4, |
|
0, |
|
12, |
|
9, |
|
15, |
|
20, |
|
-1, |
|
-1, |
|
5, |
|
28, |
|
0, |
|
21, |
|
12, |
|
-1, |
|
-1, |
|
-1, |
|
5, |
|
-1, |
|
-1, |
|
5, |
|
7, |
|
13, |
|
1, |
|
-1, |
|
7, |
|
1, |
|
-1, |
|
13, |
|
0, |
|
7, |
|
25, |
|
-1, |
|
8, |
|
-1, |
|
22, |
|
9, |
|
6, |
|
2, |
|
2, |
|
10, |
|
0, |
|
8, |
|
3, |
|
3, |
|
13, |
|
-1, |
|
2, |
|
9, |
|
14, |
|
0, |
|
-1, |
|
21, |
|
28, |
|
27, |
|
2, |
|
32, |
|
24, |
|
2, |
|
17, |
|
3, |
|
9, |
|
-1, |
|
25, |
|
17, |
|
6, |
|
-1, |
|
0, |
|
0, |
|
1, |
|
26, |
|
5, |
|
16, |
|
5, |
|
32, |
|
32, |
|
5, |
|
17, |
|
9, |
|
15, |
|
0, |
|
14, |
|
-1, |
|
-1, |
|
1, |
|
0, |
|
-1, |
|
18, |
|
-1, |
|
-1, |
|
14, |
|
5, |
|
14, |
|
7, |
|
13, |
|
3, |
|
2, |
|
5, |
|
-1, |
|
10, |
|
3, |
|
2, |
|
13, |
|
31, |
|
4, |
|
19, |
|
2, |
|
6, |
|
-1, |
|
32, |
|
2, |
|
4, |
|
16, |
|
15, |
|
17, |
|
10, |
|
0, |
|
12, |
|
6, |
|
23, |
|
-1, |
|
12, |
|
14, |
|
8, |
|
27, |
|
12, |
|
4, |
|
0, |
|
-1, |
|
13, |
|
10, |
|
8, |
|
3, |
|
7, |
|
11, |
|
-1, |
|
31, |
|
17, |
|
6, |
|
-1, |
|
9, |
|
0, |
|
4, |
|
23, |
|
-1, |
|
30, |
|
6, |
|
22, |
|
0, |
|
-1, |
|
4, |
|
1, |
|
10, |
|
8, |
|
12, |
|
27, |
|
-1, |
|
25, |
|
3, |
|
27, |
|
-1, |
|
3, |
|
0, |
|
11, |
|
20, |
|
0, |
|
-1, |
|
0, |
|
-1, |
|
1, |
|
2, |
|
3, |
|
7, |
|
16, |
|
3, |
|
0, |
|
5, |
|
29, |
|
13, |
|
16, |
|
1, |
|
6, |
|
11, |
|
2, |
|
6, |
|
20, |
|
9, |
|
16, |
|
16, |
|
10, |
|
10, |
|
-1, |
|
9, |
|
13, |
|
16, |
|
-1, |
|
12, |
|
-1, |
|
4, |
|
3, |
|
1, |
|
0, |
|
17, |
|
0, |
|
7, |
|
29, |
|
14, |
|
-1, |
|
26, |
|
17, |
|
6, |
|
25, |
|
1, |
|
14, |
|
6, |
|
26, |
|
-1, |
|
9, |
|
-1, |
|
26, |
|
3, |
|
4, |
|
4, |
|
6, |
|
5, |
|
-1, |
|
32, |
|
30, |
|
7, |
|
11, |
|
4, |
|
6, |
|
-1, |
|
-1, |
|
7, |
|
6, |
|
8, |
|
9, |
|
30, |
|
16, |
|
-1, |
|
-1, |
|
13, |
|
-1, |
|
17, |
|
-1, |
|
1, |
|
-1, |
|
7, |
|
21, |
|
3, |
|
1, |
|
2, |
|
8, |
|
2, |
|
6, |
|
14, |
|
0, |
|
1, |
|
-1, |
|
3, |
|
-1, |
|
4, |
|
2, |
|
15, |
|
9, |
|
3, |
|
28, |
|
1, |
|
3, |
|
3, |
|
7, |
|
0, |
|
23, |
|
2, |
|
12, |
|
13, |
|
-1, |
|
0, |
|
0, |
|
-1, |
|
-1, |
|
9, |
|
9, |
|
4, |
|
6, |
|
20, |
|
9, |
|
10, |
|
6, |
|
20, |
|
29, |
|
13, |
|
8, |
|
28, |
|
-1, |
|
25, |
|
2, |
|
-1, |
|
3, |
|
-1, |
|
-1, |
|
-1, |
|
6, |
|
-1, |
|
2, |
|
4, |
|
8, |
|
27, |
|
14, |
|
32, |
|
-1, |
|
16, |
|
14, |
|
1, |
|
0, |
|
7, |
|
-1, |
|
7, |
|
5, |
|
18, |
|
-1, |
|
13, |
|
1, |
|
7, |
|
23, |
|
12, |
|
1, |
|
7, |
|
6, |
|
7, |
|
-1, |
|
6, |
|
14, |
|
-1, |
|
14, |
|
-1, |
|
12, |
|
3, |
|
5, |
|
10, |
|
11, |
|
1, |
|
-1, |
|
-1, |
|
11, |
|
-1, |
|
-1, |
|
14, |
|
2, |
|
9, |
|
-1, |
|
32, |
|
4, |
|
29, |
|
5, |
|
-1, |
|
5, |
|
11, |
|
15, |
|
-1, |
|
3, |
|
15, |
|
2, |
|
11, |
|
27, |
|
-1, |
|
27, |
|
32, |
|
5, |
|
5, |
|
8, |
|
19, |
|
-1, |
|
6, |
|
25, |
|
2, |
|
13, |
|
15, |
|
3, |
|
7, |
|
8, |
|
15, |
|
8, |
|
15, |
|
10, |
|
-1, |
|
2, |
|
10, |
|
-1, |
|
27, |
|
3, |
|
13, |
|
20, |
|
31, |
|
-1, |
|
18, |
|
5, |
|
-1, |
|
17, |
|
12, |
|
3, |
|
3, |
|
-1, |
|
1, |
|
22, |
|
6, |
|
-1, |
|
24, |
|
10, |
|
11, |
|
7, |
|
6, |
|
0, |
|
8, |
|
11, |
|
-1, |
|
2, |
|
-1, |
|
6, |
|
-1, |
|
6, |
|
2, |
|
21, |
|
0, |
|
1, |
|
3, |
|
11, |
|
5, |
|
-1, |
|
26, |
|
27, |
|
-1, |
|
-1, |
|
-1, |
|
3, |
|
14, |
|
6, |
|
-1, |
|
6, |
|
-1, |
|
11, |
|
1, |
|
27, |
|
-1, |
|
6, |
|
29, |
|
-1, |
|
6, |
|
6, |
|
-1, |
|
-1, |
|
7, |
|
8, |
|
5, |
|
16, |
|
3, |
|
9, |
|
-1, |
|
7, |
|
8, |
|
-1, |
|
19, |
|
16, |
|
-1, |
|
3, |
|
27, |
|
1, |
|
9, |
|
-1, |
|
2, |
|
-1, |
|
6, |
|
4, |
|
25, |
|
9, |
|
10, |
|
2, |
|
20, |
|
0, |
|
-1, |
|
6, |
|
7, |
|
-1, |
|
18, |
|
0, |
|
13, |
|
22, |
|
6, |
|
7, |
|
4, |
|
27, |
|
0, |
|
-1, |
|
24, |
|
11, |
|
5, |
|
6, |
|
17, |
|
3, |
|
9, |
|
5, |
|
8, |
|
-1, |
|
-1, |
|
-1, |
|
27, |
|
22, |
|
28, |
|
8, |
|
2, |
|
-1, |
|
-1, |
|
9, |
|
19, |
|
-1, |
|
4, |
|
3, |
|
24, |
|
-1, |
|
2, |
|
23, |
|
4, |
|
18, |
|
0, |
|
14, |
|
-1, |
|
14, |
|
24, |
|
12, |
|
-1, |
|
18, |
|
-1, |
|
7, |
|
-1, |
|
9, |
|
6, |
|
-1, |
|
12, |
|
6, |
|
15, |
|
14, |
|
5, |
|
19, |
|
4, |
|
6, |
|
12, |
|
26, |
|
12, |
|
18, |
|
22, |
|
7, |
|
1, |
|
21, |
|
5, |
|
19, |
|
23, |
|
2, |
|
-1, |
|
6, |
|
10, |
|
5, |
|
15, |
|
1, |
|
2, |
|
9, |
|
-1, |
|
7, |
|
4, |
|
32, |
|
0, |
|
3, |
|
2, |
|
5, |
|
-1, |
|
4, |
|
28, |
|
15, |
|
14, |
|
-1, |
|
10, |
|
11, |
|
24, |
|
8, |
|
26, |
|
10, |
|
12, |
|
5, |
|
2, |
|
-1, |
|
1, |
|
1, |
|
-1, |
|
0, |
|
8, |
|
23, |
|
1, |
|
13, |
|
4, |
|
22, |
|
13, |
|
9, |
|
15, |
|
9, |
|
7, |
|
16, |
|
31, |
|
21, |
|
2, |
|
-1, |
|
17, |
|
24, |
|
13, |
|
11, |
|
9, |
|
28, |
|
27, |
|
19, |
|
11, |
|
16, |
|
8, |
|
18, |
|
13, |
|
23, |
|
-1, |
|
27, |
|
-1, |
|
-1, |
|
0, |
|
7, |
|
18, |
|
9, |
|
13, |
|
11, |
|
6, |
|
-1, |
|
10, |
|
3, |
|
21, |
|
6, |
|
5, |
|
6, |
|
1, |
|
-1, |
|
0, |
|
-1, |
|
-1, |
|
13, |
|
8, |
|
1, |
|
8, |
|
6, |
|
15, |
|
3, |
|
-1, |
|
0, |
|
2, |
|
11, |
|
27, |
|
-1, |
|
2, |
|
-1, |
|
-1, |
|
13, |
|
4, |
|
-1, |
|
27, |
|
-1, |
|
-1, |
|
1, |
|
10, |
|
11, |
|
11, |
|
-1, |
|
10, |
|
-1, |
|
0, |
|
3, |
|
9, |
|
5, |
|
-1, |
|
3, |
|
14, |
|
-1, |
|
5, |
|
24, |
|
17, |
|
8, |
|
7, |
|
6, |
|
-1, |
|
2, |
|
6, |
|
7, |
|
4, |
|
-1, |
|
-1, |
|
14, |
|
4, |
|
-1, |
|
13, |
|
-1, |
|
10, |
|
-1, |
|
-1, |
|
14, |
|
14, |
|
3, |
|
-1, |
|
-1, |
|
28, |
|
11, |
|
7, |
|
-1, |
|
6, |
|
15, |
|
10, |
|
-1, |
|
8, |
|
-1, |
|
2, |
|
14, |
|
13, |
|
7, |
|
21, |
|
24, |
|
8, |
|
0, |
|
0, |
|
-1, |
|
-1, |
|
3, |
|
-1, |
|
10, |
|
5, |
|
4, |
|
-1, |
|
-1, |
|
10, |
|
-1, |
|
-1, |
|
13, |
|
-1, |
|
6, |
|
5, |
|
1, |
|
6, |
|
4, |
|
-1, |
|
1, |
|
14, |
|
19, |
|
7, |
|
-1, |
|
2, |
|
7, |
|
31, |
|
20, |
|
-1, |
|
25, |
|
0, |
|
11, |
|
31, |
|
10, |
|
20, |
|
3, |
|
16, |
|
1, |
|
1, |
|
6, |
|
2, |
|
13, |
|
27, |
|
2, |
|
5, |
|
1, |
|
5, |
|
17, |
|
-1, |
|
28, |
|
6, |
|
7, |
|
-1, |
|
17, |
|
17, |
|
7, |
|
9, |
|
6, |
|
12, |
|
2, |
|
5, |
|
-1, |
|
-1, |
|
4, |
|
-1, |
|
19, |
|
0, |
|
4, |
|
-1, |
|
14, |
|
3, |
|
3, |
|
15, |
|
3, |
|
4, |
|
-1, |
|
-1, |
|
1, |
|
-1, |
|
23, |
|
2, |
|
4, |
|
11, |
|
0, |
|
12, |
|
1, |
|
2, |
|
5, |
|
5, |
|
16, |
|
5, |
|
12, |
|
10, |
|
-1, |
|
10, |
|
-1, |
|
24, |
|
16, |
|
-1, |
|
0, |
|
7, |
|
4, |
|
2, |
|
6, |
|
2, |
|
-1, |
|
17, |
|
24, |
|
-1, |
|
-1, |
|
3, |
|
13, |
|
-1, |
|
31, |
|
11, |
|
20, |
|
9, |
|
1, |
|
13, |
|
1, |
|
20, |
|
-1, |
|
13, |
|
8, |
|
16, |
|
11, |
|
-1, |
|
-1, |
|
7, |
|
0, |
|
18, |
|
13, |
|
5, |
|
1, |
|
13, |
|
17, |
|
1, |
|
2, |
|
5, |
|
-1, |
|
14, |
|
11, |
|
-1, |
|
3, |
|
1, |
|
12, |
|
9, |
|
0, |
|
-1, |
|
2, |
|
-1, |
|
28, |
|
17, |
|
2, |
|
6, |
|
-1, |
|
2, |
|
13, |
|
7, |
|
19, |
|
6, |
|
-1, |
|
6, |
|
9, |
|
6, |
|
0, |
|
-1, |
|
32, |
|
-1, |
|
-1, |
|
32, |
|
1, |
|
-1, |
|
18, |
|
0, |
|
16, |
|
2, |
|
8, |
|
8, |
|
5, |
|
0, |
|
-1, |
|
-1, |
|
26, |
|
7, |
|
-1, |
|
20, |
|
-1, |
|
14, |
|
2, |
|
1, |
|
2, |
|
5, |
|
16, |
|
-1, |
|
-1, |
|
0, |
|
-1, |
|
16, |
|
15, |
|
2, |
|
22, |
|
13, |
|
-1, |
|
-1, |
|
11, |
|
0, |
|
11, |
|
3, |
|
11, |
|
4, |
|
4, |
|
13, |
|
7, |
|
-1, |
|
-1, |
|
7, |
|
9, |
|
2, |
|
29, |
|
2, |
|
8, |
|
19, |
|
19, |
|
0, |
|
8, |
|
0, |
|
19, |
|
3, |
|
20, |
|
12, |
|
0, |
|
6, |
|
0, |
|
8, |
|
-1, |
|
-1, |
|
-1, |
|
6, |
|
6, |
|
20, |
|
4, |
|
-1, |
|
7, |
|
3, |
|
-1, |
|
8, |
|
26, |
|
-1, |
|
7, |
|
-1, |
|
2, |
|
16, |
|
11, |
|
3, |
|
-1, |
|
17, |
|
5, |
|
18, |
|
-1, |
|
11, |
|
10, |
|
0, |
|
3, |
|
-1, |
|
18, |
|
3, |
|
5, |
|
-1, |
|
-1, |
|
9, |
|
-1, |
|
14, |
|
3, |
|
-1, |
|
11, |
|
14, |
|
2, |
|
1, |
|
0, |
|
-1, |
|
1, |
|
-1, |
|
0, |
|
-1, |
|
28, |
|
-1, |
|
21, |
|
1, |
|
2, |
|
-1, |
|
11, |
|
1, |
|
-1, |
|
3, |
|
2, |
|
22, |
|
-1, |
|
21, |
|
2, |
|
6, |
|
4, |
|
18, |
|
9, |
|
8, |
|
5, |
|
20, |
|
4, |
|
0, |
|
3, |
|
9, |
|
-1, |
|
-1, |
|
-1, |
|
-1, |
|
1, |
|
6, |
|
10, |
|
20, |
|
-1, |
|
27, |
|
6, |
|
2, |
|
-1, |
|
-1, |
|
12, |
|
-1, |
|
10, |
|
-1, |
|
-1, |
|
1, |
|
24, |
|
-1, |
|
4, |
|
3, |
|
4, |
|
5, |
|
25, |
|
19, |
|
-1, |
|
11, |
|
2, |
|
20, |
|
-1, |
|
2, |
|
-1, |
|
9, |
|
7, |
|
-1, |
|
15, |
|
4, |
|
24, |
|
-1, |
|
-1, |
|
0, |
|
7, |
|
19, |
|
10, |
|
12, |
|
-1, |
|
23, |
|
0, |
|
20, |
|
3, |
|
24, |
|
-1, |
|
29, |
|
12, |
|
12, |
|
16, |
|
10, |
|
-1, |
|
4, |
|
16, |
|
29, |
|
6, |
|
3, |
|
23, |
|
7, |
|
12, |
|
0, |
|
7, |
|
7, |
|
28, |
|
-1, |
|
17, |
|
-1, |
|
13, |
|
-1, |
|
10, |
|
26, |
|
21, |
|
-1, |
|
15, |
|
7, |
|
22, |
|
4, |
|
6, |
|
12, |
|
-1, |
|
17, |
|
6, |
|
5, |
|
2, |
|
25, |
|
1, |
|
-1, |
|
15, |
|
5, |
|
1, |
|
4, |
|
-1, |
|
23, |
|
9, |
|
0, |
|
14, |
|
1, |
|
6, |
|
26, |
|
-1, |
|
11, |
|
2, |
|
31, |
|
4, |
|
-1, |
|
10, |
|
3, |
|
31, |
|
13, |
|
19, |
|
-1, |
|
0, |
|
-1, |
|
27, |
|
12, |
|
3, |
|
9, |
|
-1, |
|
-1, |
|
20, |
|
23, |
|
20, |
|
32, |
|
13, |
|
18, |
|
6, |
|
9, |
|
9, |
|
23, |
|
16, |
|
3, |
|
-1, |
|
-1, |
|
6, |
|
8, |
|
8, |
|
3, |
|
32, |
|
1, |
|
27, |
|
26, |
|
-1, |
|
18, |
|
-1, |
|
21, |
|
0, |
|
17, |
|
-1, |
|
-1, |
|
20, |
|
17, |
|
5, |
|
4, |
|
25, |
|
0, |
|
3, |
|
-1, |
|
19, |
|
20, |
|
2, |
|
17, |
|
18, |
|
23, |
|
30, |
|
-1, |
|
5, |
|
-1, |
|
4, |
|
10, |
|
-1, |
|
2, |
|
-1, |
|
6, |
|
-1, |
|
15, |
|
5, |
|
20, |
|
4, |
|
12, |
|
0, |
|
1, |
|
4, |
|
-1, |
|
28, |
|
6, |
|
19, |
|
-1, |
|
4, |
|
1, |
|
16, |
|
4, |
|
30, |
|
4, |
|
2, |
|
4, |
|
-1, |
|
5, |
|
4, |
|
10, |
|
4, |
|
-1, |
|
16, |
|
7, |
|
-1, |
|
29, |
|
6, |
|
-1, |
|
2, |
|
0, |
|
24, |
|
20, |
|
1, |
|
10, |
|
11, |
|
-1, |
|
0, |
|
1, |
|
16, |
|
-1, |
|
-1, |
|
0, |
|
19, |
|
-1, |
|
-1, |
|
-1, |
|
22, |
|
19, |
|
27, |
|
21, |
|
4, |
|
12, |
|
9, |
|
18, |
|
-1, |
|
12, |
|
24, |
|
-1, |
|
4, |
|
13, |
|
2, |
|
3, |
|
11, |
|
25, |
|
5, |
|
5, |
|
29, |
|
3, |
|
0, |
|
0, |
|
0, |
|
25, |
|
9, |
|
-1, |
|
18, |
|
16, |
|
0, |
|
1, |
|
7, |
|
5, |
|
0, |
|
6, |
|
31, |
|
-1, |
|
10, |
|
24, |
|
5, |
|
8, |
|
0, |
|
-1, |
|
24, |
|
-1, |
|
9, |
|
3, |
|
-1, |
|
29, |
|
-1, |
|
3, |
|
13, |
|
20, |
|
10, |
|
-1, |
|
8, |
|
5, |
|
-1, |
|
7, |
|
2, |
|
0, |
|
3, |
|
30, |
|
-1, |
|
-1, |
|
5, |
|
4, |
|
18, |
|
3, |
|
4, |
|
12, |
|
0, |
|
-1, |
|
4, |
|
10, |
|
-1, |
|
0, |
|
6, |
|
-1, |
|
2, |
|
12, |
|
2, |
|
5, |
|
-1, |
|
5, |
|
15, |
|
11, |
|
9, |
|
3, |
|
0, |
|
15, |
|
14, |
|
11, |
|
-1, |
|
0, |
|
13, |
|
3, |
|
9, |
|
4, |
|
3, |
|
0, |
|
32, |
|
9, |
|
29, |
|
23, |
|
-1, |
|
31, |
|
-1, |
|
-1, |
|
12, |
|
15, |
|
23, |
|
-1, |
|
6, |
|
-1, |
|
17, |
|
4, |
|
6, |
|
24, |
|
-1, |
|
12, |
|
2, |
|
-1, |
|
-1, |
|
-1, |
|
11, |
|
0, |
|
1, |
|
4, |
|
3, |
|
0, |
|
-1, |
|
3, |
|
0, |
|
0, |
|
8, |
|
1, |
|
3, |
|
0, |
|
16, |
|
10, |
|
32, |
|
0, |
|
8, |
|
-1, |
|
6, |
|
12, |
|
8, |
|
7, |
|
5, |
|
6, |
|
2, |
|
-1, |
|
4, |
|
30, |
|
30, |
|
3, |
|
-1, |
|
-1, |
|
11, |
|
11, |
|
-1, |
|
-1, |
|
31, |
|
1, |
|
1, |
|
1, |
|
10, |
|
-1, |
|
23, |
|
10, |
|
31, |
|
8, |
|
11, |
|
0, |
|
6, |
|
16, |
|
0, |
|
5, |
|
19, |
|
23, |
|
8, |
|
23, |
|
19, |
|
2, |
|
1, |
|
8, |
|
2, |
|
22, |
|
5, |
|
5, |
|
27, |
|
8, |
|
6, |
|
5, |
|
-1, |
|
-1, |
|
22, |
|
-1, |
|
15, |
|
5, |
|
25, |
|
25, |
|
0, |
|
17, |
|
12, |
|
16, |
|
25, |
|
4, |
|
4, |
|
-1, |
|
6, |
|
10, |
|
3, |
|
-1, |
|
30, |
|
20, |
|
5, |
|
0, |
|
2, |
|
27, |
|
2, |
|
9, |
|
-1, |
|
-1, |
|
-1, |
|
4, |
|
1, |
|
15, |
|
11, |
|
21, |
|
13, |
|
6, |
|
26, |
|
-1, |
|
5, |
|
16, |
|
-1, |
|
-1, |
|
3, |
|
1, |
|
9, |
|
5, |
|
3, |
|
-1, |
|
16, |
|
8, |
|
19, |
|
2, |
|
7, |
|
19, |
|
9, |
|
8, |
|
-1, |
|
11, |
|
22, |
|
5, |
|
3, |
|
4, |
|
3, |
|
6, |
|
0, |
|
8, |
|
-1, |
|
-1, |
|
-1, |
|
-1, |
|
24, |
|
12, |
|
17, |
|
23, |
|
19, |
|
15, |
|
13, |
|
8, |
|
6, |
|
13, |
|
2, |
|
29, |
|
-1, |
|
8, |
|
29, |
|
-1, |
|
2, |
|
6, |
|
21, |
|
17, |
|
0, |
|
16, |
|
13, |
|
21, |
|
4, |
|
6, |
|
21, |
|
1, |
|
4, |
|
23, |
|
3, |
|
0, |
|
2, |
|
21, |
|
22, |
|
-1, |
|
7, |
|
28, |
|
-1, |
|
4, |
|
9, |
|
-1, |
|
2, |
|
6, |
|
0, |
|
-1, |
|
8, |
|
16, |
|
10, |
|
2, |
|
5, |
|
14, |
|
-1, |
|
3, |
|
13, |
|
9, |
|
-1, |
|
20, |
|
17, |
|
5, |
|
19, |
|
22, |
|
8, |
|
5, |
|
14, |
|
5, |
|
2, |
|
-1, |
|
0, |
|
7, |
|
16, |
|
0, |
|
17, |
|
7, |
|
6, |
|
1, |
|
31, |
|
25, |
|
18, |
|
7, |
|
18, |
|
4, |
|
5, |
|
0, |
|
-1, |
|
17, |
|
-1, |
|
12, |
|
12, |
|
3, |
|
10, |
|
5, |
|
-1, |
|
4, |
|
-1, |
|
-1, |
|
3, |
|
11, |
|
7, |
|
24, |
|
14, |
|
5, |
|
-1, |
|
3, |
|
25, |
|
12, |
|
12, |
|
5, |
|
16, |
|
14, |
|
11, |
|
-1, |
|
-1, |
|
15, |
|
-1, |
|
17, |
|
1, |
|
11, |
|
2, |
|
0, |
|
7, |
|
19, |
|
8, |
|
-1, |
|
14, |
|
11, |
|
32, |
|
18, |
|
-1, |
|
17, |
|
-1, |
|
-1, |
|
2, |
|
8, |
|
19, |
|
1, |
|
1, |
|
-1, |
|
24, |
|
2, |
|
-1, |
|
4, |
|
-1, |
|
21, |
|
9, |
|
31, |
|
16, |
|
9, |
|
8, |
|
7, |
|
31, |
|
-1, |
|
14, |
|
18, |
|
-1, |
|
24, |
|
21, |
|
10, |
|
31, |
|
0, |
|
1, |
|
5, |
|
3, |
|
-1, |
|
14, |
|
2, |
|
1, |
|
25, |
|
0, |
|
7, |
|
6, |
|
-1, |
|
4, |
|
-1, |
|
10, |
|
8, |
|
-1, |
|
6, |
|
4, |
|
6, |
|
12, |
|
4, |
|
6, |
|
22, |
|
-1, |
|
7, |
|
-1, |
|
0, |
|
20, |
|
5, |
|
19, |
|
-1, |
|
-1, |
|
-1, |
|
-1, |
|
0, |
|
2, |
|
0, |
|
4, |
|
18, |
|
7, |
|
29, |
|
-1, |
|
6, |
|
5, |
|
21, |
|
-1, |
|
7, |
|
-1, |
|
23, |
|
11, |
|
-1, |
|
29, |
|
11, |
|
7, |
|
11, |
|
11, |
|
6, |
|
4, |
|
1, |
|
1, |
|
7, |
|
4, |
|
18, |
|
7, |
|
20, |
|
4, |
|
20, |
|
7, |
|
9, |
|
26, |
|
4, |
|
14, |
|
4, |
|
8, |
|
0, |
|
17, |
|
5, |
|
15, |
|
15, |
|
4, |
|
5, |
|
-1, |
|
-1, |
|
-1, |
|
-1, |
|
6, |
|
20, |
|
6, |
|
28, |
|
3, |
|
21, |
|
15, |
|
19, |
|
0, |
|
9, |
|
13, |
|
25, |
|
0, |
|
-1, |
|
-1, |
|
4, |
|
6, |
|
28, |
|
-1, |
|
0, |
|
7, |
|
4, |
|
14, |
|
23, |
|
23, |
|
5, |
|
-1, |
|
4, |
|
-1, |
|
4, |
|
-1, |
|
-1, |
|
25, |
|
1, |
|
-1, |
|
11, |
|
19, |
|
28, |
|
-1, |
|
6, |
|
-1, |
|
1, |
|
-1, |
|
8, |
|
0, |
|
0, |
|
-1, |
|
25, |
|
21, |
|
2, |
|
21, |
|
14, |
|
-1, |
|
32, |
|
2, |
|
31, |
|
2, |
|
13, |
|
5, |
|
-1, |
|
25, |
|
25, |
|
-1, |
|
-1, |
|
-1, |
|
6, |
|
6, |
|
22, |
|
2, |
|
-1, |
|
2, |
|
-1, |
|
12, |
|
1, |
|
-1, |
|
7, |
|
18, |
|
5, |
|
24, |
|
-1, |
|
3, |
|
25, |
|
7, |
|
7, |
|
-1, |
|
4, |
|
21, |
|
29, |
|
0, |
|
-1, |
|
-1, |
|
24, |
|
20, |
|
22, |
|
-1, |
|
19, |
|
29, |
|
7, |
|
1, |
|
13, |
|
28, |
|
8, |
|
-1, |
|
-1, |
|
7, |
|
6, |
|
10, |
|
0, |
|
30, |
|
18, |
|
-1, |
|
14, |
|
8, |
|
-1, |
|
30, |
|
-1, |
|
13, |
|
5, |
|
-1, |
|
-1, |
|
13, |
|
8, |
|
12, |
|
0, |
|
11, |
|
3, |
|
-1, |
|
5, |
|
-1, |
|
5, |
|
4, |
|
8, |
|
0, |
|
1, |
|
-1, |
|
-1, |
|
1, |
|
4, |
|
3, |
|
-1, |
|
-1, |
|
2, |
|
5, |
|
1, |
|
1, |
|
19, |
|
11, |
|
0, |
|
-1, |
|
-1, |
|
23, |
|
28, |
|
31, |
|
5, |
|
3, |
|
15, |
|
1, |
|
-1, |
|
8, |
|
-1, |
|
24, |
|
3, |
|
4, |
|
10, |
|
24, |
|
0, |
|
7, |
|
3, |
|
4, |
|
-1, |
|
-1, |
|
25, |
|
3, |
|
8, |
|
15, |
|
12, |
|
11, |
|
14, |
|
16, |
|
13, |
|
-1, |
|
1, |
|
26, |
|
28, |
|
21, |
|
13, |
|
4, |
|
0, |
|
-1, |
|
-1, |
|
0, |
|
1, |
|
15, |
|
-1, |
|
7, |
|
5, |
|
2, |
|
0, |
|
29, |
|
6, |
|
12, |
|
9, |
|
6, |
|
22, |
|
1, |
|
20, |
|
1, |
|
9, |
|
8, |
|
4, |
|
4, |
|
25, |
|
1, |
|
1, |
|
4, |
|
19, |
|
9, |
|
22, |
|
1, |
|
12, |
|
10, |
|
3, |
|
5, |
|
4, |
|
9, |
|
-1, |
|
9, |
|
6, |
|
3, |
|
-1, |
|
23, |
|
9, |
|
12, |
|
8, |
|
25, |
|
5, |
|
25, |
|
-1, |
|
22, |
|
3, |
|
14, |
|
-1, |
|
2, |
|
10, |
|
-1, |
|
32, |
|
29, |
|
22, |
|
2, |
|
1, |
|
6, |
|
15, |
|
4, |
|
29, |
|
23, |
|
-1, |
|
19, |
|
-1, |
|
14, |
|
3, |
|
22, |
|
23, |
|
3, |
|
1, |
|
11, |
|
16, |
|
20, |
|
7, |
|
16, |
|
7, |
|
5, |
|
27, |
|
7, |
|
-1, |
|
12, |
|
20, |
|
8, |
|
0, |
|
-1, |
|
5, |
|
0, |
|
8, |
|
5, |
|
22, |
|
14, |
|
-1, |
|
-1, |
|
13, |
|
4, |
|
21, |
|
6, |
|
18, |
|
30, |
|
14, |
|
17, |
|
25, |
|
19, |
|
-1, |
|
2, |
|
13, |
|
-1, |
|
2, |
|
31, |
|
-1, |
|
-1, |
|
17, |
|
15, |
|
3, |
|
11, |
|
2, |
|
-1, |
|
10, |
|
17, |
|
3, |
|
17, |
|
-1, |
|
-1, |
|
28, |
|
17, |
|
9, |
|
16, |
|
0, |
|
9, |
|
29, |
|
2, |
|
3, |
|
-1, |
|
-1, |
|
30, |
|
0, |
|
19, |
|
6, |
|
4, |
|
32, |
|
22, |
|
1, |
|
27, |
|
0, |
|
17, |
|
2, |
|
0, |
|
6, |
|
1, |
|
7, |
|
15, |
|
10, |
|
3, |
|
3, |
|
7, |
|
9, |
|
2, |
|
-1, |
|
-1, |
|
6, |
|
1, |
|
6, |
|
4, |
|
8, |
|
0, |
|
4, |
|
30, |
|
-1, |
|
6, |
|
0, |
|
5, |
|
12, |
|
0, |
|
31, |
|
9, |
|
-1, |
|
8, |
|
26, |
|
2, |
|
1, |
|
13, |
|
2, |
|
10, |
|
2, |
|
-1, |
|
4, |
|
3, |
|
-1, |
|
8, |
|
0, |
|
-1, |
|
10, |
|
3, |
|
1, |
|
0, |
|
5, |
|
7, |
|
-1, |
|
9, |
|
-1, |
|
3, |
|
13, |
|
4, |
|
-1, |
|
3, |
|
12, |
|
8, |
|
28, |
|
16, |
|
4, |
|
4, |
|
1, |
|
29, |
|
1, |
|
8, |
|
20, |
|
0, |
|
17, |
|
2, |
|
24, |
|
0, |
|
5, |
|
15, |
|
18, |
|
31, |
|
0, |
|
6, |
|
19, |
|
4, |
|
1, |
|
-1, |
|
13, |
|
2, |
|
12, |
|
3, |
|
9, |
|
4, |
|
10, |
|
-1, |
|
0, |
|
0, |
|
-1, |
|
13, |
|
9, |
|
16, |
|
-1, |
|
3, |
|
6, |
|
1, |
|
4, |
|
8, |
|
32, |
|
5, |
|
17, |
|
14, |
|
-1, |
|
6, |
|
7, |
|
-1, |
|
1, |
|
-1, |
|
12, |
|
7, |
|
12, |
|
27, |
|
2, |
|
0, |
|
2, |
|
22, |
|
20, |
|
-1, |
|
8, |
|
-1, |
|
19, |
|
10, |
|
12, |
|
-1, |
|
12, |
|
11, |
|
16, |
|
8, |
|
1, |
|
4, |
|
3, |
|
18, |
|
2, |
|
4, |
|
9, |
|
-1, |
|
-1, |
|
9, |
|
9, |
|
19, |
|
19, |
|
1, |
|
0, |
|
0, |
|
13, |
|
11, |
|
21, |
|
20, |
|
-1, |
|
19, |
|
25, |
|
21, |
|
22, |
|
7, |
|
-1, |
|
0, |
|
14, |
|
0, |
|
3, |
|
29, |
|
2, |
|
6, |
|
16, |
|
28, |
|
20, |
|
6, |
|
7, |
|
1, |
|
10, |
|
1, |
|
25, |
|
13, |
|
10, |
|
5, |
|
4, |
|
15, |
|
20, |
|
0, |
|
-1, |
|
2, |
|
-1, |
|
14, |
|
6, |
|
-1, |
|
-1, |
|
9, |
|
-1, |
|
5, |
|
23, |
|
-1, |
|
-1, |
|
-1, |
|
2, |
|
3, |
|
25, |
|
12, |
|
-1, |
|
6, |
|
3, |
|
6, |
|
29, |
|
13, |
|
5, |
|
17, |
|
1, |
|
4, |
|
8, |
|
3, |
|
15, |
|
6, |
|
7, |
|
4, |
|
-1, |
|
6, |
|
3, |
|
6, |
|
12, |
|
4, |
|
16, |
|
13, |
|
1, |
|
13, |
|
4, |
|
0, |
|
2, |
|
-1, |
|
15, |
|
10, |
|
7, |
|
1, |
|
12, |
|
21, |
|
17, |
|
6, |
|
2, |
|
6, |
|
10, |
|
-1, |
|
15, |
|
0, |
|
5, |
|
-1, |
|
5, |
|
12, |
|
30, |
|
9, |
|
11, |
|
19, |
|
13, |
|
7, |
|
-1, |
|
9, |
|
1, |
|
-1, |
|
-1, |
|
5, |
|
4, |
|
25, |
|
12, |
|
10, |
|
13, |
|
17, |
|
13, |
|
9, |
|
6, |
|
4, |
|
11, |
|
2, |
|
0, |
|
22, |
|
3, |
|
-1, |
|
11, |
|
1, |
|
22, |
|
3, |
|
3, |
|
-1, |
|
2, |
|
-1, |
|
1, |
|
7, |
|
19, |
|
-1, |
|
-1, |
|
18, |
|
18, |
|
7, |
|
26, |
|
4, |
|
1, |
|
30, |
|
-1, |
|
10, |
|
6, |
|
14, |
|
1, |
|
1, |
|
2, |
|
18, |
|
6, |
|
6, |
|
9, |
|
-1, |
|
2, |
|
9, |
|
28, |
|
-1, |
|
1, |
|
32, |
|
3, |
|
12, |
|
2, |
|
4, |
|
5, |
|
10, |
|
12, |
|
21, |
|
6, |
|
14, |
|
3, |
|
5, |
|
-1, |
|
10, |
|
0, |
|
30, |
|
-1, |
|
-1, |
|
19, |
|
29, |
|
-1, |
|
-1, |
|
-1, |
|
18, |
|
6, |
|
1, |
|
10, |
|
0, |
|
23, |
|
30, |
|
1, |
|
32, |
|
0, |
|
6, |
|
-1, |
|
-1, |
|
4, |
|
13, |
|
-1, |
|
10, |
|
19, |
|
29, |
|
5, |
|
-1, |
|
27, |
|
15, |
|
4, |
|
16, |
|
-1, |
|
19, |
|
-1, |
|
10, |
|
4, |
|
28, |
|
1, |
|
9, |
|
0, |
|
-1, |
|
7, |
|
9, |
|
23, |
|
11, |
|
16, |
|
12, |
|
3, |
|
4, |
|
-1, |
|
-1, |
|
-1, |
|
-1, |
|
9, |
|
-1, |
|
29, |
|
-1, |
|
25, |
|
23, |
|
4, |
|
7, |
|
15, |
|
4, |
|
17, |
|
-1, |
|
28, |
|
12, |
|
25, |
|
0, |
|
9, |
|
11, |
|
-1, |
|
24, |
|
23, |
|
-1, |
|
3, |
|
32, |
|
-1, |
|
12, |
|
0, |
|
27, |
|
4, |
|
13, |
|
32, |
|
-1, |
|
15, |
|
2, |
|
10, |
|
2, |
|
12, |
|
8, |
|
23, |
|
22, |
|
17, |
|
29, |
|
6, |
|
1, |
|
5, |
|
6, |
|
1, |
|
-1, |
|
0, |
|
7, |
|
15, |
|
-1, |
|
18, |
|
9, |
|
-1, |
|
0, |
|
2, |
|
17, |
|
31, |
|
1, |
|
-1, |
|
-1, |
|
-1, |
|
4, |
|
18, |
|
32, |
|
-1, |
|
25, |
|
3, |
|
8, |
|
15, |
|
0, |
|
13, |
|
11, |
|
2, |
|
23, |
|
-1, |
|
1, |
|
12, |
|
15, |
|
3, |
|
-1, |
|
32, |
|
3, |
|
4, |
|
19, |
|
0, |
|
-1, |
|
18, |
|
8, |
|
5, |
|
3, |
|
0, |
|
1, |
|
-1, |
|
-1, |
|
6, |
|
29, |
|
11, |
|
31, |
|
11, |
|
1, |
|
-1, |
|
9, |
|
7, |
|
0, |
|
6, |
|
3, |
|
0, |
|
12, |
|
-1, |
|
-1, |
|
-1, |
|
20, |
|
2, |
|
28, |
|
22, |
|
3, |
|
6, |
|
7, |
|
-1, |
|
1, |
|
3, |
|
10, |
|
-1, |
|
7, |
|
4, |
|
3, |
|
-1, |
|
7, |
|
14, |
|
27, |
|
14, |
|
26, |
|
6, |
|
9, |
|
7, |
|
9, |
|
27, |
|
8, |
|
8, |
|
1, |
|
0, |
|
11, |
|
4, |
|
10, |
|
0, |
|
11, |
|
13, |
|
-1, |
|
17, |
|
13, |
|
15, |
|
0, |
|
8, |
|
8, |
|
22, |
|
6, |
|
-1, |
|
-1, |
|
-1, |
|
26, |
|
29, |
|
5, |
|
10, |
|
3, |
|
-1, |
|
20, |
|
14, |
|
0, |
|
-1, |
|
15, |
|
0, |
|
32, |
|
8, |
|
2, |
|
4, |
|
12, |
|
-1, |
|
17, |
|
14, |
|
8, |
|
11, |
|
8, |
|
-1, |
|
-1, |
|
2, |
|
1, |
|
24, |
|
-1, |
|
-1, |
|
14, |
|
24, |
|
4, |
|
6, |
|
7, |
|
6, |
|
-1, |
|
-1, |
|
-1, |
|
-1, |
|
20, |
|
26, |
|
13, |
|
5, |
|
22, |
|
18, |
|
14, |
|
6, |
|
-1, |
|
8, |
|
0, |
|
14, |
|
9, |
|
6, |
|
-1, |
|
2, |
|
7, |
|
16, |
|
20, |
|
9, |
|
-1, |
|
0, |
|
-1, |
|
8, |
|
12, |
|
6, |
|
16, |
|
0, |
|
13, |
|
-1, |
|
13, |
|
28, |
|
1, |
|
30, |
|
0, |
|
4, |
|
24, |
|
-1, |
|
9, |
|
0, |
|
28, |
|
29, |
|
24, |
|
26, |
|
16, |
|
6, |
|
2, |
|
0, |
|
26, |
|
32, |
|
0, |
|
4, |
|
21, |
|
-1, |
|
19, |
|
-1, |
|
0, |
|
9, |
|
9, |
|
15, |
|
19, |
|
6, |
|
1, |
|
9, |
|
27, |
|
21, |
|
1, |
|
1, |
|
0, |
|
3, |
|
-1, |
|
-1, |
|
0, |
|
-1, |
|
2, |
|
13, |
|
12, |
|
4, |
|
-1, |
|
-1, |
|
24, |
|
15, |
|
7, |
|
3, |
|
13, |
|
18, |
|
1, |
|
18, |
|
9, |
|
2, |
|
-1, |
|
24, |
|
1, |
|
20, |
|
-1, |
|
19, |
|
7, |
|
-1, |
|
15, |
|
18, |
|
-1, |
|
16, |
|
12, |
|
30, |
|
13, |
|
19, |
|
1, |
|
14, |
|
10, |
|
2, |
|
5, |
|
2, |
|
2, |
|
8, |
|
15, |
|
2, |
|
-1, |
|
-1, |
|
6, |
|
-1, |
|
26, |
|
-1, |
|
0, |
|
1, |
|
14, |
|
-1, |
|
-1, |
|
21, |
|
5, |
|
18, |
|
25, |
|
-1, |
|
18, |
|
5, |
|
-1, |
|
5, |
|
0, |
|
27, |
|
1, |
|
0, |
|
3, |
|
5, |
|
1, |
|
10, |
|
8, |
|
-1, |
|
27, |
|
9, |
|
7, |
|
7, |
|
13, |
|
10, |
|
1, |
|
-1, |
|
9, |
|
-1, |
|
7, |
|
0, |
|
-1, |
|
7, |
|
3, |
|
16, |
|
-1, |
|
-1, |
|
0, |
|
10, |
|
13, |
|
11, |
|
18, |
|
7, |
|
7, |
|
-1, |
|
1, |
|
0, |
|
-1, |
|
10, |
|
9, |
|
-1, |
|
4, |
|
-1, |
|
2, |
|
27, |
|
3, |
|
21, |
|
7, |
|
23, |
|
11, |
|
-1, |
|
6, |
|
9, |
|
5, |
|
8, |
|
5, |
|
12, |
|
-1, |
|
-1, |
|
12, |
|
3, |
|
6, |
|
11, |
|
3, |
|
17, |
|
3, |
|
-1, |
|
-1, |
|
7, |
|
10, |
|
2, |
|
18, |
|
3, |
|
13, |
|
-1, |
|
-1, |
|
15, |
|
12, |
|
-1, |
|
8, |
|
7, |
|
10, |
|
20, |
|
19, |
|
-1, |
|
6, |
|
26, |
|
1, |
|
9, |
|
-1, |
|
2, |
|
0, |
|
8, |
|
4, |
|
-1, |
|
3, |
|
4, |
|
-1, |
|
5, |
|
1, |
|
15, |
|
11, |
|
32, |
|
16, |
|
25, |
|
8, |
|
8, |
|
10, |
|
-1, |
|
20, |
|
-1, |
|
-1, |
|
-1, |
|
13, |
|
2, |
|
4, |
|
12, |
|
15, |
|
-1, |
|
2, |
|
13, |
|
11, |
|
5, |
|
21, |
|
24, |
|
3, |
|
7, |
|
26, |
|
9, |
|
5, |
|
2, |
|
1, |
|
15, |
|
28, |
|
11, |
|
11, |
|
-1, |
|
8, |
|
28, |
|
10, |
|
6, |
|
3, |
|
11, |
|
-1, |
|
8, |
|
-1, |
|
0, |
|
8, |
|
13, |
|
1, |
|
2, |
|
3, |
|
14, |
|
0, |
|
12, |
|
5, |
|
15, |
|
-1, |
|
9, |
|
8, |
|
13, |
|
1, |
|
9, |
|
-1, |
|
0, |
|
0, |
|
28, |
|
-1, |
|
30, |
|
1, |
|
1, |
|
0, |
|
5, |
|
6, |
|
29, |
|
11, |
|
10, |
|
2, |
|
1, |
|
2, |
|
15, |
|
7, |
|
3, |
|
10, |
|
22, |
|
-1, |
|
11, |
|
12, |
|
17, |
|
2, |
|
8, |
|
25, |
|
8, |
|
10, |
|
3, |
|
29, |
|
6, |
|
8, |
|
14, |
|
1, |
|
27, |
|
2, |
|
8, |
|
2, |
|
1, |
|
12, |
|
1, |
|
19, |
|
0, |
|
1, |
|
26, |
|
16, |
|
9, |
|
-1, |
|
-1, |
|
-1, |
|
14, |
|
0, |
|
6, |
|
1, |
|
0, |
|
-1, |
|
1, |
|
12, |
|
6, |
|
31, |
|
-1, |
|
20, |
|
-1, |
|
16, |
|
4, |
|
4, |
|
1, |
|
9, |
|
20, |
|
20, |
|
-1, |
|
-1, |
|
12, |
|
23, |
|
14, |
|
0, |
|
5, |
|
-1, |
|
9, |
|
2, |
|
-1, |
|
2, |
|
-1, |
|
6, |
|
24, |
|
4, |
|
13, |
|
-1, |
|
5, |
|
15, |
|
-1, |
|
5, |
|
3, |
|
18, |
|
31, |
|
20, |
|
12, |
|
4, |
|
3, |
|
-1, |
|
11, |
|
7, |
|
-1, |
|
5, |
|
5, |
|
2, |
|
-1, |
|
32, |
|
6, |
|
2, |
|
13, |
|
8, |
|
8, |
|
30, |
|
16, |
|
1, |
|
-1, |
|
-1, |
|
4, |
|
11, |
|
24, |
|
-1, |
|
2, |
|
7, |
|
15, |
|
6, |
|
-1, |
|
0, |
|
27, |
|
-1, |
|
-1, |
|
-1, |
|
14, |
|
-1, |
|
6, |
|
29, |
|
13, |
|
26, |
|
-1, |
|
1, |
|
-1, |
|
3, |
|
2, |
|
-1, |
|
6, |
|
9, |
|
7, |
|
1, |
|
0, |
|
0, |
|
4, |
|
15, |
|
2, |
|
3, |
|
24, |
|
-1, |
|
4, |
|
25, |
|
11, |
|
3, |
|
1, |
|
7, |
|
-1, |
|
20, |
|
0, |
|
8, |
|
1, |
|
5, |
|
-1, |
|
-1, |
|
-1, |
|
0, |
|
12, |
|
3, |
|
16, |
|
6, |
|
17, |
|
7, |
|
-1, |
|
17, |
|
-1, |
|
-1, |
|
31, |
|
-1, |
|
-1, |
|
14, |
|
-1, |
|
32, |
|
-1, |
|
4, |
|
26, |
|
5, |
|
29, |
|
26, |
|
0, |
|
4, |
|
10, |
|
23, |
|
3, |
|
1, |
|
-1, |
|
-1, |
|
-1, |
|
4, |
|
13, |
|
12, |
|
5, |
|
29, |
|
-1, |
|
17, |
|
11, |
|
-1, |
|
7, |
|
0, |
|
-1, |
|
4, |
|
17, |
|
9, |
|
4, |
|
5, |
|
28, |
|
14, |
|
21, |
|
7, |
|
10, |
|
6, |
|
2, |
|
16, |
|
13, |
|
8, |
|
1, |
|
-1, |
|
31, |
|
5, |
|
4, |
|
0, |
|
-1, |
|
0, |
|
27, |
|
4, |
|
3, |
|
8, |
|
-1, |
|
-1, |
|
2, |
|
2, |
|
2, |
|
0, |
|
11, |
|
14, |
|
5, |
|
1, |
|
-1, |
|
4, |
|
-1, |
|
13, |
|
4, |
|
4, |
|
22, |
|
-1, |
|
13, |
|
-1, |
|
20, |
|
-1, |
|
4, |
|
-1, |
|
18, |
|
30, |
|
14, |
|
1, |
|
-1, |
|
19, |
|
1, |
|
-1, |
|
16, |
|
24, |
|
6, |
|
-1, |
|
-1, |
|
7, |
|
7, |
|
0, |
|
2, |
|
-1, |
|
24, |
|
25, |
|
29, |
|
-1, |
|
0, |
|
-1, |
|
21, |
|
-1, |
|
26, |
|
11, |
|
8, |
|
12, |
|
7, |
|
19, |
|
-1, |
|
11, |
|
0, |
|
3, |
|
8, |
|
11, |
|
24, |
|
32, |
|
22, |
|
9, |
|
16, |
|
5, |
|
0, |
|
19, |
|
11, |
|
25, |
|
6, |
|
-1, |
|
31, |
|
7, |
|
32, |
|
-1, |
|
20, |
|
21, |
|
-1, |
|
0, |
|
6, |
|
0, |
|
10, |
|
28, |
|
20, |
|
-1, |
|
9, |
|
8, |
|
3, |
|
16, |
|
10, |
|
4, |
|
5, |
|
1, |
|
-1, |
|
12, |
|
2, |
|
7, |
|
-1, |
|
15, |
|
17, |
|
5, |
|
9, |
|
15, |
|
9, |
|
9, |
|
17, |
|
27, |
|
2, |
|
3, |
|
-1, |
|
4, |
|
4, |
|
-1, |
|
-1, |
|
17, |
|
27, |
|
-1, |
|
21, |
|
-1, |
|
8, |
|
-1, |
|
12, |
|
-1, |
|
1, |
|
6, |
|
-1, |
|
-1, |
|
4, |
|
20, |
|
-1, |
|
-1, |
|
-1, |
|
-1, |
|
14, |
|
4, |
|
15, |
|
-1, |
|
0, |
|
28, |
|
14, |
|
13, |
|
-1, |
|
3, |
|
13, |
|
3, |
|
13, |
|
15, |
|
-1, |
|
30, |
|
-1, |
|
3, |
|
15, |
|
12, |
|
16, |
|
29, |
|
18, |
|
20, |
|
21, |
|
5, |
|
-1, |
|
0, |
|
2, |
|
2, |
|
3, |
|
14, |
|
7, |
|
20, |
|
1, |
|
7, |
|
-1, |
|
7, |
|
6, |
|
-1, |
|
11, |
|
14, |
|
0, |
|
2, |
|
6, |
|
-1, |
|
3, |
|
-1, |
|
5, |
|
1, |
|
1, |
|
1, |
|
16, |
|
-1, |
|
0, |
|
8, |
|
15, |
|
-1, |
|
14, |
|
7, |
|
2, |
|
25, |
|
7, |
|
26, |
|
0, |
|
7, |
|
19, |
|
27, |
|
-1, |
|
5, |
|
10, |
|
12, |
|
1, |
|
2, |
|
8, |
|
2, |
|
-1, |
|
2, |
|
2, |
|
8, |
|
19, |
|
5, |
|
3, |
|
30, |
|
9, |
|
-1, |
|
24, |
|
20, |
|
-1, |
|
-1, |
|
1, |
|
14, |
|
3, |
|
23, |
|
2, |
|
8, |
|
0, |
|
2, |
|
8, |
|
11, |
|
-1, |
|
11, |
|
2, |
|
6, |
|
14, |
|
9, |
|
25, |
|
5, |
|
9, |
|
10, |
|
-1, |
|
-1, |
|
6, |
|
23, |
|
7, |
|
-1, |
|
-1, |
|
28, |
|
18, |
|
4, |
|
8, |
|
6, |
|
14, |
|
4, |
|
21, |
|
26, |
|
5, |
|
-1, |
|
-1, |
|
0, |
|
1, |
|
20, |
|
25, |
|
8, |
|
-1, |
|
11, |
|
-1, |
|
11, |
|
8, |
|
19, |
|
26, |
|
5, |
|
16, |
|
1, |
|
1, |
|
19, |
|
19, |
|
8, |
|
13, |
|
13, |
|
10, |
|
10, |
|
30, |
|
15, |
|
6, |
|
6, |
|
32, |
|
9, |
|
-1, |
|
0, |
|
7, |
|
7, |
|
-1, |
|
8, |
|
30, |
|
1, |
|
12, |
|
5, |
|
4, |
|
24, |
|
3, |
|
3, |
|
8, |
|
4, |
|
14, |
|
-1, |
|
24, |
|
10, |
|
-1, |
|
0, |
|
0, |
|
8, |
|
-1, |
|
11, |
|
28, |
|
7, |
|
18, |
|
6, |
|
2, |
|
3, |
|
5, |
|
1, |
|
-1, |
|
0, |
|
-1, |
|
23, |
|
3, |
|
14, |
|
25, |
|
-1, |
|
-1, |
|
7, |
|
10, |
|
7, |
|
0, |
|
3, |
|
7, |
|
11, |
|
9, |
|
-1, |
|
8, |
|
1, |
|
2, |
|
0, |
|
15, |
|
2, |
|
-1, |
|
9, |
|
-1, |
|
4, |
|
11, |
|
0, |
|
-1, |
|
0, |
|
12, |
|
-1, |
|
5, |
|
11, |
|
0, |
|
26, |
|
5, |
|
-1, |
|
2, |
|
-1, |
|
16, |
|
5, |
|
13, |
|
8, |
|
-1, |
|
0, |
|
1, |
|
2, |
|
22, |
|
26, |
|
0, |
|
1, |
|
3, |
|
1, |
|
22, |
|
6, |
|
9, |
|
-1, |
|
-1, |
|
9, |
|
11, |
|
9, |
|
15, |
|
21, |
|
2, |
|
9, |
|
3, |
|
2, |
|
-1, |
|
6, |
|
11, |
|
8, |
|
26, |
|
-1, |
|
5, |
|
25, |
|
6, |
|
0, |
|
2, |
|
28, |
|
8, |
|
17, |
|
9, |
|
-1, |
|
0, |
|
6, |
|
-1, |
|
12, |
|
4, |
|
1, |
|
16, |
|
-1, |
|
5, |
|
0, |
|
4, |
|
11, |
|
10, |
|
1, |
|
-1, |
|
14, |
|
-1, |
|
30, |
|
0, |
|
32, |
|
-1, |
|
0, |
|
-1, |
|
-1, |
|
14, |
|
3, |
|
0, |
|
-1, |
|
18, |
|
16, |
|
-1, |
|
1, |
|
15, |
|
0, |
|
-1, |
|
32, |
|
8, |
|
19, |
|
10, |
|
1, |
|
18, |
|
2, |
|
6, |
|
-1, |
|
-1, |
|
-1, |
|
5, |
|
4, |
|
14, |
|
15, |
|
5, |
|
5, |
|
-1, |
|
0, |
|
14, |
|
16, |
|
-1, |
|
-1, |
|
32, |
|
10, |
|
18, |
|
26, |
|
5, |
|
10, |
|
32, |
|
7, |
|
17, |
|
7, |
|
26, |
|
-1, |
|
30, |
|
3, |
|
16, |
|
2, |
|
22, |
|
26, |
|
1, |
|
-1, |
|
0, |
|
0, |
|
23, |
|
4, |
|
-1, |
|
23, |
|
12, |
|
0, |
|
-1, |
|
14, |
|
8, |
|
32, |
|
1, |
|
10, |
|
-1, |
|
-1, |
|
-1, |
|
-1, |
|
2, |
|
14, |
|
27, |
|
13, |
|
4, |
|
11, |
|
-1, |
|
3, |
|
3, |
|
18, |
|
11, |
|
15, |
|
7, |
|
-1, |
|
2, |
|
25, |
|
6, |
|
3, |
|
31, |
|
4, |
|
32, |
|
17, |
|
0, |
|
5, |
|
6, |
|
8, |
|
-1, |
|
6, |
|
19, |
|
-1, |
|
4, |
|
18, |
|
7, |
|
6, |
|
24, |
|
-1, |
|
28, |
|
31, |
|
0, |
|
-1, |
|
24, |
|
13, |
|
6, |
|
3, |
|
8, |
|
0, |
|
22, |
|
7, |
|
1, |
|
15, |
|
-1, |
|
4, |
|
-1, |
|
-1, |
|
4, |
|
0, |
|
30, |
|
-1, |
|
5, |
|
0, |
|
1, |
|
-1, |
|
3, |
|
-1, |
|
0, |
|
-1, |
|
-1, |
|
2, |
|
19, |
|
2, |
|
12, |
|
3, |
|
2, |
|
16, |
|
4, |
|
8, |
|
25, |
|
5, |
|
1, |
|
0, |
|
4, |
|
-1, |
|
-1, |
|
24, |
|
0, |
|
-1, |
|
17, |
|
17, |
|
-1, |
|
16, |
|
7, |
|
2, |
|
-1, |
|
9, |
|
9, |
|
13, |
|
1, |
|
4, |
|
14, |
|
1, |
|
-1, |
|
22, |
|
-1, |
|
-1, |
|
6, |
|
6, |
|
18, |
|
8, |
|
9, |
|
18, |
|
8, |
|
0, |
|
15, |
|
-1, |
|
32, |
|
5, |
|
12, |
|
4, |
|
-1, |
|
25, |
|
0, |
|
17, |
|
3, |
|
20, |
|
13, |
|
9, |
|
32, |
|
7, |
|
-1, |
|
17, |
|
1, |
|
21, |
|
5, |
|
-1, |
|
20, |
|
11, |
|
7, |
|
16, |
|
6, |
|
17, |
|
17, |
|
2, |
|
-1, |
|
4, |
|
-1, |
|
7, |
|
2, |
|
2, |
|
-1, |
|
24, |
|
-1, |
|
2, |
|
8, |
|
6, |
|
9, |
|
4, |
|
12, |
|
9, |
|
-1, |
|
6, |
|
11, |
|
8, |
|
3, |
|
22, |
|
13, |
|
3, |
|
1, |
|
13, |
|
31, |
|
6, |
|
10, |
|
21, |
|
8, |
|
0, |
|
-1, |
|
11, |
|
0, |
|
20, |
|
22, |
|
17, |
|
0, |
|
13, |
|
-1, |
|
18, |
|
13, |
|
11, |
|
30, |
|
20, |
|
8, |
|
9, |
|
3, |
|
9, |
|
3, |
|
2, |
|
7, |
|
27, |
|
6, |
|
6, |
|
10, |
|
1, |
|
9, |
|
-1, |
|
19, |
|
-1, |
|
11, |
|
13, |
|
-1, |
|
0, |
|
0, |
|
25, |
|
-1, |
|
-1, |
|
-1, |
|
28, |
|
13, |
|
-1, |
|
15, |
|
-1, |
|
16, |
|
8, |
|
-1, |
|
16, |
|
12, |
|
16, |
|
8, |
|
1, |
|
24, |
|
4, |
|
10, |
|
19, |
|
18, |
|
10, |
|
3, |
|
8, |
|
5, |
|
2, |
|
22, |
|
13, |
|
-1, |
|
-1, |
|
18, |
|
6, |
|
8, |
|
14, |
|
16, |
|
-1, |
|
-1, |
|
11, |
|
25, |
|
-1, |
|
15, |
|
28, |
|
-1, |
|
-1, |
|
16, |
|
-1, |
|
2, |
|
-1, |
|
9, |
|
3, |
|
3, |
|
0, |
|
25, |
|
1, |
|
12, |
|
23, |
|
-1, |
|
0, |
|
27, |
|
23, |
|
1, |
|
11, |
|
10, |
|
32, |
|
13, |
|
8, |
|
10, |
|
12, |
|
2, |
|
2, |
|
0, |
|
2, |
|
-1, |
|
-1, |
|
1, |
|
6, |
|
-1, |
|
2, |
|
-1, |
|
13, |
|
6, |
|
14, |
|
9, |
|
17, |
|
-1, |
|
-1, |
|
-1, |
|
-1, |
|
2, |
|
0, |
|
3, |
|
0, |
|
0, |
|
5, |
|
2, |
|
0, |
|
-1, |
|
3, |
|
22, |
|
3, |
|
0, |
|
0, |
|
-1, |
|
14, |
|
16, |
|
-1, |
|
7, |
|
3, |
|
7, |
|
9, |
|
-1, |
|
-1, |
|
11, |
|
3, |
|
-1, |
|
10, |
|
11, |
|
1, |
|
5, |
|
29, |
|
28, |
|
-1, |
|
16, |
|
9, |
|
4, |
|
4, |
|
21, |
|
0, |
|
26, |
|
-1, |
|
26, |
|
-1, |
|
11, |
|
1, |
|
24, |
|
2, |
|
-1, |
|
16, |
|
-1, |
|
0, |
|
10, |
|
0, |
|
2, |
|
4, |
|
-1, |
|
7, |
|
21, |
|
7, |
|
3, |
|
7, |
|
4, |
|
1, |
|
2, |
|
-1, |
|
1, |
|
16, |
|
0, |
|
7, |
|
1, |
|
9, |
|
15, |
|
-1, |
|
5, |
|
9, |
|
0, |
|
12, |
|
16, |
|
2, |
|
13, |
|
0, |
|
-1, |
|
-1, |
|
14, |
|
2, |
|
1, |
|
3, |
|
14, |
|
5, |
|
25, |
|
-1, |
|
17, |
|
11, |
|
2, |
|
-1, |
|
-1, |
|
1, |
|
-1, |
|
22, |
|
1, |
|
1, |
|
10, |
|
3, |
|
5, |
|
2, |
|
2, |
|
-1, |
|
1, |
|
2, |
|
9, |
|
-1, |
|
0, |
|
17, |
|
8, |
|
7, |
|
14, |
|
-1, |
|
14, |
|
-1, |
|
13, |
|
-1, |
|
32, |
|
11, |
|
11, |
|
-1, |
|
23, |
|
2, |
|
3, |
|
-1, |
|
-1, |
|
1, |
|
-1, |
|
14, |
|
4, |
|
13, |
|
9, |
|
-1, |
|
0, |
|
-1, |
|
16, |
|
20, |
|
13, |
|
9, |
|
4, |
|
12, |
|
14, |
|
24, |
|
15, |
|
-1, |
|
0, |
|
3, |
|
12, |
|
20, |
|
1, |
|
16, |
|
5, |
|
2, |
|
-1, |
|
1, |
|
2, |
|
-1, |
|
-1, |
|
22, |
|
0, |
|
-1, |
|
20, |
|
-1, |
|
-1, |
|
29, |
|
8, |
|
7, |
|
1, |
|
5, |
|
-1, |
|
2, |
|
8, |
|
6, |
|
26, |
|
9, |
|
14, |
|
30, |
|
30, |
|
23, |
|
4, |
|
3, |
|
9, |
|
10, |
|
5, |
|
-1, |
|
5, |
|
22, |
|
1, |
|
21, |
|
25, |
|
-1, |
|
-1, |
|
-1, |
|
3, |
|
1, |
|
-1, |
|
21, |
|
19, |
|
2, |
|
27, |
|
13, |
|
3, |
|
4, |
|
6, |
|
1, |
|
-1, |
|
12, |
|
-1, |
|
1, |
|
-1, |
|
21, |
|
2, |
|
6, |
|
0, |
|
8, |
|
-1, |
|
-1, |
|
2, |
|
16, |
|
1, |
|
0, |
|
21, |
|
-1, |
|
7, |
|
-1, |
|
-1, |
|
5, |
|
0, |
|
30, |
|
-1, |
|
9, |
|
19, |
|
17, |
|
9, |
|
7, |
|
11, |
|
14, |
|
10, |
|
26, |
|
-1, |
|
25, |
|
-1, |
|
26, |
|
0, |
|
9, |
|
-1, |
|
0, |
|
6, |
|
-1, |
|
1, |
|
14, |
|
-1, |
|
15, |
|
6, |
|
7, |
|
26, |
|
5, |
|
0, |
|
16, |
|
4, |
|
15, |
|
7, |
|
0, |
|
6, |
|
-1, |
|
18, |
|
0, |
|
5, |
|
13, |
|
19, |
|
21, |
|
19, |
|
3, |
|
-1, |
|
8, |
|
19, |
|
0, |
|
14, |
|
6, |
|
10, |
|
17, |
|
3, |
|
2, |
|
4, |
|
2, |
|
-1, |
|
1, |
|
11, |
|
2, |
|
1, |
|
-1, |
|
9, |
|
23, |
|
-1, |
|
2, |
|
8, |
|
-1, |
|
23, |
|
18, |
|
4, |
|
3, |
|
32, |
|
-1, |
|
7, |
|
7, |
|
4, |
|
1, |
|
19, |
|
1, |
|
3, |
|
-1, |
|
0, |
|
5, |
|
-1, |
|
-1, |
|
-1, |
|
18, |
|
0, |
|
15, |
|
-1, |
|
11, |
|
4, |
|
24, |
|
9, |
|
-1, |
|
13, |
|
11, |
|
7, |
|
24, |
|
4, |
|
1, |
|
-1, |
|
17, |
|
31, |
|
5, |
|
-1, |
|
-1, |
|
10, |
|
-1, |
|
-1, |
|
3, |
|
1, |
|
1, |
|
9, |
|
2, |
|
2, |
|
7, |
|
30, |
|
20, |
|
22, |
|
-1, |
|
0, |
|
7, |
|
0, |
|
9, |
|
8, |
|
19, |
|
-1, |
|
4, |
|
9, |
|
30, |
|
-1, |
|
17, |
|
20, |
|
7, |
|
2, |
|
2, |
|
6, |
|
29, |
|
-1, |
|
10, |
|
1, |
|
20, |
|
3, |
|
4, |
|
-1, |
|
25, |
|
9, |
|
0, |
|
-1, |
|
3, |
|
-1, |
|
4, |
|
29, |
|
1, |
|
3, |
|
-1, |
|
-1, |
|
0, |
|
11, |
|
19, |
|
3, |
|
-1, |
|
7, |
|
0, |
|
17, |
|
15, |
|
15, |
|
3, |
|
11, |
|
5, |
|
1, |
|
3, |
|
14, |
|
-1, |
|
-1, |
|
-1, |
|
7, |
|
-1, |
|
0, |
|
2, |
|
12, |
|
3, |
|
9, |
|
30, |
|
14, |
|
4, |
|
-1, |
|
3, |
|
24, |
|
1, |
|
0, |
|
14, |
|
-1, |
|
8, |
|
9, |
|
10, |
|
20, |
|
1, |
|
-1, |
|
-1, |
|
6, |
|
4, |
|
-1, |
|
-1, |
|
16, |
|
13, |
|
17, |
|
0, |
|
18, |
|
14, |
|
6, |
|
9, |
|
4, |
|
27, |
|
28, |
|
-1, |
|
7, |
|
11, |
|
4, |
|
9, |
|
9, |
|
6, |
|
4, |
|
5, |
|
27, |
|
4, |
|
5, |
|
5, |
|
9, |
|
10, |
|
0, |
|
2, |
|
2, |
|
-1, |
|
2, |
|
2, |
|
27, |
|
-1, |
|
18, |
|
-1, |
|
9, |
|
18, |
|
6, |
|
8, |
|
11, |
|
-1, |
|
13, |
|
3, |
|
8, |
|
0, |
|
22, |
|
-1, |
|
2, |
|
12, |
|
21, |
|
2, |
|
0, |
|
1, |
|
26, |
|
1, |
|
18, |
|
7, |
|
4, |
|
9, |
|
-1, |
|
16, |
|
13, |
|
-1, |
|
17, |
|
3, |
|
7, |
|
19, |
|
16, |
|
13, |
|
6, |
|
9, |
|
6, |
|
0, |
|
1, |
|
10, |
|
2, |
|
8, |
|
5, |
|
2, |
|
2, |
|
7, |
|
5, |
|
0, |
|
5, |
|
3, |
|
3, |
|
-1, |
|
3, |
|
12, |
|
2, |
|
-1, |
|
15, |
|
0, |
|
0, |
|
2, |
|
2, |
|
24, |
|
30, |
|
19, |
|
15, |
|
2, |
|
1, |
|
-1, |
|
9, |
|
0, |
|
-1, |
|
11, |
|
1, |
|
5, |
|
4, |
|
-1, |
|
7, |
|
14, |
|
8, |
|
0, |
|
-1, |
|
-1, |
|
12, |
|
2, |
|
-1, |
|
1, |
|
-1, |
|
2, |
|
5, |
|
-1, |
|
6, |
|
-1, |
|
27, |
|
14, |
|
-1, |
|
7, |
|
28, |
|
-1, |
|
15, |
|
25, |
|
-1, |
|
9, |
|
2, |
|
-1, |
|
8, |
|
6, |
|
-1, |
|
30, |
|
14, |
|
9, |
|
3, |
|
-1, |
|
-1, |
|
-1, |
|
-1, |
|
5, |
|
1, |
|
16, |
|
22, |
|
-1, |
|
1, |
|
2, |
|
0, |
|
18, |
|
23, |
|
8, |
|
6, |
|
9, |
|
5, |
|
4, |
|
4, |
|
2, |
|
-1, |
|
13, |
|
0, |
|
-1, |
|
4, |
|
2, |
|
6, |
|
-1, |
|
17, |
|
15, |
|
8, |
|
7, |
|
4, |
|
18, |
|
2, |
|
29, |
|
18, |
|
-1, |
|
23, |
|
20, |
|
15, |
|
14, |
|
-1, |
|
8, |
|
0, |
|
5, |
|
1, |
|
30, |
|
-1, |
|
13, |
|
18, |
|
0, |
|
17, |
|
-1, |
|
-1, |
|
5, |
|
19, |
|
32, |
|
2, |
|
1, |
|
0, |
|
8, |
|
18, |
|
6, |
|
0, |
|
22, |
|
16, |
|
-1, |
|
8, |
|
3, |
|
7, |
|
18, |
|
16, |
|
7, |
|
8, |
|
17, |
|
9, |
|
1, |
|
22, |
|
2, |
|
7, |
|
-1, |
|
7, |
|
1, |
|
17, |
|
8, |
|
2, |
|
-1, |
|
10, |
|
8, |
|
7, |
|
10, |
|
-1, |
|
18, |
|
21, |
|
-1, |
|
29, |
|
15, |
|
-1, |
|
9, |
|
25, |
|
5, |
|
-1, |
|
27, |
|
-1, |
|
1, |
|
9, |
|
-1, |
|
3, |
|
-1, |
|
23, |
|
-1, |
|
14, |
|
23, |
|
2, |
|
0, |
|
-1, |
|
10, |
|
1, |
|
0, |
|
1, |
|
-1, |
|
-1, |
|
-1, |
|
5, |
|
9, |
|
-1, |
|
0, |
|
19, |
|
1, |
|
20, |
|
-1, |
|
-1, |
|
28, |
|
-1, |
|
23, |
|
16, |
|
-1, |
|
17, |
|
-1, |
|
10, |
|
3, |
|
27, |
|
-1, |
|
8, |
|
16, |
|
1, |
|
5, |
|
0, |
|
-1, |
|
31, |
|
24, |
|
17, |
|
19, |
|
2, |
|
14, |
|
12, |
|
3, |
|
-1, |
|
24, |
|
-1, |
|
31, |
|
13, |
|
-1, |
|
5, |
|
4, |
|
8, |
|
6, |
|
12, |
|
3, |
|
-1, |
|
14, |
|
23, |
|
-1, |
|
2, |
|
5, |
|
9, |
|
-1, |
|
19, |
|
10, |
|
1, |
|
2, |
|
15, |
|
24, |
|
1, |
|
-1, |
|
-1, |
|
2, |
|
2, |
|
-1, |
|
13, |
|
5, |
|
-1, |
|
-1, |
|
-1, |
|
1, |
|
-1, |
|
8, |
|
19, |
|
1, |
|
0, |
|
27, |
|
5, |
|
15, |
|
4, |
|
5, |
|
8, |
|
20, |
|
2, |
|
-1, |
|
11, |
|
1, |
|
-1, |
|
5, |
|
4, |
|
1, |
|
24, |
|
26, |
|
29, |
|
23, |
|
-1, |
|
23, |
|
-1, |
|
-1, |
|
16, |
|
6, |
|
7, |
|
25, |
|
3, |
|
-1, |
|
8, |
|
-1, |
|
-1, |
|
-1, |
|
-1, |
|
8, |
|
-1, |
|
27, |
|
-1, |
|
5, |
|
-1, |
|
-1, |
|
2, |
|
17, |
|
31, |
|
5, |
|
6, |
|
9, |
|
9, |
|
2, |
|
12, |
|
17, |
|
11, |
|
17, |
|
-1, |
|
5, |
|
0, |
|
5, |
|
31, |
|
3, |
|
-1, |
|
21, |
|
4, |
|
-1, |
|
-1, |
|
18, |
|
16, |
|
13, |
|
2, |
|
-1, |
|
24, |
|
8, |
|
12, |
|
-1, |
|
6, |
|
6, |
|
3, |
|
7, |
|
25, |
|
15, |
|
4, |
|
28, |
|
7, |
|
1, |
|
27, |
|
1, |
|
9, |
|
24, |
|
4, |
|
7, |
|
28, |
|
16, |
|
9, |
|
17, |
|
0, |
|
4, |
|
13, |
|
23, |
|
9, |
|
13, |
|
1, |
|
15, |
|
5, |
|
10, |
|
11, |
|
-1, |
|
-1, |
|
16, |
|
1, |
|
10, |
|
16, |
|
28, |
|
1, |
|
27, |
|
28, |
|
14, |
|
5, |
|
3, |
|
17, |
|
28, |
|
0, |
|
8, |
|
25, |
|
14, |
|
-1, |
|
7, |
|
18, |
|
-1, |
|
11, |
|
-1, |
|
14, |
|
-1, |
|
1, |
|
25, |
|
-1, |
|
11, |
|
18, |
|
-1, |
|
3, |
|
7, |
|
12, |
|
-1, |
|
16, |
|
24, |
|
16, |
|
-1, |
|
10, |
|
-1, |
|
-1, |
|
-1, |
|
8, |
|
27, |
|
-1, |
|
-1, |
|
8, |
|
16, |
|
-1, |
|
15, |
|
-1, |
|
3, |
|
3, |
|
-1, |
|
6, |
|
11, |
|
2, |
|
25, |
|
24, |
|
14, |
|
0, |
|
6, |
|
-1, |
|
5, |
|
6, |
|
1, |
|
20, |
|
0, |
|
3, |
|
8, |
|
10, |
|
0, |
|
-1, |
|
5, |
|
14, |
|
22, |
|
1, |
|
10, |
|
-1, |
|
10, |
|
26, |
|
7, |
|
-1, |
|
5, |
|
23, |
|
4, |
|
-1, |
|
-1, |
|
-1, |
|
-1, |
|
-1, |
|
1, |
|
10, |
|
-1, |
|
16, |
|
11, |
|
5, |
|
32, |
|
28, |
|
18, |
|
-1, |
|
24, |
|
0, |
|
-1, |
|
2, |
|
6, |
|
-1, |
|
10, |
|
11, |
|
5, |
|
9, |
|
4, |
|
4, |
|
-1, |
|
30, |
|
15, |
|
11, |
|
9, |
|
10, |
|
-1, |
|
1, |
|
5, |
|
25, |
|
26, |
|
8, |
|
25, |
|
0, |
|
8, |
|
7, |
|
22, |
|
-1, |
|
-1, |
|
31, |
|
29, |
|
31, |
|
-1, |
|
7, |
|
25, |
|
-1, |
|
5, |
|
14, |
|
17, |
|
5, |
|
0, |
|
29, |
|
28, |
|
-1, |
|
19, |
|
11, |
|
1, |
|
1, |
|
16, |
|
1, |
|
0, |
|
12, |
|
0, |
|
7, |
|
4, |
|
-1, |
|
6, |
|
-1, |
|
10, |
|
18, |
|
14, |
|
8, |
|
2, |
|
4, |
|
-1, |
|
3, |
|
8, |
|
1, |
|
3, |
|
4, |
|
1, |
|
-1, |
|
0, |
|
-1, |
|
1, |
|
3, |
|
-1, |
|
0, |
|
-1, |
|
-1, |
|
-1, |
|
2, |
|
27, |
|
28, |
|
4, |
|
17, |
|
13, |
|
3, |
|
16, |
|
-1, |
|
4, |
|
11, |
|
8, |
|
23, |
|
5, |
|
-1, |
|
11, |
|
23, |
|
-1, |
|
11, |
|
13, |
|
8, |
|
0, |
|
20, |
|
3, |
|
1, |
|
3, |
|
-1, |
|
1, |
|
8, |
|
7, |
|
-1, |
|
6, |
|
22, |
|
2, |
|
-1, |
|
3, |
|
30, |
|
-1, |
|
-1, |
|
-1, |
|
9, |
|
-1, |
|
15, |
|
29, |
|
9, |
|
11, |
|
-1, |
|
24, |
|
13, |
|
-1, |
|
16, |
|
13, |
|
22, |
|
1, |
|
4, |
|
-1, |
|
14, |
|
-1, |
|
26, |
|
1, |
|
17, |
|
8, |
|
0, |
|
-1, |
|
7, |
|
18, |
|
9, |
|
0, |
|
2, |
|
12, |
|
8, |
|
0, |
|
2, |
|
7, |
|
15, |
|
-1, |
|
10, |
|
9, |
|
26, |
|
1, |
|
14, |
|
7, |
|
0, |
|
4, |
|
-1, |
|
6, |
|
2, |
|
-1, |
|
12, |
|
11, |
|
9, |
|
9, |
|
-1, |
|
12, |
|
7, |
|
3, |
|
7, |
|
6, |
|
2, |
|
4, |
|
21, |
|
5, |
|
1, |
|
-1, |
|
30, |
|
11, |
|
17, |
|
6, |
|
13, |
|
-1, |
|
-1, |
|
-1, |
|
-1, |
|
7, |
|
0, |
|
9, |
|
4, |
|
20, |
|
-1, |
|
10, |
|
-1, |
|
16, |
|
0, |
|
8, |
|
6, |
|
1, |
|
28, |
|
3, |
|
10, |
|
-1, |
|
-1, |
|
-1, |
|
2, |
|
0, |
|
3, |
|
8, |
|
0, |
|
6, |
|
-1, |
|
12, |
|
5, |
|
5, |
|
-1, |
|
2, |
|
9, |
|
5, |
|
30, |
|
4, |
|
11, |
|
-1, |
|
3, |
|
15, |
|
29, |
|
20, |
|
-1, |
|
-1, |
|
24, |
|
3, |
|
-1, |
|
30, |
|
-1, |
|
4, |
|
2, |
|
0, |
|
13, |
|
-1, |
|
7, |
|
1, |
|
0, |
|
22, |
|
-1, |
|
-1, |
|
21, |
|
6, |
|
5, |
|
-1, |
|
12, |
|
-1, |
|
2, |
|
-1, |
|
25, |
|
-1, |
|
18, |
|
13, |
|
3, |
|
28, |
|
6, |
|
12, |
|
0, |
|
5, |
|
-1, |
|
26, |
|
15, |
|
22, |
|
2, |
|
-1, |
|
20, |
|
5, |
|
13, |
|
22, |
|
5, |
|
11, |
|
-1, |
|
3, |
|
3, |
|
23, |
|
13, |
|
2, |
|
7, |
|
10, |
|
8, |
|
7, |
|
-1, |
|
-1, |
|
19, |
|
26, |
|
10, |
|
2, |
|
17, |
|
22, |
|
3, |
|
11, |
|
18, |
|
19, |
|
1, |
|
21, |
|
14, |
|
22, |
|
29, |
|
-1, |
|
-1, |
|
20, |
|
23, |
|
-1, |
|
-1, |
|
2, |
|
16, |
|
1, |
|
-1, |
|
3, |
|
-1, |
|
2, |
|
3, |
|
-1, |
|
11, |
|
-1, |
|
31, |
|
8, |
|
7, |
|
-1, |
|
8, |
|
7, |
|
-1, |
|
6, |
|
-1, |
|
29, |
|
11, |
|
16, |
|
5, |
|
-1, |
|
9, |
|
3, |
|
4, |
|
-1, |
|
3, |
|
8, |
|
3, |
|
10, |
|
-1, |
|
3, |
|
4, |
|
7, |
|
2, |
|
2, |
|
18, |
|
10, |
|
0, |
|
4, |
|
8, |
|
11, |
|
12, |
|
9, |
|
-1, |
|
8, |
|
13, |
|
14, |
|
18, |
|
10, |
|
3, |
|
-1, |
|
10, |
|
-1, |
|
30, |
|
-1, |
|
16, |
|
-1, |
|
-1, |
|
1, |
|
-1, |
|
0, |
|
11, |
|
9, |
|
9, |
|
-1, |
|
2, |
|
-1, |
|
3, |
|
6, |
|
1, |
|
-1, |
|
24, |
|
29, |
|
5, |
|
-1, |
|
11, |
|
25, |
|
15, |
|
3, |
|
0, |
|
-1, |
|
12, |
|
27, |
|
13, |
|
30, |
|
6, |
|
-1, |
|
10, |
|
-1, |
|
3, |
|
1, |
|
-1, |
|
2, |
|
13, |
|
20, |
|
-1, |
|
-1, |
|
-1, |
|
1, |
|
0, |
|
4, |
|
27, |
|
0, |
|
-1, |
|
20, |
|
17, |
|
3, |
|
4, |
|
0, |
|
-1, |
|
12, |
|
32, |
|
2, |
|
3, |
|
27, |
|
3, |
|
30, |
|
2, |
|
0, |
|
20, |
|
14, |
|
15, |
|
14, |
|
-1, |
|
0, |
|
20, |
|
19, |
|
1, |
|
-1, |
|
3, |
|
22, |
|
6, |
|
-1, |
|
9, |
|
23, |
|
21, |
|
0, |
|
-1, |
|
24, |
|
8, |
|
6, |
|
1, |
|
-1, |
|
16, |
|
-1, |
|
21, |
|
2, |
|
14, |
|
-1, |
|
15, |
|
-1, |
|
2, |
|
-1, |
|
4, |
|
16, |
|
7, |
|
17, |
|
19, |
|
-1, |
|
1, |
|
2, |
|
3, |
|
15, |
|
0, |
|
27, |
|
-1, |
|
2, |
|
3, |
|
22, |
|
8, |
|
13, |
|
6, |
|
0, |
|
13, |
|
1, |
|
3, |
|
2, |
|
18, |
|
32, |
|
28, |
|
-1, |
|
0, |
|
11, |
|
16, |
|
7, |
|
3, |
|
21, |
|
9, |
|
3, |
|
11, |
|
19, |
|
4, |
|
15, |
|
0, |
|
25, |
|
7, |
|
24, |
|
1, |
|
-1, |
|
3, |
|
10, |
|
14, |
|
13, |
|
-1, |
|
12, |
|
22, |
|
-1, |
|
16, |
|
7, |
|
-1, |
|
-1, |
|
5, |
|
8, |
|
-1, |
|
7, |
|
12, |
|
25, |
|
-1, |
|
-1, |
|
8, |
|
5, |
|
11, |
|
2, |
|
32, |
|
7, |
|
12, |
|
13, |
|
19, |
|
8, |
|
1, |
|
3, |
|
-1, |
|
3, |
|
12, |
|
2, |
|
7, |
|
17, |
|
0, |
|
32, |
|
4, |
|
2, |
|
9, |
|
0, |
|
27, |
|
5, |
|
0, |
|
2, |
|
27, |
|
22, |
|
-1, |
|
0, |
|
14, |
|
1, |
|
-1, |
|
-1, |
|
19, |
|
4, |
|
0, |
|
-1, |
|
2, |
|
-1, |
|
-1, |
|
25, |
|
5, |
|
9, |
|
12, |
|
-1, |
|
4, |
|
12, |
|
8, |
|
18, |
|
6, |
|
7, |
|
-1, |
|
6, |
|
5, |
|
3, |
|
13, |
|
10, |
|
-1, |
|
7, |
|
20, |
|
18, |
|
12, |
|
8, |
|
6, |
|
4, |
|
13, |
|
6, |
|
-1, |
|
6, |
|
-1, |
|
-1, |
|
20, |
|
20, |
|
12, |
|
-1, |
|
23, |
|
-1, |
|
3, |
|
21, |
|
8, |
|
24, |
|
-1, |
|
0, |
|
22, |
|
29, |
|
0, |
|
-1, |
|
-1, |
|
1, |
|
4, |
|
29, |
|
3, |
|
15, |
|
6, |
|
30, |
|
9, |
|
9, |
|
14, |
|
24, |
|
0, |
|
5, |
|
17, |
|
6, |
|
8, |
|
0, |
|
2, |
|
6, |
|
-1, |
|
-1, |
|
-1, |
|
16, |
|
9, |
|
3, |
|
-1, |
|
4, |
|
5, |
|
1, |
|
19, |
|
17, |
|
2, |
|
-1, |
|
9, |
|
20, |
|
0, |
|
0, |
|
1, |
|
-1, |
|
10, |
|
2, |
|
1, |
|
7, |
|
22, |
|
-1, |
|
16, |
|
7, |
|
16, |
|
22, |
|
1, |
|
-1, |
|
3, |
|
0, |
|
-1, |
|
20, |
|
29, |
|
9, |
|
-1, |
|
6, |
|
6, |
|
13, |
|
-1, |
|
-1, |
|
2, |
|
1, |
|
8, |
|
3, |
|
-1, |
|
1, |
|
-1, |
|
16, |
|
4, |
|
-1, |
|
-1, |
|
-1, |
|
27, |
|
7, |
|
5, |
|
20, |
|
0, |
|
5, |
|
-1, |
|
12, |
|
-1, |
|
-1, |
|
-1, |
|
4, |
|
1, |
|
3, |
|
14, |
|
9, |
|
-1, |
|
1, |
|
5, |
|
-1, |
|
24, |
|
20, |
|
12, |
|
19, |
|
0, |
|
9, |
|
9, |
|
3, |
|
23, |
|
-1, |
|
22, |
|
-1, |
|
-1, |
|
8, |
|
27, |
|
18, |
|
1, |
|
7, |
|
9, |
|
0, |
|
-1, |
|
15, |
|
18, |
|
26, |
|
7, |
|
22, |
|
13, |
|
-1, |
|
15, |
|
11, |
|
5, |
|
29, |
|
-1, |
|
-1, |
|
20, |
|
-1, |
|
3, |
|
20, |
|
28, |
|
-1, |
|
3, |
|
-1, |
|
9, |
|
17, |
|
7, |
|
25, |
|
3, |
|
-1, |
|
26, |
|
-1, |
|
11, |
|
31, |
|
1, |
|
22, |
|
-1, |
|
11, |
|
5, |
|
3, |
|
9, |
|
17, |
|
10, |
|
2, |
|
21, |
|
4, |
|
4, |
|
18, |
|
18, |
|
-1, |
|
8, |
|
9, |
|
19, |
|
0, |
|
6, |
|
8, |
|
27, |
|
-1, |
|
17, |
|
7, |
|
19, |
|
10, |
|
25, |
|
6, |
|
-1, |
|
3, |
|
-1, |
|
0, |
|
-1, |
|
14, |
|
31, |
|
10, |
|
9, |
|
-1, |
|
6, |
|
10, |
|
30, |
|
-1, |
|
14, |
|
1, |
|
-1, |
|
20, |
|
17, |
|
0, |
|
16, |
|
-1, |
|
0, |
|
29, |
|
3, |
|
9, |
|
-1, |
|
10, |
|
10, |
|
3, |
|
9, |
|
6, |
|
2, |
|
-1, |
|
10, |
|
17, |
|
-1, |
|
6, |
|
20, |
|
2, |
|
11, |
|
-1, |
|
17, |
|
4, |
|
9, |
|
26, |
|
11, |
|
4, |
|
3, |
|
21, |
|
11, |
|
3, |
|
5, |
|
19, |
|
1, |
|
12, |
|
3, |
|
20, |
|
2, |
|
7, |
|
2, |
|
8, |
|
7, |
|
1, |
|
-1, |
|
27, |
|
-1, |
|
31, |
|
1, |
|
2, |
|
0, |
|
24, |
|
5, |
|
9, |
|
0, |
|
6, |
|
7, |
|
28, |
|
5, |
|
3, |
|
26, |
|
1, |
|
-1, |
|
15, |
|
8, |
|
-1, |
|
4, |
|
19, |
|
9, |
|
-1, |
|
1, |
|
-1, |
|
8, |
|
6, |
|
22, |
|
15, |
|
25, |
|
0, |
|
20, |
|
-1, |
|
5, |
|
-1, |
|
20, |
|
2, |
|
29, |
|
18, |
|
28, |
|
-1, |
|
21, |
|
1, |
|
26, |
|
12, |
|
0, |
|
9, |
|
-1, |
|
0, |
|
-1, |
|
16, |
|
-1, |
|
2, |
|
3, |
|
-1, |
|
9, |
|
-1, |
|
7, |
|
14, |
|
24, |
|
13, |
|
5, |
|
3, |
|
1, |
|
0, |
|
26, |
|
-1, |
|
-1, |
|
-1, |
|
10, |
|
0, |
|
14, |
|
-1, |
|
11, |
|
6, |
|
6, |
|
14, |
|
12, |
|
0, |
|
14, |
|
0, |
|
-1, |
|
-1, |
|
10, |
|
9, |
|
23, |
|
12, |
|
2, |
|
6, |
|
-1, |
|
-1, |
|
2, |
|
4, |
|
8, |
|
18, |
|
4, |
|
13, |
|
-1, |
|
10, |
|
10, |
|
26, |
|
5, |
|
12, |
|
4, |
|
7, |
|
11, |
|
-1, |
|
4, |
|
18, |
|
3, |
|
-1, |
|
-1, |
|
3, |
|
-1, |
|
1, |
|
9, |
|
-1, |
|
3, |
|
14, |
|
8, |
|
6, |
|
21, |
|
32, |
|
18, |
|
-1, |
|
4, |
|
-1, |
|
-1, |
|
7, |
|
0, |
|
14, |
|
-1, |
|
9, |
|
-1, |
|
17, |
|
-1, |
|
1, |
|
8, |
|
9, |
|
17, |
|
3, |
|
10, |
|
11, |
|
2, |
|
3, |
|
24, |
|
18, |
|
-1, |
|
6, |
|
25, |
|
31, |
|
0, |
|
-1, |
|
-1, |
|
0, |
|
-1, |
|
-1, |
|
22, |
|
9, |
|
1, |
|
21, |
|
-1, |
|
1, |
|
8, |
|
30, |
|
7, |
|
14, |
|
13, |
|
13, |
|
-1, |
|
-1, |
|
32, |
|
27, |
|
-1, |
|
7, |
|
2, |
|
25, |
|
30, |
|
-1, |
|
10, |
|
-1, |
|
22, |
|
5, |
|
11, |
|
4, |
|
18, |
|
6, |
|
-1, |
|
11, |
|
7, |
|
4, |
|
-1, |
|
5, |
|
0, |
|
-1, |
|
11, |
|
14, |
|
29, |
|
4, |
|
11, |
|
2, |
|
15, |
|
30, |
|
0, |
|
3, |
|
9, |
|
28, |
|
9, |
|
7, |
|
-1, |
|
-1, |
|
14, |
|
10, |
|
-1, |
|
20, |
|
-1, |
|
1, |
|
-1, |
|
-1, |
|
22, |
|
2, |
|
9, |
|
8, |
|
2, |
|
32, |
|
28, |
|
-1, |
|
10, |
|
8, |
|
17, |
|
23, |
|
2, |
|
20, |
|
-1, |
|
-1, |
|
4, |
|
2, |
|
5, |
|
10, |
|
11, |
|
8, |
|
16, |
|
6, |
|
3, |
|
2, |
|
6, |
|
4, |
|
-1, |
|
17, |
|
5, |
|
23, |
|
7, |
|
-1, |
|
2, |
|
-1, |
|
-1, |
|
11, |
|
-1, |
|
17, |
|
-1, |
|
5, |
|
-1, |
|
26, |
|
8, |
|
6, |
|
30, |
|
-1, |
|
-1, |
|
-1, |
|
-1, |
|
1, |
|
7, |
|
7, |
|
29, |
|
9, |
|
8, |
|
32, |
|
20, |
|
17, |
|
5, |
|
13, |
|
7, |
|
5, |
|
-1, |
|
7, |
|
7, |
|
1, |
|
10, |
|
1, |
|
6, |
|
3, |
|
1, |
|
3, |
|
6, |
|
28, |
|
30, |
|
8, |
|
29, |
|
8, |
|
1, |
|
32, |
|
7, |
|
-1, |
|
-1, |
|
20, |
|
20, |
|
3, |
|
0, |
|
0, |
|
28, |
|
5, |
|
5, |
|
7, |
|
3, |
|
2, |
|
-1, |
|
-1, |
|
1, |
|
26, |
|
-1, |
|
13, |
|
-1, |
|
31, |
|
0, |
|
11, |
|
3, |
|
9, |
|
32, |
|
0, |
|
23, |
|
6, |
|
12, |
|
-1, |
|
-1, |
|
14, |
|
-1, |
|
6, |
|
0, |
|
-1, |
|
25, |
|
0, |
|
5, |
|
10, |
|
0, |
|
2, |
|
-1, |
|
-1, |
|
10, |
|
10, |
|
21, |
|
9, |
|
7, |
|
10, |
|
14, |
|
11, |
|
-1, |
|
7, |
|
22, |
|
-1, |
|
11, |
|
28, |
|
4, |
|
21, |
|
-1, |
|
-1, |
|
18, |
|
19, |
|
3, |
|
0, |
|
1, |
|
-1, |
|
-1, |
|
20, |
|
14, |
|
11, |
|
13, |
|
20, |
|
1, |
|
-1, |
|
5, |
|
22, |
|
0, |
|
-1, |
|
29, |
|
31, |
|
1, |
|
22, |
|
7, |
|
-1, |
|
11, |
|
22, |
|
28, |
|
6, |
|
-1, |
|
7, |
|
0, |
|
2, |
|
17, |
|
10, |
|
12, |
|
3, |
|
1, |
|
6, |
|
-1, |
|
1, |
|
1, |
|
4, |
|
11, |
|
9, |
|
0, |
|
-1, |
|
14, |
|
0, |
|
13, |
|
4, |
|
15, |
|
1, |
|
-1, |
|
-1, |
|
16, |
|
27, |
|
17, |
|
-1, |
|
15, |
|
7, |
|
17, |
|
0, |
|
31, |
|
-1, |
|
18, |
|
2, |
|
-1, |
|
-1, |
|
16, |
|
5, |
|
32, |
|
13, |
|
1, |
|
13, |
|
-1, |
|
17, |
|
5, |
|
-1, |
|
32, |
|
5, |
|
30, |
|
1, |
|
13, |
|
5, |
|
20, |
|
29, |
|
-1, |
|
2, |
|
4, |
|
4, |
|
16, |
|
6, |
|
9, |
|
2, |
|
-1, |
|
7, |
|
15, |
|
0, |
|
20, |
|
8, |
|
15, |
|
0, |
|
10, |
|
26, |
|
5, |
|
7, |
|
-1, |
|
2, |
|
1, |
|
28, |
|
28, |
|
18, |
|
8, |
|
12, |
|
11, |
|
1, |
|
22, |
|
3, |
|
-1, |
|
26, |
|
29, |
|
5, |
|
11, |
|
11, |
|
0, |
|
7, |
|
4, |
|
-1, |
|
-1, |
|
31, |
|
-1, |
|
9, |
|
8, |
|
14, |
|
18, |
|
15, |
|
8, |
|
-1, |
|
1, |
|
15, |
|
32, |
|
25, |
|
-1, |
|
10, |
|
16, |
|
-1, |
|
-1, |
|
11, |
|
2, |
|
-1, |
|
-1, |
|
-1, |
|
11, |
|
0, |
|
1, |
|
7, |
|
-1, |
|
23, |
|
27, |
|
6, |
|
14, |
|
19, |
|
24, |
|
2, |
|
10, |
|
14, |
|
1, |
|
-1, |
|
2, |
|
1, |
|
4, |
|
8, |
|
6, |
|
8, |
|
-1, |
|
25, |
|
2, |
|
7, |
|
3, |
|
8, |
|
10, |
|
2, |
|
7, |
|
30, |
|
7, |
|
9, |
|
0, |
|
2, |
|
4, |
|
-1, |
|
8, |
|
11, |
|
9, |
|
4, |
|
-1, |
|
15, |
|
6, |
|
0, |
|
32, |
|
9, |
|
-1, |
|
-1, |
|
21, |
|
4, |
|
22, |
|
-1, |
|
-1, |
|
2, |
|
3, |
|
-1, |
|
9, |
|
-1, |
|
2, |
|
4, |
|
20, |
|
1, |
|
9, |
|
19, |
|
17, |
|
1, |
|
10, |
|
11, |
|
2, |
|
8, |
|
7, |
|
0, |
|
4, |
|
25, |
|
15, |
|
1, |
|
-1, |
|
17, |
|
-1, |
|
3, |
|
5, |
|
5, |
|
16, |
|
0, |
|
-1, |
|
-1, |
|
7, |
|
0, |
|
1, |
|
4, |
|
17, |
|
14, |
|
8, |
|
12, |
|
14, |
|
-1, |
|
0, |
|
9, |
|
15, |
|
-1, |
|
12, |
|
-1, |
|
20, |
|
3, |
|
1, |
|
9, |
|
-1, |
|
2, |
|
-1, |
|
5, |
|
18, |
|
19, |
|
3, |
|
-1, |
|
0, |
|
22, |
|
0, |
|
10, |
|
20, |
|
12, |
|
1, |
|
1, |
|
6, |
|
11, |
|
20, |
|
29, |
|
0, |
|
26, |
|
6, |
|
9, |
|
8, |
|
21, |
|
0, |
|
5, |
|
-1, |
|
7, |
|
1, |
|
23, |
|
4, |
|
-1, |
|
24, |
|
0, |
|
3, |
|
-1, |
|
10, |
|
8, |
|
12, |
|
12, |
|
4, |
|
-1, |
|
15, |
|
4, |
|
-1, |
|
28, |
|
0, |
|
6, |
|
27, |
|
27, |
|
5, |
|
17, |
|
23, |
|
28, |
|
-1, |
|
21, |
|
7, |
|
16, |
|
21, |
|
10, |
|
0, |
|
0, |
|
9, |
|
16, |
|
14, |
|
18, |
|
2, |
|
-1, |
|
28, |
|
0, |
|
13, |
|
12, |
|
16, |
|
14, |
|
8, |
|
9, |
|
13, |
|
9, |
|
1, |
|
5, |
|
-1, |
|
5, |
|
12, |
|
20, |
|
11, |
|
11, |
|
11, |
|
2, |
|
-1, |
|
8, |
|
9, |
|
11, |
|
19, |
|
-1, |
|
18, |
|
0, |
|
5, |
|
25, |
|
20, |
|
29, |
|
6, |
|
8, |
|
28, |
|
29, |
|
1, |
|
2, |
|
2, |
|
2, |
|
6, |
|
-1, |
|
2, |
|
8, |
|
13, |
|
14, |
|
0, |
|
-1, |
|
11, |
|
30, |
|
5, |
|
-1, |
|
15, |
|
-1, |
|
15, |
|
7, |
|
-1, |
|
-1, |
|
14, |
|
6, |
|
15, |
|
-1, |
|
-1, |
|
12, |
|
8, |
|
4, |
|
8, |
|
7, |
|
5, |
|
0, |
|
3, |
|
7, |
|
11, |
|
14, |
|
-1, |
|
-1, |
|
10, |
|
24, |
|
12, |
|
-1, |
|
18, |
|
6, |
|
15, |
|
1, |
|
1, |
|
-1, |
|
6, |
|
-1, |
|
2, |
|
14, |
|
6, |
|
18, |
|
-1, |
|
15, |
|
-1, |
|
0, |
|
13, |
|
14, |
|
6, |
|
14, |
|
3, |
|
-1, |
|
-1, |
|
20, |
|
5, |
|
16, |
|
1, |
|
3, |
|
-1, |
|
7, |
|
-1, |
|
20, |
|
23, |
|
-1, |
|
15, |
|
5, |
|
4, |
|
22, |
|
14, |
|
25, |
|
2, |
|
-1, |
|
-1, |
|
4, |
|
0, |
|
5, |
|
12, |
|
11, |
|
-1, |
|
-1, |
|
23, |
|
6, |
|
5, |
|
10, |
|
19, |
|
1, |
|
19, |
|
9, |
|
23, |
|
2, |
|
6, |
|
10, |
|
6, |
|
14, |
|
23, |
|
18, |
|
-1, |
|
28, |
|
18, |
|
17, |
|
-1, |
|
-1, |
|
22, |
|
12, |
|
11, |
|
-1, |
|
12, |
|
-1, |
|
27, |
|
5, |
|
26, |
|
13, |
|
-1, |
|
1, |
|
17, |
|
13, |
|
0, |
|
-1, |
|
-1, |
|
8, |
|
18, |
|
1, |
|
10, |
|
-1, |
|
12, |
|
11, |
|
1, |
|
26, |
|
1, |
|
23, |
|
-1, |
|
6, |
|
4, |
|
3, |
|
2, |
|
27, |
|
-1, |
|
17, |
|
-1, |
|
-1, |
|
16, |
|
-1, |
|
4, |
|
2, |
|
9, |
|
0, |
|
4, |
|
1, |
|
10, |
|
-1, |
|
4, |
|
6, |
|
6, |
|
4, |
|
10, |
|
3, |
|
22, |
|
3, |
|
-1, |
|
-1, |
|
-1, |
|
-1, |
|
0, |
|
29, |
|
1, |
|
3, |
|
2, |
|
1, |
|
2, |
|
17, |
|
-1, |
|
5, |
|
0, |
|
14, |
|
4, |
|
4, |
|
5, |
|
-1, |
|
7, |
|
-1, |
|
2, |
|
14, |
|
-1, |
|
23, |
|
-1, |
|
11, |
|
27, |
|
22, |
|
5, |
|
18, |
|
-1, |
|
-1, |
|
2, |
|
5, |
|
15, |
|
21, |
|
6, |
|
-1, |
|
14, |
|
1, |
|
-1, |
|
16, |
|
20, |
|
30, |
|
32, |
|
14, |
|
7, |
|
6, |
|
0, |
|
3, |
|
0, |
|
10, |
|
10, |
|
26, |
|
-1, |
|
17, |
|
24, |
|
13, |
|
2, |
|
0, |
|
29, |
|
1, |
|
1, |
|
7, |
|
-1, |
|
18, |
|
1, |
|
0, |
|
27, |
|
8, |
|
-1, |
|
8, |
|
6, |
|
7, |
|
-1, |
|
3, |
|
0, |
|
5, |
|
10, |
|
7, |
|
6, |
|
14, |
|
10, |
|
6, |
|
12, |
|
8, |
|
25, |
|
19, |
|
-1, |
|
2, |
|
5, |
|
-1, |
|
0, |
|
10, |
|
-1, |
|
-1, |
|
-1, |
|
18, |
|
4, |
|
10, |
|
25, |
|
0, |
|
12, |
|
12, |
|
1, |
|
6, |
|
20, |
|
-1, |
|
0, |
|
2, |
|
-1, |
|
-1, |
|
17, |
|
2, |
|
25, |
|
-1, |
|
4, |
|
9, |
|
0, |
|
4, |
|
19, |
|
9, |
|
-1, |
|
25, |
|
3, |
|
0, |
|
25, |
|
10, |
|
-1, |
|
-1, |
|
3, |
|
3, |
|
-1, |
|
10, |
|
4, |
|
22, |
|
-1, |
|
2, |
|
-1, |
|
-1, |
|
9, |
|
30, |
|
8, |
|
16, |
|
-1, |
|
9, |
|
7, |
|
0, |
|
-1, |
|
3, |
|
2, |
|
7, |
|
12, |
|
5, |
|
2, |
|
28, |
|
4, |
|
7, |
|
0, |
|
4, |
|
2, |
|
-1, |
|
-1, |
|
8, |
|
-1, |
|
18, |
|
28, |
|
-1, |
|
-1, |
|
17, |
|
1, |
|
16, |
|
9, |
|
9, |
|
1, |
|
12, |
|
3, |
|
-1, |
|
5, |
|
12, |
|
8, |
|
13, |
|
0, |
|
-1, |
|
-1, |
|
-1, |
|
-1, |
|
-1, |
|
2, |
|
3, |
|
25, |
|
4, |
|
23, |
|
5, |
|
-1, |
|
3, |
|
24, |
|
7, |
|
0, |
|
4, |
|
29, |
|
19, |
|
9, |
|
7, |
|
0, |
|
4, |
|
18, |
|
15, |
|
2, |
|
0, |
|
1, |
|
4, |
|
4, |
|
-1, |
|
11, |
|
2, |
|
21, |
|
-1, |
|
14, |
|
-1, |
|
28, |
|
10, |
|
-1, |
|
0, |
|
2, |
|
3, |
|
3, |
|
-1, |
|
1, |
|
15, |
|
0, |
|
-1, |
|
-1, |
|
3, |
|
6, |
|
17, |
|
3, |
|
9, |
|
6, |
|
16, |
|
22, |
|
5, |
|
9, |
|
15, |
|
-1, |
|
27, |
|
27, |
|
-1, |
|
16, |
|
22, |
|
17, |
|
-1, |
|
6, |
|
5, |
|
8, |
|
2, |
|
7, |
|
-1, |
|
13, |
|
20, |
|
26, |
|
3, |
|
14, |
|
22, |
|
20, |
|
1, |
|
18, |
|
6, |
|
-1, |
|
7, |
|
3, |
|
17, |
|
13, |
|
2, |
|
27, |
|
0, |
|
5, |
|
9, |
|
10, |
|
20, |
|
7, |
|
0, |
|
2, |
|
12, |
|
17, |
|
31, |
|
8, |
|
1, |
|
8, |
|
5, |
|
-1, |
|
3, |
|
-1, |
|
0, |
|
5, |
|
1, |
|
7, |
|
-1, |
|
5, |
|
26, |
|
18, |
|
3, |
|
24, |
|
18, |
|
5, |
|
9, |
|
0, |
|
11, |
|
21, |
|
-1, |
|
17, |
|
-1, |
|
10, |
|
-1, |
|
2, |
|
23, |
|
11, |
|
3, |
|
9, |
|
20, |
|
-1, |
|
0, |
|
-1, |
|
-1, |
|
6, |
|
9, |
|
10, |
|
0, |
|
3, |
|
5, |
|
6, |
|
14, |
|
10, |
|
15, |
|
10, |
|
28, |
|
-1, |
|
22, |
|
21, |
|
9, |
|
-1, |
|
0, |
|
6, |
|
-1, |
|
10, |
|
4, |
|
6, |
|
20, |
|
17, |
|
1, |
|
5, |
|
2, |
|
1, |
|
4, |
|
3, |
|
-1, |
|
-1, |
|
8, |
|
-1, |
|
2, |
|
-1, |
|
2, |
|
1, |
|
11, |
|
-1, |
|
0, |
|
1, |
|
2, |
|
6, |
|
24, |
|
20, |
|
-1, |
|
0, |
|
-1, |
|
-1, |
|
-1, |
|
12, |
|
8, |
|
10, |
|
0, |
|
20, |
|
12, |
|
21, |
|
0, |
|
6, |
|
3, |
|
3, |
|
27, |
|
7, |
|
0, |
|
0, |
|
19, |
|
0, |
|
5, |
|
4, |
|
-1, |
|
25, |
|
23, |
|
3, |
|
-1, |
|
-1, |
|
3, |
|
5, |
|
6, |
|
17, |
|
5, |
|
2, |
|
-1, |
|
3, |
|
8, |
|
-1, |
|
11, |
|
13, |
|
-1, |
|
10, |
|
5, |
|
14, |
|
16, |
|
30, |
|
6, |
|
11, |
|
-1, |
|
2, |
|
2, |
|
12, |
|
-1, |
|
-1, |
|
-1, |
|
4, |
|
-1, |
|
0, |
|
2, |
|
-1, |
|
-1, |
|
-1, |
|
5, |
|
0, |
|
2, |
|
4, |
|
-1, |
|
-1, |
|
4, |
|
0, |
|
2, |
|
-1, |
|
26, |
|
21, |
|
-1, |
|
6, |
|
15, |
|
27, |
|
-1, |
|
0, |
|
22, |
|
3, |
|
7, |
|
22, |
|
-1, |
|
8, |
|
27, |
|
28, |
|
10, |
|
-1, |
|
14, |
|
1, |
|
12, |
|
13, |
|
17, |
|
7, |
|
-1, |
|
13, |
|
4, |
|
3, |
|
20, |
|
14, |
|
-1, |
|
-1, |
|
30, |
|
3, |
|
-1, |
|
-1, |
|
13, |
|
-1, |
|
9, |
|
10, |
|
23, |
|
-1, |
|
-1, |
|
-1, |
|
10, |
|
4, |
|
29, |
|
12, |
|
9, |
|
1, |
|
3, |
|
3, |
|
-1, |
|
-1, |
|
3, |
|
26, |
|
9, |
|
2, |
|
-1, |
|
-1, |
|
6, |
|
14, |
|
2, |
|
18, |
|
-1, |
|
-1, |
|
3, |
|
12, |
|
0, |
|
10, |
|
12, |
|
26, |
|
1, |
|
12, |
|
10, |
|
20, |
|
-1, |
|
11, |
|
21, |
|
-1, |
|
2, |
|
0, |
|
-1, |
|
0, |
|
-1, |
|
19, |
|
-1, |
|
26, |
|
4, |
|
10, |
|
-1, |
|
13, |
|
6, |
|
11, |
|
6, |
|
4, |
|
28, |
|
11, |
|
-1, |
|
-1, |
|
0, |
|
-1, |
|
29, |
|
12, |
|
1, |
|
17, |
|
-1, |
|
23, |
|
24, |
|
1, |
|
4, |
|
24, |
|
11, |
|
0, |
|
24, |
|
-1, |
|
0, |
|
-1, |
|
1, |
|
-1, |
|
3, |
|
3, |
|
11, |
|
13, |
|
4, |
|
0, |
|
19, |
|
2, |
|
8, |
|
-1, |
|
4, |
|
20, |
|
14, |
|
-1, |
|
-1, |
|
4, |
|
25, |
|
-1, |
|
6, |
|
22, |
|
-1, |
|
18, |
|
7, |
|
4, |
|
1, |
|
26, |
|
5, |
|
23, |
|
-1, |
|
28, |
|
0, |
|
3, |
|
0, |
|
-1, |
|
27, |
|
25, |
|
1, |
|
2, |
|
32, |
|
11, |
|
-1, |
|
3, |
|
13, |
|
1, |
|
10, |
|
8, |
|
9, |
|
9, |
|
21, |
|
-1, |
|
6, |
|
20, |
|
23, |
|
26, |
|
26, |
|
9, |
|
-1, |
|
-1, |
|
22, |
|
-1, |
|
0, |
|
16, |
|
2, |
|
17, |
|
0, |
|
18, |
|
22, |
|
9, |
|
14, |
|
32, |
|
-1, |
|
31, |
|
8, |
|
3, |
|
-1, |
|
-1, |
|
-1, |
|
-1, |
|
6, |
|
6, |
|
7, |
|
-1, |
|
3, |
|
-1, |
|
30, |
|
-1, |
|
3, |
|
3, |
|
-1, |
|
16, |
|
4, |
|
1, |
|
17, |
|
27, |
|
0, |
|
19, |
|
16, |
|
26, |
|
23, |
|
29, |
|
0, |
|
5, |
|
-1, |
|
25, |
|
1, |
|
3, |
|
-1, |
|
7, |
|
4, |
|
7, |
|
2, |
|
2, |
|
4, |
|
-1, |
|
-1, |
|
2, |
|
22, |
|
3, |
|
0, |
|
-1, |
|
7, |
|
4, |
|
25, |
|
2, |
|
6, |
|
3, |
|
14, |
|
7, |
|
1, |
|
0, |
|
8, |
|
-1, |
|
24, |
|
12, |
|
9, |
|
-1, |
|
12, |
|
10, |
|
13, |
|
-1, |
|
28, |
|
12, |
|
-1, |
|
-1, |
|
-1, |
|
-1, |
|
7, |
|
-1, |
|
30, |
|
6, |
|
14, |
|
1, |
|
-1, |
|
11, |
|
-1, |
|
10, |
|
19, |
|
15, |
|
11, |
|
32, |
|
1, |
|
15, |
|
1, |
|
10, |
|
4, |
|
27, |
|
4, |
|
20, |
|
32, |
|
-1, |
|
-1, |
|
1, |
|
7, |
|
2, |
|
-1, |
|
20, |
|
23, |
|
7, |
|
5, |
|
25, |
|
1, |
|
12, |
|
0, |
|
4, |
|
7, |
|
-1, |
|
5, |
|
15, |
|
2, |
|
4, |
|
-1, |
|
4, |
|
24, |
|
8, |
|
6, |
|
28, |
|
6, |
|
3, |
|
10, |
|
1, |
|
14, |
|
1, |
|
-1, |
|
29, |
|
5, |
|
-1, |
|
29, |
|
-1, |
|
4, |
|
-1, |
|
12, |
|
2, |
|
26, |
|
29, |
|
26, |
|
-1, |
|
1, |
|
10, |
|
-1, |
|
1, |
|
4, |
|
25, |
|
11, |
|
2, |
|
27, |
|
9, |
|
8, |
|
15, |
|
-1, |
|
10, |
|
6, |
|
10, |
|
4, |
|
-1, |
|
20, |
|
11, |
|
6, |
|
11, |
|
6, |
|
6, |
|
-1, |
|
2, |
|
0, |
|
5, |
|
11, |
|
8, |
|
-1, |
|
1, |
|
9, |
|
2, |
|
-1, |
|
4, |
|
2, |
|
-1, |
|
17, |
|
21, |
|
4, |
|
1, |
|
0, |
|
11, |
|
10, |
|
7, |
|
-1, |
|
-1, |
|
-1, |
|
14, |
|
-1, |
|
3, |
|
5, |
|
-1, |
|
9, |
|
20, |
|
3, |
|
-1, |
|
14, |
|
9, |
|
5, |
|
4, |
|
27, |
|
3, |
|
20, |
|
13, |
|
7, |
|
15, |
|
24, |
|
12, |
|
-1, |
|
5, |
|
3, |
|
8, |
|
8, |
|
25, |
|
18, |
|
20, |
|
20, |
|
-1, |
|
8, |
|
18, |
|
31, |
|
2, |
|
20, |
|
-1, |
|
-1, |
|
-1, |
|
24, |
|
3, |
|
4, |
|
2, |
|
4, |
|
-1, |
|
1, |
|
22, |
|
-1, |
|
0, |
|
26, |
|
10, |
|
32, |
|
4, |
|
-1, |
|
25, |
|
32, |
|
-1, |
|
9, |
|
0, |
|
4, |
|
8, |
|
17, |
|
29, |
|
8, |
|
8, |
|
13, |
|
0, |
|
11, |
|
8, |
|
12, |
|
30, |
|
2, |
|
8, |
|
-1, |
|
12, |
|
-1, |
|
-1, |
|
2, |
|
9, |
|
9, |
|
-1, |
|
21, |
|
20, |
|
32, |
|
-1, |
|
13, |
|
10, |
|
-1, |
|
16, |
|
2, |
|
3, |
|
13, |
|
0, |
|
15, |
|
8, |
|
17, |
|
-1, |
|
13, |
|
-1, |
|
-1, |
|
1, |
|
10, |
|
25, |
|
-1, |
|
12, |
|
15, |
|
6, |
|
5, |
|
0, |
|
7, |
|
4, |
|
5, |
|
5, |
|
10, |
|
-1, |
|
2, |
|
3, |
|
-1, |
|
16, |
|
22, |
|
8, |
|
9, |
|
15, |
|
5, |
|
-1, |
|
-1, |
|
0, |
|
5, |
|
18, |
|
15, |
|
-1, |
|
0, |
|
-1, |
|
15, |
|
-1, |
|
-1, |
|
1, |
|
-1, |
|
3, |
|
7, |
|
4, |
|
2, |
|
2, |
|
12, |
|
-1, |
|
-1, |
|
9, |
|
31, |
|
1, |
|
-1, |
|
24, |
|
-1, |
|
1, |
|
-1, |
|
9, |
|
0, |
|
0, |
|
1, |
|
19, |
|
2, |
|
-1, |
|
9, |
|
1, |
|
2, |
|
23, |
|
1, |
|
4, |
|
3, |
|
0, |
|
-1, |
|
27, |
|
27, |
|
11, |
|
23, |
|
9, |
|
16, |
|
4, |
|
0, |
|
0, |
|
32, |
|
6, |
|
5, |
|
11, |
|
5, |
|
1, |
|
-1, |
|
12, |
|
30, |
|
0, |
|
18, |
|
24, |
|
-1, |
|
5, |
|
-1, |
|
7, |
|
1, |
|
22, |
|
-1, |
|
5, |
|
7, |
|
3, |
|
-1, |
|
13, |
|
-1, |
|
5, |
|
6, |
|
31, |
|
0, |
|
-1, |
|
-1, |
|
5, |
|
-1, |
|
4, |
|
9, |
|
6, |
|
27, |
|
19, |
|
2, |
|
6, |
|
1, |
|
-1, |
|
5, |
|
4, |
|
18, |
|
10, |
|
9, |
|
1, |
|
9, |
|
-1, |
|
21, |
|
22, |
|
-1, |
|
3, |
|
22, |
|
6, |
|
27, |
|
-1, |
|
-1, |
|
2, |
|
15, |
|
-1, |
|
-1, |
|
-1, |
|
-1, |
|
-1, |
|
28, |
|
4, |
|
-1, |
|
2, |
|
17, |
|
-1, |
|
12, |
|
-1, |
|
23, |
|
2, |
|
12, |
|
3, |
|
1, |
|
11, |
|
12, |
|
24, |
|
0, |
|
5, |
|
-1, |
|
11, |
|
2, |
|
5, |
|
6, |
|
2, |
|
1, |
|
-1, |
|
5, |
|
1, |
|
2, |
|
-1, |
|
7, |
|
-1, |
|
12, |
|
-1, |
|
2, |
|
28, |
|
-1, |
|
12, |
|
-1, |
|
3, |
|
3, |
|
2, |
|
9, |
|
3, |
|
-1, |
|
-1, |
|
30, |
|
20, |
|
6, |
|
2, |
|
12, |
|
19, |
|
4, |
|
10, |
|
27, |
|
17, |
|
3, |
|
19, |
|
4, |
|
1, |
|
0, |
|
1, |
|
-1, |
|
4, |
|
13, |
|
5, |
|
31, |
|
-1, |
|
-1, |
|
-1, |
|
10, |
|
-1, |
|
25, |
|
-1, |
|
2, |
|
11, |
|
31, |
|
14, |
|
7, |
|
12, |
|
26, |
|
3, |
|
10, |
|
30, |
|
10, |
|
20, |
|
-1, |
|
2, |
|
10, |
|
-1, |
|
2, |
|
8, |
|
4, |
|
15, |
|
25, |
|
0, |
|
27, |
|
26, |
|
1, |
|
5, |
|
0, |
|
-1, |
|
-1, |
|
3, |
|
6, |
|
9, |
|
2, |
|
9, |
|
32, |
|
-1, |
|
0, |
|
0, |
|
-1, |
|
6, |
|
7, |
|
14, |
|
2, |
|
6, |
|
5, |
|
9, |
|
7, |
|
7, |
|
5, |
|
3, |
|
-1, |
|
-1, |
|
5, |
|
2, |
|
5, |
|
11, |
|
8, |
|
-1, |
|
7, |
|
-1, |
|
7, |
|
12, |
|
16, |
|
5, |
|
8, |
|
-1, |
|
1, |
|
0, |
|
1, |
|
5, |
|
2, |
|
6, |
|
1, |
|
0, |
|
8, |
|
18, |
|
-1, |
|
-1, |
|
16, |
|
18, |
|
2, |
|
-1, |
|
16, |
|
-1, |
|
26, |
|
-1, |
|
21, |
|
-1, |
|
30, |
|
6, |
|
10, |
|
-1, |
|
3, |
|
17, |
|
30, |
|
6, |
|
24, |
|
0, |
|
5, |
|
12, |
|
5, |
|
4, |
|
30, |
|
-1, |
|
4, |
|
9, |
|
2, |
|
0, |
|
6, |
|
3, |
|
31, |
|
-1, |
|
7, |
|
0, |
|
4, |
|
14, |
|
21, |
|
10, |
|
29, |
|
-1, |
|
10, |
|
8, |
|
19, |
|
21, |
|
1, |
|
-1, |
|
18, |
|
8, |
|
25, |
|
3, |
|
-1, |
|
-1, |
|
30, |
|
11, |
|
-1, |
|
15, |
|
8, |
|
30, |
|
11, |
|
8, |
|
3, |
|
13, |
|
28, |
|
1, |
|
1, |
|
-1, |
|
32, |
|
12, |
|
-1, |
|
5, |
|
14, |
|
19, |
|
19, |
|
21, |
|
-1, |
|
-1, |
|
0, |
|
6, |
|
9, |
|
1, |
|
2, |
|
2, |
|
14, |
|
20, |
|
6, |
|
-1, |
|
7, |
|
2, |
|
6, |
|
11, |
|
-1, |
|
19, |
|
8, |
|
18, |
|
17, |
|
3, |
|
6, |
|
-1, |
|
12, |
|
-1, |
|
20, |
|
15, |
|
3, |
|
0, |
|
-1, |
|
24, |
|
3, |
|
-1, |
|
5, |
|
10, |
|
0, |
|
-1, |
|
23, |
|
3, |
|
16, |
|
7, |
|
28, |
|
8, |
|
9, |
|
1, |
|
-1, |
|
18, |
|
-1, |
|
9, |
|
9, |
|
-1, |
|
31, |
|
2, |
|
-1, |
|
2, |
|
7, |
|
23, |
|
0, |
|
3, |
|
21, |
|
16, |
|
1, |
|
12, |
|
2, |
|
9, |
|
4, |
|
10, |
|
6, |
|
18, |
|
30, |
|
0, |
|
0, |
|
20, |
|
-1, |
|
-1, |
|
9, |
|
3, |
|
4, |
|
1, |
|
21, |
|
3, |
|
-1, |
|
-1, |
|
19, |
|
17, |
|
2, |
|
5, |
|
4, |
|
0, |
|
22, |
|
10, |
|
7, |
|
1, |
|
5, |
|
17, |
|
-1, |
|
22, |
|
-1, |
|
14, |
|
-1, |
|
22, |
|
20, |
|
25, |
|
3, |
|
0, |
|
5, |
|
23, |
|
3, |
|
6, |
|
-1, |
|
4, |
|
30, |
|
8, |
|
5, |
|
15, |
|
15, |
|
1, |
|
0, |
|
10, |
|
28, |
|
-1, |
|
2, |
|
0, |
|
11, |
|
-1, |
|
11, |
|
8, |
|
3, |
|
19, |
|
29, |
|
6, |
|
3, |
|
0, |
|
0, |
|
16, |
|
9, |
|
22, |
|
2, |
|
8, |
|
25, |
|
-1, |
|
4, |
|
3, |
|
2, |
|
5, |
|
30, |
|
11, |
|
24, |
|
-1, |
|
5, |
|
17, |
|
3, |
|
-1, |
|
4, |
|
7, |
|
16, |
|
2, |
|
10, |
|
8, |
|
9, |
|
5, |
|
15, |
|
10, |
|
6, |
|
3, |
|
9, |
|
9, |
|
4, |
|
23, |
|
6, |
|
4, |
|
31, |
|
1, |
|
8, |
|
2, |
|
1, |
|
2, |
|
-1, |
|
-1, |
|
15, |
|
2, |
|
19, |
|
28, |
|
29, |
|
21, |
|
-1, |
|
2, |
|
0, |
|
9, |
|
2, |
|
1, |
|
-1, |
|
0, |
|
18, |
|
11, |
|
0, |
|
7, |
|
26, |
|
22, |
|
7, |
|
8, |
|
10, |
|
7, |
|
-1, |
|
2, |
|
5, |
|
0, |
|
4, |
|
6, |
|
-1, |
|
17, |
|
6, |
|
5, |
|
1, |
|
20, |
|
14, |
|
26, |
|
3, |
|
-1, |
|
-1, |
|
-1, |
|
1, |
|
7, |
|
2, |
|
-1, |
|
13, |
|
8, |
|
17, |
|
12, |
|
-1, |
|
-1, |
|
29, |
|
-1, |
|
8, |
|
2, |
|
0, |
|
0, |
|
30, |
|
12, |
|
31, |
|
28, |
|
14, |
|
26, |
|
17, |
|
-1, |
|
3, |
|
-1, |
|
8, |
|
24, |
|
13, |
|
-1, |
|
29, |
|
-1, |
|
5, |
|
19, |
|
1, |
|
1, |
|
-1, |
|
-1, |
|
0, |
|
4, |
|
-1, |
|
11, |
|
10, |
|
5, |
|
14, |
|
19, |
|
-1, |
|
21, |
|
-1, |
|
3, |
|
-1, |
|
24, |
|
24, |
|
0, |
|
1, |
|
8, |
|
0, |
|
21, |
|
31, |
|
-1, |
|
9, |
|
9, |
|
-1, |
|
2, |
|
3, |
|
-1, |
|
1, |
|
0, |
|
-1, |
|
-1, |
|
6, |
|
20, |
|
10, |
|
1, |
|
5, |
|
3, |
|
-1, |
|
-1, |
|
12, |
|
6, |
|
0, |
|
11, |
|
0, |
|
15, |
|
-1, |
|
14, |
|
10, |
|
4, |
|
5, |
|
7, |
|
-1, |
|
0, |
|
32, |
|
0, |
|
30, |
|
2, |
|
21, |
|
2, |
|
-1, |
|
19, |
|
3, |
|
1, |
|
9, |
|
5, |
|
1, |
|
18, |
|
6, |
|
5, |
|
3, |
|
23, |
|
13, |
|
9, |
|
21, |
|
26, |
|
23, |
|
2, |
|
4, |
|
12, |
|
13, |
|
2, |
|
10, |
|
9, |
|
-1, |
|
-1, |
|
5, |
|
16, |
|
29, |
|
10, |
|
8, |
|
-1, |
|
-1, |
|
16, |
|
5, |
|
9, |
|
18, |
|
8, |
|
7, |
|
14, |
|
3, |
|
1, |
|
2, |
|
1, |
|
-1, |
|
5, |
|
8, |
|
9, |
|
15, |
|
3, |
|
-1, |
|
-1, |
|
14, |
|
13, |
|
20, |
|
-1, |
|
-1, |
|
3, |
|
13, |
|
15, |
|
6, |
|
7, |
|
20, |
|
-1, |
|
0, |
|
18, |
|
1, |
|
21, |
|
12, |
|
6, |
|
7, |
|
13, |
|
14, |
|
7, |
|
-1, |
|
5, |
|
21, |
|
1, |
|
7, |
|
30, |
|
6, |
|
7, |
|
27, |
|
-1, |
|
3, |
|
0, |
|
-1, |
|
26, |
|
-1, |
|
18, |
|
-1, |
|
5, |
|
3, |
|
23, |
|
5, |
|
-1, |
|
8, |
|
10, |
|
4, |
|
2, |
|
31, |
|
5, |
|
6, |
|
-1, |
|
-1, |
|
7, |
|
18, |
|
12, |
|
-1, |
|
1, |
|
3, |
|
8, |
|
9, |
|
10, |
|
28, |
|
-1, |
|
26, |
|
13, |
|
-1, |
|
7, |
|
32, |
|
1, |
|
3, |
|
-1, |
|
1, |
|
25, |
|
2, |
|
8, |
|
1, |
|
1, |
|
18, |
|
0, |
|
-1, |
|
-1, |
|
-1, |
|
1, |
|
11, |
|
-1, |
|
22, |
|
3, |
|
4, |
|
13, |
|
-1, |
|
-1, |
|
10, |
|
7, |
|
4, |
|
20, |
|
27, |
|
1, |
|
4, |
|
10, |
|
2, |
|
0, |
|
7, |
|
-1, |
|
1, |
|
25, |
|
11, |
|
-1, |
|
5, |
|
5, |
|
4, |
|
-1, |
|
-1, |
|
1, |
|
4, |
|
7, |
|
-1, |
|
1, |
|
3, |
|
-1, |
|
-1, |
|
3, |
|
-1, |
|
1, |
|
5, |
|
4, |
|
11, |
|
16, |
|
11, |
|
0, |
|
3, |
|
4, |
|
17, |
|
29, |
|
23, |
|
11, |
|
-1, |
|
2, |
|
1, |
|
2, |
|
1, |
|
17, |
|
6, |
|
14, |
|
14, |
|
9, |
|
0, |
|
0, |
|
7, |
|
19, |
|
4, |
|
20, |
|
19, |
|
-1, |
|
9, |
|
18, |
|
1, |
|
3, |
|
1, |
|
7, |
|
-1, |
|
23, |
|
22, |
|
1, |
|
1, |
|
13, |
|
31, |
|
-1, |
|
9, |
|
-1, |
|
9, |
|
2, |
|
-1, |
|
20, |
|
4, |
|
17, |
|
18, |
|
13, |
|
5, |
|
3, |
|
9, |
|
-1, |
|
0, |
|
-1, |
|
7, |
|
9, |
|
3, |
|
17, |
|
25, |
|
0, |
|
10, |
|
-1, |
|
0, |
|
1, |
|
4, |
|
7, |
|
3, |
|
4, |
|
8, |
|
3, |
|
-1, |
|
-1, |
|
5, |
|
3, |
|
28, |
|
2, |
|
22, |
|
31, |
|
-1, |
|
3, |
|
-1, |
|
-1, |
|
5, |
|
28, |
|
-1, |
|
-1, |
|
9, |
|
10, |
|
14, |
|
-1, |
|
13, |
|
1, |
|
6, |
|
16, |
|
19, |
|
16, |
|
1, |
|
11, |
|
8, |
|
6, |
|
26, |
|
26, |
|
26, |
|
26, |
|
15, |
|
-1, |
|
9, |
|
-1, |
|
7, |
|
14, |
|
16, |
|
9, |
|
-1, |
|
5, |
|
8, |
|
3, |
|
7, |
|
-1, |
|
4, |
|
15, |
|
23, |
|
3, |
|
-1, |
|
7, |
|
4, |
|
10, |
|
-1, |
|
14, |
|
30, |
|
3, |
|
25, |
|
-1, |
|
27, |
|
1, |
|
-1, |
|
1, |
|
0, |
|
23, |
|
-1, |
|
7, |
|
9, |
|
-1, |
|
4, |
|
2, |
|
2, |
|
1, |
|
0, |
|
16, |
|
1, |
|
1, |
|
27, |
|
1, |
|
5, |
|
6, |
|
-1, |
|
29, |
|
11, |
|
7, |
|
-1, |
|
1, |
|
0, |
|
2, |
|
-1, |
|
3, |
|
1, |
|
23, |
|
-1, |
|
1, |
|
26, |
|
-1, |
|
-1, |
|
31, |
|
-1, |
|
0, |
|
6, |
|
0, |
|
16, |
|
1, |
|
3, |
|
3, |
|
7, |
|
1, |
|
12, |
|
5, |
|
-1, |
|
28, |
|
6, |
|
5, |
|
29, |
|
-1, |
|
1, |
|
4, |
|
24, |
|
-1, |
|
10, |
|
24, |
|
18, |
|
6, |
|
24, |
|
15, |
|
-1, |
|
4, |
|
16, |
|
1, |
|
17, |
|
0, |
|
1, |
|
8, |
|
3, |
|
12, |
|
7, |
|
30, |
|
22, |
|
9, |
|
1, |
|
2, |
|
1, |
|
24, |
|
5, |
|
12, |
|
1, |
|
2, |
|
17, |
|
8, |
|
-1, |
|
10, |
|
8, |
|
26, |
|
-1, |
|
4, |
|
16, |
|
24, |
|
14, |
|
21, |
|
20, |
|
4, |
|
7, |
|
-1, |
|
2, |
|
5, |
|
0, |
|
-1, |
|
-1, |
|
5, |
|
14, |
|
-1, |
|
25, |
|
26, |
|
3, |
|
0, |
|
9, |
|
17, |
|
-1, |
|
7, |
|
1, |
|
2, |
|
27, |
|
5, |
|
-1, |
|
13, |
|
3, |
|
10, |
|
21, |
|
0, |
|
6, |
|
-1, |
|
-1, |
|
26, |
|
15, |
|
19, |
|
29, |
|
2, |
|
3, |
|
-1, |
|
7, |
|
32, |
|
9, |
|
15, |
|
5, |
|
1, |
|
27, |
|
10, |
|
4, |
|
6, |
|
0, |
|
5, |
|
1, |
|
12, |
|
10, |
|
-1, |
|
2, |
|
0, |
|
-1, |
|
10, |
|
22, |
|
-1, |
|
22, |
|
-1, |
|
5, |
|
1, |
|
7, |
|
-1, |
|
14, |
|
11, |
|
23, |
|
18, |
|
23, |
|
0, |
|
-1, |
|
3, |
|
13, |
|
0, |
|
30, |
|
-1, |
|
1, |
|
0, |
|
2, |
|
0, |
|
21, |
|
-1, |
|
9, |
|
-1, |
|
3, |
|
1, |
|
-1, |
|
-1, |
|
0, |
|
5, |
|
18, |
|
24, |
|
-1, |
|
5, |
|
2, |
|
18, |
|
20, |
|
4, |
|
14, |
|
14, |
|
3, |
|
17, |
|
0, |
|
7, |
|
0, |
|
-1, |
|
4, |
|
-1, |
|
4, |
|
10, |
|
26, |
|
-1, |
|
26, |
|
-1, |
|
-1, |
|
7, |
|
6, |
|
20, |
|
6, |
|
13, |
|
-1, |
|
6, |
|
13, |
|
-1, |
|
10, |
|
0, |
|
-1, |
|
6, |
|
16, |
|
21, |
|
-1, |
|
11, |
|
14, |
|
29, |
|
15, |
|
-1, |
|
30, |
|
8, |
|
7, |
|
2, |
|
5, |
|
3, |
|
0, |
|
10, |
|
18, |
|
3, |
|
22, |
|
27, |
|
-1, |
|
7, |
|
-1, |
|
6, |
|
2, |
|
19, |
|
0, |
|
-1, |
|
-1, |
|
22, |
|
2, |
|
5, |
|
6, |
|
9, |
|
25, |
|
31, |
|
-1, |
|
2, |
|
0, |
|
7, |
|
6, |
|
-1, |
|
-1, |
|
-1, |
|
8, |
|
10, |
|
13, |
|
3, |
|
11, |
|
27, |
|
0, |
|
26, |
|
9, |
|
-1, |
|
-1, |
|
-1, |
|
-1, |
|
14, |
|
0, |
|
9, |
|
3, |
|
13, |
|
13, |
|
12, |
|
30, |
|
12, |
|
-1, |
|
0, |
|
9, |
|
-1, |
|
12, |
|
31, |
|
-1, |
|
7, |
|
5, |
|
24, |
|
2, |
|
4, |
|
15, |
|
17, |
|
-1, |
|
-1, |
|
0, |
|
1, |
|
22, |
|
8, |
|
-1, |
|
9, |
|
6, |
|
17, |
|
26, |
|
2, |
|
2, |
|
14, |
|
8, |
|
5, |
|
1, |
|
12, |
|
4, |
|
7, |
|
4, |
|
2, |
|
15, |
|
3, |
|
24, |
|
31, |
|
26, |
|
-1, |
|
23, |
|
-1, |
|
27, |
|
5, |
|
25, |
|
2, |
|
1, |
|
9, |
|
8, |
|
12, |
|
10, |
|
13, |
|
32, |
|
7, |
|
2, |
|
6, |
|
8, |
|
-1, |
|
15, |
|
-1, |
|
4, |
|
1, |
|
8, |
|
0, |
|
20, |
|
9, |
|
7, |
|
11, |
|
9, |
|
11, |
|
7, |
|
-1, |
|
2, |
|
24, |
|
7, |
|
3, |
|
12, |
|
2, |
|
8, |
|
-1, |
|
10, |
|
6, |
|
-1, |
|
-1, |
|
12, |
|
4, |
|
0, |
|
7, |
|
9, |
|
-1, |
|
29, |
|
25, |
|
9, |
|
31, |
|
-1, |
|
18, |
|
2, |
|
17, |
|
18, |
|
0, |
|
3, |
|
-1, |
|
3, |
|
5, |
|
0, |
|
0, |
|
17, |
|
26, |
|
3, |
|
3, |
|
3, |
|
-1, |
|
1, |
|
21, |
|
13, |
|
6, |
|
14, |
|
4, |
|
17, |
|
0, |
|
-1, |
|
15, |
|
12, |
|
14, |
|
3, |
|
-1, |
|
9, |
|
13, |
|
0, |
|
10, |
|
28, |
|
11, |
|
8, |
|
30, |
|
31, |
|
2, |
|
9, |
|
14, |
|
12, |
|
14, |
|
1, |
|
-1, |
|
13, |
|
5, |
|
4, |
|
16, |
|
15, |
|
24, |
|
-1, |
|
16, |
|
9, |
|
21, |
|
11, |
|
6, |
|
12, |
|
7, |
|
-1, |
|
5, |
|
18, |
|
18, |
|
2, |
|
3, |
|
-1, |
|
-1, |
|
15, |
|
1, |
|
7, |
|
9, |
|
-1, |
|
9, |
|
18, |
|
28, |
|
22, |
|
20, |
|
14, |
|
-1, |
|
5, |
|
4, |
|
-1, |
|
0, |
|
-1, |
|
0, |
|
-1, |
|
-1, |
|
7, |
|
3, |
|
-1, |
|
0, |
|
8, |
|
17, |
|
1, |
|
2, |
|
-1, |
|
15, |
|
7, |
|
-1, |
|
3, |
|
0, |
|
0, |
|
-1, |
|
-1, |
|
29, |
|
30, |
|
5, |
|
0, |
|
1, |
|
11, |
|
11, |
|
5, |
|
28, |
|
0, |
|
2, |
|
2, |
|
17, |
|
-1, |
|
17, |
|
3, |
|
3, |
|
3, |
|
4, |
|
19, |
|
6, |
|
-1, |
|
20, |
|
7, |
|
-1, |
|
-1, |
|
-1, |
|
23, |
|
3, |
|
-1, |
|
9, |
|
-1, |
|
28, |
|
-1, |
|
-1, |
|
9, |
|
7, |
|
-1, |
|
23, |
|
25, |
|
-1, |
|
-1, |
|
14, |
|
19, |
|
4, |
|
14, |
|
-1, |
|
-1, |
|
4, |
|
3, |
|
0, |
|
10, |
|
7, |
|
-1, |
|
26, |
|
2, |
|
4, |
|
9, |
|
1, |
|
11, |
|
-1, |
|
17, |
|
9, |
|
-1, |
|
13, |
|
30, |
|
28, |
|
5, |
|
14, |
|
5, |
|
9, |
|
10, |
|
-1, |
|
6, |
|
16, |
|
13, |
|
12, |
|
17, |
|
2, |
|
-1, |
|
6, |
|
-1, |
|
10, |
|
13, |
|
3, |
|
0, |
|
24, |
|
25, |
|
-1, |
|
-1, |
|
10, |
|
9, |
|
0, |
|
7, |
|
9, |
|
0, |
|
0, |
|
9, |
|
8, |
|
2, |
|
23, |
|
21, |
|
14, |
|
-1, |
|
9, |
|
9, |
|
15, |
|
-1, |
|
-1, |
|
9, |
|
4, |
|
9, |
|
12, |
|
32, |
|
7, |
|
-1, |
|
3, |
|
0, |
|
15, |
|
2, |
|
0, |
|
19, |
|
-1, |
|
7, |
|
6, |
|
1, |
|
21, |
|
8, |
|
3, |
|
4, |
|
0, |
|
4, |
|
3, |
|
0, |
|
9, |
|
0, |
|
5, |
|
13, |
|
27, |
|
5, |
|
13, |
|
-1, |
|
23, |
|
3, |
|
31, |
|
13, |
|
-1, |
|
2, |
|
15, |
|
6, |
|
4, |
|
5, |
|
-1, |
|
-1, |
|
7, |
|
29, |
|
-1, |
|
12, |
|
-1, |
|
0, |
|
13, |
|
17, |
|
7, |
|
15, |
|
2, |
|
3, |
|
-1, |
|
17, |
|
0, |
|
11, |
|
10, |
|
-1, |
|
7, |
|
15, |
|
7, |
|
4, |
|
3, |
|
1, |
|
12, |
|
7, |
|
20, |
|
12, |
|
1, |
|
6, |
|
-1, |
|
-1, |
|
0, |
|
1, |
|
12, |
|
4, |
|
2, |
|
23, |
|
6, |
|
-1, |
|
1, |
|
1, |
|
1, |
|
32, |
|
27, |
|
1, |
|
-1, |
|
5, |
|
1, |
|
1, |
|
-1, |
|
3, |
|
-1, |
|
18, |
|
2, |
|
9, |
|
-1, |
|
10, |
|
18, |
|
-1, |
|
21, |
|
-1, |
|
5, |
|
2, |
|
-1, |
|
-1, |
|
1, |
|
8, |
|
9, |
|
4, |
|
2, |
|
-1, |
|
11, |
|
-1, |
|
-1, |
|
-1, |
|
9, |
|
30, |
|
3, |
|
8, |
|
7, |
|
0, |
|
9, |
|
0, |
|
1, |
|
12, |
|
-1, |
|
-1, |
|
17, |
|
-1, |
|
19, |
|
-1, |
|
7, |
|
8, |
|
-1, |
|
5, |
|
-1, |
|
-1, |
|
15, |
|
3, |
|
11, |
|
19, |
|
17, |
|
8, |
|
-1, |
|
19, |
|
15, |
|
19, |
|
9, |
|
1, |
|
-1, |
|
0, |
|
24, |
|
17, |
|
7, |
|
3, |
|
3, |
|
9, |
|
3, |
|
11, |
|
-1, |
|
3, |
|
0, |
|
24, |
|
5, |
|
22, |
|
1, |
|
11, |
|
27, |
|
17, |
|
22, |
|
18, |
|
3, |
|
-1, |
|
8, |
|
8, |
|
27, |
|
7, |
|
1, |
|
-1, |
|
1, |
|
5, |
|
7, |
|
13, |
|
30, |
|
0, |
|
13, |
|
5, |
|
9, |
|
1, |
|
10, |
|
1, |
|
0, |
|
0, |
|
5, |
|
12, |
|
-1, |
|
-1, |
|
5, |
|
3, |
|
10, |
|
3, |
|
24, |
|
6, |
|
16, |
|
25, |
|
4, |
|
6, |
|
5, |
|
6, |
|
14, |
|
-1, |
|
-1, |
|
12, |
|
1, |
|
12, |
|
-1, |
|
19, |
|
-1, |
|
15, |
|
-1, |
|
0, |
|
25, |
|
1, |
|
7, |
|
22, |
|
5, |
|
8, |
|
-1, |
|
13, |
|
15, |
|
2, |
|
0, |
|
-1, |
|
9, |
|
22, |
|
4, |
|
25, |
|
13, |
|
20, |
|
1, |
|
5, |
|
5, |
|
19, |
|
14, |
|
5, |
|
24, |
|
16, |
|
4, |
|
2, |
|
-1, |
|
-1, |
|
5, |
|
14, |
|
10, |
|
6, |
|
22, |
|
1, |
|
19, |
|
25, |
|
12, |
|
2, |
|
13, |
|
1, |
|
-1, |
|
7, |
|
18, |
|
23, |
|
-1, |
|
10, |
|
12, |
|
21, |
|
5, |
|
10, |
|
15, |
|
4, |
|
-1, |
|
2, |
|
5, |
|
-1, |
|
27, |
|
-1, |
|
15, |
|
0, |
|
6, |
|
16, |
|
7, |
|
22, |
|
20, |
|
27, |
|
-1, |
|
11, |
|
28, |
|
-1, |
|
10, |
|
-1, |
|
-1, |
|
2, |
|
5, |
|
-1, |
|
-1, |
|
3, |
|
5, |
|
-1, |
|
17, |
|
14, |
|
2, |
|
2, |
|
2, |
|
12, |
|
-1, |
|
13, |
|
4, |
|
9, |
|
3, |
|
8, |
|
-1, |
|
11, |
|
3, |
|
4, |
|
-1, |
|
27, |
|
8, |
|
8, |
|
2, |
|
11, |
|
4, |
|
28, |
|
8, |
|
14, |
|
2, |
|
0, |
|
3, |
|
-1, |
|
0, |
|
18, |
|
8, |
|
-1, |
|
8, |
|
25, |
|
11, |
|
-1, |
|
-1, |
|
-1, |
|
9, |
|
6, |
|
1, |
|
0, |
|
21, |
|
0, |
|
19, |
|
7, |
|
31, |
|
-1, |
|
16, |
|
-1, |
|
8, |
|
-1, |
|
0, |
|
26, |
|
3, |
|
6, |
|
3, |
|
-1, |
|
0, |
|
11, |
|
7, |
|
-1, |
|
4, |
|
12, |
|
23, |
|
15, |
|
19, |
|
-1, |
|
4, |
|
-1, |
|
5, |
|
-1, |
|
0, |
|
17, |
|
25, |
|
2, |
|
2, |
|
12, |
|
0, |
|
4, |
|
1, |
|
23, |
|
2, |
|
14, |
|
-1, |
|
1, |
|
22, |
|
-1, |
|
17, |
|
-1, |
|
10, |
|
2, |
|
13, |
|
5, |
|
6, |
|
15, |
|
17, |
|
4, |
|
32, |
|
17, |
|
-1, |
|
16, |
|
6, |
|
1, |
|
32, |
|
4, |
|
22, |
|
13, |
|
-1, |
|
3, |
|
11, |
|
-1, |
|
32, |
|
18, |
|
-1, |
|
7, |
|
12, |
|
18, |
|
14, |
|
0, |
|
7, |
|
20, |
|
12, |
|
0, |
|
8, |
|
0, |
|
12, |
|
14, |
|
1, |
|
14, |
|
2, |
|
24, |
|
3, |
|
-1, |
|
3, |
|
9, |
|
5, |
|
8, |
|
18, |
|
-1, |
|
22, |
|
6, |
|
12, |
|
1, |
|
5, |
|
16, |
|
26, |
|
-1, |
|
18, |
|
12, |
|
1, |
|
8, |
|
-1, |
|
19, |
|
4, |
|
2, |
|
11, |
|
-1, |
|
26, |
|
12, |
|
0, |
|
21, |
|
3, |
|
0, |
|
13, |
|
7, |
|
-1, |
|
-1, |
|
30, |
|
0, |
|
22, |
|
14, |
|
20, |
|
5, |
|
21, |
|
31, |
|
10, |
|
30, |
|
14, |
|
5, |
|
7, |
|
8, |
|
13, |
|
21, |
|
7, |
|
8, |
|
16, |
|
1, |
|
6, |
|
32, |
|
3, |
|
3, |
|
4, |
|
7, |
|
8, |
|
9, |
|
8, |
|
11, |
|
10, |
|
0, |
|
-1, |
|
4, |
|
15, |
|
-1, |
|
-1, |
|
19, |
|
3, |
|
10, |
|
7, |
|
21, |
|
22, |
|
14, |
|
4, |
|
25, |
|
-1, |
|
7, |
|
23, |
|
10, |
|
-1, |
|
20, |
|
-1, |
|
3, |
|
-1, |
|
3, |
|
15, |
|
-1, |
|
-1, |
|
16, |
|
4, |
|
0, |
|
3, |
|
-1, |
|
16, |
|
31, |
|
-1, |
|
6, |
|
3, |
|
2, |
|
4, |
|
12, |
|
-1, |
|
-1, |
|
-1, |
|
0, |
|
12, |
|
16, |
|
8, |
|
-1, |
|
7, |
|
7, |
|
6, |
|
-1, |
|
18, |
|
28, |
|
5, |
|
22, |
|
17, |
|
25, |
|
-1, |
|
0, |
|
13, |
|
4, |
|
-1, |
|
14, |
|
-1, |
|
13, |
|
28, |
|
13, |
|
25, |
|
32, |
|
11, |
|
3, |
|
26, |
|
-1, |
|
12, |
|
-1, |
|
4, |
|
19, |
|
3, |
|
3, |
|
-1, |
|
-1, |
|
-1, |
|
-1, |
|
3, |
|
29, |
|
11, |
|
4, |
|
30, |
|
7, |
|
11, |
|
1, |
|
2, |
|
4, |
|
6, |
|
16, |
|
-1, |
|
7, |
|
3, |
|
7, |
|
12, |
|
-1, |
|
13, |
|
0, |
|
5, |
|
-1, |
|
5, |
|
17, |
|
26, |
|
5, |
|
29, |
|
4, |
|
1, |
|
1, |
|
2, |
|
28, |
|
21, |
|
-1, |
|
14, |
|
31, |
|
22, |
|
3, |
|
7, |
|
-1, |
|
-1, |
|
-1, |
|
6, |
|
11, |
|
10, |
|
-1, |
|
7, |
|
18, |
|
8, |
|
16, |
|
12, |
|
13, |
|
-1, |
|
12, |
|
29, |
|
-1, |
|
5, |
|
4, |
|
0, |
|
-1, |
|
6, |
|
2, |
|
19, |
|
3, |
|
0, |
|
10, |
|
-1, |
|
-1, |
|
5, |
|
-1, |
|
8, |
|
-1, |
|
27, |
|
-1, |
|
2, |
|
21, |
|
11, |
|
10, |
|
12, |
|
-1, |
|
6, |
|
29, |
|
4, |
|
23, |
|
4, |
|
2, |
|
-1, |
|
-1, |
|
17, |
|
2, |
|
7, |
|
-1, |
|
22, |
|
1, |
|
12, |
|
1, |
|
10, |
|
1, |
|
2, |
|
0, |
|
3, |
|
12, |
|
22, |
|
15, |
|
6, |
|
5, |
|
16, |
|
6, |
|
5, |
|
10, |
|
3, |
|
4, |
|
0, |
|
4, |
|
15, |
|
15, |
|
6, |
|
16, |
|
7, |
|
7 |
|
], |
|
"topic_sizes": { |
|
"7": 774, |
|
"2": 1005, |
|
"3": 945, |
|
"-1": 4066, |
|
"11": 543, |
|
"9": 690, |
|
"5": 806, |
|
"0": 1258, |
|
"21": 262, |
|
"1": 1077, |
|
"19": 308, |
|
"12": 520, |
|
"32": 151, |
|
"18": 324, |
|
"8": 708, |
|
"23": 248, |
|
"16": 375, |
|
"15": 379, |
|
"28": 190, |
|
"6": 778, |
|
"17": 372, |
|
"4": 869, |
|
"14": 409, |
|
"13": 423, |
|
"10": 606, |
|
"30": 161, |
|
"26": 226, |
|
"24": 227, |
|
"29": 161, |
|
"25": 227, |
|
"31": 153, |
|
"20": 290, |
|
"22": 250, |
|
"27": 218 |
|
}, |
|
"topic_mapper": [ |
|
[ |
|
-1, |
|
-1, |
|
-1 |
|
], |
|
[ |
|
0, |
|
0, |
|
5 |
|
], |
|
[ |
|
1, |
|
1, |
|
32 |
|
], |
|
[ |
|
2, |
|
2, |
|
25 |
|
], |
|
[ |
|
3, |
|
3, |
|
15 |
|
], |
|
[ |
|
4, |
|
4, |
|
28 |
|
], |
|
[ |
|
5, |
|
5, |
|
18 |
|
], |
|
[ |
|
6, |
|
6, |
|
17 |
|
], |
|
[ |
|
7, |
|
7, |
|
7 |
|
], |
|
[ |
|
8, |
|
8, |
|
27 |
|
], |
|
[ |
|
9, |
|
9, |
|
16 |
|
], |
|
[ |
|
10, |
|
10, |
|
8 |
|
], |
|
[ |
|
11, |
|
11, |
|
14 |
|
], |
|
[ |
|
12, |
|
12, |
|
0 |
|
], |
|
[ |
|
13, |
|
13, |
|
20 |
|
], |
|
[ |
|
14, |
|
14, |
|
13 |
|
], |
|
[ |
|
15, |
|
15, |
|
26 |
|
], |
|
[ |
|
16, |
|
16, |
|
2 |
|
], |
|
[ |
|
17, |
|
17, |
|
31 |
|
], |
|
[ |
|
18, |
|
18, |
|
10 |
|
], |
|
[ |
|
19, |
|
19, |
|
19 |
|
], |
|
[ |
|
20, |
|
20, |
|
30 |
|
], |
|
[ |
|
21, |
|
21, |
|
12 |
|
], |
|
[ |
|
22, |
|
22, |
|
6 |
|
], |
|
[ |
|
23, |
|
23, |
|
4 |
|
], |
|
[ |
|
24, |
|
24, |
|
23 |
|
], |
|
[ |
|
25, |
|
25, |
|
1 |
|
], |
|
[ |
|
26, |
|
26, |
|
29 |
|
], |
|
[ |
|
27, |
|
27, |
|
24 |
|
], |
|
[ |
|
28, |
|
28, |
|
3 |
|
], |
|
[ |
|
29, |
|
29, |
|
22 |
|
], |
|
[ |
|
30, |
|
30, |
|
11 |
|
], |
|
[ |
|
31, |
|
31, |
|
21 |
|
], |
|
[ |
|
32, |
|
32, |
|
9 |
|
] |
|
], |
|
"topic_labels": { |
|
"-1": "-1_the_of_and_in", |
|
"0": "0_magnetic_material_the_properties", |
|
"1": "1_gravitational_waves_frequency_binary", |
|
"2": "2_quantum_qubits_qubit_computing", |
|
"3": "3_dark_matter_universe_of", |
|
"4": "4_rays_cosmic_earth_and", |
|
"5": "5_field_magnetic_current_\u03bc\u2080", |
|
"6": "6_higgs_boson_decay_the", |
|
"7": "7_critical_superconducting_temperature_magnetic", |
|
"8": "8_flow_fluid_water_pressure", |
|
"9": "9_black_hole_the_gravitational", |
|
"10": "10_fusion_plasma_nuclear_reactor", |
|
"11": "11_relativistic_sqrt_10_particle", |
|
"12": "12_theory_black_string_information", |
|
"13": "13_gas_atm_pressure_mol", |
|
"14": "14_chaotic_behavior_system_initial", |
|
"15": "15_image_lens_cm_focal", |
|
"16": "16_mechanical_cell_membrane_forces", |
|
"17": "17_constant_renormalization_coupling_the", |
|
"18": "18_protein_mol_kj_\u03b4g", |
|
"19": "19_ev_energy_atom_electron", |
|
"20": "20_heat_capacity_water_temperature", |
|
"21": "21_star_core_mass_stars", |
|
"22": "22_time_spaceship_dilation_earth", |
|
"23": "23_holes_black_matter_primordial", |
|
"24": "24_universe_cmb_inflation_bang", |
|
"25": "25_slit_slits_screen_distance", |
|
"26": "26_magnetic_nmr_10_resonance", |
|
"27": "27_angle_sin_\u03b82_refractive", |
|
"28": "28_traffic_chaotic_network_behavior", |
|
"29": "29_plasma_magnetic_solar_and", |
|
"30": "30_supersymmetric_supersymmetry_particles_susy", |
|
"31": "31_section_cross_neutron_diffraction", |
|
"32": "32_qgp_strings_heavy_collisions" |
|
}, |
|
"custom_labels": [ |
|
"", |
|
"", |
|
"", |
|
"", |
|
"", |
|
"", |
|
"", |
|
"", |
|
"", |
|
"", |
|
"", |
|
"", |
|
"", |
|
"", |
|
"", |
|
"", |
|
"", |
|
"", |
|
"", |
|
"", |
|
"", |
|
"", |
|
"", |
|
"", |
|
"", |
|
"", |
|
"", |
|
"", |
|
"", |
|
"", |
|
"", |
|
"", |
|
"", |
|
"" |
|
], |
|
"_outliers": 1, |
|
"topic_aspects": { |
|
"KeyBERT": { |
|
"-1": [ |
|
[ |
|
"perturbative", |
|
0.8340440392494202 |
|
], |
|
[ |
|
"effect", |
|
0.8171261548995972 |
|
], |
|
[ |
|
"theory", |
|
0.8154441714286804 |
|
], |
|
[ |
|
"physics", |
|
0.8134531378746033 |
|
], |
|
[ |
|
"matter", |
|
0.8121594190597534 |
|
], |
|
[ |
|
"particle", |
|
0.8109584450721741 |
|
], |
|
[ |
|
"particles", |
|
0.8106935620307922 |
|
], |
|
[ |
|
"effects", |
|
0.8106167316436768 |
|
], |
|
[ |
|
"universe", |
|
0.8089197278022766 |
|
], |
|
[ |
|
"quarks", |
|
0.805145800113678 |
|
] |
|
], |
|
"0": [ |
|
[ |
|
"magnetization", |
|
0.8351076245307922 |
|
], |
|
[ |
|
"ferromagnetic", |
|
0.8325716257095337 |
|
], |
|
[ |
|
"conductivity", |
|
0.8194429874420166 |
|
], |
|
[ |
|
"materials", |
|
0.8088586330413818 |
|
], |
|
[ |
|
"anisotropy", |
|
0.8065206408500671 |
|
], |
|
[ |
|
"material", |
|
0.7977883219718933 |
|
], |
|
[ |
|
"magnetic", |
|
0.7976371645927429 |
|
], |
|
[ |
|
"semiconductor", |
|
0.7972506880760193 |
|
], |
|
[ |
|
"conductance", |
|
0.7957977652549744 |
|
], |
|
[ |
|
"thermal", |
|
0.7919330596923828 |
|
] |
|
], |
|
"1": [ |
|
[ |
|
"ligo", |
|
0.8385581970214844 |
|
], |
|
[ |
|
"observatories", |
|
0.828657865524292 |
|
], |
|
[ |
|
"interferometer", |
|
0.8228781819343567 |
|
], |
|
[ |
|
"gravitational", |
|
0.8171262741088867 |
|
], |
|
[ |
|
"relativity", |
|
0.8064556121826172 |
|
], |
|
[ |
|
"pulsar", |
|
0.8042324781417847 |
|
], |
|
[ |
|
"universe", |
|
0.7941402196884155 |
|
], |
|
[ |
|
"waves", |
|
0.7940380573272705 |
|
], |
|
[ |
|
"waveform", |
|
0.7937795519828796 |
|
], |
|
[ |
|
"amplitude", |
|
0.7930920124053955 |
|
] |
|
], |
|
"2": [ |
|
[ |
|
"entanglement", |
|
0.8499981164932251 |
|
], |
|
[ |
|
"qubit", |
|
0.8356444239616394 |
|
], |
|
[ |
|
"qubits", |
|
0.8354178071022034 |
|
], |
|
[ |
|
"quantum", |
|
0.8291995525360107 |
|
], |
|
[ |
|
"decoherence", |
|
0.828349232673645 |
|
], |
|
[ |
|
"coherence", |
|
0.8114425539970398 |
|
], |
|
[ |
|
"qkd", |
|
0.8089703321456909 |
|
], |
|
[ |
|
"superconducting", |
|
0.8076779842376709 |
|
], |
|
[ |
|
"entangled", |
|
0.8075994253158569 |
|
], |
|
[ |
|
"teleportation", |
|
0.8055214285850525 |
|
] |
|
], |
|
"3": [ |
|
[ |
|
"galaxies", |
|
0.8335883617401123 |
|
], |
|
[ |
|
"cosmological", |
|
0.8186863660812378 |
|
], |
|
[ |
|
"matter", |
|
0.8111894130706787 |
|
], |
|
[ |
|
"particles", |
|
0.8083590269088745 |
|
], |
|
[ |
|
"galaxy", |
|
0.8058957457542419 |
|
], |
|
[ |
|
"axions", |
|
0.8031936883926392 |
|
], |
|
[ |
|
"lensing", |
|
0.7981290817260742 |
|
], |
|
[ |
|
"universe", |
|
0.7979620695114136 |
|
], |
|
[ |
|
"neutrinos", |
|
0.7969233393669128 |
|
], |
|
[ |
|
"axion", |
|
0.7961599826812744 |
|
] |
|
], |
|
"4": [ |
|
[ |
|
"astrophysical", |
|
0.8078801035881042 |
|
], |
|
[ |
|
"radiation", |
|
0.8062956929206848 |
|
], |
|
[ |
|
"atmosphere", |
|
0.799115777015686 |
|
], |
|
[ |
|
"grbs", |
|
0.7979766130447388 |
|
], |
|
[ |
|
"uhecrs", |
|
0.7940225005149841 |
|
], |
|
[ |
|
"particles", |
|
0.7898974418640137 |
|
], |
|
[ |
|
"protons", |
|
0.7881219387054443 |
|
], |
|
[ |
|
"cosmic", |
|
0.7827001214027405 |
|
], |
|
[ |
|
"ionization", |
|
0.7787908315658569 |
|
], |
|
[ |
|
"space", |
|
0.777093231678009 |
|
] |
|
], |
|
"5": [ |
|
[ |
|
"circular", |
|
0.838815450668335 |
|
], |
|
[ |
|
"solenoid", |
|
0.8341478705406189 |
|
], |
|
[ |
|
"radius", |
|
0.829375147819519 |
|
], |
|
[ |
|
"coil", |
|
0.823357105255127 |
|
], |
|
[ |
|
"ampere", |
|
0.8224673271179199 |
|
], |
|
[ |
|
"magnetic", |
|
0.8144347667694092 |
|
], |
|
[ |
|
"let", |
|
0.8142210841178894 |
|
], |
|
[ |
|
"loop", |
|
0.8128953576087952 |
|
], |
|
[ |
|
"wire", |
|
0.8098801374435425 |
|
], |
|
[ |
|
"length", |
|
0.8088502883911133 |
|
] |
|
], |
|
"6": [ |
|
[ |
|
"boson", |
|
0.8181926608085632 |
|
], |
|
[ |
|
"higgs", |
|
0.8177300095558167 |
|
], |
|
[ |
|
"bosons", |
|
0.8140798807144165 |
|
], |
|
[ |
|
"lhc", |
|
0.8135176301002502 |
|
], |
|
[ |
|
"hadron", |
|
0.8133963346481323 |
|
], |
|
[ |
|
"electroweak", |
|
0.8132830858230591 |
|
], |
|
[ |
|
"muon", |
|
0.7979751825332642 |
|
], |
|
[ |
|
"decays", |
|
0.7966791391372681 |
|
], |
|
[ |
|
"particle", |
|
0.7916539907455444 |
|
], |
|
[ |
|
"leptons", |
|
0.7880164384841919 |
|
] |
|
], |
|
"7": [ |
|
[ |
|
"superconductivity", |
|
0.824272632598877 |
|
], |
|
[ |
|
"superconductor", |
|
0.8217230439186096 |
|
], |
|
[ |
|
"superconductors", |
|
0.8190603852272034 |
|
], |
|
[ |
|
"superconducting", |
|
0.8154183030128479 |
|
], |
|
[ |
|
"critical", |
|
0.788665235042572 |
|
], |
|
[ |
|
"hts", |
|
0.7886556386947632 |
|
], |
|
[ |
|
"superfluidity", |
|
0.7775615453720093 |
|
], |
|
[ |
|
"tc", |
|
0.7716816663742065 |
|
], |
|
[ |
|
"ybco", |
|
0.7694746851921082 |
|
], |
|
[ |
|
"phonon", |
|
0.7688112258911133 |
|
] |
|
], |
|
"8": [ |
|
[ |
|
"laminar", |
|
0.8515332341194153 |
|
], |
|
[ |
|
"viscosity", |
|
0.830283522605896 |
|
], |
|
[ |
|
"turbulence", |
|
0.8286213278770447 |
|
], |
|
[ |
|
"diameter", |
|
0.8195067644119263 |
|
], |
|
[ |
|
"fluid", |
|
0.8155412673950195 |
|
], |
|
[ |
|
"turbulent", |
|
0.8151880502700806 |
|
], |
|
[ |
|
"flow", |
|
0.810337245464325 |
|
], |
|
[ |
|
"velocity", |
|
0.809991717338562 |
|
], |
|
[ |
|
"volume", |
|
0.8097941875457764 |
|
], |
|
[ |
|
"pipe", |
|
0.8092399835586548 |
|
] |
|
], |
|
"9": [ |
|
[ |
|
"schwarzschild", |
|
0.8441071510314941 |
|
], |
|
[ |
|
"accretion", |
|
0.8318682909011841 |
|
], |
|
[ |
|
"gravitational", |
|
0.8171213865280151 |
|
], |
|
[ |
|
"galaxies", |
|
0.8144500851631165 |
|
], |
|
[ |
|
"galaxy", |
|
0.8001448512077332 |
|
], |
|
[ |
|
"orbit", |
|
0.7986063361167908 |
|
], |
|
[ |
|
"mass", |
|
0.7981588244438171 |
|
], |
|
[ |
|
"relativity", |
|
0.7897747755050659 |
|
], |
|
[ |
|
"horizon", |
|
0.7897325158119202 |
|
], |
|
[ |
|
"star", |
|
0.7895367741584778 |
|
] |
|
], |
|
"10": [ |
|
[ |
|
"tokamak", |
|
0.8484643697738647 |
|
], |
|
[ |
|
"reactors", |
|
0.8211987018585205 |
|
], |
|
[ |
|
"reactor", |
|
0.8145944476127625 |
|
], |
|
[ |
|
"fusion", |
|
0.8073760271072388 |
|
], |
|
[ |
|
"plasma", |
|
0.8006623983383179 |
|
], |
|
[ |
|
"nuclear", |
|
0.7992666959762573 |
|
], |
|
[ |
|
"confinement", |
|
0.7987367510795593 |
|
], |
|
[ |
|
"deuterium", |
|
0.798452615737915 |
|
], |
|
[ |
|
"tritium", |
|
0.7978541851043701 |
|
], |
|
[ |
|
"hydrogen", |
|
0.7844877243041992 |
|
] |
|
], |
|
"11": [ |
|
[ |
|
"relativistic", |
|
0.844964861869812 |
|
], |
|
[ |
|
"lorentz", |
|
0.8211029767990112 |
|
], |
|
[ |
|
"particle", |
|
0.8089697957038879 |
|
], |
|
[ |
|
"mass", |
|
0.8031327724456787 |
|
], |
|
[ |
|
"particles", |
|
0.801487386226654 |
|
], |
|
[ |
|
"electron", |
|
0.7963035106658936 |
|
], |
|
[ |
|
"equation", |
|
0.793427050113678 |
|
], |
|
[ |
|
"8c", |
|
0.791847825050354 |
|
], |
|
[ |
|
"proton", |
|
0.7904260158538818 |
|
], |
|
[ |
|
"velocity", |
|
0.7890198826789856 |
|
] |
|
], |
|
"12": [ |
|
[ |
|
"holographic", |
|
0.8146862387657166 |
|
], |
|
[ |
|
"cft", |
|
0.8119803071022034 |
|
], |
|
[ |
|
"hawking", |
|
0.8101269602775574 |
|
], |
|
[ |
|
"theory", |
|
0.8100582361221313 |
|
], |
|
[ |
|
"qft", |
|
0.80979323387146 |
|
], |
|
[ |
|
"spacetime", |
|
0.7976250648498535 |
|
], |
|
[ |
|
"theoretical", |
|
0.7973198890686035 |
|
], |
|
[ |
|
"matter", |
|
0.7917476296424866 |
|
], |
|
[ |
|
"duality", |
|
0.785001277923584 |
|
], |
|
[ |
|
"physics", |
|
0.7841602563858032 |
|
] |
|
], |
|
"13": [ |
|
[ |
|
"isothermal", |
|
0.8150505423545837 |
|
], |
|
[ |
|
"mol", |
|
0.8138132095336914 |
|
], |
|
[ |
|
"adiabatic", |
|
0.8042910099029541 |
|
], |
|
[ |
|
"clausius", |
|
0.8037161827087402 |
|
], |
|
[ |
|
"compressibility", |
|
0.8018587231636047 |
|
], |
|
[ |
|
"gas", |
|
0.8016981482505798 |
|
], |
|
[ |
|
"volume", |
|
0.8012717366218567 |
|
], |
|
[ |
|
"\u03b4v", |
|
0.7986342310905457 |
|
], |
|
[ |
|
"m\u00b3", |
|
0.7973872423171997 |
|
], |
|
[ |
|
"equation", |
|
0.7968763709068298 |
|
] |
|
], |
|
"14": [ |
|
[ |
|
"lyapunov", |
|
0.8148998022079468 |
|
], |
|
[ |
|
"attractor", |
|
0.8096981644630432 |
|
], |
|
[ |
|
"attractors", |
|
0.8036158680915833 |
|
], |
|
[ |
|
"oscillator", |
|
0.7969905734062195 |
|
], |
|
[ |
|
"dynamics", |
|
0.7955265045166016 |
|
], |
|
[ |
|
"nonlinear", |
|
0.7923374176025391 |
|
], |
|
[ |
|
"pendulum", |
|
0.7854633927345276 |
|
], |
|
[ |
|
"periodic", |
|
0.7819381952285767 |
|
], |
|
[ |
|
"unpredictable", |
|
0.7803774476051331 |
|
], |
|
[ |
|
"fractal", |
|
0.7793198823928833 |
|
] |
|
], |
|
"15": [ |
|
[ |
|
"magnification", |
|
0.8300890922546387 |
|
], |
|
[ |
|
"lens", |
|
0.8191368579864502 |
|
], |
|
[ |
|
"formula", |
|
0.8167425394058228 |
|
], |
|
[ |
|
"lenses", |
|
0.8149327635765076 |
|
], |
|
[ |
|
"lensmaker", |
|
0.8060457110404968 |
|
], |
|
[ |
|
"spherical", |
|
0.793703019618988 |
|
], |
|
[ |
|
"radius", |
|
0.7925195097923279 |
|
], |
|
[ |
|
"aberration", |
|
0.7924669981002808 |
|
], |
|
[ |
|
"equation", |
|
0.7922866344451904 |
|
], |
|
[ |
|
"eye", |
|
0.7911094427108765 |
|
] |
|
], |
|
"16": [ |
|
[ |
|
"mechanotransduction", |
|
0.8535467386245728 |
|
], |
|
[ |
|
"cytoskeleton", |
|
0.8327789306640625 |
|
], |
|
[ |
|
"adhesion", |
|
0.8084341883659363 |
|
], |
|
[ |
|
"cells", |
|
0.800601601600647 |
|
], |
|
[ |
|
"elasticity", |
|
0.7993093729019165 |
|
], |
|
[ |
|
"cell", |
|
0.7981565594673157 |
|
], |
|
[ |
|
"microtubules", |
|
0.7979142665863037 |
|
], |
|
[ |
|
"forces", |
|
0.7978882789611816 |
|
], |
|
[ |
|
"membranes", |
|
0.7977120280265808 |
|
], |
|
[ |
|
"membrane", |
|
0.7918668985366821 |
|
] |
|
], |
|
"17": [ |
|
[ |
|
"qcd", |
|
0.8420246839523315 |
|
], |
|
[ |
|
"qed", |
|
0.8372061252593994 |
|
], |
|
[ |
|
"renormalization", |
|
0.8345982432365417 |
|
], |
|
[ |
|
"schwinger", |
|
0.8338288068771362 |
|
], |
|
[ |
|
"perturbative", |
|
0.8335415124893188 |
|
], |
|
[ |
|
"feynman", |
|
0.8335090279579163 |
|
], |
|
[ |
|
"renormalized", |
|
0.8247135877609253 |
|
], |
|
[ |
|
"electrodynamics", |
|
0.8172564506530762 |
|
], |
|
[ |
|
"propagator", |
|
0.8098676800727844 |
|
], |
|
[ |
|
"coupling", |
|
0.8058681488037109 |
|
] |
|
], |
|
"18": [ |
|
[ |
|
"thermodynamic", |
|
0.8232292532920837 |
|
], |
|
[ |
|
"enthalpy", |
|
0.8225600719451904 |
|
], |
|
[ |
|
"denaturation", |
|
0.8141014575958252 |
|
], |
|
[ |
|
"\u03b4g", |
|
0.8092269897460938 |
|
], |
|
[ |
|
"proteins", |
|
0.8084244132041931 |
|
], |
|
[ |
|
"kinetics", |
|
0.805401086807251 |
|
], |
|
[ |
|
"kelvin", |
|
0.8021596670150757 |
|
], |
|
[ |
|
"\u03b4h", |
|
0.8011342287063599 |
|
], |
|
[ |
|
"molecular", |
|
0.7991930246353149 |
|
], |
|
[ |
|
"protein", |
|
0.7990816235542297 |
|
] |
|
], |
|
"19": [ |
|
[ |
|
"hydrogen", |
|
0.806854248046875 |
|
], |
|
[ |
|
"electron", |
|
0.8008553385734558 |
|
], |
|
[ |
|
"electrons", |
|
0.80007004737854 |
|
], |
|
[ |
|
"atom", |
|
0.7955846190452576 |
|
], |
|
[ |
|
"atoms", |
|
0.7925094366073608 |
|
], |
|
[ |
|
"bohr", |
|
0.7919515371322632 |
|
], |
|
[ |
|
"schr\u00f6dinger", |
|
0.7900853753089905 |
|
], |
|
[ |
|
"equation", |
|
0.7853100299835205 |
|
], |
|
[ |
|
"helium", |
|
0.7849855422973633 |
|
], |
|
[ |
|
"energy", |
|
0.7844961881637573 |
|
] |
|
], |
|
"20": [ |
|
[ |
|
"joules", |
|
0.8066411018371582 |
|
], |
|
[ |
|
"copper", |
|
0.8013049364089966 |
|
], |
|
[ |
|
"heat", |
|
0.7946641445159912 |
|
], |
|
[ |
|
"conductivity", |
|
0.7910346984863281 |
|
], |
|
[ |
|
"thermal", |
|
0.7907295227050781 |
|
], |
|
[ |
|
"formula", |
|
0.7873790860176086 |
|
], |
|
[ |
|
"grams", |
|
0.7857873439788818 |
|
], |
|
[ |
|
"phonon", |
|
0.7846682071685791 |
|
], |
|
[ |
|
"cm", |
|
0.7836837768554688 |
|
], |
|
[ |
|
"temperature", |
|
0.7835446000099182 |
|
] |
|
], |
|
"21": [ |
|
[ |
|
"nucleosynthesis", |
|
0.8442069292068481 |
|
], |
|
[ |
|
"star", |
|
0.8135064840316772 |
|
], |
|
[ |
|
"accretion", |
|
0.8129556179046631 |
|
], |
|
[ |
|
"supernova", |
|
0.8108751177787781 |
|
], |
|
[ |
|
"nuclei", |
|
0.8105122447013855 |
|
], |
|
[ |
|
"protostar", |
|
0.8016059398651123 |
|
], |
|
[ |
|
"stellar", |
|
0.8012325763702393 |
|
], |
|
[ |
|
"formation", |
|
0.7992863655090332 |
|
], |
|
[ |
|
"helium", |
|
0.7967237234115601 |
|
], |
|
[ |
|
"stars", |
|
0.7942560315132141 |
|
] |
|
], |
|
"22": [ |
|
[ |
|
"relativity", |
|
0.8519167900085449 |
|
], |
|
[ |
|
"lorentz", |
|
0.8251760005950928 |
|
], |
|
[ |
|
"elapsed", |
|
0.819411039352417 |
|
], |
|
[ |
|
"spaceship", |
|
0.818738579750061 |
|
], |
|
[ |
|
"distance", |
|
0.8172019124031067 |
|
], |
|
[ |
|
"time", |
|
0.8137432336807251 |
|
], |
|
[ |
|
"dilation", |
|
0.8099870681762695 |
|
], |
|
[ |
|
"gravitational", |
|
0.8092228770256042 |
|
], |
|
[ |
|
"redshift", |
|
0.8071580529212952 |
|
], |
|
[ |
|
"wavelength", |
|
0.805404543876648 |
|
] |
|
], |
|
"23": [ |
|
[ |
|
"galaxies", |
|
0.8036699295043945 |
|
], |
|
[ |
|
"accretion", |
|
0.7966848015785217 |
|
], |
|
[ |
|
"matter", |
|
0.7871440649032593 |
|
], |
|
[ |
|
"gravitational", |
|
0.7827460765838623 |
|
], |
|
[ |
|
"galaxy", |
|
0.7773520946502686 |
|
], |
|
[ |
|
"universe", |
|
0.7716186046600342 |
|
], |
|
[ |
|
"density", |
|
0.7695478200912476 |
|
], |
|
[ |
|
"cmb", |
|
0.7685525417327881 |
|
], |
|
[ |
|
"cosmic", |
|
0.7668988704681396 |
|
], |
|
[ |
|
"source", |
|
0.7656700611114502 |
|
] |
|
], |
|
"24": [ |
|
[ |
|
"cmb", |
|
0.8402584791183472 |
|
], |
|
[ |
|
"inflaton", |
|
0.8230713605880737 |
|
], |
|
[ |
|
"inflation", |
|
0.813947856426239 |
|
], |
|
[ |
|
"universe", |
|
0.8082623481750488 |
|
], |
|
[ |
|
"galaxies", |
|
0.8064495325088501 |
|
], |
|
[ |
|
"inflationary", |
|
0.8060019016265869 |
|
], |
|
[ |
|
"cosmic", |
|
0.8009516000747681 |
|
], |
|
[ |
|
"isotropy", |
|
0.7839840650558472 |
|
], |
|
[ |
|
"theory", |
|
0.7829698324203491 |
|
], |
|
[ |
|
"galaxy", |
|
0.7826291918754578 |
|
] |
|
], |
|
"25": [ |
|
[ |
|
"diffraction", |
|
0.8175650835037231 |
|
], |
|
[ |
|
"slit", |
|
0.8124738335609436 |
|
], |
|
[ |
|
"slits", |
|
0.8069726824760437 |
|
], |
|
[ |
|
"wavelength", |
|
0.8014141321182251 |
|
], |
|
[ |
|
"distance", |
|
0.7891722321510315 |
|
], |
|
[ |
|
"formula", |
|
0.7795279622077942 |
|
], |
|
[ |
|
"experiment", |
|
0.7771683931350708 |
|
], |
|
[ |
|
"meters", |
|
0.7761310338973999 |
|
], |
|
[ |
|
"interference", |
|
0.7758926153182983 |
|
], |
|
[ |
|
"equation", |
|
0.7757977247238159 |
|
] |
|
], |
|
"26": [ |
|
[ |
|
"hyperfine", |
|
0.8536973595619202 |
|
], |
|
[ |
|
"nmr", |
|
0.8453744053840637 |
|
], |
|
[ |
|
"esr", |
|
0.8426215648651123 |
|
], |
|
[ |
|
"zeeman", |
|
0.8149616718292236 |
|
], |
|
[ |
|
"gyromagnetic", |
|
0.811450183391571 |
|
], |
|
[ |
|
"spectroscopy", |
|
0.8105067610740662 |
|
], |
|
[ |
|
"bohr", |
|
0.8090953826904297 |
|
], |
|
[ |
|
"frequency", |
|
0.8014540672302246 |
|
], |
|
[ |
|
"hz", |
|
0.8001945614814758 |
|
], |
|
[ |
|
"magneton", |
|
0.7990368604660034 |
|
] |
|
], |
|
"27": [ |
|
[ |
|
"refraction", |
|
0.8390939831733704 |
|
], |
|
[ |
|
"refracted", |
|
0.8187552094459534 |
|
], |
|
[ |
|
"angle", |
|
0.8148504495620728 |
|
], |
|
[ |
|
"optical", |
|
0.8075006604194641 |
|
], |
|
[ |
|
"glass", |
|
0.8017931580543518 |
|
], |
|
[ |
|
"prism", |
|
0.7995992302894592 |
|
], |
|
[ |
|
"refractive", |
|
0.7985249757766724 |
|
], |
|
[ |
|
"reflected", |
|
0.7949103116989136 |
|
], |
|
[ |
|
"incidence", |
|
0.7903303503990173 |
|
], |
|
[ |
|
"critical", |
|
0.7896848917007446 |
|
] |
|
], |
|
"28": [ |
|
[ |
|
"fractal", |
|
0.800527811050415 |
|
], |
|
[ |
|
"nonlinear", |
|
0.7996202707290649 |
|
], |
|
[ |
|
"dynamics", |
|
0.7944818735122681 |
|
], |
|
[ |
|
"lyapunov", |
|
0.7940555214881897 |
|
], |
|
[ |
|
"variability", |
|
0.7910705804824829 |
|
], |
|
[ |
|
"theory", |
|
0.7874324321746826 |
|
], |
|
[ |
|
"chaos", |
|
0.7873598337173462 |
|
], |
|
[ |
|
"networks", |
|
0.7828860282897949 |
|
], |
|
[ |
|
"stability", |
|
0.7826699018478394 |
|
], |
|
[ |
|
"chaotic", |
|
0.7803634405136108 |
|
] |
|
], |
|
"29": [ |
|
[ |
|
"magnetosphere", |
|
0.8439970016479492 |
|
], |
|
[ |
|
"ionosphere", |
|
0.8273325562477112 |
|
], |
|
[ |
|
"astrophysical", |
|
0.8186981081962585 |
|
], |
|
[ |
|
"coronal", |
|
0.8109132051467896 |
|
], |
|
[ |
|
"geomagnetic", |
|
0.8043771982192993 |
|
], |
|
[ |
|
"plasma", |
|
0.8014998435974121 |
|
], |
|
[ |
|
"atmosphere", |
|
0.7937474250793457 |
|
], |
|
[ |
|
"phenomena", |
|
0.7883895039558411 |
|
], |
|
[ |
|
"cmes", |
|
0.7863025665283203 |
|
], |
|
[ |
|
"radiation", |
|
0.7847893238067627 |
|
] |
|
], |
|
"30": [ |
|
[ |
|
"susy", |
|
0.8550276756286621 |
|
], |
|
[ |
|
"supersymmetry", |
|
0.8430110812187195 |
|
], |
|
[ |
|
"mssm", |
|
0.8367846012115479 |
|
], |
|
[ |
|
"supersymmetric", |
|
0.8362566232681274 |
|
], |
|
[ |
|
"lhc", |
|
0.8324856758117676 |
|
], |
|
[ |
|
"higgs", |
|
0.8177915811538696 |
|
], |
|
[ |
|
"electroweak", |
|
0.8130486607551575 |
|
], |
|
[ |
|
"particles", |
|
0.8128128051757812 |
|
], |
|
[ |
|
"superpartners", |
|
0.8123158812522888 |
|
], |
|
[ |
|
"particle", |
|
0.8101391196250916 |
|
] |
|
], |
|
"31": [ |
|
[ |
|
"neutron", |
|
0.8283148407936096 |
|
], |
|
[ |
|
"neutrons", |
|
0.824424147605896 |
|
], |
|
[ |
|
"nuclear", |
|
0.804866373538971 |
|
], |
|
[ |
|
"reactor", |
|
0.801874577999115 |
|
], |
|
[ |
|
"nucleus", |
|
0.8005658984184265 |
|
], |
|
[ |
|
"uranium", |
|
0.8003646731376648 |
|
], |
|
[ |
|
"fission", |
|
0.7974674701690674 |
|
], |
|
[ |
|
"scattering", |
|
0.7889688014984131 |
|
], |
|
[ |
|
"atoms", |
|
0.7829728126525879 |
|
], |
|
[ |
|
"atomic", |
|
0.7787039279937744 |
|
] |
|
], |
|
"32": [ |
|
[ |
|
"rhic", |
|
0.8315520286560059 |
|
], |
|
[ |
|
"qgp", |
|
0.8292372226715088 |
|
], |
|
[ |
|
"gluon", |
|
0.820993185043335 |
|
], |
|
[ |
|
"qcd", |
|
0.8198303580284119 |
|
], |
|
[ |
|
"hadron", |
|
0.8169580101966858 |
|
], |
|
[ |
|
"hadronic", |
|
0.8145840764045715 |
|
], |
|
[ |
|
"gluons", |
|
0.8139567375183105 |
|
], |
|
[ |
|
"hadrons", |
|
0.8108246922492981 |
|
], |
|
[ |
|
"quark", |
|
0.8073316216468811 |
|
], |
|
[ |
|
"quarkonium", |
|
0.8068057894706726 |
|
] |
|
] |
|
}, |
|
"Llama2": { |
|
"-1": [ |
|
[ |
|
"\n String theory and its non-perturbative effects", |
|
1 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
] |
|
], |
|
"0": [ |
|
[ |
|
"\n Magnetic and electronic properties of materials", |
|
1 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
] |
|
], |
|
"1": [ |
|
[ |
|
"\n Gravitational Waves from Black Hole Mergers", |
|
1 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
] |
|
], |
|
"2": [ |
|
[ |
|
"\n Quantum Computing with Entangled Qubits", |
|
1 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
] |
|
], |
|
"3": [ |
|
[ |
|
"\n Dark Matter and Its Effects on Galaxies and the Universe", |
|
1 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
] |
|
], |
|
"4": [ |
|
[ |
|
"\n Environmental impacts of cosmic rays", |
|
1 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
] |
|
], |
|
"5": [ |
|
[ |
|
"\n Magnetic Field Strength and Direction in Circular Current-Carrying Loops", |
|
1 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
] |
|
], |
|
"6": [ |
|
[ |
|
"\n Experimental Studies of the Higgs Boson", |
|
1 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
] |
|
], |
|
"7": [ |
|
[ |
|
"\n Superconducting properties and critical temperature", |
|
1 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
] |
|
], |
|
"8": [ |
|
[ |
|
"\n Turbulent Flow Simulation and Prediction", |
|
1 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
] |
|
], |
|
"9": [ |
|
[ |
|
"\n Black Holes: Gravity, Accretion, and Event Horizons", |
|
1 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
] |
|
], |
|
"10": [ |
|
[ |
|
"\n Efficiency and Challenges in Plasma-Based Fusion Reactors", |
|
1 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
] |
|
], |
|
"11": [ |
|
[ |
|
"\n Relativistic Particle Dynamics", |
|
1 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
] |
|
], |
|
"12": [ |
|
[ |
|
"\n String theory and the information paradox of black holes", |
|
1 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
] |
|
], |
|
"13": [ |
|
[ |
|
"\n Isothermal Compression of Gases", |
|
1 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
] |
|
], |
|
"14": [ |
|
[ |
|
"\n Chaotic behavior in complex systems", |
|
1 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
] |
|
], |
|
"15": [ |
|
[ |
|
"\n Lens and Image Formation", |
|
1 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
] |
|
], |
|
"16": [ |
|
[ |
|
"\n Mechanical Forces and Cell Membranes", |
|
1 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
] |
|
], |
|
"17": [ |
|
[ |
|
"\n Strong coupling constant", |
|
1 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
] |
|
], |
|
"18": [ |
|
[ |
|
"\n Protein denaturation and stability", |
|
1 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
] |
|
], |
|
"19": [ |
|
[ |
|
"\n Excitation Energy of Hydrogen Atom", |
|
1 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
] |
|
], |
|
"20": [ |
|
[ |
|
"\n Specific heat capacities of water and copper", |
|
1 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
] |
|
], |
|
"21": [ |
|
[ |
|
"\n Nuclear Fusion and Star Evolution", |
|
1 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
] |
|
], |
|
"22": [ |
|
[ |
|
"\n Time dilation in space travel", |
|
1 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
] |
|
], |
|
"23": [ |
|
[ |
|
"\n Relationship between black holes and dark matter", |
|
1 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
] |
|
], |
|
"24": [ |
|
[ |
|
"\n Early Universe: CMB & Inflation", |
|
1 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
] |
|
], |
|
"25": [ |
|
[ |
|
"\n Double-slit interference experiments", |
|
1 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
] |
|
], |
|
"26": [ |
|
[ |
|
"\n Understanding the relationship between electron spin resonance frequency and magnetic field strength", |
|
1 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
] |
|
], |
|
"27": [ |
|
[ |
|
"\n Refractive Index and Angle of Incidence", |
|
1 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
] |
|
], |
|
"28": [ |
|
[ |
|
"\n Chaos Theory and Internet Traffic", |
|
1 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
] |
|
], |
|
"29": [ |
|
[ |
|
"\n Plasma-based Astrophysics and Space Weather", |
|
1 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
] |
|
], |
|
"30": [ |
|
[ |
|
"\n Supersymmetry and the Search for New Particles", |
|
1 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
] |
|
], |
|
"31": [ |
|
[ |
|
"\n Neutron-Uranium Interactions and Cross-Section Predictions", |
|
1 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
] |
|
], |
|
"32": [ |
|
[ |
|
"\n Environmental impacts of heavy-ion collisions", |
|
1 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
], |
|
[ |
|
"", |
|
0 |
|
] |
|
] |
|
}, |
|
"MMR": { |
|
"-1": [ |
|
[ |
|
"the", |
|
0.024485044856762388 |
|
], |
|
[ |
|
"of", |
|
0.023018567023985113 |
|
], |
|
[ |
|
"and", |
|
0.020823323848730542 |
|
], |
|
[ |
|
"in", |
|
0.020032891051546143 |
|
], |
|
[ |
|
"to", |
|
0.019021174039948914 |
|
], |
|
[ |
|
"can", |
|
0.01746248988215704 |
|
], |
|
[ |
|
"is", |
|
0.01633925632169426 |
|
], |
|
[ |
|
"for", |
|
0.01420316639592553 |
|
], |
|
[ |
|
"as", |
|
0.013170573727777898 |
|
], |
|
[ |
|
"be", |
|
0.013060464325335598 |
|
] |
|
], |
|
"0": [ |
|
[ |
|
"magnetic", |
|
0.03386233318497164 |
|
], |
|
[ |
|
"material", |
|
0.029862705248556373 |
|
], |
|
[ |
|
"the", |
|
0.02593525224167985 |
|
], |
|
[ |
|
"properties", |
|
0.024577058385402764 |
|
], |
|
[ |
|
"conductivity", |
|
0.024092763390212865 |
|
], |
|
[ |
|
"of", |
|
0.021868727148035116 |
|
], |
|
[ |
|
"and", |
|
0.021841194332136337 |
|
], |
|
[ |
|
"in", |
|
0.021495920902710505 |
|
], |
|
[ |
|
"can", |
|
0.020219322451283675 |
|
], |
|
[ |
|
"electronic", |
|
0.01889286926253709 |
|
] |
|
], |
|
"1": [ |
|
[ |
|
"gravitational", |
|
0.0669893155904626 |
|
], |
|
[ |
|
"waves", |
|
0.06616747580822394 |
|
], |
|
[ |
|
"frequency", |
|
0.029669250347749945 |
|
], |
|
[ |
|
"binary", |
|
0.028720888587506873 |
|
], |
|
[ |
|
"the", |
|
0.028453030636432213 |
|
], |
|
[ |
|
"wave", |
|
0.02836188173313325 |
|
], |
|
[ |
|
"of", |
|
0.027878140848737947 |
|
], |
|
[ |
|
"black", |
|
0.02420623843964733 |
|
], |
|
[ |
|
"amplitude", |
|
0.023913706845175867 |
|
], |
|
[ |
|
"neutron", |
|
0.021329455582025304 |
|
] |
|
], |
|
"2": [ |
|
[ |
|
"quantum", |
|
0.07443108729943881 |
|
], |
|
[ |
|
"qubits", |
|
0.040773485663372445 |
|
], |
|
[ |
|
"qubit", |
|
0.030503685369573007 |
|
], |
|
[ |
|
"computing", |
|
0.02789253387489384 |
|
], |
|
[ |
|
"state", |
|
0.026026544436749035 |
|
], |
|
[ |
|
"to", |
|
0.02405304773943309 |
|
], |
|
[ |
|
"error", |
|
0.022918240149479515 |
|
], |
|
[ |
|
"classical", |
|
0.02038653107851763 |
|
], |
|
[ |
|
"and", |
|
0.019751983568260943 |
|
], |
|
[ |
|
"the", |
|
0.019597271298503482 |
|
] |
|
], |
|
"3": [ |
|
[ |
|
"dark", |
|
0.0677263701899889 |
|
], |
|
[ |
|
"matter", |
|
0.06335310339880777 |
|
], |
|
[ |
|
"universe", |
|
0.03188583101440591 |
|
], |
|
[ |
|
"of", |
|
0.027027563709162997 |
|
], |
|
[ |
|
"galaxies", |
|
0.02673035375427196 |
|
], |
|
[ |
|
"galaxy", |
|
0.02444415152717538 |
|
], |
|
[ |
|
"the", |
|
0.024113070469889357 |
|
], |
|
[ |
|
"and", |
|
0.020929847961136904 |
|
], |
|
[ |
|
"distribution", |
|
0.017477474958474355 |
|
], |
|
[ |
|
"in", |
|
0.017030964766366268 |
|
] |
|
], |
|
"4": [ |
|
[ |
|
"rays", |
|
0.0645612773368131 |
|
], |
|
[ |
|
"cosmic", |
|
0.06288966272721276 |
|
], |
|
[ |
|
"earth", |
|
0.025693816017237046 |
|
], |
|
[ |
|
"and", |
|
0.024484571317412347 |
|
], |
|
[ |
|
"ray", |
|
0.024218281097515962 |
|
], |
|
[ |
|
"particles", |
|
0.02383252595700314 |
|
], |
|
[ |
|
"high", |
|
0.023577236247406146 |
|
], |
|
[ |
|
"energy", |
|
0.02300342298687082 |
|
], |
|
[ |
|
"can", |
|
0.02204442854191551 |
|
], |
|
[ |
|
"radiation", |
|
0.021004453461637932 |
|
] |
|
], |
|
"5": [ |
|
[ |
|
"field", |
|
0.062015484345373614 |
|
], |
|
[ |
|
"magnetic", |
|
0.06193028475032856 |
|
], |
|
[ |
|
"current", |
|
0.05734165354577258 |
|
], |
|
[ |
|
"\u03bc\u2080", |
|
0.05641110148774627 |
|
], |
|
[ |
|
"4\u03c0", |
|
0.05184242525913083 |
|
], |
|
[ |
|
"loop", |
|
0.04831712168615017 |
|
], |
|
[ |
|
"10", |
|
0.04709349172763517 |
|
], |
|
[ |
|
"center", |
|
0.0432304938394049 |
|
], |
|
[ |
|
"cm", |
|
0.042323612973286344 |
|
], |
|
[ |
|
"point", |
|
0.04021027293853333 |
|
] |
|
], |
|
"6": [ |
|
[ |
|
"higgs", |
|
0.059673484990503185 |
|
], |
|
[ |
|
"boson", |
|
0.050318579188167234 |
|
], |
|
[ |
|
"decay", |
|
0.03797345267624116 |
|
], |
|
[ |
|
"the", |
|
0.028295389374279358 |
|
], |
|
[ |
|
"standard", |
|
0.02752755367288597 |
|
], |
|
[ |
|
"particles", |
|
0.026408649378231643 |
|
], |
|
[ |
|
"top", |
|
0.0263167995959467 |
|
], |
|
[ |
|
"bosons", |
|
0.026214389043915997 |
|
], |
|
[ |
|
"model", |
|
0.02404207521383293 |
|
], |
|
[ |
|
"of", |
|
0.023552590383536683 |
|
] |
|
], |
|
"7": [ |
|
[ |
|
"critical", |
|
0.057473737987706004 |
|
], |
|
[ |
|
"superconducting", |
|
0.05515573083846805 |
|
], |
|
[ |
|
"temperature", |
|
0.04179872810685387 |
|
], |
|
[ |
|
"magnetic", |
|
0.03740521296689424 |
|
], |
|
[ |
|
"superconductors", |
|
0.036258067141257344 |
|
], |
|
[ |
|
"superconductor", |
|
0.032831575929925506 |
|
], |
|
[ |
|
"material", |
|
0.025633158428877853 |
|
], |
|
[ |
|
"field", |
|
0.025221073855710867 |
|
], |
|
[ |
|
"tc", |
|
0.024478599101531606 |
|
], |
|
[ |
|
"superconductivity", |
|
0.024373664360565678 |
|
] |
|
], |
|
"8": [ |
|
[ |
|
"flow", |
|
0.05049213257471802 |
|
], |
|
[ |
|
"fluid", |
|
0.037055226716162744 |
|
], |
|
[ |
|
"water", |
|
0.035770817181668906 |
|
], |
|
[ |
|
"pressure", |
|
0.032362221328448765 |
|
], |
|
[ |
|
"the", |
|
0.031011617656820617 |
|
], |
|
[ |
|
"pipe", |
|
0.028174338833891033 |
|
], |
|
[ |
|
"is", |
|
0.02713003670780755 |
|
], |
|
[ |
|
"m\u00b3", |
|
0.025234213441555322 |
|
], |
|
[ |
|
"we", |
|
0.02367250252508387 |
|
], |
|
[ |
|
"of", |
|
0.022159501156257262 |
|
] |
|
], |
|
"9": [ |
|
[ |
|
"black", |
|
0.06199213063655647 |
|
], |
|
[ |
|
"hole", |
|
0.057232965461377086 |
|
], |
|
[ |
|
"the", |
|
0.029211964121024666 |
|
], |
|
[ |
|
"gravitational", |
|
0.02754986496563549 |
|
], |
|
[ |
|
"of", |
|
0.025728600981777188 |
|
], |
|
[ |
|
"accretion", |
|
0.02473433108993631 |
|
], |
|
[ |
|
"mass", |
|
0.024541898218069506 |
|
], |
|
[ |
|
"horizon", |
|
0.021288397257942376 |
|
], |
|
[ |
|
"and", |
|
0.02055916158122928 |
|
], |
|
[ |
|
"event", |
|
0.020555609965318914 |
|
] |
|
], |
|
"10": [ |
|
[ |
|
"fusion", |
|
0.05199668468841992 |
|
], |
|
[ |
|
"plasma", |
|
0.04026345170177272 |
|
], |
|
[ |
|
"nuclear", |
|
0.038038841255426094 |
|
], |
|
[ |
|
"reactor", |
|
0.030809564666138187 |
|
], |
|
[ |
|
"and", |
|
0.02764233405126387 |
|
], |
|
[ |
|
"energy", |
|
0.026443519714959715 |
|
], |
|
[ |
|
"confinement", |
|
0.02614858397169348 |
|
], |
|
[ |
|
"to", |
|
0.023530409579603326 |
|
], |
|
[ |
|
"efficiency", |
|
0.021415725627270937 |
|
], |
|
[ |
|
"fuel", |
|
0.02021485806775909 |
|
] |
|
], |
|
"11": [ |
|
[ |
|
"relativistic", |
|
0.05920917598374149 |
|
], |
|
[ |
|
"sqrt", |
|
0.04573492192676298 |
|
], |
|
[ |
|
"10", |
|
0.04395413706379124 |
|
], |
|
[ |
|
"particle", |
|
0.041875968575234665 |
|
], |
|
[ |
|
"is", |
|
0.0378996844795754 |
|
], |
|
[ |
|
"speed", |
|
0.03628714598501168 |
|
], |
|
[ |
|
"the", |
|
0.03270179239500361 |
|
], |
|
[ |
|
"rest", |
|
0.03262761458606124 |
|
], |
|
[ |
|
"energy", |
|
0.030496961186689184 |
|
], |
|
[ |
|
"velocity", |
|
0.030328525471273297 |
|
] |
|
], |
|
"12": [ |
|
[ |
|
"theory", |
|
0.04283073245441627 |
|
], |
|
[ |
|
"black", |
|
0.03409584064117662 |
|
], |
|
[ |
|
"string", |
|
0.030660748134503625 |
|
], |
|
[ |
|
"information", |
|
0.028564205678739244 |
|
], |
|
[ |
|
"hole", |
|
0.028187568992821706 |
|
], |
|
[ |
|
"the", |
|
0.02492486825560777 |
|
], |
|
[ |
|
"of", |
|
0.024836646783556255 |
|
], |
|
[ |
|
"cft", |
|
0.024047718542873988 |
|
], |
|
[ |
|
"quantum", |
|
0.02350358804977997 |
|
], |
|
[ |
|
"gravity", |
|
0.022166214612813803 |
|
] |
|
], |
|
"13": [ |
|
[ |
|
"gas", |
|
0.07786376010602736 |
|
], |
|
[ |
|
"atm", |
|
0.07187729435936599 |
|
], |
|
[ |
|
"pressure", |
|
0.06829556729422552 |
|
], |
|
[ |
|
"mol", |
|
0.05797179341077372 |
|
], |
|
[ |
|
"volume", |
|
0.04886356461219941 |
|
], |
|
[ |
|
"we", |
|
0.044434498988621556 |
|
], |
|
[ |
|
"p2", |
|
0.03760645269595532 |
|
], |
|
[ |
|
"ideal", |
|
0.03757988448108218 |
|
], |
|
[ |
|
"temperature", |
|
0.03532727351885268 |
|
], |
|
[ |
|
"is", |
|
0.033085174281564794 |
|
] |
|
], |
|
"14": [ |
|
[ |
|
"chaotic", |
|
0.05128104377949479 |
|
], |
|
[ |
|
"behavior", |
|
0.04308015886681583 |
|
], |
|
[ |
|
"system", |
|
0.04197497112847998 |
|
], |
|
[ |
|
"initial", |
|
0.03645787235792995 |
|
], |
|
[ |
|
"chaos", |
|
0.035177259664745116 |
|
], |
|
[ |
|
"conditions", |
|
0.034577731765408674 |
|
], |
|
[ |
|
"attractor", |
|
0.02863811147740836 |
|
], |
|
[ |
|
"the", |
|
0.025077153819776314 |
|
], |
|
[ |
|
"weather", |
|
0.025042187965221528 |
|
], |
|
[ |
|
"systems", |
|
0.024919979512641004 |
|
] |
|
], |
|
"15": [ |
|
[ |
|
"image", |
|
0.10642956422655711 |
|
], |
|
[ |
|
"lens", |
|
0.09296429882022658 |
|
], |
|
[ |
|
"cm", |
|
0.08482124645530006 |
|
], |
|
[ |
|
"focal", |
|
0.07006311875234437 |
|
], |
|
[ |
|
"mirror", |
|
0.06893666112906556 |
|
], |
|
[ |
|
"object", |
|
0.06038801973631616 |
|
], |
|
[ |
|
"magnification", |
|
0.058354030864795674 |
|
], |
|
[ |
|
"distance", |
|
0.04995888404079648 |
|
], |
|
[ |
|
"20", |
|
0.04990091277423967 |
|
], |
|
[ |
|
"length", |
|
0.044280766527407416 |
|
] |
|
], |
|
"16": [ |
|
[ |
|
"mechanical", |
|
0.060980124744414596 |
|
], |
|
[ |
|
"cell", |
|
0.057844139775866915 |
|
], |
|
[ |
|
"membrane", |
|
0.041044058402179714 |
|
], |
|
[ |
|
"forces", |
|
0.033661620918603814 |
|
], |
|
[ |
|
"cells", |
|
0.028142113321683412 |
|
], |
|
[ |
|
"lipid", |
|
0.027355267699824135 |
|
], |
|
[ |
|
"stress", |
|
0.02660352089860564 |
|
], |
|
[ |
|
"and", |
|
0.02609596384622303 |
|
], |
|
[ |
|
"bilayer", |
|
0.025062072664940427 |
|
], |
|
[ |
|
"the", |
|
0.024308766631052737 |
|
] |
|
], |
|
"17": [ |
|
[ |
|
"constant", |
|
0.03472579334858703 |
|
], |
|
[ |
|
"renormalization", |
|
0.033135062311008684 |
|
], |
|
[ |
|
"coupling", |
|
0.0329474241092204 |
|
], |
|
[ |
|
"the", |
|
0.030730393961447874 |
|
], |
|
[ |
|
"electron", |
|
0.028444426309203956 |
|
], |
|
[ |
|
"\u03b1s", |
|
0.025928487556090712 |
|
], |
|
[ |
|
"is", |
|
0.023151917224001888 |
|
], |
|
[ |
|
"theory", |
|
0.021376795271070323 |
|
], |
|
[ |
|
"scattering", |
|
0.02051676466613513 |
|
], |
|
[ |
|
"feynman", |
|
0.020455137424696606 |
|
] |
|
], |
|
"18": [ |
|
[ |
|
"protein", |
|
0.10566356107097545 |
|
], |
|
[ |
|
"mol", |
|
0.04633248372298125 |
|
], |
|
[ |
|
"kj", |
|
0.045998550965741326 |
|
], |
|
[ |
|
"\u03b4g", |
|
0.04408979747244777 |
|
], |
|
[ |
|
"aggregation", |
|
0.04311231997655452 |
|
], |
|
[ |
|
"change", |
|
0.03898690321807055 |
|
], |
|
[ |
|
"reaction", |
|
0.03353384482633492 |
|
], |
|
[ |
|
"\u03b4h", |
|
0.031285481985048706 |
|
], |
|
[ |
|
"enthalpy", |
|
0.029834670168093227 |
|
], |
|
[ |
|
"free", |
|
0.029760007452809874 |
|
] |
|
], |
|
"19": [ |
|
[ |
|
"ev", |
|
0.066466533133929 |
|
], |
|
[ |
|
"energy", |
|
0.06558321102147045 |
|
], |
|
[ |
|
"atom", |
|
0.05462475364808396 |
|
], |
|
[ |
|
"electron", |
|
0.04341700433679933 |
|
], |
|
[ |
|
"state", |
|
0.04153584215515791 |
|
], |
|
[ |
|
"ground", |
|
0.03584203354524104 |
|
], |
|
[ |
|
"13", |
|
0.034841561362135606 |
|
], |
|
[ |
|
"the", |
|
0.03271653136228124 |
|
], |
|
[ |
|
"hydrogen", |
|
0.031984910241091284 |
|
], |
|
[ |
|
"is", |
|
0.03181386528890997 |
|
] |
|
], |
|
"20": [ |
|
[ |
|
"heat", |
|
0.12589968247188324 |
|
], |
|
[ |
|
"capacity", |
|
0.05758712517009974 |
|
], |
|
[ |
|
"water", |
|
0.05586592352364684 |
|
], |
|
[ |
|
"temperature", |
|
0.037664563676626565 |
|
], |
|
[ |
|
"we", |
|
0.03745658285713599 |
|
], |
|
[ |
|
"specific", |
|
0.037172499200545855 |
|
], |
|
[ |
|
"is", |
|
0.036914610230961 |
|
], |
|
[ |
|
"thermal", |
|
0.03596280699871119 |
|
], |
|
[ |
|
"conductivity", |
|
0.03447933702456509 |
|
], |
|
[ |
|
"\u03b4t", |
|
0.03432394198381719 |
|
] |
|
], |
|
"21": [ |
|
[ |
|
"star", |
|
0.06926071284229905 |
|
], |
|
[ |
|
"core", |
|
0.03694995554244566 |
|
], |
|
[ |
|
"mass", |
|
0.03409180668485731 |
|
], |
|
[ |
|
"stars", |
|
0.033967054732115136 |
|
], |
|
[ |
|
"collapse", |
|
0.027815849355274064 |
|
], |
|
[ |
|
"formation", |
|
0.027666181626424848 |
|
], |
|
[ |
|
"the", |
|
0.024933360110772497 |
|
], |
|
[ |
|
"and", |
|
0.02405387981310136 |
|
], |
|
[ |
|
"of", |
|
0.02345595060622053 |
|
], |
|
[ |
|
"elements", |
|
0.02342061528968724 |
|
] |
|
], |
|
"22": [ |
|
[ |
|
"time", |
|
0.07193375800649267 |
|
], |
|
[ |
|
"spaceship", |
|
0.06839640814278199 |
|
], |
|
[ |
|
"dilation", |
|
0.061237805358886094 |
|
], |
|
[ |
|
"earth", |
|
0.052466303453918214 |
|
], |
|
[ |
|
"\u03b4t", |
|
0.049152635636269426 |
|
], |
|
[ |
|
"10", |
|
0.04453315850126338 |
|
], |
|
[ |
|
"sqrt", |
|
0.039535584226317984 |
|
], |
|
[ |
|
"is", |
|
0.035485168614580065 |
|
], |
|
[ |
|
"observer", |
|
0.03504896577946701 |
|
], |
|
[ |
|
"clock", |
|
0.03389330815140263 |
|
] |
|
], |
|
"23": [ |
|
[ |
|
"holes", |
|
0.08594415262852625 |
|
], |
|
[ |
|
"black", |
|
0.08246288260212244 |
|
], |
|
[ |
|
"matter", |
|
0.04698534078957398 |
|
], |
|
[ |
|
"primordial", |
|
0.04230588311032002 |
|
], |
|
[ |
|
"dark", |
|
0.04177055745464723 |
|
], |
|
[ |
|
"pbhs", |
|
0.03145099519131675 |
|
], |
|
[ |
|
"gravitational", |
|
0.0308998531063474 |
|
], |
|
[ |
|
"of", |
|
0.028631006969103766 |
|
], |
|
[ |
|
"universe", |
|
0.02776953913051715 |
|
], |
|
[ |
|
"could", |
|
0.024090101483369902 |
|
] |
|
], |
|
"24": [ |
|
[ |
|
"universe", |
|
0.077179208432632 |
|
], |
|
[ |
|
"cmb", |
|
0.05034306496064895 |
|
], |
|
[ |
|
"inflation", |
|
0.04909538894877641 |
|
], |
|
[ |
|
"bang", |
|
0.041660988129710405 |
|
], |
|
[ |
|
"big", |
|
0.041190357927046145 |
|
], |
|
[ |
|
"fluctuations", |
|
0.04023575749519274 |
|
], |
|
[ |
|
"the", |
|
0.03347879098459012 |
|
], |
|
[ |
|
"radiation", |
|
0.030029338101573655 |
|
], |
|
[ |
|
"early", |
|
0.029992732067586472 |
|
], |
|
[ |
|
"scale", |
|
0.027673198333917282 |
|
] |
|
], |
|
"25": [ |
|
[ |
|
"slit", |
|
0.07882795776365688 |
|
], |
|
[ |
|
"slits", |
|
0.06663549506871673 |
|
], |
|
[ |
|
"screen", |
|
0.0658839881431478 |
|
], |
|
[ |
|
"distance", |
|
0.06441263502710846 |
|
], |
|
[ |
|
"bright", |
|
0.05641529306556633 |
|
], |
|
[ |
|
"10", |
|
0.0529140286116441 |
|
], |
|
[ |
|
"between", |
|
0.051504221770968736 |
|
], |
|
[ |
|
"fringe", |
|
0.04825656761202561 |
|
], |
|
[ |
|
"first", |
|
0.047972942277291396 |
|
], |
|
[ |
|
"wavelength", |
|
0.046691000388523994 |
|
] |
|
], |
|
"26": [ |
|
[ |
|
"magnetic", |
|
0.05485853301031804 |
|
], |
|
[ |
|
"nmr", |
|
0.04361866194083184 |
|
], |
|
[ |
|
"10", |
|
0.03636419762778549 |
|
], |
|
[ |
|
"resonance", |
|
0.03599743149399202 |
|
], |
|
[ |
|
"field", |
|
0.035339122963060556 |
|
], |
|
[ |
|
"spin", |
|
0.03491929879690737 |
|
], |
|
[ |
|
"hydrogen", |
|
0.03316733663340993 |
|
], |
|
[ |
|
"\u03b4e", |
|
0.03148140497325241 |
|
], |
|
[ |
|
"the", |
|
0.03062767160756256 |
|
], |
|
[ |
|
"esr", |
|
0.030473370318094082 |
|
] |
|
], |
|
"27": [ |
|
[ |
|
"angle", |
|
0.13775510485931525 |
|
], |
|
[ |
|
"sin", |
|
0.10966117667709446 |
|
], |
|
[ |
|
"\u03b82", |
|
0.08293329159229565 |
|
], |
|
[ |
|
"refractive", |
|
0.08252360033781911 |
|
], |
|
[ |
|
"index", |
|
0.07867291787950523 |
|
], |
|
[ |
|
"incidence", |
|
0.07752131206041747 |
|
], |
|
[ |
|
"refraction", |
|
0.07574659748796254 |
|
], |
|
[ |
|
"n2", |
|
0.07156160954767266 |
|
], |
|
[ |
|
"n1", |
|
0.06798293156889901 |
|
], |
|
[ |
|
"\u03b81", |
|
0.06553003468492088 |
|
] |
|
], |
|
"28": [ |
|
[ |
|
"traffic", |
|
0.07005819435478729 |
|
], |
|
[ |
|
"chaotic", |
|
0.047673343769664776 |
|
], |
|
[ |
|
"network", |
|
0.04654667068006098 |
|
], |
|
[ |
|
"behavior", |
|
0.03662938912677874 |
|
], |
|
[ |
|
"chaos", |
|
0.03441725366829763 |
|
], |
|
[ |
|
"brain", |
|
0.03236529848918452 |
|
], |
|
[ |
|
"grid", |
|
0.03159202436347411 |
|
], |
|
[ |
|
"can", |
|
0.030188667603927292 |
|
], |
|
[ |
|
"and", |
|
0.028486003558870477 |
|
], |
|
[ |
|
"neural", |
|
0.027807205087022908 |
|
] |
|
], |
|
"29": [ |
|
[ |
|
"plasma", |
|
0.048273798351761356 |
|
], |
|
[ |
|
"magnetic", |
|
0.03592220850368362 |
|
], |
|
[ |
|
"solar", |
|
0.0354913622170504 |
|
], |
|
[ |
|
"and", |
|
0.03465120441980505 |
|
], |
|
[ |
|
"fields", |
|
0.03439645706124587 |
|
], |
|
[ |
|
"weather", |
|
0.03355227563864668 |
|
], |
|
[ |
|
"space", |
|
0.03079827499660524 |
|
], |
|
[ |
|
"can", |
|
0.026944554483522093 |
|
], |
|
[ |
|
"earth", |
|
0.024540876355287903 |
|
], |
|
[ |
|
"formation", |
|
0.024406271816892065 |
|
] |
|
], |
|
"30": [ |
|
[ |
|
"supersymmetric", |
|
0.07542339949226462 |
|
], |
|
[ |
|
"supersymmetry", |
|
0.0682659917705933 |
|
], |
|
[ |
|
"particles", |
|
0.046715923731661634 |
|
], |
|
[ |
|
"susy", |
|
0.032326118291333035 |
|
], |
|
[ |
|
"particle", |
|
0.02873136423762309 |
|
], |
|
[ |
|
"matter", |
|
0.026856145931018406 |
|
], |
|
[ |
|
"for", |
|
0.025389019060678114 |
|
], |
|
[ |
|
"dark", |
|
0.02520902308460715 |
|
], |
|
[ |
|
"superpartners", |
|
0.025204677119523983 |
|
], |
|
[ |
|
"standard", |
|
0.02406376445476302 |
|
] |
|
], |
|
"31": [ |
|
[ |
|
"section", |
|
0.05556421721620951 |
|
], |
|
[ |
|
"cross", |
|
0.05365174590263748 |
|
], |
|
[ |
|
"neutron", |
|
0.04772071678504551 |
|
], |
|
[ |
|
"diffraction", |
|
0.04564335667651821 |
|
], |
|
[ |
|
"data", |
|
0.044006429959498126 |
|
], |
|
[ |
|
"crystal", |
|
0.04163130404189105 |
|
], |
|
[ |
|
"nuclear", |
|
0.038626056351784094 |
|
], |
|
[ |
|
"reaction", |
|
0.034595354615867845 |
|
], |
|
[ |
|
"the", |
|
0.028573174337457524 |
|
], |
|
[ |
|
"235", |
|
0.02807693677214087 |
|
] |
|
], |
|
"32": [ |
|
[ |
|
"qgp", |
|
0.06905481165657035 |
|
], |
|
[ |
|
"strings", |
|
0.041470451928663284 |
|
], |
|
[ |
|
"heavy", |
|
0.04042857348691072 |
|
], |
|
[ |
|
"collisions", |
|
0.03659326127880823 |
|
], |
|
[ |
|
"quarks", |
|
0.03556029710147997 |
|
], |
|
[ |
|
"gluons", |
|
0.03157734084947117 |
|
], |
|
[ |
|
"gluon", |
|
0.030270611090640415 |
|
], |
|
[ |
|
"ion", |
|
0.029968444728161375 |
|
], |
|
[ |
|
"phase", |
|
0.029155063356797906 |
|
], |
|
[ |
|
"and", |
|
0.0279495129486567 |
|
] |
|
] |
|
} |
|
} |
|
} |