metadata
size_categories: n<1K
dataset_info:
features:
- name: instruction
dtype: string
- name: completion
dtype: string
- name: meta
struct:
- name: category
dtype: string
- name: completion
dtype: string
- name: id
dtype: int64
- name: input
dtype: 'null'
- name: motivation_app
dtype: 'null'
- name: prompt
dtype: string
- name: source
dtype: string
- name: subcategory
dtype: string
- name: generation
dtype: string
- name: distilabel_metadata
struct:
- name: raw_input_text_generation_0
list:
- name: content
dtype: string
- name: role
dtype: string
- name: raw_output_text_generation_0
dtype: string
- name: model_name
dtype: string
splits:
- name: train
num_bytes: 48011
num_examples: 10
download_size: 61085
dataset_size: 48011
configs:
- config_name: default
data_files:
- split: train
path: data/train-*
tags:
- synthetic
- distilabel
- rlaif
Dataset Card for poc-distilabel
This dataset has been created with distilabel.
Dataset Summary
This dataset contains a pipeline.yaml which can be used to reproduce the pipeline that generated it in distilabel using the distilabel CLI:
distilabel pipeline run --config "https://huggingface.co./datasets/tony3918/poc-distilabel/raw/main/pipeline.yaml"
or explore the configuration:
distilabel pipeline info --config "https://huggingface.co./datasets/tony3918/poc-distilabel/raw/main/pipeline.yaml"
Dataset structure
The examples have the following structure per configuration:
Configuration: default
{
"completion": "Denote the number of chocolates each person has by the letter of their first name. We know that\nA = D + 12\nD = R + 6\nA = 2 * R\n\nThus, A = (R + 6) + 12 = R + 18\nSince also A = 2 * R, this means 2 * R = R + 18\nHence R = 18\nHence D = 18 + 6 = 24",
"distilabel_metadata": {
"raw_input_text_generation_0": [
{
"content": "You are a creative AI Assistant writer.",
"role": "system"
},
{
"content": "Follow the following instruction: Arianna has 12 chocolates more than Danny. Danny has 6 chocolates more than Robbie. Arianna has twice as many chocolates as Robbie has. How many chocolates does Danny have?",
"role": "user"
}
],
"raw_output_text_generation_0": "Let\u0027s break down the information we have:\n\n1. Arianna has 12 chocolates more than Danny.\n2. Danny has 6 chocolates more than Robbie.\n3. Arianna has twice as many chocolates as Robbie.\n\nFrom statement 3, we know that Arianna\u0027s chocolates = 2 * Robbie\u0027s chocolates.\n\nFrom statement 2, we can write an equation: \nDanny\u0027s chocolates = Robbie\u0027s chocolates + 6.\n\nNow, let\u0027s substitute the value of Robbie\u0027s chocolates from statement 3 into the equation from statement 2:\nDanny\u0027s chocolates = 2 * Robbie\u0027s chocolates + 6\nSince we know Danny\u0027s chocolates are also equal to Arianna\u0027s chocolates minus 12 (from statement 1), we can set up another equation:\nDanny\u0027s chocolates = Arianna\u0027s chocolates - 12\n\nNow we have two equations:\n1. Danny\u0027s chocolates = Arianna\u0027s chocolates - 12\n2. Danny\u0027s chocolates = 2 * Robbie\u0027s chocolates + 6\nEquating both equations, we get:\nArianna\u0027s chocolates - 12 = 2 * Robbie\u0027s chocolates + 6\nFrom statement 3, we can simplify it to:\n2 * Robbie\u0027s chocolates - 12 = 2 * Robbie\u0027s chocolates + 6\nNow subtract 2 * Robbie\u0027s chocolates from both sides:\n-12 = 6\nThis equation is not solvable, so let\u0027s go back to statement 3 and rewrite it as:\nArianna\u0027s chocolates = 2 * Robbie\u0027s chocolates\nWe can express Arianna\u0027s chocolates in terms of Robbie\u0027s chocolates:\nArianna\u0027s chocolates = 2 * Robbie\u0027s chocolates\nNow substitute Arianna\u0027s chocolates in the first equation:\nDanny\u0027s chocolates = 2 * Robbie\u0027s chocolates - 12\n\nWe can express Danny\u0027s chocolates in terms of Robbie\u0027s chocolates:\nDanny\u0027s chocolates = 2 * Robbie\u0027s chocolates - 12\n\nNow we have two equations:\n1. Danny\u0027s chocolates = 2 * Robbie\u0027s chocolates - 12\n2. Arianna\u0027s chocolates = 2 * Robbie\u0027s chocolates\nSubstituting Arianna\u0027s chocolates in the first equation:\n2 * Robbie\u0027s chocolates - 12 = 2 * Robbie\u0027s chocolates\nSubtract 2 * Robbie\u0027s chocolates from both sides:\n-12 = 0\nThis equation is still not solvable, let\u0027s try a different approach.\n\nLet\u0027s use the original information:\nArianna has 12 chocolates more than Danny.\nArianna has twice as many"
},
"generation": "Let\u0027s break down the information we have:\n\n1. Arianna has 12 chocolates more than Danny.\n2. Danny has 6 chocolates more than Robbie.\n3. Arianna has twice as many chocolates as Robbie.\n\nFrom statement 3, we know that Arianna\u0027s chocolates = 2 * Robbie\u0027s chocolates.\n\nFrom statement 2, we can write an equation: \nDanny\u0027s chocolates = Robbie\u0027s chocolates + 6.\n\nNow, let\u0027s substitute the value of Robbie\u0027s chocolates from statement 3 into the equation from statement 2:\nDanny\u0027s chocolates = 2 * Robbie\u0027s chocolates + 6\nSince we know Danny\u0027s chocolates are also equal to Arianna\u0027s chocolates minus 12 (from statement 1), we can set up another equation:\nDanny\u0027s chocolates = Arianna\u0027s chocolates - 12\n\nNow we have two equations:\n1. Danny\u0027s chocolates = Arianna\u0027s chocolates - 12\n2. Danny\u0027s chocolates = 2 * Robbie\u0027s chocolates + 6\nEquating both equations, we get:\nArianna\u0027s chocolates - 12 = 2 * Robbie\u0027s chocolates + 6\nFrom statement 3, we can simplify it to:\n2 * Robbie\u0027s chocolates - 12 = 2 * Robbie\u0027s chocolates + 6\nNow subtract 2 * Robbie\u0027s chocolates from both sides:\n-12 = 6\nThis equation is not solvable, so let\u0027s go back to statement 3 and rewrite it as:\nArianna\u0027s chocolates = 2 * Robbie\u0027s chocolates\nWe can express Arianna\u0027s chocolates in terms of Robbie\u0027s chocolates:\nArianna\u0027s chocolates = 2 * Robbie\u0027s chocolates\nNow substitute Arianna\u0027s chocolates in the first equation:\nDanny\u0027s chocolates = 2 * Robbie\u0027s chocolates - 12\n\nWe can express Danny\u0027s chocolates in terms of Robbie\u0027s chocolates:\nDanny\u0027s chocolates = 2 * Robbie\u0027s chocolates - 12\n\nNow we have two equations:\n1. Danny\u0027s chocolates = 2 * Robbie\u0027s chocolates - 12\n2. Arianna\u0027s chocolates = 2 * Robbie\u0027s chocolates\nSubstituting Arianna\u0027s chocolates in the first equation:\n2 * Robbie\u0027s chocolates - 12 = 2 * Robbie\u0027s chocolates\nSubtract 2 * Robbie\u0027s chocolates from both sides:\n-12 = 0\nThis equation is still not solvable, let\u0027s try a different approach.\n\nLet\u0027s use the original information:\nArianna has 12 chocolates more than Danny.\nArianna has twice as many",
"instruction": "Arianna has 12 chocolates more than Danny. Danny has 6 chocolates more than Robbie. Arianna has twice as many chocolates as Robbie has. How many chocolates does Danny have?",
"meta": {
"category": "Question Answering",
"completion": "Denote the number of chocolates each person has by the letter of their first name. We know that\nA = D + 12\nD = R + 6\nA = 2 * R\n\nThus, A = (R + 6) + 12 = R + 18\nSince also A = 2 * R, this means 2 * R = R + 18\nHence R = 18\nHence D = 18 + 6 = 24",
"id": 0,
"input": null,
"motivation_app": null,
"prompt": "Arianna has 12 chocolates more than Danny. Danny has 6 chocolates more than Robbie. Arianna has twice as many chocolates as Robbie has. How many chocolates does Danny have?",
"source": "surge",
"subcategory": "Math"
},
"model_name": "meta-llama/Llama-3.2-3B-Instruct"
}
This subset can be loaded as:
from datasets import load_dataset
ds = load_dataset("tony3918/poc-distilabel", "default")
Or simply as it follows, since there's only one configuration and is named default:
from datasets import load_dataset
ds = load_dataset("tony3918/poc-distilabel")