RL Iteration 21

Generated 2026-06-11T16:39:19

This HTML log was generated by logtree during RL training. It shows rollouts and rewards for a subset of trajectory groups in this iteration. To customize what gets logged, modify the logtree calls in your Env implementation (see examples in tinker_cookbook/recipes/).

Group Rollout

Prompt

system:
You are a careful math assistant. Solve the grade-school math problem step by step, then give the final numeric answer on its own line in the form \boxed{ANSWER}.
user:
In the school's library, there are 2300 different books. 80% of all the books are in English, but only 60% of these books were published in the country. How many English-language books have been published outside the country?

Policy Response

assistant:
1. Total Books = 2300 2. English Books = 80% of Total Books = 0.80 * 2300 3. English Books = 1840 4. Books Published in Country = 60% of English Books = 0.60 * 1840 5. Books Published in Country = 1104 6. Books Outside Country = English Books - Books Published in Country 7. Books Outside Country = 1840 - 1104 = 736 \boxed{736}

Reward

Reward components
key value
reference_answer 736
format_valid True
correct True
format_coef 0.1
reward 1.000

Prompt

system:
You are a careful math assistant. Solve the grade-school math problem step by step, then give the final numeric answer on its own line in the form \boxed{ANSWER}.
user:
In the school's library, there are 2300 different books. 80% of all the books are in English, but only 60% of these books were published in the country. How many English-language books have been published outside the country?

Policy Response

assistant:
1. **Total Books:** 2300 2. **English Books:** 80% of 2300 - 0.80 * 2300 = 1840 3. **Books Published in Country:** 60% of 1840 - 0.60 * 1840 = 1104 4. **Books Published Outside Country:** - 1840 - 1104 = 736 \boxed{736}

Reward

Reward components
key value
reference_answer 736
format_valid True
correct True
format_coef 0.1
reward 1.000

Prompt

system:
You are a careful math assistant. Solve the grade-school math problem step by step, then give the final numeric answer on its own line in the form \boxed{ANSWER}.
user:
In the school's library, there are 2300 different books. 80% of all the books are in English, but only 60% of these books were published in the country. How many English-language books have been published outside the country?

Policy Response

assistant:
1. **Total Books:** 2300 2. **English Books Percentage:** 80% 3. **English Books Count:** 80% * 2300 = 0.80 * 2300 = 1840 4. **Books Published in Country:** 60% * 1840 = 0.60 * 1840 = 1104 5. **Books Published Outside Country:** English Books - Books in Country = 1840 - 1104 = 736 \boxed{736}

Reward

Reward components
key value
reference_answer 736
format_valid True
correct True
format_coef 0.1
reward 1.000

Prompt

system:
You are a careful math assistant. Solve the grade-school math problem step by step, then give the final numeric answer on its own line in the form \boxed{ANSWER}.
user:
In the school's library, there are 2300 different books. 80% of all the books are in English, but only 60% of these books were published in the country. How many English-language books have been published outside the country?

Policy Response

assistant:
1. **Total Books** = 2300 2. **English Books** = 80% of Total Books English Books = 0.80 * 2300 = 1840 3. **Books in Country** = 60% of English Books Books in Country = 0.60 * 1840 = 1104 4. **Books Outside Country** = English Books - Books in Country Books Outside = 1840 - 1104 = 736 \boxed{736}

Reward

Reward components
key value
reference_answer 736
format_valid True
correct True
format_coef 0.1
reward 1.000

Prompt

system:
You are a careful math assistant. Solve the grade-school math problem step by step, then give the final numeric answer on its own line in the form \boxed{ANSWER}.
user:
In the school's library, there are 2300 different books. 80% of all the books are in English, but only 60% of these books were published in the country. How many English-language books have been published outside the country?

Policy Response

assistant:
1. Total Books = 2300 2. English Books = 80% of Total Books = 0.80 * 2300 = 1840 3. Books Published in Country = 60% of English Books = 0.60 * 1840 = 1104 4. Books Published Outside Country = English Books - Books Published in Country = 1840 - 1104 = 736 \boxed{736}

Reward

Reward components
key value
reference_answer 736
format_valid True
correct True
format_coef 0.1
reward 1.000

Prompt

system:
You are a careful math assistant. Solve the grade-school math problem step by step, then give the final numeric answer on its own line in the form \boxed{ANSWER}.
user:
In the school's library, there are 2300 different books. 80% of all the books are in English, but only 60% of these books were published in the country. How many English-language books have been published outside the country?

Policy Response

assistant:
1. Total Books = 2300 2. English Books = 80% of Total Books = 0.80 * 2300 = 1840 3. Books Published in Country = 60% of English Books = 0.60 * 1840 = 1104 4. Books Published Outside Country = English Books - Books Published in Country = 1840 - 1104 = 736 \boxed{736}

Reward

Reward components
key value
reference_answer 736
format_valid True
correct True
format_coef 0.1
reward 1.000

Prompt

system:
You are a careful math assistant. Solve the grade-school math problem step by step, then give the final numeric answer on its own line in the form \boxed{ANSWER}.
user:
In the school's library, there are 2300 different books. 80% of all the books are in English, but only 60% of these books were published in the country. How many English-language books have been published outside the country?

Policy Response

assistant:
1. Total Books = 2300 2. English Books = 80% of Total Books English Books = 0.80 * 2300 = 1840 3. Books in Country = 60% of English Books Books in Country = 0.60 * 1840 = 1104 4. Books Outside Country = English Books - Books in Country Books Outside Country = 1840 - 1104 = 736 \boxed{736}

Reward

Reward components
key value
reference_answer 736
format_valid True
correct True
format_coef 0.1
reward 1.000

Prompt

system:
You are a careful math assistant. Solve the grade-school math problem step by step, then give the final numeric answer on its own line in the form \boxed{ANSWER}.
user:
In the school's library, there are 2300 different books. 80% of all the books are in English, but only 60% of these books were published in the country. How many English-language books have been published outside the country?

Policy Response

assistant:
1. Total Books = 2300 2. English Books = 80% of Total Books English Books = 0.80 * 2300 = 1840 3. Books Published in Country = 60% of English Books Books in Country = 0.60 * 1840 = 1104 4. Books Published Outside Country = English Books - Books in Country Outside = 1840 - 1104 = 736 \boxed{736}

Reward

Reward components
key value
reference_answer 736
format_valid True
correct True
format_coef 0.1
reward 1.000

Trajectory Details

Trajectory 0 Episode

Episode Details
Turn 1
Step stats
key value
ob_len 108
ac_len 133
step_reward 1.000
Step Metrics
Metrics emitted by env.step
key value
format 1.000
correct 1.000
Episode totals
key value
num_turns 1
final_ob_len 0
sum_step_rewards 1.000
final_group_reward 0.000
total_return 1.000

Trajectory 1 Episode

Episode Details
Turn 1
Step stats
key value
ob_len 108
ac_len 124
step_reward 1.000
Step Metrics
Metrics emitted by env.step
key value
format 1.000
correct 1.000
Episode totals
key value
num_turns 1
final_ob_len 0
sum_step_rewards 1.000
final_group_reward 0.000
total_return 1.000

Trajectory 2 Episode

Episode Details
Turn 1
Step stats
key value
ob_len 108
ac_len 126
step_reward 1.000
Step Metrics
Metrics emitted by env.step
key value
format 1.000
correct 1.000
Episode totals
key value
num_turns 1
final_ob_len 0
sum_step_rewards 1.000
final_group_reward 0.000
total_return 1.000

Trajectory 3 Episode

Episode Details
Turn 1
Step stats
key value
ob_len 108
ac_len 115
step_reward 1.000
Step Metrics
Metrics emitted by env.step
key value
format 1.000
correct 1.000
Episode totals
key value
num_turns 1
final_ob_len 0
sum_step_rewards 1.000
final_group_reward 0.000
total_return 1.000

Trajectory 4 Episode

Episode Details
Turn 1
Step stats
key value
ob_len 108
ac_len 126
step_reward 1.000
Step Metrics
Metrics emitted by env.step
key value
format 1.000
correct 1.000
Episode totals
key value
num_turns 1
final_ob_len 0
sum_step_rewards 1.000
final_group_reward 0.000
total_return 1.000

Trajectory 5 Episode

Episode Details
Turn 1
Step stats
key value
ob_len 108
ac_len 132
step_reward 1.000
Step Metrics
Metrics emitted by env.step
key value
format 1.000
correct 1.000
Episode totals
key value
num_turns 1
final_ob_len 0
sum_step_rewards 1.000
final_group_reward 0.000
total_return 1.000

Trajectory 6 Episode

Episode Details
Turn 1
Step stats
key value
ob_len 108
ac_len 137
step_reward 1.000
Step Metrics
Metrics emitted by env.step
key value
format 1.000
correct 1.000
Episode totals
key value
num_turns 1
final_ob_len 0
sum_step_rewards 1.000
final_group_reward 0.000
total_return 1.000

Trajectory 7 Episode

Episode Details
Turn 1
Step stats
key value
ob_len 108
ac_len 115
step_reward 1.000
Step Metrics
Metrics emitted by env.step
key value
format 1.000
correct 1.000
Episode totals
key value
num_turns 1
final_ob_len 0
sum_step_rewards 1.000
final_group_reward 0.000
total_return 1.000

Group Rollout

Prompt

system:
You are a careful math assistant. Solve the grade-school math problem step by step, then give the final numeric answer on its own line in the form \boxed{ANSWER}.
user:
Bob is building raised beds for his vegetable garden. Each bed is 2 feet high, 2 feet wide, and 8 feet long. The sides are going to be built of 1-foot wide planks. If Bob buys his lumber in 8-foot-long boards, planning to cut some of them for the shorter lengths he'll need, how many 8-foot long planks will he need to construct 10 raised beds?

Policy Response

assistant:
1. **Bed Dimensions:** - Height = 2 feet - Width = 2 feet - Length = 8 feet 2. **Plank Width:** 1 foot 3. **Beds per Sides:** - A bed has 4 sides (2 pairs of height/width sides). - Sides = 2 * (Height + Width) = 2 * (2 ft + 2 ft) = 8 feet. 4. **Planks per Bed:** - Planks = Sides / Board Length = 8 ft / 8 ft = 1 plank. 5. **Total Planks for 10 Beds:** - Total = Planks per Bed * Beds = 1 * 10 = 10 planks. \boxed{10}

Reward

Reward components
key value
reference_answer 50
format_valid True
correct False
format_coef 0.1
reward 0.000

Prompt

system:
You are a careful math assistant. Solve the grade-school math problem step by step, then give the final numeric answer on its own line in the form \boxed{ANSWER}.
user:
Bob is building raised beds for his vegetable garden. Each bed is 2 feet high, 2 feet wide, and 8 feet long. The sides are going to be built of 1-foot wide planks. If Bob buys his lumber in 8-foot-long boards, planning to cut some of them for the shorter lengths he'll need, how many 8-foot long planks will he need to construct 10 raised beds?

Policy Response

assistant:
1. **Beds per Side:** - Bed Height = 2 feet - Bed Width = 2 feet - Bed Length = 8 feet - Plank Width = 1 foot 2. **Total Plank Length per Bed:** - Perimeter = 2 * (Height + Width) = 2 * (2 feet + 2 feet) = 2 * 4 feet = 8 feet - Planks per Bed = Perimeter / Plank Width = 8 feet / 1 foot = 8 planks 3. **Total Planks for 10 Beds:** - Total Planks = Planks per Bed * Number of Beds = 8 planks * 10 beds = 80 planks 4. **Boards per 8-Foot:** - Total Boards = Total Planks / Board Length = 80 planks / 8 feet = 10 boards \boxed{10}

Reward

Reward components
key value
reference_answer 50
format_valid True
correct False
format_coef 0.1
reward 0.000

Prompt

system:
You are a careful math assistant. Solve the grade-school math problem step by step, then give the final numeric answer on its own line in the form \boxed{ANSWER}.
user:
Bob is building raised beds for his vegetable garden. Each bed is 2 feet high, 2 feet wide, and 8 feet long. The sides are going to be built of 1-foot wide planks. If Bob buys his lumber in 8-foot-long boards, planning to cut some of them for the shorter lengths he'll need, how many 8-foot long planks will he need to construct 10 raised beds?

Policy Response

assistant:
1. **Per Bed Plank Lengths:** - Height: 2 feet - Width: 2 feet - Length: 8 feet - Plank Width: 1 foot 2. **Plank Count Per Bed:** - He needs 4 sides (2 Height + 2 Width). - Height Sides: 2 sides * 2 feet = 4 feet. - Width Sides: 2 sides * 2 feet = 4 feet. - Total Length: 4 feet + 4 feet = 8 feet. 3. **Boards Per Bed:** - 8 feet Total / 8 feet Board = 1 board per bed. 4. **Total Boords:** - 10 Beds * 1 Board = 10 Boards. \boxed{10}

Reward

Reward components
key value
reference_answer 50
format_valid True
correct False
format_coef 0.1
reward 0.000

Prompt

system:
You are a careful math assistant. Solve the grade-school math problem step by step, then give the final numeric answer on its own line in the form \boxed{ANSWER}.
user:
Bob is building raised beds for his vegetable garden. Each bed is 2 feet high, 2 feet wide, and 8 feet long. The sides are going to be built of 1-foot wide planks. If Bob buys his lumber in 8-foot-long boards, planning to cut some of them for the shorter lengths he'll need, how many 8-foot long planks will he need to construct 10 raised beds?

Policy Response

assistant:
1. **Beds Dimensions:** - Height = 2 feet - Width = 2 feet - Length = 8 feet 2. **Sides per Bed:** - A bed has 4 sides. 3. **Perimeter of Each Bed:** - Perimeter = 2 * (Height + Width) = 2 * (2 feet + 2 feet) = 2 * 4 feet = 8 feet. 4. **Board Length:** 8 feet. 5. **Beds:** 10 beds. 6. **Total Board Footage Needed:** - Total Sides = Perimeter * Beds = 8 feet * 10 = 80 feet. 7. **Number of Boards:** - Boards = Total Sides / Board Length = 80 feet / 8 feet = 10 boards. \boxed{10}

Reward

Reward components
key value
reference_answer 50
format_valid True
correct False
format_coef 0.1
reward 0.000

Prompt

system:
You are a careful math assistant. Solve the grade-school math problem step by step, then give the final numeric answer on its own line in the form \boxed{ANSWER}.
user:
Bob is building raised beds for his vegetable garden. Each bed is 2 feet high, 2 feet wide, and 8 feet long. The sides are going to be built of 1-foot wide planks. If Bob buys his lumber in 8-foot-long boards, planning to cut some of them for the shorter lengths he'll need, how many 8-foot long planks will he need to construct 10 raised beds?

Policy Response

assistant:
1. **Beds per Bed:** - Height: 2 feet - Width: 2 feet - Length: 8 feet 2. **Perimeter per Bed:** - A bed has 4 sides. - Perimeter = 2 * (Height + Width) = 2 * (2 + 2) = 2 * 4 = 8 feet. 3. **Planks per Bed:** - Width of Plank: 1 foot - Length of Bed: 8 feet - Sides: 4 - Total Plank Length = Perimeter = 8 feet. 4. **Boards per Bed:** - Bed Length / Board Length = 8 feet / 8 feet = 1 board. 5. **Total Beds:** 10 6. **Total Boards:** - Boards per Bed * Total Beds = 1 * 10 = 10 boards. \boxed{10}

Reward

Reward components
key value
reference_answer 50
format_valid True
correct False
format_coef 0.1
reward 0.000

Prompt

system:
You are a careful math assistant. Solve the grade-school math problem step by step, then give the final numeric answer on its own line in the form \boxed{ANSWER}.
user:
Bob is building raised beds for his vegetable garden. Each bed is 2 feet high, 2 feet wide, and 8 feet long. The sides are going to be built of 1-foot wide planks. If Bob buys his lumber in 8-foot-long boards, planning to cut some of them for the shorter lengths he'll need, how many 8-foot long planks will he need to construct 10 raised beds?

Policy Response

assistant:
1. **Bed Dimensions:** - Height: 2 feet - Width: 2 feet - Length: 8 feet 2. **Plank Dimensions:** - Width: 1 foot - Length: 8 feet 3. **Sides per Bed:** - A bed has 4 sides. 4. **Perimeter per Bed:** - 2 *Heigh**t** + 2 * Width = 2 * 2 + 2 * 2 = 4 + 4 = 8 feet. 5. **Planks Per Bed:** - 8 feet / 1 foot = 8 planks per bed. 6. **Total Planks for 10 Beds:** - 8 planks/bed * 10 beds = 80 planks. 7. **Boards per 8-Foot Lumber:** - 80 planks / 8 feet = 10 boards. \boxed{10}

Reward

Reward components
key value
reference_answer 50
format_valid True
correct False
format_coef 0.1
reward 0.000

Prompt

system:
You are a careful math assistant. Solve the grade-school math problem step by step, then give the final numeric answer on its own line in the form \boxed{ANSWER}.
user:
Bob is building raised beds for his vegetable garden. Each bed is 2 feet high, 2 feet wide, and 8 feet long. The sides are going to be built of 1-foot wide planks. If Bob buys his lumber in 8-foot-long boards, planning to cut some of them for the shorter lengths he'll need, how many 8-foot long planks will he need to construct 10 raised beds?

Policy Response

assistant:
1. **Bed Dimensions:** - Height = 2 feet - Width = 2 feet - Length = 8 feet 2. **Plank Width:** 1 foot 3. **Plank Length:** 8 feet 4. **Beds per Side:** - 4 Sides (2 Height + 2 Width) - Height Sides = 2 Sides per Bed - Width Sides = 2 Sides per Bed - Total Sides = 2 * 2 = 4 5. **Planks per Bed:** - Height = 2 feet / 1 foot = 2 planks per side - Width = 2 feet / 1 foot = 2 planks per side - Total Planks = 2 planks/Height + 2 planks/Width = 4 planks per Bed 6. **Total Planks for 10 Beds:** - 4 planks/Bed * 10 Beds = 40 planks 7. **Boards per 8-Feet:** - 40 planks / 8 feet = 5 boards \boxed{5}

Reward

Reward components
key value
reference_answer 50
format_valid True
correct False
format_coef 0.1
reward 0.000

Prompt

system:
You are a careful math assistant. Solve the grade-school math problem step by step, then give the final numeric answer on its own line in the form \boxed{ANSWER}.
user:
Bob is building raised beds for his vegetable garden. Each bed is 2 feet high, 2 feet wide, and 8 feet long. The sides are going to be built of 1-foot wide planks. If Bob buys his lumber in 8-foot-long boards, planning to cut some of them for the shorter lengths he'll need, how many 8-foot long planks will he need to construct 10 raised beds?

Policy Response

assistant:
1. **Bed Dimensions:** - Height = 2 feet - Width = 2 feet - Length = 8 feet 2. **Sides per Bed:** A rectangular bed has 4 sides. - 2 Sides = Height * Length = 2 feet * 8 feet = 16 square feet - 2 Sides = Height * Width = 2 feet * 2 feet = 4 square feet - Total Area = 2 * 16 + 2 * 4 = 32 + 8 = 40 square feet 3. **Plank Lengths Needed per Bed:** - Sides = 2 Height + 2 Length = 2(2) + 2(8) = 4 + 16 = 20 feet 4. **Heads for 10 Beds:** - 10 Beds * 20 feet = 200 feet 5. **Boards per 200 Feet:** - 200 feet / 8 feet = 25 \boxed{25}

Reward

Reward components
key value
reference_answer 50
format_valid True
correct False
format_coef 0.1
reward 0.000

Trajectory Details

Trajectory 0 Episode

Episode Details
Turn 1
Step stats
key value
ob_len 142
ac_len 216
step_reward 0.000
Step Metrics
Metrics emitted by env.step
key value
format 1.000
correct 0.000
Episode totals
key value
num_turns 1
final_ob_len 0
sum_step_rewards 0.000
final_group_reward 0.000
total_return 0.000

Trajectory 1 Episode

Episode Details
Turn 1
Step stats
key value
ob_len 142
ac_len 211
step_reward 0.000
Step Metrics
Metrics emitted by env.step
key value
format 1.000
correct 0.000
Episode totals
key value
num_turns 1
final_ob_len 0
sum_step_rewards 0.000
final_group_reward 0.000
total_return 0.000

Trajectory 2 Episode

Episode Details
Turn 1
Step stats
key value
ob_len 142
ac_len 198
step_reward 0.000
Step Metrics
Metrics emitted by env.step
key value
format 1.000
correct 0.000
Episode totals
key value
num_turns 1
final_ob_len 0
sum_step_rewards 0.000
final_group_reward 0.000
total_return 0.000

Trajectory 3 Episode

Episode Details
Turn 1
Step stats
key value
ob_len 142
ac_len 245
step_reward 0.000
Step Metrics
Metrics emitted by env.step
key value
format 1.000
correct 0.000
Episode totals
key value
num_turns 1
final_ob_len 0
sum_step_rewards 0.000
final_group_reward 0.000
total_return 0.000

Trajectory 4 Episode

Episode Details
Turn 1
Step stats
key value
ob_len 142
ac_len 222
step_reward 0.000
Step Metrics
Metrics emitted by env.step
key value
format 1.000
correct 0.000
Episode totals
key value
num_turns 1
final_ob_len 0
sum_step_rewards 0.000
final_group_reward 0.000
total_return 0.000

Trajectory 5 Episode

Episode Details
Turn 1
Step stats
key value
ob_len 142
ac_len 260
step_reward 0.000
Step Metrics
Metrics emitted by env.step
key value
format 1.000
correct 0.000
Episode totals
key value
num_turns 1
final_ob_len 0
sum_step_rewards 0.000
final_group_reward 0.000
total_return 0.000

Trajectory 6 Episode

Episode Details
Turn 1
Step stats
key value
ob_len 142
ac_len 179
step_reward 0.000
Step Metrics
Metrics emitted by env.step
key value
format 1.000
correct 0.000
Episode totals
key value
num_turns 1
final_ob_len 0
sum_step_rewards 0.000
final_group_reward 0.000
total_return 0.000

Trajectory 7 Episode

Episode Details
Turn 1
Step stats
key value
ob_len 142
ac_len 187
step_reward 0.000
Step Metrics
Metrics emitted by env.step
key value
format 1.000
correct 0.000
Episode totals
key value
num_turns 1
final_ob_len 0
sum_step_rewards 0.000
final_group_reward 0.000
total_return 0.000

Group Rollout

Prompt

system:
You are a careful math assistant. Solve the grade-school math problem step by step, then give the final numeric answer on its own line in the form \boxed{ANSWER}.
user:
Jameson has 20 medals. Five of the medals are for the track. He has two times as many swimming medals as track medals. The rest of the medals are for badminton. How many badminton medals does he have?

Policy Response

assistant:
1. **Total Medals**: 20 2. **Track Medals**: 5 3. **Swimming Medals**: 2 * Track Medals = 2 * 5 = 10 4. **Badminton Medals**: Total - Track - Swimming = 20 - 5 - 10 = 5 \boxed{5}

Reward

Reward components
key value
reference_answer 5
format_valid True
correct True
format_coef 0.1
reward 1.000

Prompt

system:
You are a careful math assistant. Solve the grade-school math problem step by step, then give the final numeric answer on its own line in the form \boxed{ANSWER}.
user:
Jameson has 20 medals. Five of the medals are for the track. He has two times as many swimming medals as track medals. The rest of the medals are for badminton. How many badminton medals does he have?

Policy Response

assistant:
1. **Total Medals:** 20 2. **Track Medals:** 5 3. **Swimming Medals:** 2 * Track Medals = 2 * 5 = 10 4. **Badminton Medals:** Total Medals - Track Medals - Swimming Medals 5. **Calculation:** 20 - 5 - 10 = 5 \boxed{5}

Reward

Reward components
key value
reference_answer 5
format_valid True
correct True
format_coef 0.1
reward 1.000

Prompt

system:
You are a careful math assistant. Solve the grade-school math problem step by step, then give the final numeric answer on its own line in the form \boxed{ANSWER}.
user:
Jameson has 20 medals. Five of the medals are for the track. He has two times as many swimming medals as track medals. The rest of the medals are for badminton. How many badminton medals does he have?

Policy Response

assistant:
1. Track Medals = 5 2. Swimming Medals = 2 * Track Medals = 2 * 5 = 10 3. Total Medals = Track Medals + Swimming Medals + Badminton Medals 4. 20 = 5 + 10 + Badminton Medals 5. 20 = 15 + Badminton Medals 6. Badminton Medals = 20 - 15 = 5 \boxed{5}

Reward

Reward components
key value
reference_answer 5
format_valid True
correct True
format_coef 0.1
reward 1.000

Prompt

system:
You are a careful math assistant. Solve the grade-school math problem step by step, then give the final numeric answer on its own line in the form \boxed{ANSWER}.
user:
Jameson has 20 medals. Five of the medals are for the track. He has two times as many swimming medals as track medals. The rest of the medals are for badminton. How many badminton medals does he have?

Policy Response

assistant:
1. Track Medals = 5 2. Swimming Medals = 2 * Track Medals = 2 * 5 = 10 3. Total Medals = Track Medals + Swimming Medals + Badminton Medals 4. 20 = 5 + 10 + Badminton Medals 5. 20 = 15 + Badminton Medals 6. Badminton Medals = 20 - 15 = 5 \boxed{5}

Reward

Reward components
key value
reference_answer 5
format_valid True
correct True
format_coef 0.1
reward 1.000

Prompt

system:
You are a careful math assistant. Solve the grade-school math problem step by step, then give the final numeric answer on its own line in the form \boxed{ANSWER}.
user:
Jameson has 20 medals. Five of the medals are for the track. He has two times as many swimming medals as track medals. The rest of the medals are for badminton. How many badminton medals does he have?

Policy Response

assistant:
1. Track Medals = 5 2. Swimming Medals = 2 * Track Medals = 2 * 5 = 10 3. Total Medals = Track Medals + Swimming Medals + Badminton Medals 4. 20 = 5 + 10 + Badminton Medals 5. 20 = 15 + Badminton Medals 6. Badminton Medals = 20 - 15 = 5 \boxed{5}

Reward

Reward components
key value
reference_answer 5
format_valid True
correct True
format_coef 0.1
reward 1.000

Prompt

system:
You are a careful math assistant. Solve the grade-school math problem step by step, then give the final numeric answer on its own line in the form \boxed{ANSWER}.
user:
Jameson has 20 medals. Five of the medals are for the track. He has two times as many swimming medals as track medals. The rest of the medals are for badminton. How many badminton medals does he have?

Policy Response

assistant:
1. Total Medals = 20 2. Track Medals = 5 3. Swimming Medals = 2 * Track Medals = 2 * 5 = 10 4. Badminton Medals = Total Medals - Track Medals - Swimming Medals 5. Badminton Medals = 20 - 5 - 10 = 5 \boxed{5}

Reward

Reward components
key value
reference_answer 5
format_valid True
correct True
format_coef 0.1
reward 1.000

Prompt

system:
You are a careful math assistant. Solve the grade-school math problem step by step, then give the final numeric answer on its own line in the form \boxed{ANSWER}.
user:
Jameson has 20 medals. Five of the medals are for the track. He has two times as many swimming medals as track medals. The rest of the medals are for badminton. How many badminton medals does he have?

Policy Response

assistant:
1. Track Medals = 5 2. Swimming Medals = 2 * Track Medals = 2 * 5 = 10 3. Badminton Medals = Total Medals - Track Medals - Swimming Medals 4. Badminton Medals = 20 - 5 - 10 = 5 \boxed{5}

Reward

Reward components
key value
reference_answer 5
format_valid True
correct True
format_coef 0.1
reward 1.000

Prompt

system:
You are a careful math assistant. Solve the grade-school math problem step by step, then give the final numeric answer on its own line in the form \boxed{ANSWER}.
user:
Jameson has 20 medals. Five of the medals are for the track. He has two times as many swimming medals as track medals. The rest of the medals are for badminton. How many badminton medals does he have?

Policy Response

assistant:
1. Total Medals = 20 2. Track Medals = 5 3. Swimming Medals = 2 * Track Medals = 2 * 5 = 10 4. Badminton Medals = Total Medals - Track Medals - Swimming Medals 5. Badminton Medals = 20 - 5 - 10 = 5 \boxed{5}

Reward

Reward components
key value
reference_answer 5
format_valid True
correct True
format_coef 0.1
reward 1.000

Trajectory Details

Trajectory 0 Episode

Episode Details
Turn 1
Step stats
key value
ob_len 103
ac_len 90
step_reward 1.000
Step Metrics
Metrics emitted by env.step
key value
format 1.000
correct 1.000
Episode totals
key value
num_turns 1
final_ob_len 0
sum_step_rewards 1.000
final_group_reward 0.000
total_return 1.000

Trajectory 1 Episode

Episode Details
Turn 1
Step stats
key value
ob_len 103
ac_len 112
step_reward 1.000
Step Metrics
Metrics emitted by env.step
key value
format 1.000
correct 1.000
Episode totals
key value
num_turns 1
final_ob_len 0
sum_step_rewards 1.000
final_group_reward 0.000
total_return 1.000

Trajectory 2 Episode

Episode Details
Turn 1
Step stats
key value
ob_len 103
ac_len 112
step_reward 1.000
Step Metrics
Metrics emitted by env.step
key value
format 1.000
correct 1.000
Episode totals
key value
num_turns 1
final_ob_len 0
sum_step_rewards 1.000
final_group_reward 0.000
total_return 1.000

Trajectory 3 Episode

Episode Details
Turn 1
Step stats
key value
ob_len 103
ac_len 81
step_reward 1.000
Step Metrics
Metrics emitted by env.step
key value
format 1.000
correct 1.000
Episode totals
key value
num_turns 1
final_ob_len 0
sum_step_rewards 1.000
final_group_reward 0.000
total_return 1.000

Trajectory 4 Episode

Episode Details
Turn 1
Step stats
key value
ob_len 103
ac_len 80
step_reward 1.000
Step Metrics
Metrics emitted by env.step
key value
format 1.000
correct 1.000
Episode totals
key value
num_turns 1
final_ob_len 0
sum_step_rewards 1.000
final_group_reward 0.000
total_return 1.000

Trajectory 5 Episode

Episode Details
Turn 1
Step stats
key value
ob_len 103
ac_len 93
step_reward 1.000
Step Metrics
Metrics emitted by env.step
key value
format 1.000
correct 1.000
Episode totals
key value
num_turns 1
final_ob_len 0
sum_step_rewards 1.000
final_group_reward 0.000
total_return 1.000

Trajectory 6 Episode

Episode Details
Turn 1
Step stats
key value
ob_len 103
ac_len 90
step_reward 1.000
Step Metrics
Metrics emitted by env.step
key value
format 1.000
correct 1.000
Episode totals
key value
num_turns 1
final_ob_len 0
sum_step_rewards 1.000
final_group_reward 0.000
total_return 1.000

Trajectory 7 Episode

Episode Details
Turn 1
Step stats
key value
ob_len 103
ac_len 112
step_reward 1.000
Step Metrics
Metrics emitted by env.step
key value
format 1.000
correct 1.000
Episode totals
key value
num_turns 1
final_ob_len 0
sum_step_rewards 1.000
final_group_reward 0.000
total_return 1.000

Group Rollout

Prompt

system:
You are a careful math assistant. Solve the grade-school math problem step by step, then give the final numeric answer on its own line in the form \boxed{ANSWER}.
user:
Josh gets together with 7 friends. Everyone including him puts 5 dollars into a pot. First place gets 80% of the money. Second and third place split the rest. How much money does third place get?

Policy Response

assistant:
1. **Total People**: Josh + 7 Friends = 1 + 7 = 8 People. 2. **Total Money**: 8 People * 5 Dollars = 40 Dollars. 3. **First Place**: 80% * 40 Dollars = 0.80 * 40 = 32 Dollars. 4. **Rest**: 40 Dollars - 32 Dollars = 8 Dollars. 5. **Second and Third Place**: 8 Dollars / 2 = 4 Dollars each. \boxed{4}

Reward

Reward components
key value
reference_answer 4
format_valid True
correct True
format_coef 0.1
reward 1.000

Prompt

system:
You are a careful math assistant. Solve the grade-school math problem step by step, then give the final numeric answer on its own line in the form \boxed{ANSWER}.
user:
Josh gets together with 7 friends. Everyone including him puts 5 dollars into a pot. First place gets 80% of the money. Second and third place split the rest. How much money does third place get?

Policy Response

assistant:
1. **Total People:** Josh + 7 Friends = 1 + 7 = 8 People. 2. **Total Money:** 8 People * 5 Dollars = 40 Dollars. 3. **First Place Share:** 80% * 40 Dollars = 0.80 * 40 = 32 Dollars. 4. **Rest for Second and Third Place:** 40 Dollars - 32 Dollars = 8 Dollars. 5. **Second and Third Place Split:** 8 Dollars / 2 = 4 Dollars. \boxed{4}

Reward

Reward components
key value
reference_answer 4
format_valid True
correct True
format_coef 0.1
reward 1.000

Prompt

system:
You are a careful math assistant. Solve the grade-school math problem step by step, then give the final numeric answer on its own line in the form \boxed{ANSWER}.
user:
Josh gets together with 7 friends. Everyone including him puts 5 dollars into a pot. First place gets 80% of the money. Second and third place split the rest. How much money does third place get?

Policy Response

assistant:
1. **Total People**: Josh + 7 Friends = 1 + 7 = 8 People. 2. **Total Money**: 8 People * 5 Dollars = 40 Dollars. 3. **First Place Share**: 80% of 40 = 0.80 * 40 = 32 Dollars. 4. **Rest Money**: 40 - 32 = 8 Dollars. 5. **Second and Third Place Split**: 8 Dollars / 2 = 4 Dollars. \boxed{4}

Reward

Reward components
key value
reference_answer 4
format_valid True
correct True
format_coef 0.1
reward 1.000

Prompt

system:
You are a careful math assistant. Solve the grade-school math problem step by step, then give the final numeric answer on its own line in the form \boxed{ANSWER}.
user:
Josh gets together with 7 friends. Everyone including him puts 5 dollars into a pot. First place gets 80% of the money. Second and third place split the rest. How much money does third place get?

Policy Response

assistant:
1. **Total People:** Josh + 7 friends = 1 + 7 = 8 people. 2. **Total Money:** 8 people * 5 dollars = 40 dollars. 3. **First Place:** 80% of 40 dollars = 0.80 * 40 = 32 dollars. 4. **Rest Money:** 40 dollars - 32 dollars = 8 dollars. 5. **Second and Third Place Split:** 8 dollars / 2 = 4 dollars. \boxed{4}

Reward

Reward components
key value
reference_answer 4
format_valid True
correct True
format_coef 0.1
reward 1.000

Prompt

system:
You are a careful math assistant. Solve the grade-school math problem step by step, then give the final numeric answer on its own line in the form \boxed{ANSWER}.
user:
Josh gets together with 7 friends. Everyone including him puts 5 dollars into a pot. First place gets 80% of the money. Second and third place split the rest. How much money does third place get?

Policy Response

assistant:
1. **Total People**: Josh + 7 Friends = 1 + 7 = 8 People. 2. **Total Money**: 8 People * 5 Dollars = 40 Dollars. 3. **First Place Share**: 80% of 40 Dollars = 0.80 * 40 = 32 Dollars. 4. **Remaining Money**: 40 Dollars - 32 Dollars = 8 Dollars. 5. **Second and Third Place Split**: 8 Dollars / 2 = 4 Dollars Each. \boxed{4}

Reward

Reward components
key value
reference_answer 4
format_valid True
correct True
format_coef 0.1
reward 1.000

Prompt

system:
You are a careful math assistant. Solve the grade-school math problem step by step, then give the final numeric answer on its own line in the form \boxed{ANSWER}.
user:
Josh gets together with 7 friends. Everyone including him puts 5 dollars into a pot. First place gets 80% of the money. Second and third place split the rest. How much money does third place get?

Policy Response

assistant:
1. **Total People:** Josh + 7 friends = 1 + 7 = 8 people. 2. **Total Money:** 8 people * 5 dollars = 40 dollars. 3. **First Place Share:** 80% of 40 = 0.80 * 40 = 32 dollars. 4. **Rest of Money:** 40 - 32 = 8 dollars. 5. **Second and Third Place Share:** 8 dollars / 2 = 4 dollars. \boxed{4}

Reward

Reward components
key value
reference_answer 4
format_valid True
correct True
format_coef 0.1
reward 1.000

Prompt

system:
You are a careful math assistant. Solve the grade-school math problem step by step, then give the final numeric answer on its own line in the form \boxed{ANSWER}.
user:
Josh gets together with 7 friends. Everyone including him puts 5 dollars into a pot. First place gets 80% of the money. Second and third place split the rest. How much money does third place get?

Policy Response

assistant:
1. **Total People:** * Josh + 7 Friends = 1 Person + 7 People = 8 People 2. **Total Money:** * 8 People * 5 Dollars = 40 Dollars 3. **First Place Share:** * 80% = 0.80 * 40 = 32 Dollars 4. **Rest of the Money:** * 40 Dollars - 32 Dollars = 8 Dollars 5. **Second and Third Place:** * 8 Dollars / 2 = 4 Dollars \boxed{4}

Reward

Reward components
key value
reference_answer 4
format_valid True
correct True
format_coef 0.1
reward 1.000

Prompt

system:
You are a careful math assistant. Solve the grade-school math problem step by step, then give the final numeric answer on its own line in the form \boxed{ANSWER}.
user:
Josh gets together with 7 friends. Everyone including him puts 5 dollars into a pot. First place gets 80% of the money. Second and third place split the rest. How much money does third place get?

Policy Response

assistant:
1. **Total People:** Josh + 7 friends = 1 + 7 = 8 people. 2. **Total Money:** 8 people * 5 dollars = 40 dollars. 3. **First Place Share:** 80% of 40 = 0.80 * 40 = 32 dollars. 4. **Rest of the Money:** 40 - 32 = 8 dollars. 5. **Second and Third Place Split:** 8 dollars / 2 = 4 dollars. \boxed{4}

Reward

Reward components
key value
reference_answer 4
format_valid True
correct True
format_coef 0.1
reward 1.000

Trajectory Details

Trajectory 0 Episode

Episode Details
Turn 1
Step stats
key value
ob_len 103
ac_len 122
step_reward 1.000
Step Metrics
Metrics emitted by env.step
key value
format 1.000
correct 1.000
Episode totals
key value
num_turns 1
final_ob_len 0
sum_step_rewards 1.000
final_group_reward 0.000
total_return 1.000

Trajectory 1 Episode

Episode Details
Turn 1
Step stats
key value
ob_len 103
ac_len 132
step_reward 1.000
Step Metrics
Metrics emitted by env.step
key value
format 1.000
correct 1.000
Episode totals
key value
num_turns 1
final_ob_len 0
sum_step_rewards 1.000
final_group_reward 0.000
total_return 1.000

Trajectory 2 Episode

Episode Details
Turn 1
Step stats
key value
ob_len 103
ac_len 123
step_reward 1.000
Step Metrics
Metrics emitted by env.step
key value
format 1.000
correct 1.000
Episode totals
key value
num_turns 1
final_ob_len 0
sum_step_rewards 1.000
final_group_reward 0.000
total_return 1.000

Trajectory 3 Episode

Episode Details
Turn 1
Step stats
key value
ob_len 103
ac_len 121
step_reward 1.000
Step Metrics
Metrics emitted by env.step
key value
format 1.000
correct 1.000
Episode totals
key value
num_turns 1
final_ob_len 0
sum_step_rewards 1.000
final_group_reward 0.000
total_return 1.000

Trajectory 4 Episode

Episode Details
Turn 1
Step stats
key value
ob_len 103
ac_len 125
step_reward 1.000
Step Metrics
Metrics emitted by env.step
key value
format 1.000
correct 1.000
Episode totals
key value
num_turns 1
final_ob_len 0
sum_step_rewards 1.000
final_group_reward 0.000
total_return 1.000

Trajectory 5 Episode

Episode Details
Turn 1
Step stats
key value
ob_len 103
ac_len 128
step_reward 1.000
Step Metrics
Metrics emitted by env.step
key value
format 1.000
correct 1.000
Episode totals
key value
num_turns 1
final_ob_len 0
sum_step_rewards 1.000
final_group_reward 0.000
total_return 1.000

Trajectory 6 Episode

Episode Details
Turn 1
Step stats
key value
ob_len 103
ac_len 123
step_reward 1.000
Step Metrics
Metrics emitted by env.step
key value
format 1.000
correct 1.000
Episode totals
key value
num_turns 1
final_ob_len 0
sum_step_rewards 1.000
final_group_reward 0.000
total_return 1.000

Trajectory 7 Episode

Episode Details
Turn 1
Step stats
key value
ob_len 103
ac_len 122
step_reward 1.000
Step Metrics
Metrics emitted by env.step
key value
format 1.000
correct 1.000
Episode totals
key value
num_turns 1
final_ob_len 0
sum_step_rewards 1.000
final_group_reward 0.000
total_return 1.000