dataset string | instance_id string | sample_idx int64 | prompt_sha1 string | prompt_tokens int64 | content string | finish_reason string | usage dict | success bool | error null | attempts int64 | latency_s float64 | ts float64 |
|---|---|---|---|---|---|---|---|---|---|---|---|---|
gsm8k | gsm8k-0001 | 3 | 9e943c3bd39feaf913c10726f36fd96a3eda408e | 55 | The robe requires:
- 2 bolts of blue fiber
- Half that much white fiber = $ \frac{2}{2} = 1 $ bolt of white fiber
So, total bolts = $ 2 + 1 = 3 $
<answer>3</answer> | stop | {
"prompt_tokens": 55,
"completion_tokens": 59,
"total_tokens": 114
} | true | null | 1 | 0.88 | 1,793,150,050.07418 |
gsm8k | gsm8k-0001 | 15 | 9e943c3bd39feaf913c10726f36fd96a3eda408e | 55 | The robe takes:
- 2 bolts of blue fiber
- Half that much white fiber = $ \frac{2}{2} = 1 $ bolt of white fiber
So, the total number of bolts is:
$$
2 + 1 = 3
$$
<answer>3</answer> | stop | {
"prompt_tokens": 55,
"completion_tokens": 65,
"total_tokens": 120
} | true | null | 1 | 0.94 | 1,793,150,050.134711 |
gsm8k | gsm8k-0001 | 9 | 9e943c3bd39feaf913c10726f36fd96a3eda408e | 55 | The robe requires:
- 2 bolts of blue fiber
- Half that much white fiber = $ \frac{2}{2} = 1 $ bolt of white fiber
So, the total number of bolts is:
$$
2 + 1 = 3
$$
<answer>3</answer> | stop | {
"prompt_tokens": 55,
"completion_tokens": 65,
"total_tokens": 120
} | true | null | 1 | 0.95 | 1,793,150,050.145252 |
gsm8k | gsm8k-0001 | 1 | 9e943c3bd39feaf913c10726f36fd96a3eda408e | 55 | A robe takes:
- 2 bolts of blue fiber
- Half that much white fiber = $ \frac{2}{2} = 1 $ bolt of white fiber
So the total number of bolts is:
$$
2 + 1 = 3
$$
<answer>3</answer> | stop | {
"prompt_tokens": 55,
"completion_tokens": 65,
"total_tokens": 120
} | true | null | 1 | 0.96 | 1,793,150,050.152322 |
gsm8k | gsm8k-0001 | 17 | 9e943c3bd39feaf913c10726f36fd96a3eda408e | 55 | A robe takes:
- 2 bolts of blue fiber
- Half that much white fiber = $ \frac{2}{2} = 1 $ bolt of white fiber
So, the total number of bolts is:
$$
2 + 1 = 3
$$
<answer>3</answer> | stop | {
"prompt_tokens": 55,
"completion_tokens": 65,
"total_tokens": 120
} | true | null | 1 | 0.97 | 1,793,150,050.162203 |
gsm8k | gsm8k-0001 | 7 | 9e943c3bd39feaf913c10726f36fd96a3eda408e | 55 | The robe takes:
- 2 bolts of blue fiber
- Half that much white fiber = $ \frac{2}{2} = 1 $ bolt of white fiber
So, the total number of bolts is:
$$ 2 + 1 = 3 $$
<answer>3</answer> | stop | {
"prompt_tokens": 55,
"completion_tokens": 65,
"total_tokens": 120
} | true | null | 1 | 0.98 | 1,793,150,050.169785 |
gsm8k | gsm8k-0001 | 5 | 9e943c3bd39feaf913c10726f36fd96a3eda408e | 55 | A robe takes:
- 2 bolts of blue fiber
- Half that much white fiber = $ \frac{2}{2} = 1 $ bolt of white fiber
So, the total number of bolts is:
$$
2 + 1 = 3
$$
<answer>3</answer> | stop | {
"prompt_tokens": 55,
"completion_tokens": 65,
"total_tokens": 120
} | true | null | 1 | 0.99 | 1,793,150,050.177619 |
gsm8k | gsm8k-0001 | 0 | 9e943c3bd39feaf913c10726f36fd96a3eda408e | 55 | A robe takes:
- 2 bolts of blue fiber
- Half that much white fiber, which is $ \frac{2}{2} = 1 $ bolt of white fiber
So, the total number of bolts is:
$$ 2 + 1 = 3 $$
<answer>3</answer> | stop | {
"prompt_tokens": 55,
"completion_tokens": 67,
"total_tokens": 122
} | true | null | 1 | 1 | 1,793,150,050.186529 |
gsm8k | gsm8k-0001 | 12 | 9e943c3bd39feaf913c10726f36fd96a3eda408e | 55 | The robe requires:
- 2 bolts of blue fiber
- Half that much white fiber, which is $ \frac{2}{2} = 1 $ bolt of white fiber
So, the total number of bolts is:
$$
2 + 1 = 3
$$
<answer>3</answer> | stop | {
"prompt_tokens": 55,
"completion_tokens": 67,
"total_tokens": 122
} | true | null | 1 | 1 | 1,793,150,050.19372 |
gsm8k | gsm8k-0001 | 4 | 9e943c3bd39feaf913c10726f36fd96a3eda408e | 55 | The robe requires:
- 2 bolts of blue fiber
- Half that much white fiber, which is $ \frac{2}{2} = 1 $ bolt of white fiber
So, the total number of bolts is:
$$
2 + 1 = 3
$$
<answer>3</answer> | stop | {
"prompt_tokens": 55,
"completion_tokens": 68,
"total_tokens": 123
} | true | null | 1 | 1.01 | 1,793,150,050.204632 |
gsm8k | gsm8k-0001 | 19 | 9e943c3bd39feaf913c10726f36fd96a3eda408e | 55 | The robe takes:
- 2 bolts of blue fiber
- Half that much white fiber = $ \frac{1}{2} \times 2 = 1 $ bolt of white fiber
So, the total number of bolts is:
$$ 2 + 1 = 3 $$
<answer>3</answer> | stop | {
"prompt_tokens": 55,
"completion_tokens": 69,
"total_tokens": 124
} | true | null | 1 | 1.02 | 1,793,150,050.212518 |
gsm8k | gsm8k-0001 | 18 | 9e943c3bd39feaf913c10726f36fd96a3eda408e | 55 | The robe takes:
- 2 bolts of blue fiber
- Half that much white fiber = $ \frac{1}{2} \times 2 = 1 $ bolt of white fiber
So, the total number of bolts is:
$$
2 + 1 = 3
$$
<answer>3</answer> | stop | {
"prompt_tokens": 55,
"completion_tokens": 69,
"total_tokens": 124
} | true | null | 1 | 1.03 | 1,793,150,050.224895 |
gsm8k | gsm8k-0001 | 2 | 9e943c3bd39feaf913c10726f36fd96a3eda408e | 55 | The robe requires:
- 2 bolts of blue fiber
- Half that much white fiber = $ \frac{1}{2} \times 2 = 1 $ bolt of white fiber
So, the total number of bolts is:
$$
2 + 1 = 3
$$
<answer>3</answer> | stop | {
"prompt_tokens": 55,
"completion_tokens": 70,
"total_tokens": 125
} | true | null | 1 | 1.04 | 1,793,150,050.232453 |
gsm8k | gsm8k-0001 | 8 | 9e943c3bd39feaf913c10726f36fd96a3eda408e | 55 | To find the total number of bolts needed for the robe, we add the bolts of blue fiber and white fiber:
- Blue fiber: 2 bolts
- White fiber: Half of 2 bolts = 1 bolt
Total bolts = 2 (blue) + 1 (white) = **3 bolts**
<answer>3</answer> | stop | {
"prompt_tokens": 55,
"completion_tokens": 72,
"total_tokens": 127
} | true | null | 1 | 1.05 | 1,793,150,050.244593 |
gsm8k | gsm8k-0001 | 16 | 9e943c3bd39feaf913c10726f36fd96a3eda408e | 55 | To find the total number of bolts needed for one robe, we add the bolts of blue fiber and white fiber:
- Blue fiber: 2 bolts
- White fiber: half of 2 bolts = 1 bolt
So, the total number of bolts is:
$ 2 + 1 = 3 $
<answer>3</answer> | stop | {
"prompt_tokens": 55,
"completion_tokens": 73,
"total_tokens": 128
} | true | null | 1 | 1.06 | 1,793,150,050.254604 |
gsm8k | gsm8k-0001 | 14 | 9e943c3bd39feaf913c10726f36fd96a3eda408e | 55 | A robe takes 2 bolts of blue fiber and half that much white fiber.
- Blue fiber: 2 bolts
- White fiber: $ \frac{1}{2} \times 2 = 1 $ bolt
So, the total number of bolts is:
$$
2 + 1 = 3
$$
<answer>3</answer> | stop | {
"prompt_tokens": 55,
"completion_tokens": 75,
"total_tokens": 130
} | true | null | 1 | 1.07 | 1,793,150,050.261883 |
gsm8k | gsm8k-0001 | 11 | 9e943c3bd39feaf913c10726f36fd96a3eda408e | 55 | A robe takes:
- 2 bolts of blue fiber
- Half that much white fiber = $ \frac{2}{2} = 1 $ bolt of white fiber
So, the total number of bolts is:
$$
2 \text{ (blue)} + 1 \text{ (white)} = 3 \text{ bolts}
$$
<answer>3</answer> | stop | {
"prompt_tokens": 55,
"completion_tokens": 82,
"total_tokens": 137
} | true | null | 1 | 1.11 | 1,793,150,050.304815 |
gsm8k | gsm8k-0001 | 10 | 9e943c3bd39feaf913c10726f36fd96a3eda408e | 55 | The robe takes:
- 2 bolts of blue fiber
- Half that much white fiber = $ \frac{1}{2} \times 2 = 1 $ bolt of white fiber
So, the total number of bolts is:
$$
2 \text{ (blue)} + 1 \text{ (white)} = 3 \text{ bolts}
$$
<answer>3</answer> | stop | {
"prompt_tokens": 55,
"completion_tokens": 86,
"total_tokens": 141
} | true | null | 1 | 1.15 | 1,793,150,050.345076 |
gsm8k | gsm8k-0003 | 16 | 06282b130a1ae9c926cfddeac08a7cb6c499d1a8 | 64 | James runs 3 sprints **3 times a week**.
Each sprint is **60 meters**.
So, the total meters he runs in a week is:
$$
3 \text{ sprints} \times 60 \text{ meters} \times 3 \text{ days/week} = 540 \text{ meters}
$$
<answer>540</answer> | stop | {
"prompt_tokens": 64,
"completion_tokens": 87,
"total_tokens": 151
} | true | null | 1 | 1.16 | 1,793,150,050.355536 |
gsm8k | gsm8k-0003 | 12 | 06282b130a1ae9c926cfddeac08a7cb6c499d1a8 | 64 | James runs 3 sprints each time, and each sprint is 60 meters.
So, in one session, he runs:
$ 3 \times 60 = 180 $ meters.
He does this 3 times a week, so in a week he runs:
$ 180 \times 3 = 540 $ meters.
<answer>540</answer> | stop | {
"prompt_tokens": 64,
"completion_tokens": 88,
"total_tokens": 152
} | true | null | 1 | 1.17 | 1,793,150,050.365441 |
gsm8k | gsm8k-0003 | 11 | 06282b130a1ae9c926cfddeac08a7cb6c499d1a8 | 64 | James runs 3 sprints, and he does this 3 times a week.
Each sprint is 60 meters long.
So, the total meters he runs in a week is:
$$
3 \text{ sprints} \times 60 \text{ meters} \times 3 \text{ times a week} = 540 \text{ meters}
$$
<answer>540</answer> | stop | {
"prompt_tokens": 64,
"completion_tokens": 91,
"total_tokens": 155
} | true | null | 1 | 1.2 | 1,793,150,050.395693 |
gsm8k | gsm8k-0001 | 13 | 9e943c3bd39feaf913c10726f36fd96a3eda408e | 55 | To find the total number of bolts needed for one robe:
- The robe requires **2 bolts of blue fiber**.
- It also requires **half that much white fiber**, which is $ \frac{2}{2} = 1 $ bolt of white fiber.
So, the total number of bolts is:
$$
2 \text{ (blue)} + 1 \text{ (white)} = 3 \text{ bolts}
$$
<answer>3</answer> | stop | {
"prompt_tokens": 55,
"completion_tokens": 99,
"total_tokens": 154
} | true | null | 1 | 1.28 | 1,793,150,050.475591 |
gsm8k | gsm8k-0001 | 6 | 9e943c3bd39feaf913c10726f36fd96a3eda408e | 55 | To find the total number of bolts needed for a robe, we start by analyzing the given information:
- A robe requires **2 bolts of blue fiber**.
- It also requires **half that much white fiber**, which is:
$$
\frac{2}{2} = 1 \text{ bolt of white fiber}
$$
Now, we add the bolts of blue and white fiber together:
$$
2 +... | stop | {
"prompt_tokens": 55,
"completion_tokens": 105,
"total_tokens": 160
} | true | null | 1 | 1.34 | 1,793,150,050.535501 |
gsm8k | gsm8k-0003 | 4 | 06282b130a1ae9c926cfddeac08a7cb6c499d1a8 | 64 | James runs 3 sprints 3 times a week.
Each sprint is 60 meters.
First, calculate the total meters per day:
$$
3 \text{ sprints/day} \times 60 \text{ meters/sprint} = 180 \text{ meters/day}
$$
Then, multiply by 3 days a week:
$$
180 \text{ meters/day} \times 3 \text{ days/week} = 540 \text{ meters/week}
$$
<answer... | stop | {
"prompt_tokens": 64,
"completion_tokens": 121,
"total_tokens": 185
} | true | null | 1 | 1.5 | 1,793,150,050.696281 |
gsm8k | gsm8k-0003 | 7 | 06282b130a1ae9c926cfddeac08a7cb6c499d1a8 | 64 | James runs 3 sprints **3 times a week**.
Each sprint is **60 meters**.
First, calculate the total meters per session:
$$ 3 \text{ sprints} \times 60 \text{ meters} = 180 \text{ meters} $$
Then, multiply by the number of sessions per week:
$$ 180 \text{ meters/session} \times 3 \text{ sessions/week} = 540 \text{... | stop | {
"prompt_tokens": 64,
"completion_tokens": 122,
"total_tokens": 186
} | true | null | 1 | 1.51 | 1,793,150,050.706695 |
gsm8k | gsm8k-0003 | 5 | 06282b130a1ae9c926cfddeac08a7cb6c499d1a8 | 64 | James runs 3 sprints **3 times a week**.
Each sprint is **60 meters**.
First, calculate the total meters per day:
$$
3 \text{ sprints/day} \times 60 \text{ meters/sprint} = 180 \text{ meters/day}
$$
Then, multiply by 3 days a week:
$$
180 \text{ meters/day} \times 3 \text{ days/week} = 540 \text{ meters/week}
$$
<... | stop | {
"prompt_tokens": 64,
"completion_tokens": 123,
"total_tokens": 187
} | true | null | 1 | 1.52 | 1,793,150,050.717306 |
gsm8k | gsm8k-0003 | 9 | 06282b130a1ae9c926cfddeac08a7cb6c499d1a8 | 64 | James runs 3 sprints **3 times a week**.
Each sprint is **60 meters**.
First, calculate the total meters per day:
$$
3 \text{ sprints/day} \times 60 \text{ meters/sprint} = 180 \text{ meters/day}
$$
Then multiply by the number of days per week:
$$
180 \text{ meters/day} \times 3 \text{ days/week} = 540 \text{ meter... | stop | {
"prompt_tokens": 64,
"completion_tokens": 123,
"total_tokens": 187
} | true | null | 1 | 1.53 | 1,793,150,050.726199 |
gsm8k | gsm8k-0000 | 14 | 8017de329e17d5d7c2acdbd288b0cc93ebc0499c | 94 | Let's break down the problem step by step:
- **Total eggs laid per day:** 16
- **Eggs eaten for breakfast:** 3
- **Eggs used for muffins:** 4
So, the number of eggs sold at the farmers' market is:
$$
16 - 3 - 4 = 9
$$
Each egg is sold for **$2**, so the total money made from the eggs sold is:
$$
9 \times 2 =... | stop | {
"prompt_tokens": 94,
"completion_tokens": 124,
"total_tokens": 218
} | true | null | 1 | 1.55 | 1,793,150,050.738462 |
gsm8k | gsm8k-0003 | 6 | 06282b130a1ae9c926cfddeac08a7cb6c499d1a8 | 64 | James runs **3 sprints** **3 times a week**.
Each sprint is **60 meters** long.
First, calculate the total meters per session:
$$
3 \text{ sprints/session} \times 60 \text{ meters/sprint} = 180 \text{ meters/session}
$$
Then, calculate the total meters per week:
$$
180 \text{ meters/session} \times 3 \text{ ses... | stop | {
"prompt_tokens": 64,
"completion_tokens": 126,
"total_tokens": 190
} | true | null | 1 | 1.55 | 1,793,150,050.749665 |
gsm8k | gsm8k-0003 | 15 | 06282b130a1ae9c926cfddeac08a7cb6c499d1a8 | 64 | James runs 3 sprints **3 times a week**.
Each sprint is **60 meters**.
So, the total number of sprints per week is:
$$ 3 \text{ sprints} \times 3 \text{ times a week} = 9 \text{ sprints per week} $$
Each sprint is 60 meters, so the total distance per week is:
$$ 9 \text{ sprints} \times 60 \text{ meters} = 540 ... | stop | {
"prompt_tokens": 64,
"completion_tokens": 127,
"total_tokens": 191
} | true | null | 1 | 1.56 | 1,793,150,050.761069 |
gsm8k | gsm8k-0003 | 0 | 06282b130a1ae9c926cfddeac08a7cb6c499d1a8 | 64 | James runs 3 sprints **3 times a week**.
Each sprint is **60 meters**.
First, calculate the total meters he runs in one session:
$$
3 \text{ sprints} \times 60 \text{ meters} = 180 \text{ meters}
$$
Now, multiply by the number of sessions per week:
$$
180 \text{ meters/session} \times 3 \text{ sessions/week} = 540 ... | stop | {
"prompt_tokens": 64,
"completion_tokens": 127,
"total_tokens": 191
} | true | null | 1 | 1.58 | 1,793,150,050.772772 |
gsm8k | gsm8k-0003 | 3 | 06282b130a1ae9c926cfddeac08a7cb6c499d1a8 | 64 | James runs 3 sprints **3 times a week**, and each sprint is **60 meters**.
First, calculate the total meters he runs in **one session**:
$$
3 \text{ sprints} \times 60 \text{ meters} = 180 \text{ meters}
$$
Then, multiply by the number of sessions per week:
$$
180 \text{ meters/session} \times 3 \text{ sessions/wee... | stop | {
"prompt_tokens": 64,
"completion_tokens": 128,
"total_tokens": 192
} | true | null | 1 | 1.59 | 1,793,150,050.788126 |
gsm8k | gsm8k-0003 | 8 | 06282b130a1ae9c926cfddeac08a7cb6c499d1a8 | 64 | James runs **3 sprints** **3 times a week**.
Each sprint is **60 meters**.
First, find the total meters per day:
$$
3 \text{ sprints/day} \times 60 \text{ meters/sprint} = 180 \text{ meters/day}
$$
Then, multiply by 3 days a week:
$$
180 \text{ meters/day} \times 3 \text{ days/week} = 540 \text{ meters/week}
$$
... | stop | {
"prompt_tokens": 64,
"completion_tokens": 128,
"total_tokens": 192
} | true | null | 1 | 1.6 | 1,793,150,050.801463 |
gsm8k | gsm8k-0003 | 1 | 06282b130a1ae9c926cfddeac08a7cb6c499d1a8 | 64 | James runs **3 sprints** **3 times a week**, and each sprint is **60 meters**.
So, the total number of sprints he runs in a week is:
$$ 3 \text{ sprints} \times 3 \text{ days} = 9 \text{ sprints} $$
Each sprint is **60 meters**, so the total distance he runs in a week is:
$$ 9 \text{ sprints} \times 60 \text{ met... | stop | {
"prompt_tokens": 64,
"completion_tokens": 129,
"total_tokens": 193
} | true | null | 1 | 1.62 | 1,793,150,050.815947 |
gsm8k | gsm8k-0003 | 14 | 06282b130a1ae9c926cfddeac08a7cb6c499d1a8 | 64 | To find the total number of meters James runs in a week, we can break it down as follows:
- James runs **3 sprints** each time.
- Each sprint is **60 meters**.
- He does this **3 times a week**.
So, the total distance he runs in a week is:
$$
3 \text{ sprints} \times 60 \text{ meters} \times 3 \text{ times a week}
$... | stop | {
"prompt_tokens": 64,
"completion_tokens": 129,
"total_tokens": 193
} | true | null | 1 | 1.63 | 1,793,150,050.827615 |
gsm8k | gsm8k-0003 | 13 | 06282b130a1ae9c926cfddeac08a7cb6c499d1a8 | 64 | James runs 3 sprints **3 times a week**.
Each sprint is **60 meters** long.
First, calculate the total meters he runs in **one session**:
$$
3 \text{ sprints} \times 60 \text{ meters} = 180 \text{ meters}
$$
Then, calculate the total meters he runs **in a week**:
$$
180 \text{ meters/session} \times 3 \text{ sessio... | stop | {
"prompt_tokens": 64,
"completion_tokens": 129,
"total_tokens": 193
} | true | null | 1 | 1.64 | 1,793,150,050.84269 |
gsm8k | gsm8k-0003 | 2 | 06282b130a1ae9c926cfddeac08a7cb6c499d1a8 | 64 | James runs **3 sprints** **3 times a week**, and each sprint is **60 meters**.
First, calculate the total meters per day:
$$
3 \text{ sprints/day} \times 60 \text{ meters/sprint} = 180 \text{ meters/day}
$$
Now, multiply by the number of days per week he runs:
$$
180 \text{ meters/day} \times 3 \text{ days/week} = ... | stop | {
"prompt_tokens": 64,
"completion_tokens": 130,
"total_tokens": 194
} | true | null | 1 | 1.66 | 1,793,150,050.854297 |
gsm8k | gsm8k-0003 | 18 | 06282b130a1ae9c926cfddeac08a7cb6c499d1a8 | 64 | James runs 3 sprints **3 times a week**.
Each sprint is **60 meters** long.
First, calculate the total meters he runs in **one session**:
$$
3 \text{ sprints} \times 60 \text{ meters} = 180 \text{ meters}
$$
Then, multiply by the number of sessions per week:
$$
180 \text{ meters/session} \times 3 \text{ sessions/... | stop | {
"prompt_tokens": 64,
"completion_tokens": 130,
"total_tokens": 194
} | true | null | 1 | 1.66 | 1,793,150,050.862606 |
gsm8k | gsm8k-0003 | 17 | 06282b130a1ae9c926cfddeac08a7cb6c499d1a8 | 64 | James runs 3 sprints **3 times a week**, and each sprint is **60 meters**.
First, calculate the total meters he runs in **one session**:
$$
3 \text{ sprints/session} \times 60 \text{ meters/sprint} = 180 \text{ meters/session}
$$
Now, multiply by the number of sessions per week:
$$
180 \text{ meters/session} \times... | stop | {
"prompt_tokens": 64,
"completion_tokens": 132,
"total_tokens": 196
} | true | null | 1 | 1.67 | 1,793,150,050.870186 |
gsm8k | gsm8k-0003 | 10 | 06282b130a1ae9c926cfddeac08a7cb6c499d1a8 | 64 | James runs 3 sprints **3 times a week**.
Each sprint is **60 meters** long.
First, calculate the total meters he runs in one session:
$$
3 \text{ sprints/session} \times 60 \text{ meters/sprint} = 180 \text{ meters/session}
$$
Now, multiply by the number of sessions per week:
$$
180 \text{ meters/session} \times 3 ... | stop | {
"prompt_tokens": 64,
"completion_tokens": 132,
"total_tokens": 196
} | true | null | 1 | 1.68 | 1,793,150,050.877757 |
gsm8k | gsm8k-0000 | 0 | 8017de329e17d5d7c2acdbd288b0cc93ebc0499c | 94 | Let's break down the problem step by step:
- **Total eggs laid per day:** 16
- **Eggs eaten for breakfast:** 3
- **Eggs used for muffins:** 4
So, the number of eggs **left for sale** at the farmers' market is:
$$
16 - 3 - 4 = 9 \text{ eggs}
$$
Each egg is sold for **$2**, so the total earnings per day from th... | stop | {
"prompt_tokens": 94,
"completion_tokens": 134,
"total_tokens": 228
} | true | null | 1 | 1.7 | 1,793,150,050.88539 |
gsm8k | gsm8k-0003 | 19 | 06282b130a1ae9c926cfddeac08a7cb6c499d1a8 | 64 | James runs 3 sprints **3 times a week**.
Each sprint is **60 meters**.
So, the total number of sprints he runs in a week is:
$$
3 \text{ sprints per day} \times 3 \text{ days} = 9 \text{ sprints per week}
$$
Each sprint is 60 meters, so the total distance he runs in a week is:
$$
9 \text{ sprints} \times 60 \te... | stop | {
"prompt_tokens": 64,
"completion_tokens": 135,
"total_tokens": 199
} | true | null | 1 | 1.69 | 1,793,150,050.892749 |
gsm8k | gsm8k-0000 | 15 | 8017de329e17d5d7c2acdbd288b0cc93ebc0499c | 94 | Let's break down the problem step by step:
- **Total eggs laid per day by ducks:** 16
- **Eggs eaten by Janet for breakfast:** 3
- **Eggs used for muffins:** 4
So, the number of eggs **sold at the market** per day is:
$$
16 - 3 - 4 = 9 \text{ eggs}
$$
Each egg is sold for **$2**, so the daily revenue from th... | stop | {
"prompt_tokens": 94,
"completion_tokens": 138,
"total_tokens": 232
} | true | null | 1 | 1.71 | 1,793,150,050.903937 |
gsm8k | gsm8k-0005 | 19 | b0eb890e9e0386ae7c4b00fa037da526d9c78e41 | 85 | We are given:
- The **first glass** costs **$5**.
- **Every second glass** costs **60% of the price**, which is **$5 × 0.6 = $3**.
- Kylar wants to buy **16 glasses**.
We can group the glasses into pairs of **1 glass at $5** and **1 glass at $3**, which totals **$8 per pair**.
Since 16 glasses is an **even number**,... | stop | {
"prompt_tokens": 85,
"completion_tokens": 154,
"total_tokens": 239
} | true | null | 1 | 1.83 | 1,793,150,051.032334 |
gsm8k | gsm8k-0005 | 11 | b0eb890e9e0386ae7c4b00fa037da526d9c78e41 | 85 | We are told:
- Each **first glass** costs **$5**
- Every **second glass** costs **60% of $5**, which is **$3**
- Kylar wants to buy **16 glasses**
We can group the glasses in pairs: for every 2 glasses, the total cost is:
$$
5 + 3 = 8 \text{ dollars}
$$
Now, let's see how many such pairs are in 16 glasses:
$$
16 \... | stop | {
"prompt_tokens": 85,
"completion_tokens": 155,
"total_tokens": 240
} | true | null | 1 | 1.84 | 1,793,150,051.042739 |
gsm8k | gsm8k-0005 | 14 | b0eb890e9e0386ae7c4b00fa037da526d9c78e41 | 85 | We are told that:
- One glass costs **$5**.
- **Every second glass** costs **60% of the price**, which is **$3** (because 60% of $5 is $3).
- Kylar wants to buy **16 glasses**.
Let's calculate the total cost by grouping the glasses in pairs:
- For every **2 glasses**, the cost is **$5 + $3 = $8**.
- Number of such p... | stop | {
"prompt_tokens": 85,
"completion_tokens": 163,
"total_tokens": 248
} | true | null | 1 | 1.92 | 1,793,150,051.12411 |
gsm8k | gsm8k-0005 | 13 | b0eb890e9e0386ae7c4b00fa037da526d9c78e41 | 85 | We are given that:
- One glass costs **$5**.
- Every **second glass** costs **60%** of the price, i.e., **$3** (since 60% of $5 is $3).
- Kylar wants to buy **16 glasses**.
So, we can group the glasses in pairs of two:
For every **2 glasses**, the cost is **$5 + $3 = $8**.
Number of such pairs in 16 glasses = $ \f... | stop | {
"prompt_tokens": 85,
"completion_tokens": 164,
"total_tokens": 249
} | true | null | 1 | 1.93 | 1,793,150,051.13465 |
gsm8k | gsm8k-0000 | 18 | 8017de329e17d5d7c2acdbd288b0cc93ebc0499c | 94 | Let's break down the problem step by step:
1. **Total eggs laid per day:**
Janet’s ducks lay **16 eggs per day**.
2. **Eggs eaten by Janet for breakfast:**
She eats **3 eggs** every morning.
3. **Eggs used for muffins:**
She bakes muffins using **4 eggs** every day.
4. **Total eggs used per day:**
... | stop | {
"prompt_tokens": 94,
"completion_tokens": 170,
"total_tokens": 264
} | true | null | 1 | 2.01 | 1,793,150,051.19684 |
gsm8k | gsm8k-0005 | 4 | b0eb890e9e0386ae7c4b00fa037da526d9c78e41 | 85 | We are given:
- The cost of **one glass** is **$5**.
- Every **second glass** costs **60% of the price**, which is **$5 × 0.60 = $3**.
- Kylar wants to buy **16 glasses**.
Let’s break it down:
- For every **pair of glasses**, one costs $5 and the other costs $3.
- So, the cost of **2 glasses** is **$5 + $3 = $8**.
-... | stop | {
"prompt_tokens": 85,
"completion_tokens": 174,
"total_tokens": 259
} | true | null | 1 | 2.04 | 1,793,150,051.238394 |
gsm8k | gsm8k-0000 | 7 | 8017de329e17d5d7c2acdbd288b0cc93ebc0499c | 94 | Let's break down the problem step by step:
1. **Total eggs laid per day**:
Janet’s ducks lay **16 eggs per day**.
2. **Eggs used for breakfast**:
Janet eats **3 eggs for breakfast**.
3. **Eggs used for muffins**:
She uses **4 eggs to bake muffins**.
4. **Eggs left for sale**:
$ 16 - 3 - 4 = 9 $ ... | stop | {
"prompt_tokens": 94,
"completion_tokens": 175,
"total_tokens": 269
} | true | null | 1 | 2.06 | 1,793,150,051.249167 |
gsm8k | gsm8k-0000 | 5 | 8017de329e17d5d7c2acdbd288b0cc93ebc0499c | 94 | Let's break this down step by step:
1. **Total eggs laid per day**:
Janet’s ducks lay **16 eggs per day**.
2. **Eggs used for breakfast**:
Janet eats **3 eggs for breakfast**.
3. **Eggs used for muffins**:
She uses **4 eggs to bake muffins**.
4. **Eggs remaining for sale**:
Total eggs used:
... | stop | {
"prompt_tokens": 94,
"completion_tokens": 175,
"total_tokens": 269
} | true | null | 1 | 2.07 | 1,793,150,051.256292 |
gsm8k | gsm8k-0005 | 0 | b0eb890e9e0386ae7c4b00fa037da526d9c78e41 | 85 | We are told that:
- The first glass costs **$5**.
- Every **second glass** costs **60% of the price**, which is **$5 × 0.60 = $3**.
- Kylar wants to buy **16 glasses**.
We can pair the glasses into groups of 2, since every second glass is cheaper.
### Step-by-step:
- Each pair consists of:
- 1 glass at **$5**
-... | stop | {
"prompt_tokens": 85,
"completion_tokens": 176,
"total_tokens": 261
} | true | null | 1 | 2.06 | 1,793,150,051.265699 |
gsm8k | gsm8k-0000 | 16 | 8017de329e17d5d7c2acdbd288b0cc93ebc0499c | 94 | Let's break down the problem step by step:
1. **Total eggs laid per day**:
Janet’s ducks lay **16 eggs per day**.
2. **Eggs eaten for breakfast**:
Janet eats **3 eggs** every morning.
3. **Eggs used for muffins**:
She uses **4 eggs** to bake muffins for her friends.
4. **Total eggs used daily**:
... | stop | {
"prompt_tokens": 94,
"completion_tokens": 177,
"total_tokens": 271
} | true | null | 1 | 2.08 | 1,793,150,051.274277 |
gsm8k | gsm8k-0000 | 11 | 8017de329e17d5d7c2acdbd288b0cc93ebc0499c | 94 | Let's break down the problem step by step:
1. **Total eggs laid per day**:
Janet's ducks lay **16 eggs per day**.
2. **Eggs eaten for breakfast**:
Janet eats **3 eggs** for breakfast every morning.
3. **Eggs used for muffins**:
She uses **4 eggs** to bake muffins for her friends every day.
4. **Eggs ... | stop | {
"prompt_tokens": 94,
"completion_tokens": 178,
"total_tokens": 272
} | true | null | 1 | 2.09 | 1,793,150,051.282324 |
gsm8k | gsm8k-0005 | 9 | b0eb890e9e0386ae7c4b00fa037da526d9c78e41 | 85 | We are told that:
- One glass costs **$5**.
- Every **second glass** costs **60% of the price**, which is **$5 × 0.6 = $3**.
- Kylar wants to buy **16 glasses**.
We can group the glasses in pairs (since every second glass is cheaper):
### Total number of pairs:
$$
\frac{16}{2} = 8 \text{ pairs}
$$
### Cost per pair... | stop | {
"prompt_tokens": 85,
"completion_tokens": 178,
"total_tokens": 263
} | true | null | 1 | 2.09 | 1,793,150,051.289403 |
gsm8k | gsm8k-0000 | 13 | 8017de329e17d5d7c2acdbd288b0cc93ebc0499c | 94 | Let's break down the problem step by step:
1. **Total eggs laid per day:**
Janet's ducks lay **16 eggs per day**.
2. **Eggs eaten for breakfast:**
Janet eats **3 eggs** for breakfast.
3. **Eggs used for muffins:**
She uses **4 eggs** to bake muffins for her friends.
4. **Total eggs used per day:**
... | stop | {
"prompt_tokens": 94,
"completion_tokens": 179,
"total_tokens": 273
} | true | null | 1 | 2.11 | 1,793,150,051.29816 |
gsm8k | gsm8k-0000 | 6 | 8017de329e17d5d7c2acdbd288b0cc93ebc0499c | 94 | Let's break down the problem step by step:
1. **Total eggs laid per day:**
Janet’s ducks lay **16 eggs per day**.
2. **Eggs eaten for breakfast:**
Janet eats **3 eggs** every morning.
3. **Eggs used for muffins:**
She uses **4 eggs** to make muffins for her friends.
4. **Total eggs used per day:**
... | stop | {
"prompt_tokens": 94,
"completion_tokens": 182,
"total_tokens": 276
} | true | null | 1 | 2.14 | 1,793,150,051.324199 |
gsm8k | gsm8k-0000 | 12 | 8017de329e17d5d7c2acdbd288b0cc93ebc0499c | 94 | Let's break down the problem step by step:
1. **Total eggs laid per day:**
Janet's ducks lay **16 eggs per day**.
2. **Eggs used for breakfast:**
Janet eats **3 eggs for breakfast** every day.
3. **Eggs used for muffins:**
She bakes muffins using **4 eggs** every day.
4. **Total eggs used daily (not ... | stop | {
"prompt_tokens": 94,
"completion_tokens": 183,
"total_tokens": 277
} | true | null | 1 | 2.14 | 1,793,150,051.334504 |
gsm8k | gsm8k-0005 | 7 | b0eb890e9e0386ae7c4b00fa037da526d9c78e41 | 85 | We are given the following:
- **Price of the first glass** = $5
- **Every second glass costs 60% of the original price**, meaning **$5 × 0.6 = $3**
- Kylar wants to buy **16 glasses**
Let's calculate how many of each type of glass he buys:
- For **16 glasses**, there are **8 pairs** of glasses (since every secon... | stop | {
"prompt_tokens": 85,
"completion_tokens": 185,
"total_tokens": 270
} | true | null | 1 | 2.15 | 1,793,150,051.355345 |
gsm8k | gsm8k-0000 | 8 | 8017de329e17d5d7c2acdbd288b0cc93ebc0499c | 94 | Let's break down the problem step by step:
1. **Total eggs laid per day**:
Janet’s ducks lay **16 eggs per day**.
2. **Eggs used for breakfast**:
Janet eats **3 eggs** for breakfast every morning.
3. **Eggs used for muffins**:
She bakes muffins using **4 eggs** every day.
4. **Total eggs used per day... | stop | {
"prompt_tokens": 94,
"completion_tokens": 186,
"total_tokens": 280
} | true | null | 1 | 2.18 | 1,793,150,051.366285 |
gsm8k | gsm8k-0000 | 17 | 8017de329e17d5d7c2acdbd288b0cc93ebc0499c | 94 | Let's break down the problem step by step:
1. **Total eggs laid per day:**
Janet's ducks lay **16 eggs per day**.
2. **Eggs used for breakfast:**
Janet eats **3 eggs for breakfast**.
3. **Eggs used for muffins:**
She uses **4 eggs** to make muffins for her friends.
4. **Total eggs used per day:**
... | stop | {
"prompt_tokens": 94,
"completion_tokens": 187,
"total_tokens": 281
} | true | null | 1 | 2.19 | 1,793,150,051.376667 |
gsm8k | gsm8k-0000 | 1 | 8017de329e17d5d7c2acdbd288b0cc93ebc0499c | 94 | Let's break down the problem step by step:
1. **Total eggs laid per day**:
Janet’s ducks lay **16 eggs per day**.
2. **Eggs used for breakfast**:
Janet eats **3 eggs** for breakfast every morning.
3. **Eggs used for muffins**:
She uses **4 eggs** to bake muffins for her friends.
4. **Total eggs used ... | stop | {
"prompt_tokens": 94,
"completion_tokens": 187,
"total_tokens": 281
} | true | null | 1 | 2.2 | 1,793,150,051.383996 |
gsm8k | gsm8k-0000 | 10 | 8017de329e17d5d7c2acdbd288b0cc93ebc0499c | 94 | Let's break down the problem step by step:
1. **Total eggs laid per day:**
Janet’s ducks lay **16 eggs per day**.
2. **Eggs used for breakfast:**
Janet eats **3 eggs for breakfast** each day.
3. **Eggs used for muffins:**
She bakes muffins using **4 eggs** every day.
4. **Total eggs used per day:** ... | stop | {
"prompt_tokens": 94,
"completion_tokens": 188,
"total_tokens": 282
} | true | null | 1 | 2.2 | 1,793,150,051.392109 |
gsm8k | gsm8k-0000 | 9 | 8017de329e17d5d7c2acdbd288b0cc93ebc0499c | 94 | Let's break down the problem step by step:
1. **Total eggs laid per day**:
Janet's ducks lay **16 eggs per day**.
2. **Eggs eaten for breakfast**:
Janet eats **3 eggs** every morning.
3. **Eggs used for muffins**:
She bakes muffins every day using **4 eggs**.
4. **Total eggs used per day**:
$ 3 ... | stop | {
"prompt_tokens": 94,
"completion_tokens": 190,
"total_tokens": 284
} | true | null | 1 | 2.22 | 1,793,150,051.40793 |
gsm8k | gsm8k-0005 | 1 | b0eb890e9e0386ae7c4b00fa037da526d9c78e41 | 85 | We are told:
- The **first glass** costs **$5**.
- Every **second glass** costs **60% of $5**, which is **$3**.
- Kylar wants to buy **16 glasses**.
We can group the glasses into pairs (1st and 2nd, 3rd and 4th, etc.) to find the pattern.
### Step-by-step:
- Each pair consists of:
- 1 glass at **$5**
- 1 glass ... | stop | {
"prompt_tokens": 85,
"completion_tokens": 191,
"total_tokens": 276
} | true | null | 1 | 2.22 | 1,793,150,051.419117 |
gsm8k | gsm8k-0000 | 19 | 8017de329e17d5d7c2acdbd288b0cc93ebc0499c | 94 | Let's break down the problem step by step:
1. **Total eggs laid per day by Janet’s ducks:**
$ 16 $ eggs
2. **Eggs eaten by Janet for breakfast every day:**
$ 3 $ eggs
3. **Eggs used for muffins every day:**
$ 4 $ eggs
4. **Total eggs used per day (eaten + muffins):**
$ 3 + 4 = 7 $ eggs
5. **Egg... | stop | {
"prompt_tokens": 94,
"completion_tokens": 191,
"total_tokens": 285
} | true | null | 1 | 2.24 | 1,793,150,051.427818 |
gsm8k | gsm8k-0000 | 4 | 8017de329e17d5d7c2acdbd288b0cc93ebc0499c | 94 | Let's break down the problem step by step:
1. **Total eggs laid per day**:
Janet’s ducks lay **16 eggs per day**.
2. **Eggs used for breakfast**:
Janet eats **3 eggs** for breakfast every day.
3. **Eggs used for muffins**:
She uses **4 eggs** to bake muffins every day.
4. **Total eggs used per day**:... | stop | {
"prompt_tokens": 94,
"completion_tokens": 191,
"total_tokens": 285
} | true | null | 1 | 2.25 | 1,793,150,051.435843 |
gsm8k | gsm8k-0000 | 3 | 8017de329e17d5d7c2acdbd288b0cc93ebc0499c | 94 | Let's break down the problem step by step:
1. **Total eggs laid per day by Janet’s ducks**:
$ 16 $ eggs/day
2. **Eggs eaten by Janet for breakfast**:
$ 3 $ eggs/day
3. **Eggs used for muffins**:
$ 4 $ eggs/day
4. **Total eggs used per day**:
$ 3 + 4 = 7 $ eggs/day
5. **Eggs remaining for sale**... | stop | {
"prompt_tokens": 94,
"completion_tokens": 192,
"total_tokens": 286
} | true | null | 1 | 2.26 | 1,793,150,051.446482 |
gsm8k | gsm8k-0004 | 2 | 97659c75ca372bd7e603a94b37e4cc0ae7b019f1 | 140 | We are told that:
- Wendi feeds each chicken **3 cups of feed per day**, divided into **three meals**.
- The **total amount of feed per day** for **20 chickens** is:
$$
20 \text{ chickens} \times 3 \text{ cups per chicken} = 60 \text{ cups per day}
$$
We are also told that:
- In the **morning**, she gives **15 cups... | stop | {
"prompt_tokens": 140,
"completion_tokens": 193,
"total_tokens": 333
} | true | null | 1 | 2.26 | 1,793,150,051.455113 |
gsm8k | gsm8k-0005 | 6 | b0eb890e9e0386ae7c4b00fa037da526d9c78e41 | 85 | We are given:
- The **first glass** costs **$5**.
- Every **second glass** costs **60%** of the price, i.e., **$3**.
- Kylar wants to buy **16 glasses**.
Let’s break this down:
### Pattern:
- Glass 1: $5
- Glass 2: $3
- Glass 3: $5
- Glass 4: $3
- ... and so on.
So, every **pair** of glasses (one at $5, one... | stop | {
"prompt_tokens": 85,
"completion_tokens": 193,
"total_tokens": 278
} | true | null | 1 | 2.26 | 1,793,150,051.461839 |
gsm8k | gsm8k-0005 | 18 | b0eb890e9e0386ae7c4b00fa037da526d9c78e41 | 85 | We are given:
- The **first glass** costs **$5**.
- Every **second glass** costs **60%** of the first price, which is **$3**.
- Kylar wants to buy **16 glasses**.
We can group the glasses in pairs (1st and 2nd, 3rd and 4th, etc.), because the second glass in each pair costs $3.
### Step 1: Number of pairs in 16 glas... | stop | {
"prompt_tokens": 85,
"completion_tokens": 193,
"total_tokens": 278
} | true | null | 1 | 2.26 | 1,793,150,051.469661 |
gsm8k | gsm8k-0000 | 2 | 8017de329e17d5d7c2acdbd288b0cc93ebc0499c | 94 | Let's break down the problem step by step:
1. **Total eggs laid per day**:
Janet’s ducks lay **16 eggs per day**.
2. **Eggs eaten for breakfast**:
Janet eats **3 eggs** for breakfast every morning.
3. **Eggs used for muffins**:
She bakes muffins for her friends every day using **4 eggs**.
4. **Total ... | stop | {
"prompt_tokens": 94,
"completion_tokens": 195,
"total_tokens": 289
} | true | null | 1 | 2.29 | 1,793,150,051.47942 |
gsm8k | gsm8k-0004 | 17 | 97659c75ca372bd7e603a94b37e4cc0ae7b019f1 | 140 | We are given the following information:
- Wendi feeds each chicken **3 cups of feed per day**.
- She has **20 chickens**.
- She divides the feed into **three meals**: morning, afternoon, and evening.
Let’s calculate the **total amount of feed** needed per day:
$$
\text{Total feed per day} = 3 \text{ cups/chicken} \t... | stop | {
"prompt_tokens": 140,
"completion_tokens": 200,
"total_tokens": 340
} | true | null | 1 | 2.31 | 1,793,150,051.511842 |
gsm8k | gsm8k-0005 | 5 | b0eb890e9e0386ae7c4b00fa037da526d9c78e41 | 85 | Let's break down the cost for Kylar buying 16 glasses.
### Given:
- The **first glass** costs **$5**.
- Every **second glass** costs **60%** of the original price, which is:
$$
0.60 \times 5 = 3
$$
- So, for every **pair of glasses**, the total cost is:
$$
5 + 3 = 8
$$
### Step 1: Determine how many pairs... | stop | {
"prompt_tokens": 85,
"completion_tokens": 203,
"total_tokens": 288
} | true | null | 1 | 2.34 | 1,793,150,051.544173 |
gsm8k | gsm8k-0005 | 10 | b0eb890e9e0386ae7c4b00fa037da526d9c78e41 | 85 | We are told that:
- Each **first glass** costs **$5**.
- Every **second glass** costs **60%** of the price of the first glass, which is **$5 × 0.60 = $3**.
- Kylar wants to buy **16 glasses**.
So, the pattern is:
- 1st glass: $5
- 2nd glass: $3
- 3rd glass: $5
- 4th glass: $3
- ...
This pattern repeats every 2 glass... | stop | {
"prompt_tokens": 85,
"completion_tokens": 203,
"total_tokens": 288
} | true | null | 1 | 2.35 | 1,793,150,051.552371 |
gsm8k | gsm8k-0005 | 17 | b0eb890e9e0386ae7c4b00fa037da526d9c78e41 | 85 | We are told:
- One glass costs **$5**.
- Every **second glass** costs **60% of the price**, i.e., **$3**.
- Kylar wants to buy **16 glasses**.
We can group the glasses into pairs (since every second glass is cheaper), and calculate the cost for each pair, then multiply by the number of such pairs.
---
### Step 1: C... | stop | {
"prompt_tokens": 85,
"completion_tokens": 207,
"total_tokens": 292
} | true | null | 1 | 2.38 | 1,793,150,051.584933 |
gsm8k | gsm8k-0005 | 16 | b0eb890e9e0386ae7c4b00fa037da526d9c78e41 | 85 | We are given that:
- The **first glass** costs **$5**.
- Every **second glass** costs **60% of the price**, which is **$3** (since 60% of $5 is $3).
- Kylar wants to buy **16 glasses**.
We can group the glasses in pairs (1st and 2nd, 3rd and 4th, etc.) to calculate the total cost.
---
### Step 1: Determine the numb... | stop | {
"prompt_tokens": 85,
"completion_tokens": 208,
"total_tokens": 293
} | true | null | 1 | 2.39 | 1,793,150,051.595353 |
gsm8k | gsm8k-0006 | 3 | c1101d192fde9f076328e1ca4952f897bc6760a6 | 71 | We are given the following relationships:
- **Seattle** has **20** sheep.
- **Charleston** has **4 times** as many sheep as Seattle.
- **Toulouse** has **twice as many** sheep as Charleston.
---
### Step 1: Calculate Charleston's sheep
$$
\text{Charleston} = 4 \times \text{Seattle} = 4 \times 20 = 80
$$
### Step 2:... | stop | {
"prompt_tokens": 71,
"completion_tokens": 212,
"total_tokens": 283
} | true | null | 1 | 2.43 | 1,793,150,051.636392 |
gsm8k | gsm8k-0006 | 7 | c1101d192fde9f076328e1ca4952f897bc6760a6 | 71 | We are given the following relationships:
- Seattle has **20** sheep.
- Charleston has **4 times** as many sheep as Seattle.
- Toulouse has **twice as many** sheep as Charleston.
---
### Step 1: Find how many sheep Charleston has.
$$
\text{Charleston} = 4 \times \text{Seattle} = 4 \times 20 = 80
$$
---
### Step 2:... | stop | {
"prompt_tokens": 71,
"completion_tokens": 213,
"total_tokens": 284
} | true | null | 1 | 2.44 | 1,793,150,051.647066 |
gsm8k | gsm8k-0004 | 14 | 97659c75ca372bd7e603a94b37e4cc0ae7b019f1 | 140 | We are told that Wendi feeds each chicken **3 cups of feed per day**, and that she divides the feed into **three meals**.
### Step 1: Total feed required per day
She has **20 chickens**, and each chicken gets **3 cups** of feed per day.
$$
\text{Total feed per day} = 20 \text{ chickens} \times 3 \text{ cups/chicken} ... | stop | {
"prompt_tokens": 140,
"completion_tokens": 217,
"total_tokens": 357
} | true | null | 1 | 2.49 | 1,793,150,051.687748 |
gsm8k | gsm8k-0005 | 2 | b0eb890e9e0386ae7c4b00fa037da526d9c78e41 | 85 | We are told that:
- One glass costs **$5**.
- Every **second glass** costs **60% of the price**, i.e., **$3**.
- Kylar wants to buy **16 glasses**.
Let’s break this down:
### Step 1: Determine how many glasses are priced at $5 and how many at $3.
Since every **second glass** costs $3, this means:
- **Every pair of... | stop | {
"prompt_tokens": 85,
"completion_tokens": 219,
"total_tokens": 304
} | true | null | 1 | 2.51 | 1,793,150,051.708772 |
gsm8k | gsm8k-0006 | 6 | c1101d192fde9f076328e1ca4952f897bc6760a6 | 71 | We are given:
- Seattle has **20** sheep.
- Charleston has **4 times** as many sheep as Seattle.
- Toulouse has **twice as many** sheep as Charleston.
---
### Step 1: Find the number of sheep in Charleston
$$
\text{Charleston} = 4 \times \text{Seattle} = 4 \times 20 = 80
$$
---
### Step 2: Find the number of shee... | stop | {
"prompt_tokens": 71,
"completion_tokens": 219,
"total_tokens": 290
} | true | null | 1 | 2.51 | 1,793,150,051.717793 |
gsm8k | gsm8k-0004 | 4 | 97659c75ca372bd7e603a94b37e4cc0ae7b019f1 | 140 | We are told that Wendi feeds each chicken **three cups of feed per day**, and she divides the feed into **three separate meals**: morning, afternoon, and evening.
### Step 1: Total daily feed required for the flock
- Number of chickens = 20
- Feed per chicken per day = 3 cups
- Total feed per day = $ 20 \times 3 =... | stop | {
"prompt_tokens": 140,
"completion_tokens": 220,
"total_tokens": 360
} | true | null | 1 | 2.53 | 1,793,150,051.72841 |
gsm8k | gsm8k-0006 | 1 | c1101d192fde9f076328e1ca4952f897bc6760a6 | 71 | We are given the following relationships:
- **Seattle** has **20** sheep.
- **Charleston** has **4 times** as many sheep as Seattle.
- **Toulouse** has **twice as many** sheep as Charleston.
Let's calculate step by step.
### Step 1: Number of sheep in Charleston
$$
\text{Charleston} = 4 \times \text{Seattle} = 4 \t... | stop | {
"prompt_tokens": 71,
"completion_tokens": 223,
"total_tokens": 294
} | true | null | 1 | 2.54 | 1,793,150,051.749659 |
gsm8k | gsm8k-0006 | 4 | c1101d192fde9f076328e1ca4952f897bc6760a6 | 71 | We are given the following relationships:
- **Seattle** has 20 sheep.
- **Charleston** has 4 times as many sheep as Seattle.
- **Toulouse** has twice as many sheep as Charleston.
Let’s solve step by step.
### Step 1: Find the number of sheep in Charleston
$$
\text{Charleston} = 4 \times \text{Seattle} = 4 \times 20 ... | stop | {
"prompt_tokens": 71,
"completion_tokens": 225,
"total_tokens": 296
} | true | null | 1 | 2.56 | 1,793,150,051.770512 |
gsm8k | gsm8k-0004 | 10 | 97659c75ca372bd7e603a94b37e4cc0ae7b019f1 | 140 | We are given the following information:
- Wendi feeds **each chicken** **three cups** of feed per day.
- She gives feed in **three separate meals**: morning, afternoon, and evening.
- The **total feed per day** is calculated as:
$$
\text{Total feed per day} = \text{Number of chickens} \times \text{Feed per chicken... | stop | {
"prompt_tokens": 140,
"completion_tokens": 225,
"total_tokens": 365
} | true | null | 1 | 2.58 | 1,793,150,051.778328 |
gsm8k | gsm8k-0006 | 0 | c1101d192fde9f076328e1ca4952f897bc6760a6 | 71 | We are given the following relationships:
- **Seattle** has **20** sheep.
- **Charleston** has **4 times** as many sheep as Seattle.
- **Toulouse** has **2 times** as many sheep as Charleston.
---
### Step 1: Find the number of sheep in Charleston
$$
\text{Charleston} = 4 \times \text{Seattle} = 4 \times 20 = 80
$... | stop | {
"prompt_tokens": 71,
"completion_tokens": 226,
"total_tokens": 297
} | true | null | 1 | 2.58 | 1,793,150,051.786121 |
gsm8k | gsm8k-0005 | 12 | b0eb890e9e0386ae7c4b00fa037da526d9c78e41 | 85 | Let's calculate the total cost step by step.
### Given:
- **Price of one glass** = $5
- **Every second glass costs 60% of the price**, which means **every second glass costs $5 × 0.6 = $3**
- Kylar wants to buy **16 glasses**
### Strategy:
Since every second glass is cheaper, the pattern of prices alternates:
- F... | stop | {
"prompt_tokens": 85,
"completion_tokens": 232,
"total_tokens": 317
} | true | null | 1 | 2.64 | 1,793,150,051.841716 |
gsm8k | gsm8k-0006 | 5 | c1101d192fde9f076328e1ca4952f897bc6760a6 | 71 | We are given the following relationships:
- **Seattle** has **20** sheep.
- **Charleston** has **4 times** as many sheep as Seattle.
- **Toulouse** has **twice as many** sheep as Charleston.
---
### Step 1: Find the number of sheep in Charleston
Charleston has 4 times as many sheep as Seattle:
$$
\text{Charleston} ... | stop | {
"prompt_tokens": 71,
"completion_tokens": 243,
"total_tokens": 314
} | true | null | 1 | 2.75 | 1,793,150,051.953948 |
gsm8k | gsm8k-0004 | 8 | 97659c75ca372bd7e603a94b37e4cc0ae7b019f1 | 140 | We are told that Wendi feeds each of her chickens **three cups of feed per day**, and that she gives the feed in **three separate meals**.
Let's break this down:
- **Number of chickens**: 20
- **Total feed per chicken per day**: 3 cups
- **Total feed per day for the entire flock**:
$$
20 \text{ chickens} \t... | stop | {
"prompt_tokens": 140,
"completion_tokens": 243,
"total_tokens": 383
} | true | null | 1 | 2.76 | 1,793,150,051.965642 |
gsm8k | gsm8k-0004 | 19 | 97659c75ca372bd7e603a94b37e4cc0ae7b019f1 | 140 | We are given the following information:
- Wendi feeds each chicken **3 cups of feed per day**.
- She gives the feed in **three separate meals**.
- In the **morning**, she gives **15 cups** of feed.
- In the **afternoon**, she gives **25 cups** of feed.
- The flock size is **20 chickens**.
---
### Step 1: Calculate t... | stop | {
"prompt_tokens": 140,
"completion_tokens": 249,
"total_tokens": 389
} | true | null | 1 | 2.82 | 1,793,150,052.018888 |
gsm8k | gsm8k-0002 | 3 | cc581c93f414c78ddd4172927bdcfa3611b691be | 86 | Let's break down the problem step by step.
1. **Initial cost of the house:**
$80,000
2. **Cost of repairs:**
$50,000
3. **Total cost to Josh:**
$80,000 + $50,000 = **$130,000**
4. **The value of the house increased by 150% due to the repairs.**
This means the new value is **100% + 150% = 250%** ... | stop | {
"prompt_tokens": 86,
"completion_tokens": 252,
"total_tokens": 338
} | true | null | 1 | 2.86 | 1,793,150,052.050453 |
gsm8k | gsm8k-0004 | 13 | 97659c75ca372bd7e603a94b37e4cc0ae7b019f1 | 140 | We are given the following information:
- Wendi feeds each chicken **3 cups** of feed **per day**.
- She gives the feed in **three separate meals**.
- In the **morning**, she gives **15 cups**.
- In the **afternoon**, she gives **25 cups**.
- The **size of the flock** is **20 chickens**.
---
### Step 1: Calculate th... | stop | {
"prompt_tokens": 140,
"completion_tokens": 252,
"total_tokens": 392
} | true | null | 1 | 2.86 | 1,793,150,052.059937 |
gsm8k | gsm8k-0004 | 9 | 97659c75ca372bd7e603a94b37e4cc0ae7b019f1 | 140 | We are told that Wendi feeds her chickens **three times a day**, and each chicken gets **3 cups of feed per day**, which is split into **three equal meals**.
Let's solve step by step.
### Step 1: Total feed per day
Each chicken gets 3 cups of feed per day.
She has **20 chickens**, so the total feed per day is:
$$
2... | stop | {
"prompt_tokens": 140,
"completion_tokens": 254,
"total_tokens": 394
} | true | null | 1 | 2.87 | 1,793,150,052.070974 |
gsm8k | gsm8k-0006 | 12 | c1101d192fde9f076328e1ca4952f897bc6760a6 | 71 | We are given:
- Seattle has **20** sheep.
- Charleston has **4 times** as many sheep as Seattle.
- Toulouse has **twice as many** sheep as Charleston.
### Step 1: Find the number of sheep in Charleston
Charleston = 4 × Seattle
Charleston = 4 × 20 = **80** sheep
### Step 2: Find the number of sheep in Toulouse
... | stop | {
"prompt_tokens": 71,
"completion_tokens": 174,
"total_tokens": 245
} | true | null | 1 | 1.9 | 1,793,150,052.081316 |
gsm8k | gsm8k-0004 | 5 | 97659c75ca372bd7e603a94b37e4cc0ae7b019f1 | 140 | We are told that Wendi feeds **each chicken** **three cups of feed per day**, and that she divides this into **three meals**: morning, afternoon, and evening.
---
### Step 1: Total daily feed required
Wendi has **20 chickens**, and each chicken gets **3 cups** of feed per day.
$$
\text{Total daily feed} = 20 \text{... | stop | {
"prompt_tokens": 140,
"completion_tokens": 258,
"total_tokens": 398
} | true | null | 1 | 2.91 | 1,793,150,052.114008 |
gsm8k | gsm8k-0005 | 8 | b0eb890e9e0386ae7c4b00fa037da526d9c78e41 | 85 | We are told that:
- The **first glass** costs **$5**.
- Every **second glass** costs **60% of $5**, which is **$3**.
- Kylar wants to buy **16 glasses**.
So, the pattern is:
**Glass 1: $5**
**Glass 2: $3**
**Glass 3: $5**
**Glass 4: $3**
... and so on.
This is a repeating pattern of **$5, $3, $5, $3, ...**... | stop | {
"prompt_tokens": 85,
"completion_tokens": 261,
"total_tokens": 346
} | true | null | 1 | 2.94 | 1,793,150,052.144818 |
gsm8k | gsm8k-0006 | 14 | c1101d192fde9f076328e1ca4952f897bc6760a6 | 71 | We are given the following relationships:
- **Seattle** has **20** sheep.
- **Charleston** has **4 times** as many sheep as Seattle.
- **Toulouse** has **twice as many** sheep as Charleston.
---
### Step 1: Find how many sheep Charleston has
Charleston = 4 × Seattle = 4 × 20 = **80** sheep
---
### Step 2: Find h... | stop | {
"prompt_tokens": 71,
"completion_tokens": 182,
"total_tokens": 253
} | true | null | 1 | 1.97 | 1,793,150,052.155473 |
gsm8k | gsm8k-0004 | 3 | 97659c75ca372bd7e603a94b37e4cc0ae7b019f1 | 140 | We are told that Wendi feeds each chicken **three cups of feed per day**, and that she divides this into **three meals**: morning, afternoon, and evening.
Let’s work through the problem step by step.
---
### Step 1: Total feed per chicken per day
Each chicken gets **3 cups** of feed per day.
Since there are **20 ch... | stop | {
"prompt_tokens": 140,
"completion_tokens": 264,
"total_tokens": 404
} | true | null | 1 | 2.98 | 1,793,150,052.17639 |
gsm8k | gsm8k-0005 | 15 | b0eb890e9e0386ae7c4b00fa037da526d9c78e41 | 85 | Let's calculate the total cost of 16 glasses based on the pricing rule:
- The **first glass** costs **$5**.
- Every **second glass** costs **60% of $5**, which is **$3**.
So, we can group the glasses in pairs:
- First glass: $5
- Second glass: $3
- Third glass: $5
- Fourth glass: $3
- Fifth glass: $5
- ... | stop | {
"prompt_tokens": 85,
"completion_tokens": 267,
"total_tokens": 352
} | true | null | 1 | 3 | 1,793,150,052.20819 |
End of preview. Expand in Data Studio
rat
4240 rows (4240 successful, 0 failed). finish_reason counts: {'stop': 4240}. Model: Qwen/Qwen3-8B (revision b968826d9c46dd6066d109eabc6255188de91218), thinking on.
Sampling (as sent to the server)
{
"temperature": 0.9,
"top_p": 0.95,
"top_k": 20,
"min_p": 0.0,
"max_tokens": 32768,
"seed": "not sent"
}
Runs
git sha(s): 0a093ace61cdaba95c3476c347ab8d9ae1745ef4; slurm job(s): 21164252. Full run manifest: manifests/rat.json.
Dataset provenance
{
"dataset": "rat",
"rows_total": 212,
"instruction": "Respond with only the single word answer, nothing else.",
"source": {
"xlsx": "remote_association_test.xlsx",
"xlsx_sha256": "24e6ec274e6901294f82182878fa87f2c5a1b8a5c8948c5d769fb30c2a3bb36d",
"solutions_module": "remote_associations_test.py",
"solutions_module_sha256": "904562f242f46962eb6a21c8c922a698e12b4d3708d6989a73bdb8791da4aade",
"solution_entries_in_module": 312
},
"duplicate_cue_sets": [
[
"birthday",
"light",
"stick"
]
]
}
Columns
| Column | Description |
|---|---|
| dataset | dataset name (also the config name of this subset) |
| instance_id | instance id within the dataset |
| sample_idx | index of this sample for the instance |
| prompt_sha1 | sha1 of the exact prompt string sent to the server |
| prompt_tokens | prompt length in tokens |
| content | raw model output, untouched (thinking and inline) |
| finish_reason | vLLM finish_reason: stop or length |
| usage | vLLM usage block: prompt_tokens, completion_tokens, total_tokens |
| success | true if the request returned a generation |
| error | error string for a failed request, else null |
| attempts | requests made for this row (1 + retries) |
| latency_s | wall seconds for this request, from client send to response |
| ts | unix time the row was written |
simpleqa_verified
20000 rows (20000 successful, 0 failed). finish_reason counts: {'stop': 19986, 'length': 14}. Model: Qwen/Qwen3-8B (revision b968826d9c46dd6066d109eabc6255188de91218), thinking on.
Sampling (as sent to the server)
{
"temperature": 0.9,
"top_p": 0.95,
"top_k": 20,
"min_p": 0.0,
"max_tokens": 32768,
"seed": "not sent"
}
Runs
git sha(s): 0a093ace61cdaba95c3476c347ab8d9ae1745ef4; slurm job(s): 21164254. Full run manifest: manifests/simpleqa_verified.json.
Dataset provenance
{
"dataset": "simpleqa_verified",
"repo": "google/simpleqa-verified",
"file": "simpleqa_verified.csv",
"revision": "0dc97e0d28d8233463e005cdc4475cc2a13ba2dc",
"sha256": "b5db21155444763543fe31b67e7cf28ce2bb225742a5b889421c5f182e2f92f5",
"rows_total": 1000,
"instruction": null
}
Columns
| Column | Description |
|---|---|
| dataset | dataset name (also the config name of this subset) |
| instance_id | instance id within the dataset |
| sample_idx | index of this sample for the instance |
| prompt_sha1 | sha1 of the exact prompt string sent to the server |
| prompt_tokens | prompt length in tokens |
| content | raw model output, untouched (thinking and inline) |
| finish_reason | vLLM finish_reason: stop or length |
| usage | vLLM usage block: prompt_tokens, completion_tokens, total_tokens |
| success | true if the request returned a generation |
| error | error string for a failed request, else null |
| attempts | requests made for this row (1 + retries) |
| latency_s | wall seconds for this request, from client send to response |
| ts | unix time the row was written |
gsm8k
26380 rows (26380 successful, 0 failed). finish_reason counts: {'stop': 26380}. Model: Qwen/Qwen3-8B (revision b968826d9c46dd6066d109eabc6255188de91218), thinking on.
Sampling (as sent to the server)
{
"temperature": 0.9,
"top_p": 0.95,
"top_k": 20,
"min_p": 0.0,
"max_tokens": 32768,
"seed": "not sent"
}
Runs
git sha(s): 0a093ace61cdaba95c3476c347ab8d9ae1745ef4; slurm job(s): 21164277. Full run manifest: manifests/gsm8k.json.
Dataset provenance
{
"dataset": "gsm8k",
"repo": "openai/gsm8k",
"file": "gsm8k_test.jsonl",
"revision": "740312add88f781978c0658806c59bc2815b9866",
"sha256": "752adc99f23132275139f1f7be57126b08735a55daf0c56859ee6df70abafbac",
"rows_total": 1319,
"instruction": null
}
Columns
| Column | Description |
|---|---|
| dataset | dataset name (also the config name of this subset) |
| instance_id | instance id within the dataset |
| sample_idx | index of this sample for the instance |
| prompt_sha1 | sha1 of the exact prompt string sent to the server |
| prompt_tokens | prompt length in tokens |
| content | raw model output, untouched (thinking and inline) |
| finish_reason | vLLM finish_reason: stop or length |
| usage | vLLM usage block: prompt_tokens, completion_tokens, total_tokens |
| success | true if the request returned a generation |
| error | error string for a failed request, else null |
| attempts | requests made for this row (1 + retries) |
| latency_s | wall seconds for this request, from client send to response |
| ts | unix time the row was written |
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