Dataset Viewer
Auto-converted to Parquet
id
stringclasses
10 values
problem
stringclasses
10 values
answer
int64
3
902
completion
sequencelengths
32
32
prediction
sequencelengths
32
32
voted_prediction
int64
0
902
057f8a
"Three airline companies operate flights from Dodola island. Each company has a different schedule o(...TRUNCATED)
79
["Okay, so I have this problem where there are three airline companies operating flights from Dodola(...TRUNCATED)
["","","199","19","150","","20","60","230","","","","99","","","","","","","","","99","","","","","5(...TRUNCATED)
99
192e23
"Fred and George take part in a tennis tournament with $4046$ other players. In each round, the play(...TRUNCATED)
250
["Alright, so I've got this problem here: Fred and George are participating in a tennis tournament a(...TRUNCATED)
["0","","250","250","750","","875","750","0","750","","","","","0","0","250","750","375","0","","750(...TRUNCATED)
250
1acac0
"Triangle $ABC$ has side length $AB = 120$ and circumradius $R = 100$. Let $D$ be the foot of the pe(...TRUNCATED)
180
["Okay, so I have this geometry problem here about triangle ABC. The problem says that AB is 120 uni(...TRUNCATED)
["180","180","180","180","180","180","180","180","180","180","180","180","180","180","180","180","18(...TRUNCATED)
180
1fce4b
"Find the three-digit number $n$ such that writing any other three-digit number $10^{2024}$ times in(...TRUNCATED)
143
["Alright, so I need to find a three-digit number \\( n \\) such that if I write any other three-dig(...TRUNCATED)
["143","101","","","143","143","","143","143","143","143","143","143","143","","143","111","143","14(...TRUNCATED)
143
349493
"We call a sequence $a_1, a_2, \\ldots$ of non-negative integers \\textit{delightful} if there exist(...TRUNCATED)
3
["Alright, let me try to figure out how to solve this problem. So, we're talking about these sequenc(...TRUNCATED)
["","","","3","","","","3","","","","3","3","","","","","3","","3","3","","","2","","","2","3","3","(...TRUNCATED)
3
480182
"Let $ABC$ be a triangle with $BC=108$, $CA=126$, and $AB=39$. Point $X$ lies on segment $AC$ such t(...TRUNCATED)
751
["Okay, so I have this geometry problem here, and I need to find the length of BE in triangle ABC. L(...TRUNCATED)
["41","","","","","","","","","453","","453","545","","","453","","","","","","453","","","","","","(...TRUNCATED)
453
71beb6
"For a positive integer $n$, let $S(n)$ denote the sum of the digits of $n$ in base 10. Compute $S(S(...TRUNCATED)
891
["Okay, so I have this problem where I need to compute S(S(1) + S(2) + ... + S(N)) where N is 10^100(...TRUNCATED)
["882","908","896","891","901","900","891","895","891","882","900","891","891","892","891","891","89(...TRUNCATED)
891
88c219
"For positive integers $x_1,\\ldots, x_n$ define $G(x_1, \\ldots, x_n)$ to be the sum of their $\\fr(...TRUNCATED)
810
["Alright, so I've been given this problem where I need to find all artificial integers m between 2 (...TRUNCATED)
["","","","","","","6","","","","","0","","","6","","0","","","0","0","","0","","","","","","0","","(...TRUNCATED)
0
a1d40b
"The Fibonacci numbers are defined as follows: $F_0 = 0$, $F_1 = 1$, and $F_{n+1} = F_n + F_{n-1}$ f(...TRUNCATED)
201
["Alright, so I've got this problem about Fibonacci numbers and some conditions involving modulo 5. (...TRUNCATED)
["201","201","201","201","202","202","201","201","198","201","201","201","203","201","201","201","20(...TRUNCATED)
201
bbd91e
"Alice writes all positive integers from $1$ to $n$ on the board for some positive integer $n \\geq (...TRUNCATED)
902
["Okay, so Alice writes all positive integers from 1 to n on the board, where n is at least 11. Then(...TRUNCATED)
["902","","902","902","902","902","902","902","902","902","902","902","581","902","581","902","902",(...TRUNCATED)
902
README.md exists but content is empty.
Downloads last month
26