form
stringlengths 1
1.02k
| result
stringlengths 1
1.03k
| trace
stringlengths 0
3.04k
| status
stringlengths 1
521
|
---|---|---|---|
(* -9 8) | -72 | { (* -9 8)
} (* -9 8) result: -72
| t |
(* 1 4) | 4 | { (* 1 4)
} (* 1 4) result: 4
| t |
(* 0 -1) | 0 | { (* 0 -1)
} (* 0 -1) result: 0
| t |
(* 6 -4) | -24 | { (* 6 -4)
} (* 6 -4) result: -24
| t |
(* 3 1) | 3 | { (* 3 1)
} (* 3 1) result: 3
| t |
(* 5 3) | 15 | { (* 5 3)
} (* 5 3) result: 15
| t |
(* 5 7) | 35 | { (* 5 7)
} (* 5 7) result: 35
| t |
(* 9 8) | 72 | { (* 9 8)
} (* 9 8) result: 72
| t |
(* 5 2) | 10 | { (* 5 2)
} (* 5 2) result: 10
| t |
(* -10 -10) | 100 | { (* -10 -10)
} (* -10 -10) result: 100
| t |
(* 0 3) | 0 | { (* 0 3)
} (* 0 3) result: 0
| t |
(* -4 -5) | 20 | { (* -4 -5)
} (* -4 -5) result: 20
| t |
(* 7 -1) | -7 | { (* 7 -1)
} (* 7 -1) result: -7
| t |
(* 9 -8) | -72 | { (* 9 -8)
} (* 9 -8) result: -72
| t |
(* 5 -6) | -30 | { (* 5 -6)
} (* 5 -6) result: -30
| t |
(* -10 -5) | 50 | { (* -10 -5)
} (* -10 -5) result: 50
| t |
(* -4 -8) | 32 | { (* -4 -8)
} (* -4 -8) result: 32
| t |
(* 0 0) | 0 | { (* 0 0)
} (* 0 0) result: 0
| t |
(* -5 9) | -45 | { (* -5 9)
} (* -5 9) result: -45
| t |
(* -8 8) | -64 | { (* -8 8)
} (* -8 8) result: -64
| t |
(* -7 8 -4) | 224 | { (* -7 8 -4)
} (* -7 8 -4) result: 224
| t |
(* 0 4 -6) | 0 | { (* 0 4 -6)
} (* 0 4 -6) result: 0
| t |
(* 6 0 -6) | 0 | { (* 6 0 -6)
} (* 6 0 -6) result: 0
| t |
(* -3 5 -1) | 15 | { (* -3 5 -1)
} (* -3 5 -1) result: 15
| t |
(* -4 5 7) | -140 | { (* -4 5 7)
} (* -4 5 7) result: -140
| t |
(* 7 5 9) | 315 | { (* 7 5 9)
} (* 7 5 9) result: 315
| t |
(* -1 0 -8) | 0 | { (* -1 0 -8)
} (* -1 0 -8) result: 0
| t |
(* 7 5 -2) | -70 | { (* 7 5 -2)
} (* 7 5 -2) result: -70
| t |
(* 2 -1 9) | -18 | { (* 2 -1 9)
} (* 2 -1 9) result: -18
| t |
(* 8 5 1) | 40 | { (* 8 5 1)
} (* 8 5 1) result: 40
| t |
(* 7 -9 -1) | 63 | { (* 7 -9 -1)
} (* 7 -9 -1) result: 63
| t |
(* -2 -3 -3) | -18 | { (* -2 -3 -3)
} (* -2 -3 -3) result: -18
| t |
(* -6 -6 3) | 108 | { (* -6 -6 3)
} (* -6 -6 3) result: 108
| t |
(* -4 5 1) | -20 | { (* -4 5 1)
} (* -4 5 1) result: -20
| t |
(* -6 4 -10) | 240 | { (* -6 4 -10)
} (* -6 4 -10) result: 240
| t |
(* -4 8 -8) | 256 | { (* -4 8 -8)
} (* -4 8 -8) result: 256
| t |
(* -5 7 2) | -70 | { (* -5 7 2)
} (* -5 7 2) result: -70
| t |
(* 9 8 4) | 288 | { (* 9 8 4)
} (* 9 8 4) result: 288
| t |
(* 5 6 5) | 150 | { (* 5 6 5)
} (* 5 6 5) result: 150
| t |
(* -1 -10 -9) | -90 | { (* -1 -10 -9)
} (* -1 -10 -9) result: -90
| t |
(* -3 -6 -6 4) | -432 | { (* -3 -6 -6 4)
} (* -3 -6 -6 4) result: -432
| t |
(* -10 6 1 2) | -120 | { (* -10 6 1 2)
} (* -10 6 1 2) result: -120
| t |
(* -9 -4 4 -2) | -288 | { (* -9 -4 4 -2)
} (* -9 -4 4 -2) result: -288
| t |
(* 1 4 5 -10) | -200 | { (* 1 4 5 -10)
} (* 1 4 5 -10) result: -200
| t |
(* 9 6 3 3) | 486 | { (* 9 6 3 3)
} (* 9 6 3 3) result: 486
| t |
(* 8 9 -1 8) | -576 | { (* 8 9 -1 8)
} (* 8 9 -1 8) result: -576
| t |
(* 1 -8 2 -9) | 144 | { (* 1 -8 2 -9)
} (* 1 -8 2 -9) result: 144
| t |
(* -3 0 9 -6) | 0 | { (* -3 0 9 -6)
} (* -3 0 9 -6) result: 0
| t |
(* -5 -4 5 3) | 300 | { (* -5 -4 5 3)
} (* -5 -4 5 3) result: 300
| t |
(* -2 -10 6 -5) | -600 | { (* -2 -10 6 -5)
} (* -2 -10 6 -5) result: -600
| t |
(* -10 7 -2 -7) | -980 | { (* -10 7 -2 -7)
} (* -10 7 -2 -7) result: -980
| t |
(* -3 6 1 -6) | 108 | { (* -3 6 1 -6)
} (* -3 6 1 -6) result: 108
| t |
(* 9 -2 -10 0) | 0 | { (* 9 -2 -10 0)
} (* 9 -2 -10 0) result: 0
| t |
(* 8 -1 1 -10) | 80 | { (* 8 -1 1 -10)
} (* 8 -1 1 -10) result: 80
| t |
(* -10 5 0 -9) | 0 | { (* -10 5 0 -9)
} (* -10 5 0 -9) result: 0
| t |
(* 7 5 -8 1) | -280 | { (* 7 5 -8 1)
} (* 7 5 -8 1) result: -280
| t |
(* -9 -10 1 5) | 450 | { (* -9 -10 1 5)
} (* -9 -10 1 5) result: 450
| t |
(* 1 9 -9 2) | -162 | { (* 1 9 -9 2)
} (* 1 9 -9 2) result: -162
| t |
(* 4 -5 -8 0) | 0 | { (* 4 -5 -8 0)
} (* 4 -5 -8 0) result: 0
| t |
(* -4 6 -4 -9) | -864 | { (* -4 6 -4 -9)
} (* -4 6 -4 -9) result: -864
| t |
(+ -4 -9) | -13 | { (+ -4 -9)
} (+ -4 -9) result: -13
| t |
(+ -7 8) | 1 | { (+ -7 8)
} (+ -7 8) result: 1
| t |
(+ -4 1) | -3 | { (+ -4 1)
} (+ -4 1) result: -3
| t |
(+ -1 7) | 6 | { (+ -1 7)
} (+ -1 7) result: 6
| t |
(+ -1 7) | 6 | { (+ -1 7)
} (+ -1 7) result: 6
| t |
(+ -1 1) | 0 | { (+ -1 1)
} (+ -1 1) result: 0
| t |
(+ -8 8) | 0 | { (+ -8 8)
} (+ -8 8) result: 0
| t |
(+ -9 -5) | -14 | { (+ -9 -5)
} (+ -9 -5) result: -14
| t |
(+ -9 -9) | -18 | { (+ -9 -9)
} (+ -9 -9) result: -18
| t |
(+ -6 7) | 1 | { (+ -6 7)
} (+ -6 7) result: 1
| t |
(+ 0 -1) | -1 | { (+ 0 -1)
} (+ 0 -1) result: -1
| t |
(+ -4 7) | 3 | { (+ -4 7)
} (+ -4 7) result: 3
| t |
(+ 7 -10) | -3 | { (+ 7 -10)
} (+ 7 -10) result: -3
| t |
(+ 5 -5) | 0 | { (+ 5 -5)
} (+ 5 -5) result: 0
| t |
(+ -4 -10) | -14 | { (+ -4 -10)
} (+ -4 -10) result: -14
| t |
(+ -1 -4) | -5 | { (+ -1 -4)
} (+ -1 -4) result: -5
| t |
(+ 7 -6) | 1 | { (+ 7 -6)
} (+ 7 -6) result: 1
| t |
(+ 2 -6) | -4 | { (+ 2 -6)
} (+ 2 -6) result: -4
| t |
(+ -7 -10) | -17 | { (+ -7 -10)
} (+ -7 -10) result: -17
| t |
(+ 3 5) | 8 | { (+ 3 5)
} (+ 3 5) result: 8
| t |
(+ 5 -4 9) | 10 | { (+ 5 -4 9)
} (+ 5 -4 9) result: 10
| t |
(+ -3 0 1) | -2 | { (+ -3 0 1)
} (+ -3 0 1) result: -2
| t |
(+ -9 9 -8) | -8 | { (+ -9 9 -8)
} (+ -9 9 -8) result: -8
| t |
(+ -9 -5 -5) | -19 | { (+ -9 -5 -5)
} (+ -9 -5 -5) result: -19
| t |
(+ 6 7 3) | 16 | { (+ 6 7 3)
} (+ 6 7 3) result: 16
| t |
(+ 3 -4 -9) | -10 | { (+ 3 -4 -9)
} (+ 3 -4 -9) result: -10
| t |
(+ -3 0 -8) | -11 | { (+ -3 0 -8)
} (+ -3 0 -8) result: -11
| t |
(+ 4 4 9) | 17 | { (+ 4 4 9)
} (+ 4 4 9) result: 17
| t |
(+ 3 5 3) | 11 | { (+ 3 5 3)
} (+ 3 5 3) result: 11
| t |
(+ 8 -3 -9) | -4 | { (+ 8 -3 -9)
} (+ 8 -3 -9) result: -4
| t |
(+ -3 -6 -3) | -12 | { (+ -3 -6 -3)
} (+ -3 -6 -3) result: -12
| t |
(+ -9 -8 0) | -17 | { (+ -9 -8 0)
} (+ -9 -8 0) result: -17
| t |
(+ 7 8 -2) | 13 | { (+ 7 8 -2)
} (+ 7 8 -2) result: 13
| t |
(+ 4 -2 -4) | -2 | { (+ 4 -2 -4)
} (+ 4 -2 -4) result: -2
| t |
(+ -8 8 9) | 9 | { (+ -8 8 9)
} (+ -8 8 9) result: 9
| t |
(+ 5 -4 3) | 4 | { (+ 5 -4 3)
} (+ 5 -4 3) result: 4
| t |
(+ 2 8 8) | 18 | { (+ 2 8 8)
} (+ 2 8 8) result: 18
| t |
(+ 0 5 0) | 5 | { (+ 0 5 0)
} (+ 0 5 0) result: 5
| t |
(+ 5 -7 1) | -1 | { (+ 5 -7 1)
} (+ 5 -7 1) result: -1
| t |
(+ 9 -4 -3) | 2 | { (+ 9 -4 -3)
} (+ 9 -4 -3) result: 2
| t |
Subsets and Splits
No community queries yet
The top public SQL queries from the community will appear here once available.