Datasets:
notoriousdto
/
synthetic-elisp-alpha-0.1

Dataset card Data Studio Files Community
1
form
stringlengths
1
1.02k
result
stringlengths
1
1.03k
trace
stringlengths
0
3.04k
status
stringlengths
1
521
(* -10 7 -5)
350
{ (* -10 7 -5) } (* -10 7 -5) result: 350
t
(* -2 4 -10)
80
{ (* -2 4 -10) } (* -2 4 -10) result: 80
t
(* 5 -8 -4)
160
{ (* 5 -8 -4) } (* 5 -8 -4) result: 160
t
(* 1 3 7)
21
{ (* 1 3 7) } (* 1 3 7) result: 21
t
(* -8 7 -6)
336
{ (* -8 7 -6) } (* -8 7 -6) result: 336
t
(* 0 2 -1)
0
{ (* 0 2 -1) } (* 0 2 -1) result: 0
t
(* 4 -8 3)
-96
{ (* 4 -8 3) } (* 4 -8 3) result: -96
t
(* -2 -5 9)
90
{ (* -2 -5 9) } (* -2 -5 9) result: 90
t
(* -4 9 -1)
36
{ (* -4 9 -1) } (* -4 9 -1) result: 36
t
(* -6 -2 0)
0
{ (* -6 -2 0) } (* -6 -2 0) result: 0
t
(* 8 -10 -4)
320
{ (* 8 -10 -4) } (* 8 -10 -4) result: 320
t
(* 8 -3 -6)
144
{ (* 8 -3 -6) } (* 8 -3 -6) result: 144
t
(* -4 5 -3)
60
{ (* -4 5 -3) } (* -4 5 -3) result: 60
t
(* -5 -7 7)
245
{ (* -5 -7 7) } (* -5 -7 7) result: 245
t
(* 3 -2 2)
-12
{ (* 3 -2 2) } (* 3 -2 2) result: -12
t
(* 6 -9 -7)
378
{ (* 6 -9 -7) } (* 6 -9 -7) result: 378
t
(* -2 5 -6)
60
{ (* -2 5 -6) } (* -2 5 -6) result: 60
t
(* -1 -8 4)
32
{ (* -1 -8 4) } (* -1 -8 4) result: 32
t
(* -1 -3 -3)
-9
{ (* -1 -3 -3) } (* -1 -3 -3) result: -9
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(* 8 0 8)
0
{ (* 8 0 8) } (* 8 0 8) result: 0
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(* -10 -10 9 2)
1800
{ (* -10 -10 9 2) } (* -10 -10 9 2) result: 1800
t
(* -1 -6 0 -1)
0
{ (* -1 -6 0 -1) } (* -1 -6 0 -1) result: 0
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(* -3 -8 -6 8)
-1152
{ (* -3 -8 -6 8) } (* -3 -8 -6 8) result: -1152
t
(* -9 -3 -5 -2)
270
{ (* -9 -3 -5 -2) } (* -9 -3 -5 -2) result: 270
t
(* 4 9 4 -1)
-144
{ (* 4 9 4 -1) } (* 4 9 4 -1) result: -144
t
(* -5 1 6 1)
-30
{ (* -5 1 6 1) } (* -5 1 6 1) result: -30
t
(* -4 3 -2 1)
24
{ (* -4 3 -2 1) } (* -4 3 -2 1) result: 24
t
(* 6 -2 5 4)
-240
{ (* 6 -2 5 4) } (* 6 -2 5 4) result: -240
t
(* 9 -5 8 -2)
720
{ (* 9 -5 8 -2) } (* 9 -5 8 -2) result: 720
t
(* -1 -1 3 6)
18
{ (* -1 -1 3 6) } (* -1 -1 3 6) result: 18
t
(* -2 1 -1 -1)
-2
{ (* -2 1 -1 -1) } (* -2 1 -1 -1) result: -2
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(* -2 -3 0 -4)
0
{ (* -2 -3 0 -4) } (* -2 -3 0 -4) result: 0
t
(* 6 -10 -5 6)
1800
{ (* 6 -10 -5 6) } (* 6 -10 -5 6) result: 1800
t
(* -9 -5 -7 8)
-2520
{ (* -9 -5 -7 8) } (* -9 -5 -7 8) result: -2520
t
(* -6 8 -4 5)
960
{ (* -6 8 -4 5) } (* -6 8 -4 5) result: 960
t
(* -1 -3 2 6)
36
{ (* -1 -3 2 6) } (* -1 -3 2 6) result: 36
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(* 1 5 1 4)
20
{ (* 1 5 1 4) } (* 1 5 1 4) result: 20
t
(* 9 -3 -5 -1)
-135
{ (* 9 -3 -5 -1) } (* 9 -3 -5 -1) result: -135
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(* -9 5 3 -10)
1350
{ (* -9 5 3 -10) } (* -9 5 3 -10) result: 1350
t
(* -10 -4 -2 -5)
400
{ (* -10 -4 -2 -5) } (* -10 -4 -2 -5) result: 400
t
(* 9 0)
0
{ (* 9 0) } (* 9 0) result: 0
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(* 7 4)
28
{ (* 7 4) } (* 7 4) result: 28
t
(* 4 2)
8
{ (* 4 2) } (* 4 2) result: 8
t
(* -10 1)
-10
{ (* -10 1) } (* -10 1) result: -10
t
(* -3 -8)
24
{ (* -3 -8) } (* -3 -8) result: 24
t
(* -1 -3)
3
{ (* -1 -3) } (* -1 -3) result: 3
t
(* 5 -10)
-50
{ (* 5 -10) } (* 5 -10) result: -50
t
(* 0 -1)
0
{ (* 0 -1) } (* 0 -1) result: 0
t
(* 0 1)
0
{ (* 0 1) } (* 0 1) result: 0
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(* 2 8)
16
{ (* 2 8) } (* 2 8) result: 16
t
(* -1 -7)
7
{ (* -1 -7) } (* -1 -7) result: 7
t
(* -6 -6)
36
{ (* -6 -6) } (* -6 -6) result: 36
t
(* 8 -5)
-40
{ (* 8 -5) } (* 8 -5) result: -40
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(* -6 3)
-18
{ (* -6 3) } (* -6 3) result: -18
t
(* -8 -1)
8
{ (* -8 -1) } (* -8 -1) result: 8
t
(* -8 4)
-32
{ (* -8 4) } (* -8 4) result: -32
t
(* -6 1)
-6
{ (* -6 1) } (* -6 1) result: -6
t
(* -2 1)
-2
{ (* -2 1) } (* -2 1) result: -2
t
(* 9 3)
27
{ (* 9 3) } (* 9 3) result: 27
t
(* 3 5)
15
{ (* 3 5) } (* 3 5) result: 15
t
(* 6 7 -6)
-252
{ (* 6 7 -6) } (* 6 7 -6) result: -252
t
(* 6 -6 -1)
36
{ (* 6 -6 -1) } (* 6 -6 -1) result: 36
t
(* 5 8 3)
120
{ (* 5 8 3) } (* 5 8 3) result: 120
t
(* 8 -2 -4)
64
{ (* 8 -2 -4) } (* 8 -2 -4) result: 64
t
(* -7 8 -4)
224
{ (* -7 8 -4) } (* -7 8 -4) result: 224
t
(* -2 6 3)
-36
{ (* -2 6 3) } (* -2 6 3) result: -36
t
(* 6 -8 6)
-288
{ (* 6 -8 6) } (* 6 -8 6) result: -288
t
(* 4 5 8)
160
{ (* 4 5 8) } (* 4 5 8) result: 160
t
(* -6 4 -6)
144
{ (* -6 4 -6) } (* -6 4 -6) result: 144
t
(* -6 -2 -9)
-108
{ (* -6 -2 -9) } (* -6 -2 -9) result: -108
t
(* -3 -4 7)
84
{ (* -3 -4 7) } (* -3 -4 7) result: 84
t
(* 6 5 -1)
-30
{ (* 6 5 -1) } (* 6 5 -1) result: -30
t
(* -1 6 8)
-48
{ (* -1 6 8) } (* -1 6 8) result: -48
t
(* 2 -7 -9)
126
{ (* 2 -7 -9) } (* 2 -7 -9) result: 126
t
(* -5 -8 -9)
-360
{ (* -5 -8 -9) } (* -5 -8 -9) result: -360
t
(* 0 8 0)
0
{ (* 0 8 0) } (* 0 8 0) result: 0
t
(* -7 2 4)
-56
{ (* -7 2 4) } (* -7 2 4) result: -56
t
(* -6 4 8)
-192
{ (* -6 4 8) } (* -6 4 8) result: -192
t
(* 9 -9 -10)
810
{ (* 9 -9 -10) } (* 9 -9 -10) result: 810
t
(* -1 -1 -4)
-4
{ (* -1 -1 -4) } (* -1 -1 -4) result: -4
t
(* -7 9 0 4)
0
{ (* -7 9 0 4) } (* -7 9 0 4) result: 0
t
(* -5 8 4 0)
0
{ (* -5 8 4 0) } (* -5 8 4 0) result: 0
t
(* 9 -8 7 7)
-3528
{ (* 9 -8 7 7) } (* 9 -8 7 7) result: -3528
t
(* -10 -1 -3 -4)
120
{ (* -10 -1 -3 -4) } (* -10 -1 -3 -4) result: 120
t
(* 3 -10 -6 3)
540
{ (* 3 -10 -6 3) } (* 3 -10 -6 3) result: 540
t
(* 2 1 3 2)
12
{ (* 2 1 3 2) } (* 2 1 3 2) result: 12
t
(* -1 -9 -10 -3)
270
{ (* -1 -9 -10 -3) } (* -1 -9 -10 -3) result: 270
t
(* -5 -9 -6 3)
-810
{ (* -5 -9 -6 3) } (* -5 -9 -6 3) result: -810
t
(* -1 -10 -2 9)
-180
{ (* -1 -10 -2 9) } (* -1 -10 -2 9) result: -180
t
(* 9 -9 6 5)
-2430
{ (* 9 -9 6 5) } (* 9 -9 6 5) result: -2430
t
(* -5 1 -3 -6)
-90
{ (* -5 1 -3 -6) } (* -5 1 -3 -6) result: -90
t
(* -9 -3 -10 9)
-2430
{ (* -9 -3 -10 9) } (* -9 -3 -10 9) result: -2430
t
(* -8 9 -9 8)
5184
{ (* -8 9 -9 8) } (* -8 9 -9 8) result: 5184
t
(* -7 1 -6 3)
126
{ (* -7 1 -6 3) } (* -7 1 -6 3) result: 126
t
(* -7 -4 -5 -2)
280
{ (* -7 -4 -5 -2) } (* -7 -4 -5 -2) result: 280
t
(* -2 5 2 0)
0
{ (* -2 5 2 0) } (* -2 5 2 0) result: 0
t
(* -8 6 -5 -4)
-960
{ (* -8 6 -5 -4) } (* -8 6 -5 -4) result: -960
t
(* -1 1 5 -6)
30
{ (* -1 1 5 -6) } (* -1 1 5 -6) result: 30
t
(* -7 -8 1 -6)
-336
{ (* -7 -8 1 -6) } (* -7 -8 1 -6) result: -336
t
(* -8 4 8 -2)
512
{ (* -8 4 8 -2) } (* -8 4 8 -2) result: 512
t