target
int64 | nums
list | gold_answer
string |
|---|---|---|
94
|
[
69,
81,
67,
15
] |
((67+15)-(69-81))
|
32
|
[
8,
23,
72,
91
] |
(8*((23+72)-91))
|
99
|
[
83,
34,
66,
32
] |
((83-32)/(34/66))
|
17
|
[
75,
2,
10,
78
] |
((75-78)+(2*10))
|
68
|
[
56,
40,
28
] |
((56+40)-28)
|
47
|
[
45,
69,
55,
62
] |
(45+((69+55)/62))
|
30
|
[
3,
29,
57
] |
((3*29)-57)
|
79
|
[
24,
72,
17,
49
] |
(72+(49/(24-17)))
|
23
|
[
5,
8,
18,
33
] |
(18-((8-33)/5))
|
74
|
[
4,
22,
16,
76
] |
((4-22)+(16+76))
|
49
|
[
89,
47,
48,
91
] |
((48*(91-89))-47)
|
59
|
[
54,
34,
39
] |
(39+(54-34))
|
74
|
[
70,
41,
45
] |
(45+(70-41))
|
29
|
[
91,
4,
25
] |
((91+25)/4)
|
38
|
[
73,
62,
49
] |
(49-(73-62))
|
40
|
[
21,
23,
70,
50
] |
((21-23)*(50-70))
|
83
|
[
58,
45,
10,
47
] |
((10*(58-45))-47)
|
96
|
[
48,
94,
46
] |
((48+94)-46)
|
54
|
[
45,
51,
24,
13
] |
((13*(51-45))-24)
|
14
|
[
47,
12,
45
] |
((47+12)-45)
|
63
|
[
25,
22,
3,
64
] |
(64-(3/(25-22)))
|
54
|
[
83,
24,
78,
73
] |
((83-24)-(78-73))
|
49
|
[
99,
92,
56
] |
(56-(99-92))
|
81
|
[
27,
1,
3
] |
(3*(27*1))
|
25
|
[
90,
14,
51
] |
((90-14)-51)
|
73
|
[
83,
26,
36
] |
((83+26)-36)
|
75
|
[
16,
42,
78,
10
] |
((78+(16*42))/10)
|
13
|
[
46,
2,
79
] |
((46*2)-79)
|
15
|
[
36,
9,
99
] |
((36+99)/9)
|
12
|
[
35,
72,
3,
38
] |
(72/(38-(35-3)))
|
24
|
[
93,
7,
10,
23
] |
(93+(23*(7-10)))
|
45
|
[
25,
2,
72
] |
(72-(25+2))
|
87
|
[
16,
27,
43,
33
] |
((43+33)-(16-27))
|
71
|
[
48,
12,
67
] |
(67+(48/12))
|
34
|
[
71,
58,
47
] |
(47-(71-58))
|
41
|
[
87,
92,
2
] |
(87-(92/2))
|
12
|
[
7,
99,
15,
49
] |
((7/49)*(99-15))
|
86
|
[
56,
9,
6,
4
] |
((56-6)+(9*4))
|
51
|
[
44,
14,
2
] |
(44+(14/2))
|
15
|
[
41,
5,
90,
7
] |
(90/(41-(5*7)))
|
53
|
[
31,
4,
88
] |
(88-(31+4))
|
24
|
[
58,
82,
76,
40
] |
((58+82)-(76+40))
|
21
|
[
77,
38,
94
] |
((77+38)-94)
|
28
|
[
7,
30,
65,
23
] |
(23-((30-65)/7))
|
45
|
[
24,
10,
27,
86
] |
((86-27)-(24-10))
|
51
|
[
50,
24,
84,
41
] |
((84+41)-(50+24))
|
64
|
[
4,
70,
54
] |
(4*(70-54))
|
26
|
[
12,
34,
72
] |
(72-(12+34))
|
74
|
[
75,
9,
90,
98
] |
((75-9)-(90-98))
|
98
|
[
83,
14,
34,
12
] |
((83-34)*(14-12))
|
37
|
[
2,
71,
30,
49
] |
((30/2)+(71-49))
|
61
|
[
57,
74,
44
] |
(44-(57-74))
|
41
|
[
92,
68,
86,
21
] |
((86-21)-(92-68))
|
62
|
[
60,
5,
41,
87
] |
(60-((5-87)/41))
|
16
|
[
10,
5,
8
] |
(8*(10/5))
|
64
|
[
4,
12,
41,
59
] |
((41/(4/12))-59)
|
85
|
[
35,
2,
67,
69
] |
(69-((35-67)/2))
|
89
|
[
61,
71,
62,
18
] |
(18-(71*(61-62)))
|
60
|
[
53,
21,
14
] |
((53+21)-14)
|
33
|
[
53,
63,
23
] |
(23-(53-63))
|
92
|
[
83,
31,
29,
18
] |
(83+(18/(31-29)))
|
56
|
[
22,
3,
30,
36
] |
((3*36)-(22+30))
|
22
|
[
24,
31,
33
] |
((24+31)-33)
|
97
|
[
69,
22,
49,
29
] |
((69*22)-(49*29))
|
61
|
[
94,
15,
48
] |
((94+15)-48)
|
52
|
[
27,
90,
27,
16
] |
((16-27)-(27-90))
|
23
|
[
5,
42,
14
] |
((42-5)-14)
|
32
|
[
66,
10,
24
] |
((66-10)-24)
|
82
|
[
43,
14,
93,
46
] |
((93+46)-(43+14))
|
58
|
[
85,
98,
71
] |
(71+(85-98))
|
22
|
[
36,
1,
58
] |
(58-(36*1))
|
22
|
[
75,
9,
88
] |
(88-(75-9))
|
46
|
[
65,
75,
94
] |
((65+75)-94)
|
27
|
[
25,
68,
66
] |
((25+68)-66)
|
38
|
[
7,
90,
57,
17
] |
(17+((90+57)/7))
|
82
|
[
30,
15,
41,
43
] |
(41*((30+15)-43))
|
36
|
[
89,
75,
33,
42
] |
(33+(42/(89-75)))
|
20
|
[
18,
99,
6,
33
] |
(18+(33/(99/6)))
|
82
|
[
66,
90,
94,
37
] |
((37*(94-90))-66)
|
33
|
[
67,
80,
20
] |
(20-(67-80))
|
77
|
[
17,
99,
24,
29
] |
((24-29)-(17-99))
|
18
|
[
28,
56,
54,
81
] |
(54/((28+56)-81))
|
18
|
[
30,
26,
18,
15
] |
((26*18)-(30*15))
|
36
|
[
44,
2,
32,
9
] |
(32+(44/(2+9)))
|
31
|
[
15,
2,
48
] |
(48-(15+2))
|
36
|
[
45,
46,
37
] |
(37+(45-46))
|
10
|
[
42,
39,
65,
78
] |
((78-65)-(42-39))
|
54
|
[
13,
50,
25,
27
] |
(50+((25+27)/13))
|
86
|
[
7,
33,
17
] |
((7*17)-33)
|
78
|
[
44,
71,
37
] |
((44+71)-37)
|
75
|
[
2,
35,
80
] |
(35+(80/2))
|
22
|
[
4,
10,
16
] |
(16-(4-10))
|
59
|
[
52,
13,
29,
95
] |
((29+95)-(52+13))
|
87
|
[
3,
63,
46,
4
] |
((3*(46+4))-63)
|
88
|
[
18,
51,
19
] |
(19+(18+51))
|
49
|
[
99,
18,
62,
94
] |
((99-18)+(62-94))
|
33
|
[
35,
90,
92
] |
((35+90)-92)
|
62
|
[
51,
42,
53
] |
(53+(51-42))
|
86
|
[
2,
11,
41,
69
] |
((2*69)-(11+41))
|
11
|
[
31,
69,
66,
64
] |
((31-64)/(66-69))
|
Subsets and Splits
No community queries yet
The top public SQL queries from the community will appear here once available.