target
int64 | nums
list | gold_answer
string |
|---|---|---|
28
|
[
75,
27,
75
] |
(27+(75/75))
|
72
|
[
50,
20,
12,
10
] |
((50+20)+(12-10))
|
16
|
[
64,
22,
63,
39
] |
((63+39)-(64+22))
|
63
|
[
19,
50,
94
] |
(94+(19-50))
|
41
|
[
99,
71,
69
] |
(69-(99-71))
|
73
|
[
92,
90,
93,
57
] |
(92+(57/(90-93)))
|
41
|
[
79,
48,
72
] |
(72-(79-48))
|
45
|
[
9,
69,
74
] |
(9*(74-69))
|
57
|
[
14,
5,
11,
24
] |
((14*5)+(11-24))
|
18
|
[
6,
87,
90,
90
] |
((90/6)-(87-90))
|
80
|
[
33,
14,
61
] |
(61+(33-14))
|
37
|
[
18,
7,
93,
16
] |
((18-93)+(7*16))
|
45
|
[
60,
42,
27,
11
] |
(42+((60-27)/11))
|
69
|
[
64,
50,
45
] |
((64+50)-45)
|
79
|
[
81,
86,
43
] |
(81-(86/43))
|
76
|
[
4,
52,
63
] |
(63+(52/4))
|
84
|
[
42,
13,
11
] |
(42*(13-11))
|
24
|
[
27,
37,
26,
60
] |
((27-37)-(26-60))
|
11
|
[
5,
49,
4
] |
((49-5)/4)
|
90
|
[
56,
65,
81
] |
(81-(56-65))
|
54
|
[
33,
22,
37,
19
] |
((19*(37-33))-22)
|
30
|
[
78,
18,
90
] |
(90-(78-18))
|
71
|
[
84,
1,
12
] |
((84-1)-12)
|
45
|
[
40,
7,
67,
12
] |
(40-((7-67)/12))
|
100
|
[
21,
94,
20,
99
] |
(94+((21+99)/20))
|
94
|
[
14,
3,
27,
71
] |
((14+71)+(27/3))
|
92
|
[
23,
97,
88,
30
] |
(88+((23+97)/30))
|
96
|
[
1,
61,
38,
2
] |
((38-2)-(1-61))
|
75
|
[
10,
84,
89,
90
] |
((90-89)-(10-84))
|
47
|
[
53,
50,
25,
75
] |
((75-25)-(53-50))
|
22
|
[
91,
15,
98
] |
(98-(91-15))
|
18
|
[
93,
58,
37,
4
] |
((37+(93-58))/4)
|
12
|
[
4,
21,
63
] |
(63*(4/21))
|
68
|
[
72,
71,
43,
24
] |
((72-71)+(43+24))
|
43
|
[
50,
10,
81,
22
] |
((81+22)-(50+10))
|
94
|
[
35,
88,
41
] |
(41-(35-88))
|
79
|
[
6,
75,
97,
51
] |
((6-75)+(97+51))
|
99
|
[
24,
94,
19
] |
((24+94)-19)
|
39
|
[
37,
1,
77
] |
(77-(37+1))
|
35
|
[
18,
49,
5,
9
] |
((9-5)-(18-49))
|
59
|
[
2,
18,
50
] |
(50+(18/2))
|
76
|
[
6,
90,
61
] |
(61+(90/6))
|
56
|
[
37,
39,
34,
69
] |
(69-(39/(37-34)))
|
37
|
[
57,
5,
15,
23
] |
((57-23)+(15/5))
|
84
|
[
90,
57,
51
] |
(51+(90-57))
|
84
|
[
12,
87,
80
] |
(12*(87-80))
|
81
|
[
89,
3,
11
] |
((89+3)-11)
|
85
|
[
38,
59,
12
] |
((38+59)-12)
|
99
|
[
2,
69,
33,
46
] |
((2*69)*(33/46))
|
47
|
[
15,
8,
4
] |
(15+(8*4))
|
70
|
[
45,
94,
42,
10
] |
(10*((94-45)-42))
|
58
|
[
18,
50,
66,
29
] |
(29*((18+50)-66))
|
11
|
[
77,
5,
1,
12
] |
((77*1)/(12-5))
|
23
|
[
62,
52,
67,
70
] |
((67+70)-(62+52))
|
21
|
[
34,
5,
65
] |
(34-(65/5))
|
91
|
[
34,
58,
85,
85
] |
((34+58)-(85/85))
|
75
|
[
87,
41,
10,
79
] |
(87-((41+79)/10))
|
55
|
[
9,
45,
50
] |
(50+(45/9))
|
49
|
[
36,
9,
43,
24
] |
(43+(24/(36/9)))
|
34
|
[
49,
16,
58,
9
] |
((58+9)-(49-16))
|
29
|
[
20,
22,
66,
89
] |
(89-(66*(20/22)))
|
38
|
[
75,
51,
62
] |
(62-(75-51))
|
26
|
[
67,
52,
51,
10
] |
((51-10)-(67-52))
|
11
|
[
4,
14,
96,
27
] |
((96/4)+(14-27))
|
92
|
[
17,
10,
85
] |
(85+(17-10))
|
89
|
[
45,
75,
59
] |
(59-(45-75))
|
65
|
[
78,
19,
32
] |
((78+19)-32)
|
89
|
[
79,
77,
91
] |
(91-(79-77))
|
64
|
[
24,
16,
76,
74
] |
(16+(24*(76-74)))
|
91
|
[
3,
80,
5,
3
] |
((3+80)+(5+3))
|
24
|
[
38,
50,
12
] |
(12-(38-50))
|
92
|
[
26,
27,
87,
58
] |
((87+58)-(26+27))
|
54
|
[
27,
71,
81,
73
] |
((27+81)/(73-71))
|
18
|
[
7,
12,
1
] |
((7+12)-1)
|
31
|
[
55,
51,
68,
69
] |
((68+69)-(55+51))
|
83
|
[
5,
80,
29,
70
] |
((29+70)-(80/5))
|
53
|
[
51,
88,
7,
93
] |
((51+88)+(7-93))
|
77
|
[
72,
86,
93,
12
] |
((72+86)-(93-12))
|
83
|
[
88,
45,
46,
11
] |
((45+46)-(88/11))
|
16
|
[
14,
48,
30,
64
] |
(64/((48-14)-30))
|
67
|
[
47,
70,
98,
5
] |
((47*5)-(70+98))
|
25
|
[
27,
39,
29,
20
] |
(27-(20/(39-29)))
|
15
|
[
30,
97,
52
] |
((97-30)-52)
|
92
|
[
33,
60,
88,
89
] |
((33+60)+(88-89))
|
52
|
[
13,
65,
47
] |
(47+(65/13))
|
48
|
[
18,
4,
30
] |
(4*(30-18))
|
87
|
[
11,
49,
49
] |
(49-(11-49))
|
17
|
[
69,
23,
45,
25
] |
((45-25)-(69/23))
|
38
|
[
2,
83,
55,
73
] |
((2*83)-(55+73))
|
53
|
[
36,
89,
98,
26
] |
((36+89)-(98-26))
|
66
|
[
36,
3,
42
] |
((36*3)-42)
|
76
|
[
74,
61,
28,
31
] |
((74+61)-(28+31))
|
48
|
[
16,
70,
25,
5
] |
((16/25)*(70+5))
|
19
|
[
75,
9,
47
] |
((75-9)-47)
|
37
|
[
50,
75,
88
] |
((50+75)-88)
|
72
|
[
80,
70,
78
] |
((80+70)-78)
|
73
|
[
87,
85,
62,
84
] |
((62+84)/(87-85))
|
89
|
[
8,
16,
87
] |
(87+(16/8))
|
60
|
[
35,
87,
62
] |
((35+87)-62)
|
83
|
[
81,
85,
87
] |
(87+(81-85))
|
Subsets and Splits
No community queries yet
The top public SQL queries from the community will appear here once available.