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