nums
sequencelengths 3
3
| target
int64 0
99
| equation
stringlengths 13
16
|
|---|---|---|
[
87,
39,
3
] | 30
|
((3 * 39) - 87)
|
[
17,
14,
9
] | 85
|
((14 - 9) * 17)
|
[
1,
9,
82
] | 91
|
((1 * 82) + 9)
|
[
53,
66,
66
] | 0
|
((66 - 66) * 53)
|
[
1,
11,
34
] | 45
|
((1 * 11) + 34)
|
[
50,
7,
42
] | 56
|
((50 - 42) * 7)
|
[
98,
68,
97
] | 68
|
((98 - 97) * 68)
|
[
38,
5,
41
] | 15
|
((41 - 38) * 5)
|
[
86,
8,
90
] | 32
|
((90 - 86) * 8)
|
[
33,
79,
80
] | 33
|
((80 - 79) * 33)
|
[
3,
80,
62
] | 54
|
((80 - 62) * 3)
|
[
23,
7,
85
] | 76
|
((23 * 7) - 85)
|
[
3,
78,
15
] | 33
|
(78 - (15 * 3))
|
[
93,
17,
17
] | 0
|
((17 - 17) * 93)
|
[
58,
82,
59
] | 82
|
((59 - 58) * 82)
|
[
27,
91,
28
] | 91
|
((28 - 27) * 91)
|
[
11,
1,
98
] | 87
|
((1 * 98) - 11)
|
[
79,
30,
82
] | 90
|
((82 - 79) * 30)
|
[
11,
71,
71
] | 0
|
((71 - 71) * 11)
|
[
2,
40,
43
] | 37
|
((2 * 40) - 43)
|
[
17,
97,
7
] | 22
|
((17 * 7) - 97)
|
[
39,
52,
5
] | 65
|
((52 - 39) * 5)
|
[
51,
1,
30
] | 81
|
((1 * 30) + 51)
|
[
1,
84,
31
] | 53
|
((1 * 84) - 31)
|
[
47,
45,
11
] | 22
|
((47 - 45) * 11)
|
[
2,
28,
42
] | 98
|
((2 * 28) + 42)
|
[
12,
33,
38
] | 60
|
((38 - 33) * 12)
|
[
46,
34,
35
] | 46
|
((35 - 34) * 46)
|
[
27,
77,
28
] | 77
|
((28 - 27) * 77)
|
[
2,
25,
63
] | 76
|
((63 - 25) * 2)
|
[
92,
72,
91
] | 72
|
((92 - 91) * 72)
|
[
20,
4,
63
] | 17
|
((20 * 4) - 63)
|
[
24,
3,
76
] | 4
|
(76 - (24 * 3))
|
[
1,
67,
39
] | 28
|
((1 * 67) - 39)
|
[
81,
75,
12
] | 72
|
((81 - 75) * 12)
|
[
22,
79,
23
] | 79
|
((23 - 22) * 79)
|
[
53,
93,
3
] | 66
|
((3 * 53) - 93)
|
[
22,
24,
49
] | 98
|
((24 - 22) * 49)
|
[
20,
82,
83
] | 20
|
((83 - 82) * 20)
|
[
4,
13,
29
] | 81
|
((13 * 4) + 29)
|
[
65,
76,
9
] | 99
|
((76 - 65) * 9)
|
[
25,
17,
27
] | 34
|
((27 - 25) * 17)
|
[
67,
12,
68
] | 12
|
((68 - 67) * 12)
|
[
73,
24,
74
] | 24
|
((74 - 73) * 24)
|
[
87,
5,
68
] | 95
|
((87 - 68) * 5)
|
[
1,
7,
11
] | 77
|
((1 * 11) * 7)
|
[
35,
86,
2
] | 16
|
(86 - (2 * 35))
|
[
3,
4,
67
] | 79
|
((3 * 4) + 67)
|
[
57,
3,
95
] | 76
|
((3 * 57) - 95)
|
[
93,
35,
5
] | 82
|
((35 * 5) - 93)
|
[
44,
71,
2
] | 17
|
((2 * 44) - 71)
|
[
82,
3,
55
] | 83
|
((3 * 55) - 82)
|
[
11,
65,
9
] | 34
|
((11 * 9) - 65)
|
[
90,
38,
91
] | 38
|
((91 - 90) * 38)
|
[
6,
79,
2
] | 91
|
((2 * 6) + 79)
|
[
43,
43,
76
] | 0
|
((43 - 43) * 76)
|
[
20,
6,
99
] | 21
|
((20 * 6) - 99)
|
[
71,
72,
51
] | 51
|
((72 - 71) * 51)
|
[
55,
86,
1
] | 31
|
((1 * 86) - 55)
|
[
2,
75,
16
] | 43
|
(75 - (16 * 2))
|
[
60,
3,
93
] | 87
|
((3 * 60) - 93)
|
[
5,
44,
2
] | 93
|
((2 * 44) + 5)
|
[
6,
10,
25
] | 85
|
((10 * 6) + 25)
|
[
31,
6,
44
] | 78
|
((44 - 31) * 6)
|
[
13,
79,
73
] | 78
|
((79 - 73) * 13)
|
[
2,
98,
3
] | 98
|
((3 - 2) * 98)
|
[
77,
76,
54
] | 54
|
((77 - 76) * 54)
|
[
72,
2,
55
] | 38
|
((2 * 55) - 72)
|
[
39,
56,
58
] | 78
|
((58 - 56) * 39)
|
[
6,
14,
51
] | 33
|
((14 * 6) - 51)
|
[
65,
64,
60
] | 60
|
((65 - 64) * 60)
|
[
8,
32,
7
] | 88
|
((7 * 8) + 32)
|
[
12,
6,
15
] | 87
|
((12 * 6) + 15)
|
[
58,
9,
48
] | 90
|
((58 - 48) * 9)
|
[
2,
82,
89
] | 75
|
((2 * 82) - 89)
|
[
55,
68,
55
] | 0
|
((55 - 55) * 68)
|
[
7,
14,
88
] | 10
|
((14 * 7) - 88)
|
[
74,
10,
73
] | 10
|
((74 - 73) * 10)
|
[
61,
64,
20
] | 60
|
((64 - 61) * 20)
|
[
25,
66,
25
] | 0
|
((25 - 25) * 66)
|
[
53,
91,
91
] | 0
|
((91 - 91) * 53)
|
[
57,
8,
1
] | 65
|
((1 * 57) + 8)
|
[
10,
71,
63
] | 80
|
((71 - 63) * 10)
|
[
77,
77,
7
] | 0
|
((77 - 77) * 7)
|
[
22,
87,
89
] | 44
|
((89 - 87) * 22)
|
[
4,
75,
5
] | 95
|
((4 * 5) + 75)
|
[
20,
2,
51
] | 91
|
((2 * 20) + 51)
|
[
23,
6,
35
] | 72
|
((35 - 23) * 6)
|
[
9,
21,
99
] | 90
|
((21 * 9) - 99)
|
[
33,
39,
12
] | 72
|
((39 - 33) * 12)
|
[
6,
68,
69
] | 6
|
((69 - 68) * 6)
|
[
67,
16,
9
] | 77
|
((16 * 9) - 67)
|
[
68,
69,
37
] | 37
|
((69 - 68) * 37)
|
[
65,
4,
72
] | 28
|
((72 - 65) * 4)
|
[
69,
68,
10
] | 10
|
((69 - 68) * 10)
|
[
28,
86,
6
] | 82
|
((28 * 6) - 86)
|
[
7,
28,
35
] | 49
|
((35 - 28) * 7)
|
[
13,
8,
79
] | 25
|
((13 * 8) - 79)
|
[
54,
68,
68
] | 0
|
((68 - 68) * 54)
|
[
98,
49,
98
] | 0
|
((98 - 98) * 49)
|
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