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nums
sequencelengths
4
4
target
int64
1
1k
solution
stringlengths
13
19
[ 9, 77, 4, 50 ]
22
((4-9)-(50-77))
[ 79, 69, 85, 13 ]
2
((85+79)/(13+69))
[ 99, 1, 56, 55 ]
11
(((55-1)+56)-99)
[ 92, 11, 3, 46 ]
311
(((3*92)-11)+46)
[ 90, 44, 15, 27 ]
176
((27+15)+(44+90))
[ 7, 57, 76, 37 ]
25
((37+57)-(76-7))
[ 100, 83, 67, 6 ]
122
(((6-67)+100)+83)
[ 26, 20, 47, 46 ]
613
(((20*26)+46)+47)
[ 53, 58, 61, 1 ]
464
((1*58)*(61-53))
[ 17, 54, 27, 38 ]
781
((38-27)*(54+17))
[ 35, 93, 25, 29 ]
62
(((29-25)-35)+93)
[ 61, 63, 16, 56 ]
38
((56-63)-(16-61))
[ 95, 1, 41, 63 ]
10
((63+1)+(41-95))
[ 6, 76, 95, 22 ]
529
((76*6)-(22-95))
[ 54, 27, 17, 9 ]
264
(((17+27)*54)/9)
[ 9, 69, 78, 74 ]
92
(((74+9)-69)+78)
[ 52, 18, 72, 48 ]
312
(((72-18)-48)*52)
[ 55, 4, 7, 64 ]
318
((64*4)+(7+55))
[ 92, 92, 90, 99 ]
373
(((99+90)+92)+92)
[ 94, 93, 89, 19 ]
107
((19-94)+(89+93))
[ 64, 84, 61, 25 ]
234
(((61+84)+64)+25)
[ 27, 34, 17, 64 ]
999
(((34*27)+17)+64)
[ 94, 79, 48, 94 ]
157
(((94-79)+94)+48)
[ 79, 47, 79, 5 ]
42
(((79*47)/79)-5)
[ 12, 36, 1, 84 ]
59
(((84-1)+12)-36)
[ 8, 18, 78, 48 ]
152
((78+18)+(48+8))
[ 2, 27, 86, 31 ]
869
(((31-2)*27)+86)
[ 22, 22, 67, 23 ]
45
(((22/22)-23)+67)
[ 67, 61, 72, 35 ]
21
((61+67)-(35+72))
[ 35, 33, 100, 13 ]
416
(((100-33)-35)*13)
[ 46, 66, 18, 16 ]
146
(((16+18)+66)+46)
[ 87, 16, 98, 93 ]
98
(((16+87)+93)-98)
[ 88, 45, 33, 8 ]
692
(((8*88)+33)-45)
[ 19, 98, 33, 84 ]
234
((84+33)+(98+19))
[ 2, 13, 67, 8 ]
58
(((8/2)-13)+67)
[ 26, 70, 9, 18 ]
378
(((70-26)*9)-18)
[ 54, 73, 41, 78 ]
56
((78-54)-(41-73))
[ 82, 91, 54, 51 ]
6
((91-82)+(51-54))
[ 96, 90, 16, 31 ]
41
(((16-96)+90)+31)
[ 98, 66, 57, 59 ]
84
((59-98)+(57+66))
[ 78, 8, 11, 65 ]
231
(((11*8)+65)+78)
[ 90, 81, 62, 73 ]
2
(((81-90)+73)-62)
[ 15, 83, 76, 1 ]
23
((1-76)+(83+15))
[ 95, 73, 81, 61 ]
120
((81+73)+(61-95))
[ 47, 100, 23, 72 ]
52
(((100+47)-72)-23)
[ 42, 59, 24, 9 ]
317
(((9*24)+59)+42)
[ 62, 35, 26, 4 ]
7
(((4*26)-62)-35)
[ 50, 99, 31, 10 ]
432
(((10*50)-99)+31)
[ 92, 69, 2, 90 ]
65
(((90-92)+69)-2)
[ 25, 99, 48, 1 ]
123
((48+99)+(1-25))
[ 86, 35, 10, 66 ]
25
(((10+35)+66)-86)
[ 36, 52, 35, 88 ]
69
((88-35)+(52-36))
[ 28, 80, 14, 56 ]
892
((56*14)+(80+28))
[ 13, 35, 1, 100 ]
51
(((100-13)-1)-35)
[ 22, 4, 87, 54 ]
53
((54+87)-(4*22))
[ 14, 67, 16, 8 ]
538
(((8*67)+16)-14)
[ 70, 40, 38, 81 ]
9
(((81-40)+38)-70)
[ 8, 59, 62, 5 ]
7
(((62-59)*5)-8)
[ 58, 14, 61, 96 ]
37
((14+58)-(96-61))
[ 59, 80, 11, 63 ]
213
((11+59)+(63+80))
[ 17, 72, 67, 57 ]
964
(((57*17)-72)+67)
[ 39, 14, 79, 15 ]
350
(((79-39)-15)*14)
[ 82, 68, 52, 11 ]
55
(((52+82)-11)-68)
[ 92, 25, 23, 80 ]
174
((25+92)+(80-23))
[ 65, 65, 60, 24 ]
84
((60+65)+(24-65))
[ 69, 93, 82, 100 ]
144
(((82+93)+69)-100)
[ 7, 19, 52, 79 ]
15
(((79-52)-19)+7)
[ 93, 68, 91, 44 ]
296
(((91+93)+44)+68)
[ 97, 82, 42, 52 ]
79
(((42+82)+52)-97)
[ 97, 88, 48, 43 ]
82
(((48-97)+43)+88)
[ 27, 87, 39, 11 ]
164
(((11+27)+39)+87)
[ 12, 44, 79, 28 ]
371
((28*12)+(79-44))
[ 49, 26, 1, 11 ]
86
(((1*26)+11)+49)
[ 48, 27, 36, 39 ]
78
(((39-36)+27)+48)
[ 15, 30, 87, 45 ]
177
((45+30)+(87+15))
[ 61, 58, 7, 28 ]
84
(((58+61)-7)-28)
[ 36, 58, 47, 83 ]
58
(((83-36)+58)-47)
[ 85, 73, 91, 66 ]
183
(((73+85)+91)-66)
[ 28, 24, 48, 78 ]
82
(((78-48)+24)+28)
[ 14, 93, 59, 22 ]
4
(((22+93)-59)/14)
[ 39, 65, 85, 82 ]
193
(((82-39)+85)+65)
[ 45, 41, 88, 69 ]
161
(((69+45)+88)-41)
[ 68, 99, 42, 6 ]
5
((42+68)-(6+99))
[ 70, 41, 12, 99 ]
6
((12*70)/(99+41))
[ 1, 19, 62, 70 ]
113
(((62-19)/1)+70)
[ 56, 51, 92, 51 ]
205
((51-92)*(51-56))
[ 54, 43, 13, 62 ]
38
(((62-13)-54)+43)
[ 87, 34, 97, 71 ]
221
((71+87)+(97-34))
[ 42, 62, 8, 79 ]
91
(((79-8)-42)+62)
[ 27, 55, 10, 88 ]
180
(((88+27)+10)+55)
[ 1, 87, 43, 5 ]
391
(((5*87)-1)-43)
[ 41, 9, 60, 6 ]
660
(((9+41)+60)*6)
[ 43, 42, 42, 40 ]
2
((40-42)*(42-43))
[ 47, 41, 96, 41 ]
225
((96+47)+(41+41))
[ 26, 9, 78, 75 ]
38
(((78+26)-75)+9)
[ 6, 6, 20, 40 ]
32
(((40-20)+6)+6)
[ 12, 55, 46, 17 ]
723
((55*12)+(17+46))
[ 8, 64, 53, 24 ]
27
(((64-8)+24)-53)
[ 8, 23, 91, 72 ]
148
((91+8)+(72-23))
[ 54, 54, 54, 94 ]
94
(((54-54)/54)+94)
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