Dataset Viewer
nums
sequencelengths 13
13
| target
int64 1
1k
| solution
stringlengths 55
65
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| 53 | (((32-70)-(4*87))+((((2-62)*78)/40)-(((65-81)-(14*45))+90))) |
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| 612 | ((((84+61)-45)-(16+33))-(((27-32)*76)-((((13-52)+99)+56)+65))) |
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| 346 | ((((12+65)-31)+65)-((((15-29)*18)+77)+((((6-23)+85)-84)-44))) |
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| 481 | (((((69-17)+(99-34))-(55+77))-(92+32))+(((48*12)+23)+(49-28))) |
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| 62 | (((((100-64)+94)+((91+18)+30))-9)-((((76+94)-15)+(99-66))+10)) |
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| 119 | (((((79-39)+22)-58)+(51+66))-((29-9)-(((52-44)+(73-36))-27))) |
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| 161 | ((((80+29)-(3-76))+(95-41))+(((((55-92)-23)/15)+(38-97))-12)) |
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| 396 | (((((6*62)+(95-30))-82)-(((21-4)-58)+28))-((31-28)-(100-69))) |
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| 512 | (((((30-30)/92)*((68*68)+(66-76)))-(27*3))+(((10*63)-24)-13)) |
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| 243 | ((((((((31-96)+8)-28)+(((23+80)+43)+9))-(8-69))-40)+83)+69) |
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| 743 | (((((100-90)*38)*40)/((28+13)-31))+((((85-75)-60)-(28+33))*7)) |
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| 255 | ((((((((78-66)+77)-75)-42)+48)-42)+17)*((69-72)*((91-10)-64))) |
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| 322 | ((((((((81+47)*87)-(76+96))-(22-48))-67)+76)-(50*48))-(89*93)) |
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| 176 | (((((42+39)+42)-((71-54)-5))+(((((81/1)+52)-42)-16)+87))-97) |
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| 113 | (((((42-9)-65)-22)+((98+56)+66))-((((64-76)*30)/60)+(71-12))) |
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| 132 | (((((((32-26)*12)*7)-(28+5))+(((42-64)-68)-21))/18)+(16+96)) |
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| 634 | (((((17-13)+((((1*37)-((69+50)*3))*2)*(22-23)))-54)-37)+81) |
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| 339 | (((((55-39)/2)+81)-((58-42)+57))+(((96+67)*1)+((47+59)+54))) |
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| 238 | ((((((88+48)/((72+60)+4))-7)-50)*(3-19))+(((31-73)*14)-70)) |
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| 296 | (((96+35)-93)-(((10-17)-30)-(((68-83)+(((51+100)-48)+60))+73))) |
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| 46 | (((((39+90)+81)+(33+23))-((23-41)-(32-87)))-(((41+64)+92)-14)) |
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| 359 | (((78+73)+((((37*5)+81)-((58-19)+32))+85))-(((58+12)+56)-54)) |
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| 358 | ((((88+61)-(41-14))-54)+(((23*69)-((34*55)-4))+((8*75)-31))) |
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| 16 | ((((((((99-32)-42)-33)-62)+(52+75))-7)*((96+28)-100))/(44+31)) |
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| 148 | ((((49-8)-((41-23)-55))+((((36+68)+15)+(86+21))-(2*54)))-48) |
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| 369 | ((((((47-21)+39)-2)-((67-68)-88))+45)-(((61-81)-(49+90))-13)) |
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| 588 | (((((((49+98)-61)-90)+((70-15)-30))*37)-94)+((5+57)-(71+86))) |
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| 338 | ((((57+50)+31)+(((46+27)+26)-43))-(((((13+40)-49)-57)+5)-96)) |
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| 158 | (((5*14)-55)+((((((96*1)+59)+((50-8)-31))+83)-(5+78))-23)) |
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| 439 | ((((98-19)+((54+23)+((77+72)+81)))+(((88-92)+100)+23))-(27+39)) |
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| 120 | (((((((69+94)-69)-100)-((16+9)+44))+63)*17)+(((100+77)+57)+90)) |
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| 679 | (((((((90-50)-46)-66)-(22-65))+57)+(((57*24)-73)-(12*52)))-20) |
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| 832 | (((((((44+68)+38)+99)-47)-((83+88)+63))*(18-47))-((33+7)+56)) |
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| 924 | (((((51*88)-30)-19)+((57*15)+53))-(((((7+65)+68)-82)*75)+73)) |
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| 591 | ((((26-95)+((87*10)-71))+(((79+16)-3)-(((56+54)+64)+25)))-32) |
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| 159 | ((((((16*54)+80)-(57-38))+((52/2)-((63*11)+30)))+85)-(61+93)) |
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| 589 | (((((11-60)+53)*91)-76)-((((24-96)-(9+99))-88)-((93-15)-45))) |
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| 54 | (((((100+32)+72)+28)-(((90-38)-85)+4))-((((13-5)+86)+75)+38)) |
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| 357 | ((((((42*57)-52)+(9-23))-(27*81))+((32+66)-88))+((92+82)+32)) |
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| 249 | (((2-67)+(((13+93)+(90+59))-39))-((((29-39)-78)-72)+(94-32))) |
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| 871 | ((((5*23)+13)-((7*49)-52))-(((59-91)*25)-(((56+100)*54)/36))) |
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| 641 | (((((82-25)+(69+92))+(((16-41)-84)-52))-13)+((8*97)-(82+97))) |
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| 360 | (((((39-73)+40)*94)-((((27-33)-22)-63)*82))-(((12+68)*96)-14)) |
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| 127 | (((((83-70)*15)-45)+(12+18))-((((((75+72)+79)-47)-39)-8)-79)) |
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| 81 | (((((((98*47)-(51*92))-(51-34))-79)+(4*7))+((69+29)+60))+77) |
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| 426 | ((((((100-82)*15)-77)-(53-44))+(25*18))+((57-33)-((98+68)+66))) |
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| 93 | (((((5-8)*52)+((82-96)+51))-(100+42))+(((30-26)*(24+72))-30)) |
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| 75 | (((((((98-29)-72)-(((31-31)*31)-14))+82)-(7+16))-(66+13))+84) |
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| 383 | (((((21+100)*((((64-30)-40)*4)+27))-((39-38)+58))+31)+(60-12)) |
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| 72 | (((((33+89)+88)-((47-93)+(66-98)))-((3*27)+59))-((82-81)*76)) |
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| 139 | ((((((92+40)-52)*1)-(80+69))+(((50-31)-59)*((43-93)+45)))+8) |
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| 383 | ((((((((((23*80)+51)+77)+93)+67)+80)+38)-81)-(54*23))-(6*90)) |
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| 96 | (((((90-32)-26)-99)+((((23+28)-98)+72)-16))+((5*42)-(90-34))) |
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| 922 | (((30-72)+44)+(((77-36)+51)+(((57-48)*((66+82)+84))-(20*63)))) |
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| 137 | (((23*10)+(((((40-52)-57)-13)+19)+((49+15)-(8-77))))-(64+99)) |
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| 150 | ((((44+69)-29)-((29+28)+((8-88)-11)))+(((94+61)-87)-(39-3))) |
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| 782 | ((((((34*21)-((61+26)-37))-41)+(((99+30)+13)+93))-(54+22))*1) |
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| 546 | (((((85-59)-74)-(49+41))*(20-54))-(((41*26)+(72*33))+(16*44))) |
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| 652 | (((((8+16)+26)+8)-(47+73))+(((90*6)+((74-55)*13))-(75-2))) |
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| 500 | ((((74+69)-(((68+54)-7)+62))+12)+((((79+10)-13)+98)*(60/20))) |
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| 851 | ((((56-24)-((((15-40)*33)-61)+((29+74)+(89-54))))+99)+(41-69)) |
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| 37 | (((((((16+21)-52)+60)-58)+((3-17)+96))+(((18-36)+28)+57))-99) |
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| 31 | (((((88+69)+6)-69)-(((36+42)-85)*81))-((((67-38)-16)*47)+19)) |
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| 219 | ((((99+93)+65)-2)+((((34-56)-37)-12)+(((8*32)-80)-(82+59)))) |
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| 256 | (((((33-18)-98)-43)+((((64+4)-88)+97)+(((99-1)-61)*6)))+83) |
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| 352 | ((((12+26)+48)-66)+(((((88+93)+17)-7)+((74+27)+65))+(5-30))) |
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| 162 | (((((80*95)-(92-80))+(19*82))-(((3+6)-94)-57))-((39+78)*78)) |
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| 287 | ((((50+55)+44)+88)+(((((56+91)-28)+(40/2))+(60-53))-(1+95))) |
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| 951 | (((((((90-86)+42)-(5-46))-81)+60)-(((39-44)-7)+11))+(52*17)) |
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| 41 | (((19+13)-((((75+68)-(82+75))+89)-(67+75)))+((2+29)-(31+58))) |
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| 148 | (((((((53-70)+25)*7)-33)-92)+(30*44))-(((84*8)+47)+(12*32))) |
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| 93 | (((((89+30)+41)+45)+((((18*43)-46)/28)-79))-(((90+87)-34)-84)) |
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87,
13,
93,
31,
66
]
| 7 | (((57-91)-((87+4)/13))-((((31-75)+89)-66)-(((93-36)-47)+17))) |
[
76,
30,
36,
19,
92,
27,
16,
31,
72,
87,
51,
10,
9
]
| 850 | (((((16*92)-19)-31)-72)-(((((36-30)*76)+27)+87)-((9+10)+51))) |
[
53,
44,
31,
52,
84,
41,
99,
85,
75,
79,
63,
73,
55
]
| 160 | ((((55-52)+(44-53))+(((99-41)-31)+79))+((73-75)+((63-85)+84))) |
[
34,
82,
21,
55,
19,
54,
5,
87,
55,
46,
73,
59,
64
]
| 576 | (((((73+82)-64)-34)-54)+((((55/5)*46)+(((55+21)-87)+59))+19)) |
[
9,
35,
31,
38,
23,
75,
23,
66,
53,
12,
2,
9,
24
]
| 345 | (((((((12-23)+53)*38)-(66*9))-(((23*35)-24)-(9*2)))+31)+75) |
[
94,
9,
65,
9,
3,
4,
55,
55,
67,
76,
42,
69,
56
]
| 50 | ((((((56-55)-4)+69)+((42/3)+76))+(((9-9)/65)-67))+(55-94)) |
[
30,
47,
96,
100,
45,
2,
14,
56,
63,
31,
61,
46,
42
]
| 31 | (((14+47)+31)-((((63-56)-(61-45))-(((96+30)+46)-(2*100)))+42)) |
[
22,
93,
9,
58,
19,
10,
13,
1,
65,
42,
71,
76,
78
]
| 631 | ((((((78+42)*(71-58))+(76+19))+93)+(((1-22)-65)*13))+(10-9)) |
[
68,
91,
19,
28,
15,
93,
62,
31,
86,
2,
17,
28,
17
]
| 35 | ((((((((17-91)+28)+93)*86)/(28+15))-(17+62))-(31-68))+(2-19)) |
[
79,
74,
51,
41,
67,
8,
67,
46,
22,
10,
94,
99,
28
]
| 262 | ((((94-74)-((((8-79)-41)*28)/(67-51)))+22)-(((99-46)-67)-10)) |
[
16,
35,
82,
98,
70,
50,
24,
52,
1,
50,
45,
77,
2
]
| 590 | ((((1+50)+50)-(((77-45)+35)+(24+98)))-(((2+82)-(52*16))+70)) |
[
27,
3,
82,
4,
90,
46,
35,
8,
3,
31,
3,
53,
57
]
| 19 | (((((3*27)-57)+(3*82))-3)+((((8-90)-35)-(53-46))-(31*4))) |
[
62,
44,
76,
89,
32,
98,
53,
48,
87,
63,
9,
2,
84
]
| 560 | ((((98+89)+((53+76)*2))+(((84-62)+9)+(48+44)))+((87-32)-63)) |
[
34,
1,
6,
8,
54,
37,
2,
2,
3,
60,
21,
24,
22
]
| 64 | (((((6*1)-34)/((24+37)-54))+(((3-2)+8)+22))-((21+2)-60)) |
[
73,
97,
36,
97,
78,
29,
37,
52,
72,
79,
45,
24,
43
]
| 116 | ((((45-29)-((43+73)+((72+37)-(78-36))))-(52+97))-((79-97)*24)) |
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