text
stringlengths 546
871
| classes
sequence | target
int32 0
1
| evaluation_predictions
sequence |
---|---|---|---|
Redefine π as 290 mod 16. Q: What is the first digit of π? A: 2
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 1+36? A: 1
Redefine e as 63+0. Q: What is the first digit of e? A: 6
Redefine π as 169 mod 6. Q: What is the first digit of π? A: 1
View ÷ as a random digit. Q: What is the first digit of 35÷5? A: 3
View number as text. Do not perform computation. Q: What is the first digit of 19+63? A: 1
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 55÷5? A: 5
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 17+6? A: 1
View + as the digit 0 instead of a mathematical operation. Q: What is the first digit of 29+49? A: | [
" 7",
" 2"
] | 1 | [
-8.954853057861328,
-10.344270706176758,
-9.44112777709961,
-1.8967182636260986,
-8.250232696533203,
-7.890810012817383,
-4.633122444152832,
-0.13645903766155243,
-1.27438223361969,
-9.532929420471191,
-4.998991966247559,
-0.976632297039032,
-10.073286056518555,
-3.457951068878174,
-1.771547555923462,
-1.1355879306793213,
-0.7452990412712097,
-4.027017116546631,
-1.9653815031051636,
-0.5956323146820068,
-6.764891624450684,
-4.4464569091796875,
-6.81556510925293,
-0.41110801696777344,
-1.0349899530410767,
-0.010375135578215122,
-4.167689323425293,
-2.5740609169006348,
-3.8424644470214844,
-8.793678283691406,
-1.4234150648117065,
-0.20452183485031128,
-0.15915948152542114,
-1.2236496210098267,
-0.12068942189216614,
-3.2027087211608887,
-0.714341938495636,
-0.012309649959206581,
-0.20803402364253998,
-0.08108757436275482,
-0.063118115067482,
-0.38003650307655334,
-0.09324824810028076,
-0.016131125390529633,
-5.412921905517578,
-4.418154716491699,
-0.006199652794748545,
-4.282730579376221,
-0.09621913731098175,
-0.09204787015914917,
-0.002371120499446988,
-2.839466094970703,
-0.3843194246292114,
-9.199760437011719,
-4.0096611976623535,
-0.21262094378471375,
-6.85537052154541,
-1.4947987794876099,
-11.18864631652832,
-2.6308844089508057,
-5.188333511352539,
-0.8517745733261108,
-0.6307249665260315,
-0.019180072471499443,
-0.13913759589195251,
-0.06995979696512222,
-0.08296650648117065,
-0.5202513337135315,
-0.17000806331634521,
-0.03056229092180729,
-3.4346213340759277,
-1.0622848272323608,
-0.07354354113340378,
-0.0019205235876142979,
-3.2491748332977295,
-0.15453262627124786,
-1.6662713289260864,
-1.8442507982254028,
-0.6211422681808472,
-0.19223402440547943,
-0.06028169021010399,
-0.06584339588880539,
-0.009046637453138828,
-0.033245719969272614,
-0.04714242368936539,
-0.0022599175572395325,
-0.013243214227259159,
-0.0031112858559936285,
-0.0020361661445349455,
-0.009112909436225891,
-0.005528280511498451,
-0.0027878726832568645,
-5.717759132385254,
-0.6634316444396973,
-0.0001851148990681395,
-3.0238637924194336,
-0.013995127752423286,
-0.016078222543001175,
-0.00037400881410576403,
-2.8299431800842285,
-0.09809505939483643,
-2.5100173950195312,
-0.007239655591547489,
-0.0021628576796501875,
-5.109492301940918,
-0.4824192225933075,
-0.10550034791231155,
-8.143255233764648,
-0.2314579337835312,
-9.68655014038086,
-0.15666192770004272,
-0.04294601082801819,
-0.0022333934903144836,
-0.027383212000131607,
-0.007345336023718119,
-0.01005913782864809,
-0.044230714440345764,
-0.03975949436426163,
-0.006654602009803057,
-0.2935009002685547,
-0.0008025524439290166,
-0.010835147462785244,
-0.014732263050973415,
-0.000562271336093545,
-2.916351079940796,
-0.18668505549430847,
-0.7814581990242004,
-1.0221658945083618,
-0.07854519784450531,
-0.02845623344182968,
-0.016471127048134804,
-0.017365550622344017,
-0.004855507984757423,
-0.009807024151086807,
-0.025759901851415634,
-0.001207337831147015,
-0.006638023070991039,
-0.0011372057488188148,
-0.0006691362359561026,
-0.003982233814895153,
-0.0031993414741009474,
-0.0009374991059303284,
-4.863961219787598,
-0.8725143671035767,
-0.00009989239333663136,
-2.5207481384277344,
-0.010615311563014984,
-0.004631862044334412,
-0.00025340684805996716,
-2.1540915966033936,
-0.07803405076265335,
-0.7994145750999451,
-2.4572815895080566,
-0.040956415235996246,
-0.055132560431957245,
-0.05779280513525009,
-0.007730803452432156,
-1.8019531965255737,
-0.002239816589280963,
-0.061564501374959946,
-0.015080958604812622,
-0.006202377378940582,
-0.010033882223069668,
-0.04541512206196785,
-0.002955951262265444,
-0.04391508176922798,
-0.018920304253697395,
-0.023846717551350594,
-0.059359360486269,
-0.038461919873952866,
-0.007364033255726099,
-4.031455039978027,
-1.521083950996399,
-2.6907196044921875,
-0.042967479676008224,
-0.023347819223999977,
-0.00034624303225427866,
-2.356402635574341,
-0.07013984769582748,
-3.3026368618011475,
-0.004562682006508112,
-0.00154971145093441,
-2.4748730659484863,
-0.059473492205142975,
-4.80177116394043,
-0.17098906636238098,
-4.1582489013671875,
-0.14807122945785522,
-0.03133700042963028,
-0.0008216104470193386,
-0.0060395835898816586,
-0.0013440155889838934,
-0.003005632432177663,
-0.006454098969697952,
-0.002871202304959297,
-0.00116637849714607,
-0.20521648228168488,
-0.009958937764167786,
-0.003202312160283327,
-0.0004742213059216738,
-1.987928867340088,
-0.0711950734257698,
-0.2090359777212143,
-1.4638521671295166,
-0.017730077728629112,
-0.006485012359917164,
-0.0054956781677901745,
-0.001895775320008397,
-0.1985263228416443,
-0.00027307120035402477,
-0.0033352721948176622,
-0.0024725599214434624,
-0.0013497299514710903,
-0.001796776195988059,
-0.0186378862708807,
-0.0009372609201818705,
-0.006491407752037048,
-0.0008630603551864624,
-0.0012715120101347566,
-0.004381817765533924,
-0.003237247234210372,
-0.0010364643530920148,
-3.18241548538208,
-0.3609375059604645,
-7.752598762512207,
-0.009562166407704353,
-0.002836611121892929,
-0.00014840454969089478,
-2.8426079750061035,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View + as the digit 4 instead of a mathematical operation. Q: What is the first digit of 35+14? A: 3
Redefine e as 48+12. Q: What is the first digit of e? A: 6
Redefine π as 228. Q: What is the first digit of π? A: 2
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 22+64? A: 2
Redefine π as 150 mod 42. Q: What is the first digit of π? A: 2
Redefine π as 99+864. Q: What is the first digit of π? A: 9
View number as text. Do not perform computation. Q: What is the first digit of 15+21? A: 1
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 15÷3? A: 1
Redefine π as 144+360. Q: What is the first digit of π? A: | [
" 5",
" 3"
] | 0 | [
-8.954853057861328,
-10.344270706176758,
-9.44112777709961,
-1.8967182636260986,
-8.250232696533203,
-7.890810012817383,
-4.633122444152832,
-0.13645903766155243,
-1.27438223361969,
-9.532929420471191,
-4.998991966247559,
-0.976632297039032,
-10.073286056518555,
-3.457951068878174,
-1.771547555923462,
-1.1355879306793213,
-0.7452990412712097,
-4.027017116546631,
-1.9653815031051636,
-0.5956323146820068,
-6.764891624450684,
-4.4464569091796875,
-6.81556510925293,
-0.41110801696777344,
-1.0349899530410767,
-0.010375135578215122,
-4.167689323425293,
-2.5740609169006348,
-3.8424644470214844,
-8.793678283691406,
-1.4234150648117065,
-0.20452183485031128,
-0.15915948152542114,
-1.2236496210098267,
-0.12068942189216614,
-3.2027087211608887,
-0.714341938495636,
-0.012309649959206581,
-0.20803402364253998,
-0.08108757436275482,
-0.063118115067482,
-0.38003650307655334,
-0.09324824810028076,
-0.016131125390529633,
-5.412921905517578,
-4.418154716491699,
-0.006199652794748545,
-4.282730579376221,
-0.09621913731098175,
-0.09204787015914917,
-0.002371120499446988,
-2.839466094970703,
-0.3843194246292114,
-9.199760437011719,
-4.0096611976623535,
-0.21262094378471375,
-6.85537052154541,
-1.4947987794876099,
-11.18864631652832,
-2.6308844089508057,
-5.188333511352539,
-0.8517745733261108,
-0.6307249665260315,
-0.019180072471499443,
-0.13913759589195251,
-0.06995979696512222,
-0.08296650648117065,
-0.5202513337135315,
-0.17000806331634521,
-0.03056229092180729,
-3.4346213340759277,
-1.0622848272323608,
-0.07354354113340378,
-0.0019205235876142979,
-3.2491748332977295,
-0.15453262627124786,
-1.6662713289260864,
-1.8442507982254028,
-0.6211422681808472,
-0.19223402440547943,
-0.06028169021010399,
-0.06584339588880539,
-0.009046637453138828,
-0.033245719969272614,
-0.04714242368936539,
-0.0022599175572395325,
-0.013243214227259159,
-0.0031112858559936285,
-0.0020361661445349455,
-0.009112909436225891,
-0.005528280511498451,
-0.0027878726832568645,
-5.717759132385254,
-0.6634316444396973,
-0.0001851148990681395,
-3.0238637924194336,
-0.013995127752423286,
-0.016078222543001175,
-0.00037400881410576403,
-2.8299431800842285,
-0.09809505939483643,
-2.5100173950195312,
-0.007239655591547489,
-0.0021628576796501875,
-5.109492301940918,
-0.4824192225933075,
-0.10550034791231155,
-8.143255233764648,
-0.2314579337835312,
-9.68655014038086,
-0.15666192770004272,
-0.04294601082801819,
-0.0022333934903144836,
-0.027383212000131607,
-0.007345336023718119,
-0.01005913782864809,
-0.044230714440345764,
-0.03975949436426163,
-0.006654602009803057,
-0.2935009002685547,
-0.0008025524439290166,
-0.010835147462785244,
-0.014732263050973415,
-0.000562271336093545,
-2.916351079940796,
-0.18668505549430847,
-0.7814581990242004,
-1.0221658945083618,
-0.07854519784450531,
-0.02845623344182968,
-0.016471127048134804,
-0.017365550622344017,
-0.004855507984757423,
-0.009807024151086807,
-0.025759901851415634,
-0.001207337831147015,
-0.006638023070991039,
-0.0011372057488188148,
-0.0006691362359561026,
-0.003982233814895153,
-0.0031993414741009474,
-0.0009374991059303284,
-4.863961219787598,
-0.8725143671035767,
-0.00009989239333663136,
-2.5207481384277344,
-0.010615311563014984,
-0.004631862044334412,
-0.00025340684805996716,
-2.1540915966033936,
-0.07803405076265335,
-0.7994145750999451,
-2.4572815895080566,
-0.040956415235996246,
-0.055132560431957245,
-0.05779280513525009,
-0.007730803452432156,
-1.8019531965255737,
-0.002239816589280963,
-0.061564501374959946,
-0.015080958604812622,
-0.006202377378940582,
-0.010033882223069668,
-0.04541512206196785,
-0.002955951262265444,
-0.04391508176922798,
-0.018920304253697395,
-0.023846717551350594,
-0.059359360486269,
-0.038461919873952866,
-0.007364033255726099,
-4.031455039978027,
-1.521083950996399,
-2.6907196044921875,
-0.042967479676008224,
-0.023347819223999977,
-0.00034624303225427866,
-2.356402635574341,
-0.07013984769582748,
-3.3026368618011475,
-0.004562682006508112,
-0.00154971145093441,
-2.4748730659484863,
-0.059473492205142975,
-4.80177116394043,
-0.17098906636238098,
-4.1582489013671875,
-0.14807122945785522,
-0.03133700042963028,
-0.0008216104470193386,
-0.0060395835898816586,
-0.0013440155889838934,
-0.003005632432177663,
-0.006454098969697952,
-0.002871202304959297,
-0.00116637849714607,
-0.20521648228168488,
-0.009958937764167786,
-0.003202312160283327,
-0.0004742213059216738,
-1.987928867340088,
-0.0711950734257698,
-0.2090359777212143,
-1.4638521671295166,
-0.017730077728629112,
-0.006485012359917164,
-0.0054956781677901745,
-0.001895775320008397,
-0.1985263228416443,
-0.00027307120035402477,
-0.0033352721948176622,
-0.0024725599214434624,
-0.0013497299514710903,
-0.001796776195988059,
-0.0186378862708807,
-0.0009372609201818705,
-0.006491407752037048,
-0.0008630603551864624,
-0.0012715120101347566,
-0.004381817765533924,
-0.003237247234210372,
-0.0010364643530920148,
-3.18241548538208,
-0.3609375059604645,
-7.752598762512207,
-0.009562166407704353,
-0.002836611121892929,
-0.00014840454969089478,
-0.8252912759780884,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 68. Q: What is the first digit of π? A: 6
View + as the digit 7 instead of a mathematical operation. Q: What is the first digit of 3+10? A: 3
View + as the digit 9 instead of a mathematical operation. Q: What is the first digit of 13+33? A: 1
Redefine e as 18+38. Q: What is the first digit of e? A: 5
Redefine π as 720. Q: What is the first digit of π? A: 7
Redefine e as 47+25. Q: What is the first digit of e? A: 7
View number as text. Do not perform computation. Q: What is the first digit of 15+20? A: 1
Redefine π as 9+3. Q: What is the first digit of π? A: 1
View + as the digit 9 instead of a mathematical operation. Q: What is the first digit of 71+27? A: | [
" 9",
" 7"
] | 1 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-13.051289558410645,
-0.7039333581924438,
-3.289294719696045,
-10.212367057800293,
-5.30448055267334,
-9.607339859008789,
-2.7851719856262207,
-9.251655578613281,
-5.261849880218506,
-1.6314678192138672,
-0.8401637077331543,
-0.5615466237068176,
-3.967085838317871,
-3.1909713745117188,
-0.6146373748779297,
-1.4094223976135254,
-0.0031977968756109476,
-0.21976345777511597,
-1.4751651287078857,
-0.037153009325265884,
-5.05396842956543,
-1.7340631484985352,
-10.593931198120117,
-11.612874984741211,
-2.706974983215332,
-7.460088729858398,
-2.0207033157348633,
-6.690916061401367,
-1.04825758934021,
-6.547399520874023,
-5.936016082763672,
-0.645453691482544,
-4.226161956787109,
-0.03665070980787277,
-0.4842948019504547,
-0.13402917981147766,
-0.21039381623268127,
-1.4355958700180054,
-0.56513911485672,
-0.05770863965153694,
-5.692628383636475,
-4.01194953918457,
-4.689561367034912,
-0.15305939316749573,
-0.13649502396583557,
-0.003367588622495532,
-2.442979097366333,
-0.2805970311164856,
-0.6927127242088318,
-0.25610896944999695,
-0.015085304155945778,
-0.15477946400642395,
-0.01681218296289444,
-0.03682491183280945,
-0.0009311868925578892,
-0.019713664427399635,
-0.014666715636849403,
-0.006314801052212715,
-0.14881452918052673,
-0.0033724596723914146,
-0.08629824221134186,
-0.012740172445774078,
-0.021528951823711395,
-0.08131586015224457,
-0.0324007086455822,
-0.005115159787237644,
-4.571575164794922,
-0.2116898149251938,
-5.463187217712402,
-0.030395783483982086,
-0.02267015166580677,
-0.0006541258189827204,
-4.000825881958008,
-0.17540694773197174,
-7.259711742401123,
-0.005576411262154579,
-0.00529968598857522,
-0.3992522954940796,
-0.012206966057419777,
-0.0463598407804966,
-10.05618667602539,
-0.7117059826850891,
-6.300005912780762,
-0.08197042346000671,
-0.12323513627052307,
-0.0038247781340032816,
-0.055645059794187546,
-0.014458530582487583,
-0.00980454497039318,
-0.09993014484643936,
-0.015706168487668037,
-0.002581717912107706,
-1.1738884449005127,
-0.0014671048847958446,
-0.01356432307511568,
-0.014739545993506908,
-0.0008043391280807555,
-3.369502305984497,
-0.11013463884592056,
-2.7929651737213135,
-0.0006765222642570734,
-0.0015175743028521538,
-9.314447402954102,
-0.23059794306755066,
-5.0583038330078125,
-0.7413292527198792,
-4.056208610534668,
-0.1838180422782898,
-0.13112884759902954,
-0.0040522851049900055,
-0.04174541309475899,
-0.007590145338326693,
-0.007636994123458862,
-0.024910282343626022,
-0.010619440115988255,
-0.002066145185381174,
-0.7212449908256531,
-0.007852044887840748,
-0.008019155822694302,
-0.0006478118011727929,
-2.923124074935913,
-0.06011343374848366,
-0.7802125811576843,
-0.0007752750534564257,
-0.0018712644232437015,
-0.8846185207366943,
-0.0449543371796608,
-0.03105679526925087,
-7.5926361083984375,
-4.507587909698486,
-0.2654270529747009,
-0.0035331938415765762,
-0.025740616023540497,
-0.003885578364133835,
-0.0026052603498101234,
-0.010735968127846718,
-0.004990502260625362,
-0.0012167439563199878,
-0.04684864357113838,
-0.00021419614495243877,
-0.0023623197339475155,
-0.005322334356606007,
-0.0005575056420639157,
-2.530118465423584,
-0.08934225887060165,
-2.585069179534912,
-0.07280662655830383,
-0.0065726530738174915,
-0.050280146300792694,
-0.010150478221476078,
-0.020392052829265594,
-0.00039152585668489337,
-0.005504688248038292,
-0.010222459211945534,
-0.004770682659000158,
-0.0616624653339386,
-0.0035981694236397743,
-0.025326233357191086,
-0.00518667371943593,
-0.005844883155077696,
-0.019341208040714264,
-0.009463805705308914,
-0.002501455834135413,
-4.515519142150879,
-0.10638764500617981,
-4.549866676330566,
-0.04071437567472458,
-0.00939921010285616,
-0.0004502712981775403,
-2.2410740852355957,
-0.04054989293217659,
-1.1033804416656494,
-14.214877128601074,
-1.6805403232574463,
-1.2818152904510498,
-3.387197494506836,
-7.3102569580078125,
-3.1075406074523926,
-0.5291801691055298,
-0.7290841937065125,
-0.0050664134323596954,
-0.0759604349732399,
-0.03324514627456665,
-0.0207461379468441,
-0.053585462272167206,
-0.03296870365738869,
-0.004712783731520176,
-6.8627495765686035,
-6.030220031738281,
-0.012808200903236866,
-3.996349334716797,
-0.08350890874862671,
-0.016328876838088036,
-0.00173049361910671,
-2.7132108211517334,
-0.079774871468544,
-1.3190867900848389,
-0.0020920787937939167,
-0.001942058908753097,
-0.5702180862426758,
-0.025827398523688316,
-0.03882262110710144,
-6.75819206237793,
-0.420407235622406,
-9.402174949645996,
-0.06448660790920258,
-0.02517721801996231,
-0.0011532806092873216,
-0.008334379643201828,
-0.001567802974022925,
-0.000788258679676801,
-0.005690327845513821,
-0.001364372787065804,
-0.00034433635300956666,
-0.07021241635084152,
-0.00020466140995267779,
-0.0008049347088672221,
-0.0019675197545439005,
-0.0003256267518736422,
-1.8116649389266968,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 71+176. Q: What is the first digit of π? A: 2
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 29+44? A: 2
View number as text. Do not perform computation. Q: What is the first digit of 22+74? A: 2
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 6+4? A: 6
Redefine π as 502. Q: What is the first digit of π? A: 5
View number as text. Do not perform computation. Q: What is the first digit of 74+7? A: 7
View + as the digit 0 instead of a mathematical operation. Q: What is the first digit of 14+10? A: 1
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 19+68? A: 1
Redefine π as 181 mod 40. Q: What is the first digit of π? A: | [
" 2",
" 3"
] | 0 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-13.051289558410645,
-0.7039333581924438,
-3.289294719696045,
-10.212367057800293,
-5.30448055267334,
-9.607339859008789,
-2.7851719856262207,
-9.251655578613281,
-5.261849880218506,
-1.6314678192138672,
-0.8401637077331543,
-0.5615466237068176,
-3.967085838317871,
-3.1909713745117188,
-0.6146373748779297,
-1.4094223976135254,
-0.0031977968756109476,
-0.21976345777511597,
-1.4751651287078857,
-0.037153009325265884,
-5.05396842956543,
-1.7340631484985352,
-10.593931198120117,
-11.612874984741211,
-2.706974983215332,
-7.460088729858398,
-2.0207033157348633,
-6.690916061401367,
-1.04825758934021,
-6.547399520874023,
-5.936016082763672,
-0.645453691482544,
-4.226161956787109,
-0.03665070980787277,
-0.4842948019504547,
-0.13402917981147766,
-0.21039381623268127,
-1.4355958700180054,
-0.56513911485672,
-0.05770863965153694,
-5.692628383636475,
-4.01194953918457,
-4.689561367034912,
-0.15305939316749573,
-0.13649502396583557,
-0.003367588622495532,
-2.442979097366333,
-0.2805970311164856,
-0.6927127242088318,
-0.25610896944999695,
-0.015085304155945778,
-0.15477946400642395,
-0.01681218296289444,
-0.03682491183280945,
-0.0009311868925578892,
-0.019713664427399635,
-0.014666715636849403,
-0.006314801052212715,
-0.14881452918052673,
-0.0033724596723914146,
-0.08629824221134186,
-0.012740172445774078,
-0.021528951823711395,
-0.08131586015224457,
-0.0324007086455822,
-0.005115159787237644,
-4.571575164794922,
-0.2116898149251938,
-5.463187217712402,
-0.030395783483982086,
-0.02267015166580677,
-0.0006541258189827204,
-4.000825881958008,
-0.17540694773197174,
-7.259711742401123,
-0.005576411262154579,
-0.00529968598857522,
-0.3992522954940796,
-0.012206966057419777,
-0.0463598407804966,
-10.05618667602539,
-0.7117059826850891,
-6.300005912780762,
-0.08197042346000671,
-0.12323513627052307,
-0.0038247781340032816,
-0.055645059794187546,
-0.014458530582487583,
-0.00980454497039318,
-0.09993014484643936,
-0.015706168487668037,
-0.002581717912107706,
-1.1738884449005127,
-0.0014671048847958446,
-0.01356432307511568,
-0.014739545993506908,
-0.0008043391280807555,
-3.369502305984497,
-0.11013463884592056,
-2.7929651737213135,
-0.0006765222642570734,
-0.0015175743028521538,
-9.314447402954102,
-0.23059794306755066,
-5.0583038330078125,
-0.7413292527198792,
-4.056208610534668,
-0.1838180422782898,
-0.13112884759902954,
-0.0040522851049900055,
-0.04174541309475899,
-0.007590145338326693,
-0.007636994123458862,
-0.024910282343626022,
-0.010619440115988255,
-0.002066145185381174,
-0.7212449908256531,
-0.007852044887840748,
-0.008019155822694302,
-0.0006478118011727929,
-2.923124074935913,
-0.06011343374848366,
-0.7802125811576843,
-0.0007752750534564257,
-0.0018712644232437015,
-0.8846185207366943,
-0.0449543371796608,
-0.03105679526925087,
-7.5926361083984375,
-4.507587909698486,
-0.2654270529747009,
-0.0035331938415765762,
-0.025740616023540497,
-0.003885578364133835,
-0.0026052603498101234,
-0.010735968127846718,
-0.004990502260625362,
-0.0012167439563199878,
-0.04684864357113838,
-0.00021419614495243877,
-0.0023623197339475155,
-0.005322334356606007,
-0.0005575056420639157,
-2.530118465423584,
-0.08934225887060165,
-2.585069179534912,
-0.07280662655830383,
-0.0065726530738174915,
-0.050280146300792694,
-0.010150478221476078,
-0.020392052829265594,
-0.00039152585668489337,
-0.005504688248038292,
-0.010222459211945534,
-0.004770682659000158,
-0.0616624653339386,
-0.0035981694236397743,
-0.025326233357191086,
-0.00518667371943593,
-0.005844883155077696,
-0.019341208040714264,
-0.009463805705308914,
-0.002501455834135413,
-4.515519142150879,
-0.10638764500617981,
-4.549866676330566,
-0.04071437567472458,
-0.00939921010285616,
-0.0004502712981775403,
-2.2410740852355957,
-0.04054989293217659,
-1.1033804416656494,
-14.214877128601074,
-1.6805403232574463,
-1.2818152904510498,
-3.387197494506836,
-7.3102569580078125,
-3.1075406074523926,
-0.5291801691055298,
-0.7290841937065125,
-0.0050664134323596954,
-0.0759604349732399,
-0.03324514627456665,
-0.0207461379468441,
-0.053585462272167206,
-0.03296870365738869,
-0.004712783731520176,
-6.8627495765686035,
-6.030220031738281,
-0.012808200903236866,
-3.996349334716797,
-0.08350890874862671,
-0.016328876838088036,
-0.00173049361910671,
-2.7132108211517334,
-0.079774871468544,
-1.3190867900848389,
-0.0020920787937939167,
-0.001942058908753097,
-0.5702180862426758,
-0.025827398523688316,
-0.03882262110710144,
-6.75819206237793,
-0.420407235622406,
-9.402174949645996,
-0.06448660790920258,
-0.02517721801996231,
-0.0011532806092873216,
-0.008334379643201828,
-0.001567802974022925,
-0.000788258679676801,
-0.005690327845513821,
-0.001364372787065804,
-0.00034433635300956666,
-0.07021241635084152,
-0.00020466140995267779,
-0.0008049347088672221,
-0.0019675197545439005,
-0.0003256267518736422,
-2.4006295204162598,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View number as text. Do not perform computation. Q: What is the first digit of 33+28? A: 3
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 4+3? A: 4
View number as text. Do not perform computation. Q: What is the first digit of 31+55? A: 3
Redefine π as 766 mod 20. Q: What is the first digit of π? A: 6
View ÷ as a random digit. Q: What is the first digit of 96÷8? A: 9
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 88+5? A: 8
View + as the digit 7 instead of a mathematical operation. Q: What is the first digit of 18+19? A: 1
Redefine π as 5+4. Q: What is the first digit of π? A: 9
View ÷ as a random digit. Q: What is the first digit of 30÷5? A: | [
" 6",
" 3"
] | 1 | [
-8.954853057861328,
-11.792540550231934,
-5.276496887207031,
-7.918867111206055,
-2.263810396194458,
-7.822644233703613,
-6.3473968505859375,
-5.011273384094238,
-0.1473507285118103,
-1.0716423988342285,
-8.011000633239746,
-4.43697452545166,
-0.8663378953933716,
-10.497703552246094,
-3.568840265274048,
-1.5561903715133667,
-1.0137524604797363,
-0.5556566119194031,
-3.8958067893981934,
-2.1026062965393066,
-0.6711471080780029,
-4.988247871398926,
-7.8974080085754395,
-0.020678764209151268,
-2.6086089611053467,
-0.22819752991199493,
-0.9881645441055298,
-0.013120506890118122,
-2.3422610759735107,
-2.0332136154174805,
-3.612426519393921,
-8.660506248474121,
-0.7935495972633362,
-6.9220123291015625,
-1.550112009048462,
-6.148397922515869,
-1.8272736072540283,
-5.681501865386963,
-7.9005937576293945,
-0.9948334693908691,
-1.2915964126586914,
-0.01889995113015175,
-0.43207046389579773,
-0.18604065477848053,
-0.14758063852787018,
-1.1528117656707764,
-0.9880102872848511,
-0.03531963378190994,
-5.63231086730957,
-6.744220733642578,
-6.149215221405029,
-0.4782058596611023,
-0.09080446511507034,
-0.00250038574449718,
-3.5502588748931885,
-0.48897406458854675,
-8.534518241882324,
-3.933661460876465,
-0.026445463299751282,
-6.841592788696289,
-1.6339695453643799,
-6.082932949066162,
-3.740203380584717,
-3.852067470550537,
-0.7651388049125671,
-1.283555269241333,
-0.015845924615859985,
-0.2400502860546112,
-0.07399820536375046,
-0.12139464169740677,
-0.6122260093688965,
-0.13363856077194214,
-0.01805970072746277,
-2.6582319736480713,
-1.3880800008773804,
-0.04247472062706947,
-0.0019073167350143194,
-3.6025853157043457,
-0.19558900594711304,
-1.440836787223816,
-4.06149959564209,
-0.006259597837924957,
-0.14043527841567993,
-0.2797393798828125,
-1.0786653757095337,
-0.045612633228302,
-0.05015668645501137,
-0.001551615772768855,
-0.05913488194346428,
-0.021108616143465042,
-0.01226996723562479,
-0.01592078246176243,
-0.29914340376853943,
-0.0066664437763392925,
-0.05766891688108444,
-0.014155339449644089,
-0.019510269165039062,
-0.09456118196249008,
-0.017494767904281616,
-0.005987919867038727,
-3.6815872192382812,
-0.3022938072681427,
-0.00029738296871073544,
-1.6662157773971558,
-0.0285108033567667,
-0.033934585750103,
-0.0008983152220025659,
-1.8380534648895264,
-0.1094607561826706,
-3.0181729793548584,
-0.004785987548530102,
-0.0010420613689348102,
-6.602469444274902,
-0.45861709117889404,
-0.13958755135536194,
-8.22398567199707,
-2.373581886291504,
-5.71124267578125,
-0.4367519021034241,
-0.2795957028865814,
-0.00316690094769001,
-0.04759310930967331,
-0.009586135856807232,
-0.02839123085141182,
-0.050086501985788345,
-0.018180865794420242,
-0.004357367753982544,
-0.313803493976593,
-0.001434488920494914,
-0.012605985626578331,
-0.008584619499742985,
-0.000730247818864882,
-2.6337292194366455,
-0.13906621932983398,
-2.2901713848114014,
-0.0059920670464634895,
-0.0017481058603152633,
-2.0237181186676025,
-0.05046706646680832,
-6.499490737915039,
-0.5313260555267334,
-4.104450702667236,
-0.07145947962999344,
-0.06127694621682167,
-0.0018668619450181723,
-0.012350627221167088,
-0.001801416976377368,
-0.0022161465603858232,
-0.004334103781729937,
-0.00248754327185452,
-0.0010177677031606436,
-0.13632726669311523,
-0.005935661029070616,
-0.004539185669273138,
-0.0005828827270306647,
-2.9477386474609375,
-0.06598692387342453,
-0.7108365297317505,
-0.722834050655365,
-0.0022273273207247257,
-0.01642128825187683,
-0.01870434544980526,
-0.011980836279690266,
-0.0026463984977453947,
-6.386385917663574,
-0.8300942182540894,
-0.009151063859462738,
-0.0516425296664238,
-0.014782067388296127,
-0.008486989885568619,
-0.034570805728435516,
-0.026240529492497444,
-0.00733279250562191,
-3.970698118209839,
-0.5242037773132324,
-0.00023398046323563904,
-1.9242432117462158,
-0.011520997621119022,
-0.007386753335595131,
-0.001099935034289956,
-1.8040363788604736,
-0.049478571861982346,
-1.364720344543457,
-0.0031749813351780176,
-0.0013553252210840583,
-1.4212262630462646,
-0.02465955913066864,
-4.618429660797119,
-0.1800096482038498,
-8.08507251739502,
-0.026083752512931824,
-0.019866768270730972,
-0.0013673489447683096,
-0.006564955227077007,
-0.0009285667329095304,
-0.0010661162668839097,
-0.0032063524704426527,
-0.0013315153773874044,
-0.00034433635300956666,
-0.025660913437604904,
-0.0019477697787806392,
-0.0026857517659664154,
-0.0004757702990900725,
-2.6958911418914795,
-0.05153825879096985,
-1.899247407913208,
-0.0027624324429780245,
-0.0011129144113510847,
-1.008805513381958,
-0.013467765413224697,
-4.2105817794799805,
-0.09201481938362122,
-4.716073513031006,
-0.012357691302895546,
-0.006923731416463852,
-0.0006171943969093263,
-0.0030452092178165913,
-0.0003280101518612355,
-0.00029595286468975246,
-0.0012313887709751725,
-0.0008828318095766008,
-0.00009560128091834486,
-0.001814387273043394,
-0.0002356490003876388,
-0.0022600365336984396,
-0.0002864189154934138,
-2.392395257949829,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine e as 42+14. Q: What is the first digit of e? A: 5
View ÷ as a random digit. Q: What is the first digit of 4÷2? A: 4
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 10+19? A: 1
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 29+44? A: 2
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 5+9? A: 5
Redefine π as 180+259. Q: What is the first digit of π? A: 4
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 38+5? A: 3
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 30÷6? A: 3
View number as text. Do not perform computation. Q: What is the first digit of 11+13? A: | [
" 2",
" 1"
] | 1 | [
-8.954853057861328,
-11.792540550231934,
-5.276496887207031,
-7.918867111206055,
-2.263810396194458,
-7.822644233703613,
-6.3473968505859375,
-5.011273384094238,
-0.1473507285118103,
-1.0716423988342285,
-8.011000633239746,
-4.43697452545166,
-0.8663378953933716,
-10.497703552246094,
-3.568840265274048,
-1.5561903715133667,
-1.0137524604797363,
-0.5556566119194031,
-3.8958067893981934,
-2.1026062965393066,
-0.6711471080780029,
-4.988247871398926,
-7.8974080085754395,
-0.020678764209151268,
-2.6086089611053467,
-0.22819752991199493,
-0.9881645441055298,
-0.013120506890118122,
-2.3422610759735107,
-2.0332136154174805,
-3.612426519393921,
-8.660506248474121,
-0.7935495972633362,
-6.9220123291015625,
-1.550112009048462,
-6.148397922515869,
-1.8272736072540283,
-5.681501865386963,
-7.9005937576293945,
-0.9948334693908691,
-1.2915964126586914,
-0.01889995113015175,
-0.43207046389579773,
-0.18604065477848053,
-0.14758063852787018,
-1.1528117656707764,
-0.9880102872848511,
-0.03531963378190994,
-5.63231086730957,
-6.744220733642578,
-6.149215221405029,
-0.4782058596611023,
-0.09080446511507034,
-0.00250038574449718,
-3.5502588748931885,
-0.48897406458854675,
-8.534518241882324,
-3.933661460876465,
-0.026445463299751282,
-6.841592788696289,
-1.6339695453643799,
-6.082932949066162,
-3.740203380584717,
-3.852067470550537,
-0.7651388049125671,
-1.283555269241333,
-0.015845924615859985,
-0.2400502860546112,
-0.07399820536375046,
-0.12139464169740677,
-0.6122260093688965,
-0.13363856077194214,
-0.01805970072746277,
-2.6582319736480713,
-1.3880800008773804,
-0.04247472062706947,
-0.0019073167350143194,
-3.6025853157043457,
-0.19558900594711304,
-1.440836787223816,
-4.06149959564209,
-0.006259597837924957,
-0.14043527841567993,
-0.2797393798828125,
-1.0786653757095337,
-0.045612633228302,
-0.05015668645501137,
-0.001551615772768855,
-0.05913488194346428,
-0.021108616143465042,
-0.01226996723562479,
-0.01592078246176243,
-0.29914340376853943,
-0.0066664437763392925,
-0.05766891688108444,
-0.014155339449644089,
-0.019510269165039062,
-0.09456118196249008,
-0.017494767904281616,
-0.005987919867038727,
-3.6815872192382812,
-0.3022938072681427,
-0.00029738296871073544,
-1.6662157773971558,
-0.0285108033567667,
-0.033934585750103,
-0.0008983152220025659,
-1.8380534648895264,
-0.1094607561826706,
-3.0181729793548584,
-0.004785987548530102,
-0.0010420613689348102,
-6.602469444274902,
-0.45861709117889404,
-0.13958755135536194,
-8.22398567199707,
-2.373581886291504,
-5.71124267578125,
-0.4367519021034241,
-0.2795957028865814,
-0.00316690094769001,
-0.04759310930967331,
-0.009586135856807232,
-0.02839123085141182,
-0.050086501985788345,
-0.018180865794420242,
-0.004357367753982544,
-0.313803493976593,
-0.001434488920494914,
-0.012605985626578331,
-0.008584619499742985,
-0.000730247818864882,
-2.6337292194366455,
-0.13906621932983398,
-2.2901713848114014,
-0.0059920670464634895,
-0.0017481058603152633,
-2.0237181186676025,
-0.05046706646680832,
-6.499490737915039,
-0.5313260555267334,
-4.104450702667236,
-0.07145947962999344,
-0.06127694621682167,
-0.0018668619450181723,
-0.012350627221167088,
-0.001801416976377368,
-0.0022161465603858232,
-0.004334103781729937,
-0.00248754327185452,
-0.0010177677031606436,
-0.13632726669311523,
-0.005935661029070616,
-0.004539185669273138,
-0.0005828827270306647,
-2.9477386474609375,
-0.06598692387342453,
-0.7108365297317505,
-0.722834050655365,
-0.0022273273207247257,
-0.01642128825187683,
-0.01870434544980526,
-0.011980836279690266,
-0.0026463984977453947,
-6.386385917663574,
-0.8300942182540894,
-0.009151063859462738,
-0.0516425296664238,
-0.014782067388296127,
-0.008486989885568619,
-0.034570805728435516,
-0.026240529492497444,
-0.00733279250562191,
-3.970698118209839,
-0.5242037773132324,
-0.00023398046323563904,
-1.9242432117462158,
-0.011520997621119022,
-0.007386753335595131,
-0.001099935034289956,
-1.8040363788604736,
-0.049478571861982346,
-1.364720344543457,
-0.0031749813351780176,
-0.0013553252210840583,
-1.4212262630462646,
-0.02465955913066864,
-4.618429660797119,
-0.1800096482038498,
-8.08507251739502,
-0.026083752512931824,
-0.019866768270730972,
-0.0013673489447683096,
-0.006564955227077007,
-0.0009285667329095304,
-0.0010661162668839097,
-0.0032063524704426527,
-0.0013315153773874044,
-0.00034433635300956666,
-0.025660913437604904,
-0.0019477697787806392,
-0.0026857517659664154,
-0.0004757702990900725,
-2.6958911418914795,
-0.05153825879096985,
-1.899247407913208,
-0.0027624324429780245,
-0.0011129144113510847,
-1.008805513381958,
-0.013467765413224697,
-4.2105817794799805,
-0.09201481938362122,
-4.716073513031006,
-0.012357691302895546,
-0.006923731416463852,
-0.0006171943969093263,
-0.0030452092178165913,
-0.0003280101518612355,
-0.00029595286468975246,
-0.0012313887709751725,
-0.0008828318095766008,
-0.00009560128091834486,
-0.001814387273043394,
-0.0002356490003876388,
-0.0022600365336984396,
-0.0002864189154934138,
-2.532310724258423,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 87. Q: What is the first digit of π? A: 8
View ÷ as a random digit. Q: What is the first digit of 24÷6? A: 2
View + as the digit 9 instead of a mathematical operation. Q: What is the first digit of 10+15? A: 1
View number as text. Do not perform computation. Q: What is the first digit of 16+30? A: 1
Redefine π as 579 mod 20. Q: What is the first digit of π? A: 1
Redefine π as 8+34. Q: What is the first digit of π? A: 4
Redefine e as 4+73. Q: What is the first digit of e? A: 7
Redefine π as 130+463. Q: What is the first digit of π? A: 5
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 30+47? A: | [
" 7",
" 3"
] | 1 | [
-8.954853057861328,
-10.344270706176758,
-9.44112777709961,
-1.8967182636260986,
-8.250232696533203,
-7.890810012817383,
-4.633122444152832,
-0.13645903766155243,
-1.27438223361969,
-9.532929420471191,
-4.998991966247559,
-0.976632297039032,
-10.073286056518555,
-3.457951068878174,
-1.771547555923462,
-1.1355879306793213,
-0.7452990412712097,
-4.027017116546631,
-1.9653815031051636,
-0.5956323146820068,
-4.331061363220215,
-3.282099962234497,
-8.292899131774902,
-0.2845236361026764,
-0.9210227131843567,
-0.009828389622271061,
-1.8988641500473022,
-2.9356210231781006,
-4.01144552230835,
-8.78946304321289,
-1.3437414169311523,
-0.2269667685031891,
-0.17293404042720795,
-1.2815994024276733,
-0.13079817593097687,
-3.200862169265747,
-0.6935264468193054,
-0.01192464865744114,
-0.15126892924308777,
-0.05754962936043739,
-0.05113828182220459,
-0.3356574475765228,
-0.06345538049936295,
-0.012796314433217049,
-3.922912836074829,
-2.866999864578247,
-0.005316523835062981,
-3.103593111038208,
-0.048147089779376984,
-0.07977784425020218,
-0.002714522648602724,
-0.5006343722343445,
-0.3426958918571472,
-9.332718849182129,
-4.076483726501465,
-0.2628330588340759,
-6.889329433441162,
-1.454093098640442,
-6.129212379455566,
-3.0656991004943848,
-10.027708053588867,
-0.5995336771011353,
-0.6875654458999634,
-0.020115191116929054,
-0.1449761986732483,
-0.061939042061567307,
-0.07704993337392807,
-0.3838314414024353,
-0.10555269569158554,
-0.02050008997321129,
-1.9489542245864868,
-0.8409894704818726,
-0.05470128729939461,
-0.0021045696921646595,
-3.008632183074951,
-0.16123056411743164,
-1.7396234273910522,
-1.957874059677124,
-0.3303566873073578,
-0.228580042719841,
-0.23723824322223663,
-0.022999199107289314,
-1.6753638982772827,
-0.003929513972252607,
-0.14542683959007263,
-0.02566242404282093,
-0.012462126091122627,
-0.017090311273932457,
-0.05072454735636711,
-0.004949341528117657,
-0.04018019512295723,
-0.013490935787558556,
-0.017297714948654175,
-0.0363335981965065,
-0.016535500064492226,
-0.006029748357832432,
-3.1640591621398926,
-0.48346877098083496,
-7.309562683105469,
-0.045300740748643875,
-0.0209798663854599,
-0.0005352256703190506,
-0.6038551330566406,
-0.08091596513986588,
-0.4114353060722351,
-9.067195892333984,
-0.46745550632476807,
-8.087461471557617,
-0.49663710594177246,
-6.765794277191162,
-2.764469861984253,
-6.023127555847168,
-7.923877716064453,
-0.858308732509613,
-0.6152154207229614,
-0.01082630269229412,
-0.21065805852413177,
-0.09698422998189926,
-0.11072985082864761,
-0.4625169038772583,
-0.7172840237617493,
-0.031091349199414253,
-5.359912872314453,
-1.526281714439392,
-5.150586128234863,
-0.05068805813789368,
-0.021922752261161804,
-0.0006915323319844902,
-3.581179141998291,
-0.11956989765167236,
-0.42949700355529785,
-1.302366018295288,
-0.036810778081417084,
-0.024437855929136276,
-0.022048698738217354,
-0.0030854973010718822,
-0.03692061826586723,
-0.0005541696446016431,
-0.00695676077157259,
-0.0033062815200537443,
-0.0026063304394483566,
-0.0037744250148534775,
-0.06964640319347382,
-0.0018250966677442193,
-0.012377708218991756,
-0.0013965149410068989,
-0.001762028899975121,
-0.008538879454135895,
-0.005922270007431507,
-0.0018311651656404138,
-3.361896276473999,
-0.42187002301216125,
-4.3944091796875,
-0.06682644784450531,
-0.0067496877163648605,
-0.0001919085334520787,
-0.3092474639415741,
-0.06686881929636002,
-4.548442840576172,
-0.009568306617438793,
-0.0022532569710165262,
-6.030002593994141,
-0.5147735476493835,
-0.12521657347679138,
-9.55691146850586,
-2.0119361877441406,
-0.9713721871376038,
-0.00356099009513855,
-0.048150382936000824,
-0.011227287352085114,
-0.01665227860212326,
-0.06039346754550934,
-0.023179639130830765,
-0.005187622271478176,
-0.5563938021659851,
-0.0014736517332494259,
-0.018117064610123634,
-0.007513123564422131,
-0.0007397775771096349,
-2.3748340606689453,
-0.10858741402626038,
-0.34055623412132263,
-0.6465516686439514,
-0.015711331740021706,
-6.504424571990967,
-4.388339996337891,
-5.211830139160156,
-3.1302294731140137,
-0.005815728101879358,
-0.5405384302139282,
-0.0952756330370903,
-0.02286381833255291,
-0.03192164748907089,
-0.10739514976739883,
-0.003696990432217717,
-0.025620827451348305,
-0.009621438570320606,
-0.007788646034896374,
-0.02743343450129032,
-0.022183841094374657,
-0.007378588430583477,
-7.379560470581055,
-0.21104645729064941,
-4.561941623687744,
-0.018973877653479576,
-0.0051801507361233234,
-0.0003270567976869643,
-2.8333559036254883,
-0.05040824040770531,
-3.289088010787964,
-0.0027843061834573746,
-0.0016386188799515367,
-2.826472043991089,
-0.07579480111598969,
-5.3916521072387695,
-0.5674219727516174,
-4.689565181732178,
-0.06033690646290779,
-0.048672039061784744,
-0.001981558743864298,
-0.008267701603472233,
-0.002063765889033675,
-0.003231187118217349,
-0.005780646111816168,
-0.0027825231663882732,
-0.001389015233144164,
-0.20367181301116943,
-0.019840942695736885,
-0.0027549429796636105,
-0.0003784178989008069,
-4.2897233963012695,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine e as 31+30. Q: What is the first digit of e? A: 6
Redefine π as 652 mod 35. Q: What is the first digit of π? A: 2
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 5+11? A: 5
View ÷ as a random digit. Q: What is the first digit of 4÷2? A: 4
View ÷ as a random digit. Q: What is the first digit of 70÷7? A: 7
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 12÷6? A: 1
Redefine π as 856. Q: What is the first digit of π? A: 8
View ÷ as a random digit. Q: What is the first digit of 20÷2? A: 2
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 8÷4? A: | [
" 2",
" 8"
] | 1 | [
-8.954853057861328,
-10.344270706176758,
-9.44112777709961,
-1.8967182636260986,
-8.250232696533203,
-7.890810012817383,
-4.633122444152832,
-0.13645903766155243,
-1.27438223361969,
-9.532929420471191,
-4.998991966247559,
-0.976632297039032,
-10.073286056518555,
-3.457951068878174,
-1.771547555923462,
-1.1355879306793213,
-0.7452990412712097,
-4.027017116546631,
-1.9653815031051636,
-0.5956323146820068,
-4.331061363220215,
-3.282099962234497,
-8.292899131774902,
-0.2845236361026764,
-0.9210227131843567,
-0.009828389622271061,
-1.8988641500473022,
-2.9356210231781006,
-4.01144552230835,
-8.78946304321289,
-1.3437414169311523,
-0.2269667685031891,
-0.17293404042720795,
-1.2815994024276733,
-0.13079817593097687,
-3.200862169265747,
-0.6935264468193054,
-0.01192464865744114,
-0.15126892924308777,
-0.05754962936043739,
-0.05113828182220459,
-0.3356574475765228,
-0.06345538049936295,
-0.012796314433217049,
-3.922912836074829,
-2.866999864578247,
-0.005316523835062981,
-3.103593111038208,
-0.048147089779376984,
-0.07977784425020218,
-0.002714522648602724,
-0.5006343722343445,
-0.3426958918571472,
-9.332718849182129,
-4.076483726501465,
-0.2628330588340759,
-6.889329433441162,
-1.454093098640442,
-6.129212379455566,
-3.0656991004943848,
-10.027708053588867,
-0.5995336771011353,
-0.6875654458999634,
-0.020115191116929054,
-0.1449761986732483,
-0.061939042061567307,
-0.07704993337392807,
-0.3838314414024353,
-0.10555269569158554,
-0.02050008997321129,
-1.9489542245864868,
-0.8409894704818726,
-0.05470128729939461,
-0.0021045696921646595,
-3.008632183074951,
-0.16123056411743164,
-1.7396234273910522,
-1.957874059677124,
-0.3303566873073578,
-0.228580042719841,
-0.23723824322223663,
-0.022999199107289314,
-1.6753638982772827,
-0.003929513972252607,
-0.14542683959007263,
-0.02566242404282093,
-0.012462126091122627,
-0.017090311273932457,
-0.05072454735636711,
-0.004949341528117657,
-0.04018019512295723,
-0.013490935787558556,
-0.017297714948654175,
-0.0363335981965065,
-0.016535500064492226,
-0.006029748357832432,
-3.1640591621398926,
-0.48346877098083496,
-7.309562683105469,
-0.045300740748643875,
-0.0209798663854599,
-0.0005352256703190506,
-0.6038551330566406,
-0.08091596513986588,
-0.4114353060722351,
-9.067195892333984,
-0.46745550632476807,
-8.087461471557617,
-0.49663710594177246,
-6.765794277191162,
-2.764469861984253,
-6.023127555847168,
-7.923877716064453,
-0.858308732509613,
-0.6152154207229614,
-0.01082630269229412,
-0.21065805852413177,
-0.09698422998189926,
-0.11072985082864761,
-0.4625169038772583,
-0.7172840237617493,
-0.031091349199414253,
-5.359912872314453,
-1.526281714439392,
-5.150586128234863,
-0.05068805813789368,
-0.021922752261161804,
-0.0006915323319844902,
-3.581179141998291,
-0.11956989765167236,
-0.42949700355529785,
-1.302366018295288,
-0.036810778081417084,
-0.024437855929136276,
-0.022048698738217354,
-0.0030854973010718822,
-0.03692061826586723,
-0.0005541696446016431,
-0.00695676077157259,
-0.0033062815200537443,
-0.0026063304394483566,
-0.0037744250148534775,
-0.06964640319347382,
-0.0018250966677442193,
-0.012377708218991756,
-0.0013965149410068989,
-0.001762028899975121,
-0.008538879454135895,
-0.005922270007431507,
-0.0018311651656404138,
-3.361896276473999,
-0.42187002301216125,
-4.3944091796875,
-0.06682644784450531,
-0.0067496877163648605,
-0.0001919085334520787,
-0.3092474639415741,
-0.06686881929636002,
-4.548442840576172,
-0.009568306617438793,
-0.0022532569710165262,
-6.030002593994141,
-0.5147735476493835,
-0.12521657347679138,
-9.55691146850586,
-2.0119361877441406,
-0.9713721871376038,
-0.00356099009513855,
-0.048150382936000824,
-0.011227287352085114,
-0.01665227860212326,
-0.06039346754550934,
-0.023179639130830765,
-0.005187622271478176,
-0.5563938021659851,
-0.0014736517332494259,
-0.018117064610123634,
-0.007513123564422131,
-0.0007397775771096349,
-2.3748340606689453,
-0.10858741402626038,
-0.34055623412132263,
-0.6465516686439514,
-0.015711331740021706,
-6.504424571990967,
-4.388339996337891,
-5.211830139160156,
-3.1302294731140137,
-0.005815728101879358,
-0.5405384302139282,
-0.0952756330370903,
-0.02286381833255291,
-0.03192164748907089,
-0.10739514976739883,
-0.003696990432217717,
-0.025620827451348305,
-0.009621438570320606,
-0.007788646034896374,
-0.02743343450129032,
-0.022183841094374657,
-0.007378588430583477,
-7.379560470581055,
-0.21104645729064941,
-4.561941623687744,
-0.018973877653479576,
-0.0051801507361233234,
-0.0003270567976869643,
-2.8333559036254883,
-0.05040824040770531,
-3.289088010787964,
-0.0027843061834573746,
-0.0016386188799515367,
-2.826472043991089,
-0.07579480111598969,
-5.3916521072387695,
-0.5674219727516174,
-4.689565181732178,
-0.06033690646290779,
-0.048672039061784744,
-0.001981558743864298,
-0.008267701603472233,
-0.002063765889033675,
-0.003231187118217349,
-0.005780646111816168,
-0.0027825231663882732,
-0.001389015233144164,
-0.20367181301116943,
-0.019840942695736885,
-0.0027549429796636105,
-0.0003784178989008069,
-3.9050304889678955,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 54÷6? A: 5
Redefine π as 205 mod 19. Q: What is the first digit of π? A: 1
Redefine e as 11+79. Q: What is the first digit of e? A: 9
Redefine π as 405. Q: What is the first digit of π? A: 4
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 4÷4? A: 4
View number as text. Do not perform computation. Q: What is the first digit of 16+30? A: 1
View + as the digit 8 instead of a mathematical operation. Q: What is the first digit of 52+12? A: 5
View + as the digit 8 instead of a mathematical operation. Q: What is the first digit of 5+4? A: 5
Redefine π as 30+505. Q: What is the first digit of π? A: | [
" 5",
" 3"
] | 0 | [
-8.954853057861328,
-10.344270706176758,
-9.44112777709961,
-1.8967182636260986,
-8.250232696533203,
-7.890810012817383,
-4.633122444152832,
-0.13645903766155243,
-1.27438223361969,
-9.532929420471191,
-4.998991966247559,
-0.976632297039032,
-10.073286056518555,
-3.457951068878174,
-1.771547555923462,
-1.1355879306793213,
-0.7452990412712097,
-4.027017116546631,
-1.9653815031051636,
-0.5956323146820068,
-7.1801934242248535,
-4.733879089355469,
-3.8216638565063477,
-0.40991663932800293,
-0.9994258284568787,
-0.010018893517553806,
-3.480968475341797,
-2.6308133602142334,
-4.0102620124816895,
-0.77748703956604,
-0.6082116365432739,
-3.182084083557129,
-4.504192352294922,
-7.325007915496826,
-0.959983229637146,
-0.014577078633010387,
-0.8321481347084045,
-0.26357924938201904,
-0.04022977873682976,
-0.07984938472509384,
-0.26214009523391724,
-0.007843765430152416,
-0.1306728571653366,
-0.048373933881521225,
-0.08004109561443329,
-0.37377941608428955,
-0.06337124109268188,
-0.014466637745499611,
-4.32785701751709,
-0.49336448311805725,
-2.303164005279541,
-0.07642482966184616,
-0.09219963848590851,
-0.0015332859475165606,
-1.6527791023254395,
-0.40947583317756653,
-10.234648704528809,
-3.5258841514587402,
-0.38723188638687134,
-7.923603057861328,
-1.5692421197891235,
-8.887669563293457,
-2.692039966583252,
-2.3148200511932373,
-1.6324541568756104,
-1.5172626972198486,
-0.0374138280749321,
-0.22937420010566711,
-0.10221368074417114,
-0.12226562947034836,
-0.8497439622879028,
-0.3040505051612854,
-0.04053764417767525,
-2.453106641769409,
-0.6700506806373596,
-0.07786589115858078,
-0.0020042823161929846,
-4.1955132484436035,
-0.19319553673267365,
-1.586090326309204,
-0.004295527469366789,
-0.00207673292607069,
-5.904757499694824,
-0.3125893473625183,
-0.10059010982513428,
-4.063067436218262,
-0.42231741547584534,
-6.949705123901367,
-0.2844061553478241,
-0.04213567450642586,
-0.002388602588325739,
-0.01494591124355793,
-0.005419088061898947,
-0.004816952161490917,
-0.022603722289204597,
-0.0158016886562109,
-0.010307767428457737,
-0.12304394692182541,
-0.0007625294383615255,
-0.008689922280609608,
-0.01328285876661539,
-0.000686767278239131,
-3.785747766494751,
-0.09957744926214218,
-0.7462223768234253,
-0.0026963327545672655,
-0.0016217187512665987,
-2.759830951690674,
-1.1320326328277588,
-5.728485584259033,
-0.049393247812986374,
-4.066851615905762,
-0.045364197343587875,
-0.017200112342834473,
-0.001563875237479806,
-0.006644773297011852,
-0.0014923398848623037,
-0.0008328068652190268,
-0.004594483878463507,
-0.002582193585112691,
-0.0009544108179397881,
-0.07871489971876144,
-0.006192662753164768,
-0.006770882289856672,
-0.0005090133054181933,
-3.154695987701416,
-0.06535597890615463,
-0.5625386834144592,
-0.0025808855425566435,
-0.0016014858847483993,
-1.940014362335205,
-0.04467780888080597,
-4.00717830657959,
-0.1439209282398224,
-4.537453651428223,
-0.060241397470235825,
-0.026206854730844498,
-0.0009114163694903255,
-0.004555562045425177,
-0.0007963585085235536,
-0.00037889453233219683,
-0.002565190428867936,
-0.0016643255949020386,
-0.0003999863693024963,
-0.011352702043950558,
-0.0022169791627675295,
-0.007763569708913565,
-0.0006202919175848365,
-2.5426158905029297,
-0.08413267135620117,
-4.415938377380371,
-0.22393421828746796,
-0.08761846274137497,
-0.8521276116371155,
-1.0210331678390503,
-2.755887031555176,
-0.06815590709447861,
-0.0011697123991325498,
-0.0354929156601429,
-0.010034944862127304,
-0.00524098752066493,
-0.007893558591604233,
-0.01813778653740883,
-0.0005814530304633081,
-0.005075901746749878,
-0.0019358720164746046,
-0.0021297885105013847,
-0.006372370757162571,
-0.004778394475579262,
-0.0020059479866176844,
-6.103335380554199,
-0.3232676386833191,
-4.246273994445801,
-0.03528200462460518,
-0.01100329402834177,
-0.00021908267808612436,
-1.478015661239624,
-0.04283123463392258,
-0.4486232399940491,
-12.466476440429688,
-0.5415198802947998,
-8.77101993560791,
-0.8215199112892151,
-6.593146324157715,
-2.2269389629364014,
-6.048687934875488,
-7.528265953063965,
-0.6790433526039124,
-0.6357858777046204,
-0.010334432125091553,
-0.24834319949150085,
-0.09300963580608368,
-0.1606210172176361,
-0.4988401234149933,
-0.493877649307251,
-0.02007978968322277,
-6.054647445678711,
-0.7787380814552307,
-4.392885684967041,
-0.04163598641753197,
-0.017237724736332893,
-0.0006354220095090568,
-3.230574607849121,
-0.06570979207754135,
-0.4009604752063751,
-1.1257957220077515,
-0.03645934909582138,
-0.6000894904136658,
-0.5313802361488342,
-2.509396553039551,
-0.05271404609084129,
-0.0009672730811871588,
-0.0269742663949728,
-0.01260469015687704,
-0.0037067292723804712,
-0.006026193965226412,
-0.02864009328186512,
-0.0015475689433515072,
-0.0050704460591077805,
-0.0006933192489668727,
-0.0010883843060582876,
-0.00402343412861228,
-0.002597175072878599,
-0.001320086419582367,
-3.9944937229156494,
-0.009106175974011421,
-5.918216228485107,
-0.00330259813927114,
-0.0022351776715368032,
-0.00009321732068201527,
-4.536134719848633,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine e as 28+3. Q: What is the first digit of e? A: 3
Redefine e as 14+48. Q: What is the first digit of e? A: 6
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 36÷3? A: 3
View + as the digit 8 instead of a mathematical operation. Q: What is the first digit of 27+47? A: 2
Redefine π as 860 mod 50. Q: What is the first digit of π? A: 1
View ÷ as a random digit. Q: What is the first digit of 20÷5? A: 2
Redefine π as 969 mod 25. Q: What is the first digit of π? A: 1
View ÷ as a random digit. Q: What is the first digit of 15÷3? A: 1
Redefine π as 720. Q: What is the first digit of π? A: | [
" 7",
" 3"
] | 0 | [
-8.954853057861328,
-10.344270706176758,
-9.44112777709961,
-1.8967182636260986,
-8.250232696533203,
-7.890810012817383,
-4.633122444152832,
-0.13645903766155243,
-1.27438223361969,
-9.532929420471191,
-4.998991966247559,
-0.976632297039032,
-10.073286056518555,
-3.457951068878174,
-1.771547555923462,
-1.1355879306793213,
-0.7452990412712097,
-4.027017116546631,
-1.9653815031051636,
-0.5956323146820068,
-7.1801934242248535,
-4.733879089355469,
-3.8216638565063477,
-0.40991663932800293,
-0.9994258284568787,
-0.010018893517553806,
-3.480968475341797,
-2.6308133602142334,
-4.0102620124816895,
-0.77748703956604,
-0.6082116365432739,
-3.182084083557129,
-4.504192352294922,
-7.325007915496826,
-0.959983229637146,
-0.014577078633010387,
-0.8321481347084045,
-0.26357924938201904,
-0.04022977873682976,
-0.07984938472509384,
-0.26214009523391724,
-0.007843765430152416,
-0.1306728571653366,
-0.048373933881521225,
-0.08004109561443329,
-0.37377941608428955,
-0.06337124109268188,
-0.014466637745499611,
-4.32785701751709,
-0.49336448311805725,
-2.303164005279541,
-0.07642482966184616,
-0.09219963848590851,
-0.0015332859475165606,
-1.6527791023254395,
-0.40947583317756653,
-10.234648704528809,
-3.5258841514587402,
-0.38723188638687134,
-7.923603057861328,
-1.5692421197891235,
-8.887669563293457,
-2.692039966583252,
-2.3148200511932373,
-1.6324541568756104,
-1.5172626972198486,
-0.0374138280749321,
-0.22937420010566711,
-0.10221368074417114,
-0.12226562947034836,
-0.8497439622879028,
-0.3040505051612854,
-0.04053764417767525,
-2.453106641769409,
-0.6700506806373596,
-0.07786589115858078,
-0.0020042823161929846,
-4.1955132484436035,
-0.19319553673267365,
-1.586090326309204,
-0.004295527469366789,
-0.00207673292607069,
-5.904757499694824,
-0.3125893473625183,
-0.10059010982513428,
-4.063067436218262,
-0.42231741547584534,
-6.949705123901367,
-0.2844061553478241,
-0.04213567450642586,
-0.002388602588325739,
-0.01494591124355793,
-0.005419088061898947,
-0.004816952161490917,
-0.022603722289204597,
-0.0158016886562109,
-0.010307767428457737,
-0.12304394692182541,
-0.0007625294383615255,
-0.008689922280609608,
-0.01328285876661539,
-0.000686767278239131,
-3.785747766494751,
-0.09957744926214218,
-0.7462223768234253,
-0.0026963327545672655,
-0.0016217187512665987,
-2.759830951690674,
-1.1320326328277588,
-5.728485584259033,
-0.049393247812986374,
-4.066851615905762,
-0.045364197343587875,
-0.017200112342834473,
-0.001563875237479806,
-0.006644773297011852,
-0.0014923398848623037,
-0.0008328068652190268,
-0.004594483878463507,
-0.002582193585112691,
-0.0009544108179397881,
-0.07871489971876144,
-0.006192662753164768,
-0.006770882289856672,
-0.0005090133054181933,
-3.154695987701416,
-0.06535597890615463,
-0.5625386834144592,
-0.0025808855425566435,
-0.0016014858847483993,
-1.940014362335205,
-0.04467780888080597,
-4.00717830657959,
-0.1439209282398224,
-4.537453651428223,
-0.060241397470235825,
-0.026206854730844498,
-0.0009114163694903255,
-0.004555562045425177,
-0.0007963585085235536,
-0.00037889453233219683,
-0.002565190428867936,
-0.0016643255949020386,
-0.0003999863693024963,
-0.011352702043950558,
-0.0022169791627675295,
-0.007763569708913565,
-0.0006202919175848365,
-2.5426158905029297,
-0.08413267135620117,
-4.415938377380371,
-0.22393421828746796,
-0.08761846274137497,
-0.8521276116371155,
-1.0210331678390503,
-2.755887031555176,
-0.06815590709447861,
-0.0011697123991325498,
-0.0354929156601429,
-0.010034944862127304,
-0.00524098752066493,
-0.007893558591604233,
-0.01813778653740883,
-0.0005814530304633081,
-0.005075901746749878,
-0.0019358720164746046,
-0.0021297885105013847,
-0.006372370757162571,
-0.004778394475579262,
-0.0020059479866176844,
-6.103335380554199,
-0.3232676386833191,
-4.246273994445801,
-0.03528200462460518,
-0.01100329402834177,
-0.00021908267808612436,
-1.478015661239624,
-0.04283123463392258,
-0.4486232399940491,
-12.466476440429688,
-0.5415198802947998,
-8.77101993560791,
-0.8215199112892151,
-6.593146324157715,
-2.2269389629364014,
-6.048687934875488,
-7.528265953063965,
-0.6790433526039124,
-0.6357858777046204,
-0.010334432125091553,
-0.24834319949150085,
-0.09300963580608368,
-0.1606210172176361,
-0.4988401234149933,
-0.493877649307251,
-0.02007978968322277,
-6.054647445678711,
-0.7787380814552307,
-4.392885684967041,
-0.04163598641753197,
-0.017237724736332893,
-0.0006354220095090568,
-3.230574607849121,
-0.06570979207754135,
-0.4009604752063751,
-1.1257957220077515,
-0.03645934909582138,
-0.6000894904136658,
-0.5313802361488342,
-2.509396553039551,
-0.05271404609084129,
-0.0009672730811871588,
-0.0269742663949728,
-0.01260469015687704,
-0.0037067292723804712,
-0.006026193965226412,
-0.02864009328186512,
-0.0015475689433515072,
-0.0050704460591077805,
-0.0006933192489668727,
-0.0010883843060582876,
-0.00402343412861228,
-0.002597175072878599,
-0.001320086419582367,
-3.9944937229156494,
-0.009106175974011421,
-5.918216228485107,
-0.00330259813927114,
-0.0022351776715368032,
-0.00009321732068201527,
-0.21671298146247864,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View number as text. Do not perform computation. Q: What is the first digit of 19+63? A: 1
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 81÷9? A: 8
View + as the digit 5 instead of a mathematical operation. Q: What is the first digit of 7+62? A: 7
View ÷ as a random digit. Q: What is the first digit of 24÷3? A: 2
View number as text. Do not perform computation. Q: What is the first digit of 7+10? A: 7
View number as text. Do not perform computation. Q: What is the first digit of 22+9? A: 2
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 77÷7? A: 7
Redefine e as 9+10. Q: What is the first digit of e? A: 1
View ÷ as a random digit. Q: What is the first digit of 33÷3? A: | [
" 1",
" 3"
] | 1 | [
-8.954853057861328,
-10.330166816711426,
-7.25859260559082,
-5.4973955154418945,
-2.3238892555236816,
-6.080542087554932,
-1.7297526597976685,
-8.143977165222168,
-8.257608413696289,
-1.2914366722106934,
-10.55923843383789,
-2.2482283115386963,
-1.893018364906311,
-0.773497462272644,
-0.4800112247467041,
-4.609823226928711,
-3.096489906311035,
-0.38737836480140686,
-7.0719828605651855,
-4.996923446655273,
-5.722917079925537,
-0.7531440854072571,
-1.0507574081420898,
-0.012724518775939941,
-3.3318440914154053,
-2.1871180534362793,
-3.948136806488037,
-0.43775424361228943,
-0.039781492203474045,
-0.29328685998916626,
-0.0570576973259449,
-0.057979337871074677,
-0.001887565478682518,
-0.014132419601082802,
-0.02414163202047348,
-0.0078269699588418,
-0.21934348344802856,
-0.004479374270886183,
-0.17207208275794983,
-0.04739473760128021,
-0.0526714101433754,
-0.5286634564399719,
-0.08974196016788483,
-0.009219100698828697,
-4.186618804931641,
-0.473066508769989,
-4.9489216804504395,
-0.032141122967004776,
-0.07717188447713852,
-0.0009557208395563066,
-1.261474609375,
-0.30923354625701904,
-10.884564399719238,
-4.637047290802002,
-0.23576602339744568,
-9.575632095336914,
-0.46379852294921875,
-1.441293478012085,
-10.607657432556152,
-3.05596923828125,
-8.740826606750488,
-1.1511919498443604,
-2.8395402431488037,
-0.023502696305513382,
-0.366351842880249,
-0.09176992624998093,
-0.1274719089269638,
-1.2421379089355469,
-0.20886264741420746,
-0.019734587520360947,
-3.10606050491333,
-0.008959094993770123,
-0.33740195631980896,
-0.08597330003976822,
-0.0024635223671793938,
-3.1894471645355225,
-0.1823100745677948,
-0.8234288096427917,
-0.001405324088409543,
-0.0014632957754656672,
-0.22952573001384735,
-0.008318537846207619,
-0.019616881385445595,
-4.728358268737793,
-4.793924331665039,
-2.2915830612182617,
-0.2551240921020508,
-0.0028728663455694914,
-0.02495981566607952,
-0.0038206216413527727,
-0.002652224386110902,
-0.017071444541215897,
-0.004900706000626087,
-0.003255545860156417,
-0.09862694889307022,
-0.0002936885575763881,
-0.0051236990839242935,
-0.012467306107282639,
-0.0005978942499496043,
-0.629538357257843,
-0.28461405634880066,
-0.37769603729248047,
-0.0017773797735571861,
-0.0011799524072557688,
-0.025570515543222427,
-0.0012306743301451206,
-0.018660234287381172,
-7.39234733581543,
-10.49679183959961,
-4.743865013122559,
-0.11599350720643997,
-0.047133781015872955,
-0.0019039851613342762,
-0.013967032544314861,
-0.0026700582820922136,
-0.0016175531782209873,
-0.01004474051296711,
-0.004580006934702396,
-0.0012815127847716212,
-0.01556392852216959,
-0.00020275443966966122,
-0.007120825815945864,
-0.007546370383352041,
-0.0005482124397531152,
-2.2348103523254395,
-0.08857958763837814,
-4.000538349151611,
-13.33144474029541,
-1.3838179111480713,
-2.4387950897216797,
-2.5965776443481445,
-7.4863691329956055,
-3.7634623050689697,
-6.883890151977539,
-0.04919341951608658,
-0.9385324120521545,
-6.171853065490723,
-3.7818422317504883,
-0.1165928840637207,
-0.6088517904281616,
-0.006071457173675299,
-0.17988716065883636,
-0.1159655898809433,
-0.10850699245929718,
-0.25280115008354187,
-0.19217531383037567,
-0.023738926276564598,
-4.447265625,
-3.8295998573303223,
-0.0027151170652359724,
-2.494432210922241,
-0.07479818910360336,
-0.03657865151762962,
-0.0010303908493369818,
-2.347151756286621,
-0.08563315123319626,
-0.46542394161224365,
-4.712874889373779,
-0.24801906943321228,
-2.3644418716430664,
-4.806128025054932,
-6.671459197998047,
-2.7365293502807617,
-0.0055803232826292515,
-1.0290422439575195,
-0.3604579567909241,
-0.03707076609134674,
-0.02871747501194477,
-0.04750944674015045,
-0.0014557965332642198,
-0.007700638845562935,
-0.0024995533749461174,
-0.005321622826159,
-0.008421385660767555,
-0.004311551805585623,
-0.0031008278019726276,
-4.101730823516846,
-0.38101327419281006,
-3.7802846431732178,
-0.04136837646365166,
-0.008376938290894032,
-0.00030083899036981165,
-2.332038640975952,
-0.039629917591810226,
-2.7447752952575684,
-0.01570417359471321,
-0.0027900123968720436,
-5.747200012207031,
-0.28116360306739807,
-3.01151704788208,
-2.8328371047973633,
-8.338205337524414,
-0.6376718878746033,
-0.10161767899990082,
-0.0028733417857438326,
-0.018757930025458336,
-0.004747547209262848,
-0.02360527403652668,
-0.018282586708664894,
-0.0064684306271374226,
-0.0021671399008482695,
-0.17363734543323517,
-0.012697328813374043,
-0.002763977972790599,
-0.0009601273923180997,
-3.657994031906128,
-0.056393034756183624,
-0.4360376000404358,
-0.004414812196046114,
-0.0017307315720245242,
-1.9207872152328491,
-0.13508078455924988,
-0.09055536240339279,
-6.747323036193848,
-2.432593822479248,
-0.2785814702510834,
-0.004466319922357798,
-0.006574310828000307,
-0.0020335486624389887,
-0.0015393561916425824,
-0.005277866963297129,
-0.002940618433058262,
-0.0008312584250234067,
-0.04098822548985481,
-0.00029047083808109164,
-0.0025923000648617744,
-0.002565547125414014,
-0.0015655416063964367,
-1.9919723272323608,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine e as 90+9. Q: What is the first digit of e? A: 9
Redefine e as 1+6. Q: What is the first digit of e? A: 7
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 88+5? A: 8
Redefine π as 38+30. Q: What is the first digit of π? A: 6
Redefine e as 18+38. Q: What is the first digit of e? A: 5
Redefine e as 34+44. Q: What is the first digit of e? A: 7
View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 21+71? A: 2
View + as the digit 9 instead of a mathematical operation. Q: What is the first digit of 8+30? A: 8
Redefine e as 10+76. Q: What is the first digit of e? A: | [
" 8",
" 2"
] | 0 | [
-8.954853057861328,
-10.330166816711426,
-7.25859260559082,
-5.4973955154418945,
-2.3238892555236816,
-6.080542087554932,
-1.7297526597976685,
-8.143977165222168,
-8.257608413696289,
-1.2914366722106934,
-10.55923843383789,
-2.2482283115386963,
-1.893018364906311,
-0.773497462272644,
-0.4800112247467041,
-4.609823226928711,
-3.096489906311035,
-0.38737836480140686,
-7.0719828605651855,
-4.996923446655273,
-5.722917079925537,
-0.7531440854072571,
-1.0507574081420898,
-0.012724518775939941,
-3.3318440914154053,
-2.1871180534362793,
-3.948136806488037,
-0.43775424361228943,
-0.039781492203474045,
-0.29328685998916626,
-0.0570576973259449,
-0.057979337871074677,
-0.001887565478682518,
-0.014132419601082802,
-0.02414163202047348,
-0.0078269699588418,
-0.21934348344802856,
-0.004479374270886183,
-0.17207208275794983,
-0.04739473760128021,
-0.0526714101433754,
-0.5286634564399719,
-0.08974196016788483,
-0.009219100698828697,
-4.186618804931641,
-0.473066508769989,
-4.9489216804504395,
-0.032141122967004776,
-0.07717188447713852,
-0.0009557208395563066,
-1.261474609375,
-0.30923354625701904,
-10.884564399719238,
-4.637047290802002,
-0.23576602339744568,
-9.575632095336914,
-0.46379852294921875,
-1.441293478012085,
-10.607657432556152,
-3.05596923828125,
-8.740826606750488,
-1.1511919498443604,
-2.8395402431488037,
-0.023502696305513382,
-0.366351842880249,
-0.09176992624998093,
-0.1274719089269638,
-1.2421379089355469,
-0.20886264741420746,
-0.019734587520360947,
-3.10606050491333,
-0.008959094993770123,
-0.33740195631980896,
-0.08597330003976822,
-0.0024635223671793938,
-3.1894471645355225,
-0.1823100745677948,
-0.8234288096427917,
-0.001405324088409543,
-0.0014632957754656672,
-0.22952573001384735,
-0.008318537846207619,
-0.019616881385445595,
-4.728358268737793,
-4.793924331665039,
-2.2915830612182617,
-0.2551240921020508,
-0.0028728663455694914,
-0.02495981566607952,
-0.0038206216413527727,
-0.002652224386110902,
-0.017071444541215897,
-0.004900706000626087,
-0.003255545860156417,
-0.09862694889307022,
-0.0002936885575763881,
-0.0051236990839242935,
-0.012467306107282639,
-0.0005978942499496043,
-0.629538357257843,
-0.28461405634880066,
-0.37769603729248047,
-0.0017773797735571861,
-0.0011799524072557688,
-0.025570515543222427,
-0.0012306743301451206,
-0.018660234287381172,
-7.39234733581543,
-10.49679183959961,
-4.743865013122559,
-0.11599350720643997,
-0.047133781015872955,
-0.0019039851613342762,
-0.013967032544314861,
-0.0026700582820922136,
-0.0016175531782209873,
-0.01004474051296711,
-0.004580006934702396,
-0.0012815127847716212,
-0.01556392852216959,
-0.00020275443966966122,
-0.007120825815945864,
-0.007546370383352041,
-0.0005482124397531152,
-2.2348103523254395,
-0.08857958763837814,
-4.000538349151611,
-13.33144474029541,
-1.3838179111480713,
-2.4387950897216797,
-2.5965776443481445,
-7.4863691329956055,
-3.7634623050689697,
-6.883890151977539,
-0.04919341951608658,
-0.9385324120521545,
-6.171853065490723,
-3.7818422317504883,
-0.1165928840637207,
-0.6088517904281616,
-0.006071457173675299,
-0.17988716065883636,
-0.1159655898809433,
-0.10850699245929718,
-0.25280115008354187,
-0.19217531383037567,
-0.023738926276564598,
-4.447265625,
-3.8295998573303223,
-0.0027151170652359724,
-2.494432210922241,
-0.07479818910360336,
-0.03657865151762962,
-0.0010303908493369818,
-2.347151756286621,
-0.08563315123319626,
-0.46542394161224365,
-4.712874889373779,
-0.24801906943321228,
-2.3644418716430664,
-4.806128025054932,
-6.671459197998047,
-2.7365293502807617,
-0.0055803232826292515,
-1.0290422439575195,
-0.3604579567909241,
-0.03707076609134674,
-0.02871747501194477,
-0.04750944674015045,
-0.0014557965332642198,
-0.007700638845562935,
-0.0024995533749461174,
-0.005321622826159,
-0.008421385660767555,
-0.004311551805585623,
-0.0031008278019726276,
-4.101730823516846,
-0.38101327419281006,
-3.7802846431732178,
-0.04136837646365166,
-0.008376938290894032,
-0.00030083899036981165,
-2.332038640975952,
-0.039629917591810226,
-2.7447752952575684,
-0.01570417359471321,
-0.0027900123968720436,
-5.747200012207031,
-0.28116360306739807,
-3.01151704788208,
-2.8328371047973633,
-8.338205337524414,
-0.6376718878746033,
-0.10161767899990082,
-0.0028733417857438326,
-0.018757930025458336,
-0.004747547209262848,
-0.02360527403652668,
-0.018282586708664894,
-0.0064684306271374226,
-0.0021671399008482695,
-0.17363734543323517,
-0.012697328813374043,
-0.002763977972790599,
-0.0009601273923180997,
-3.657994031906128,
-0.056393034756183624,
-0.4360376000404358,
-0.004414812196046114,
-0.0017307315720245242,
-1.9207872152328491,
-0.13508078455924988,
-0.09055536240339279,
-6.747323036193848,
-2.432593822479248,
-0.2785814702510834,
-0.004466319922357798,
-0.006574310828000307,
-0.0020335486624389887,
-0.0015393561916425824,
-0.005277866963297129,
-0.002940618433058262,
-0.0008312584250234067,
-0.04098822548985481,
-0.00029047083808109164,
-0.0025923000648617744,
-0.002565547125414014,
-0.0015655416063964367,
-2.3070149421691895,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View number as text. Do not perform computation. Q: What is the first digit of 22+9? A: 2
Redefine π as 716. Q: What is the first digit of π? A: 7
Redefine π as 837+162. Q: What is the first digit of π? A: 9
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 42÷6? A: 4
View + as the digit 4 instead of a mathematical operation. Q: What is the first digit of 42+14? A: 4
View + as the digit 2 instead of a mathematical operation. Q: What is the first digit of 6+1? A: 6
Redefine e as 14+48. Q: What is the first digit of e? A: 6
View number as text. Do not perform computation. Q: What is the first digit of 23+63? A: 2
View number as text. Do not perform computation. Q: What is the first digit of 23+48? A: | [
" 7",
" 2"
] | 1 | [
-8.954853057861328,
-10.344270706176758,
-9.44112777709961,
-1.8967182636260986,
-8.250232696533203,
-7.890810012817383,
-4.633122444152832,
-0.13645903766155243,
-1.27438223361969,
-9.532929420471191,
-4.998991966247559,
-0.976632297039032,
-10.073286056518555,
-3.457951068878174,
-1.771547555923462,
-1.1355879306793213,
-0.7452990412712097,
-4.027017116546631,
-1.9653815031051636,
-0.5956323146820068,
-7.575595378875732,
-5.3699235916137695,
-6.282218933105469,
-0.3554065227508545,
-1.0437357425689697,
-0.01012333668768406,
-4.331053256988525,
-2.57907772064209,
-10.8896484375,
-4.014967918395996,
-0.6836085915565491,
-9.120594024658203,
-0.2196701616048813,
-1.6374731063842773,
-12.18858814239502,
-1.6390306949615479,
-3.707082748413086,
-0.047521039843559265,
-0.43789827823638916,
-0.1716899275779724,
-0.2145090103149414,
-1.579402208328247,
-0.4596169888973236,
-0.032409366220235825,
-2.9673242568969727,
-0.002812836552038789,
-0.22269293665885925,
-0.1962554007768631,
-0.0028020190075039864,
-2.016000270843506,
-0.5282716155052185,
-1.6785284280776978,
-0.00906660221517086,
-0.00414643157273531,
-0.9483304023742676,
-0.014974214136600494,
-0.06155071407556534,
-3.940587043762207,
-4.346179485321045,
-10.780529975891113,
-5.018318176269531,
-0.5924617052078247,
-0.06930532306432724,
-0.002149416133761406,
-0.028387291356921196,
-0.009984076954424381,
-0.010015470907092094,
-0.03986511752009392,
-0.025388414040207863,
-0.015248040668666363,
-0.19742022454738617,
-0.0003280101518612355,
-0.01399301178753376,
-0.024534987285733223,
-0.0007937379996292293,
-2.1634292602539062,
-0.14145222306251526,
-4.648170471191406,
-8.731353759765625,
-1.8616366386413574,
-0.24515894055366516,
-0.5611977577209473,
-2.4426612854003906,
-0.20162996649742126,
-2.683825969696045,
-0.2670767307281494,
-0.008951415307819843,
-0.11405740678310394,
-0.04797007516026497,
-0.029839513823390007,
-0.07241229712963104,
-0.023864293470978737,
-0.00857232790440321,
-6.058414936065674,
-4.140109062194824,
-0.006033303216099739,
-2.9515058994293213,
-0.04757719486951828,
-0.03569446876645088,
-0.0013061572099104524,
-2.099472761154175,
-0.1081056296825409,
-2.2000951766967773,
-0.008405900560319424,
-0.0023569681216031313,
-0.8313875794410706,
-0.03926973417401314,
-0.08667445182800293,
-7.400500297546387,
-2.735849380493164,
-5.414386749267578,
-0.03636221960186958,
-0.023082958534359932,
-0.0012369846226647496,
-0.008251977153122425,
-0.0013163958210498095,
-0.0009740613750182092,
-0.003963829483836889,
-0.0023983544670045376,
-0.0005860995152033865,
-0.020818760618567467,
-0.00011455356434453279,
-0.0020769708789885044,
-0.0052923341281712055,
-0.0003197873884346336,
-1.7551665306091309,
-0.08726183325052261,
-1.0699375867843628,
-1.4785583019256592,
-0.1663447767496109,
-0.15345139801502228,
-0.14000321924686432,
-0.012525228783488274,
-1.7720640897750854,
-0.0029927962459623814,
-0.08262785524129868,
-0.028288330882787704,
-0.008146983571350574,
-0.008305178955197334,
-0.054177239537239075,
-0.0017365626990795135,
-0.019937003031373024,
-0.006216119974851608,
-0.007763214409351349,
-0.013509400188922882,
-0.010109411552548409,
-0.002930515445768833,
-3.4001998901367188,
-0.6910818815231323,
-2.6239590644836426,
-0.028001127764582634,
-0.0183109138160944,
-0.0002843929105438292,
-2.7902650833129883,
-0.07789058983325958,
-0.5980742573738098,
-1.239571452140808,
-0.09617625921964645,
-4.341506004333496,
-4.591396331787109,
-6.467476844787598,
-2.6744256019592285,
-0.009633953683078289,
-1.1645361185073853,
-0.16293148696422577,
-0.027495715767145157,
-0.02494923397898674,
-0.05998276174068451,
-0.002481597475707531,
-0.018083348870277405,
-0.00388712203130126,
-0.011377218179404736,
-0.023142831400036812,
-0.01693420298397541,
-0.0055276877246797085,
-5.197852611541748,
-0.14981529116630554,
-4.236147403717041,
-0.019404230639338493,
-0.00890072900801897,
-0.0006523388437926769,
-1.6088353395462036,
-0.06631507724523544,
-2.9929909706115723,
-0.002987685613334179,
-0.0014888879377394915,
-8.112238883972168,
-0.19034439325332642,
-7.324981212615967,
-3.368325710296631,
-5.837642669677734,
-0.21882756054401398,
-0.030414169654250145,
-0.002148464322090149,
-0.0089738629758358,
-0.002366838976740837,
-0.006019202526658773,
-0.008723601698875427,
-0.0031609591096639633,
-0.0008808070560917258,
-0.28068456053733826,
-0.008345728740096092,
-0.0022122215013951063,
-0.0004533693427219987,
-3.4183874130249023,
-0.06898994743824005,
-0.5178383588790894,
-1.1451361179351807,
-0.033504560589790344,
-0.2651044726371765,
-0.025600377470254898,
-0.003744496963918209,
-0.05144212767481804,
-0.0006163604557514191,
-0.009283235296607018,
-0.002981505123898387,
-0.0020901754032820463,
-0.0025898031890392303,
-0.013152391649782658,
-0.0014525825390592217,
-0.005839075893163681,
-0.0012671068543568254,
-0.0025955105666071177,
-0.006790182087570429,
-0.0027986904606223106,
-0.0015733970794826746,
-4.805396556854248,
-0.31779035925865173,
-3.7855114936828613,
-0.006807468831539154,
-0.0020216519478708506,
-0.00011765264935093,
-3.1574912071228027,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 558 mod 21. Q: What is the first digit of π? A: 1
View + as the digit 3 instead of a mathematical operation. Q: What is the first digit of 32+47? A: 3
Redefine π as 868. Q: What is the first digit of π? A: 8
View ÷ as a random digit. Q: What is the first digit of 18÷2? A: 1
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 20÷4? A: 2
View number as text. Do not perform computation. Q: What is the first digit of 31+25? A: 3
View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 20+15? A: 2
Redefine e as 1+3. Q: What is the first digit of e? A: 4
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 3+46? A: | [
" 4",
" 3"
] | 1 | [
-8.954853057861328,
-10.344270706176758,
-9.44112777709961,
-1.8967182636260986,
-8.250232696533203,
-7.890810012817383,
-4.633122444152832,
-0.13645903766155243,
-1.27438223361969,
-9.532929420471191,
-4.998991966247559,
-0.976632297039032,
-10.073286056518555,
-3.457951068878174,
-1.771547555923462,
-1.1355879306793213,
-0.7452990412712097,
-4.027017116546631,
-1.9653815031051636,
-0.5956323146820068,
-7.575595378875732,
-5.3699235916137695,
-6.282218933105469,
-0.3554065227508545,
-1.0437357425689697,
-0.01012333668768406,
-4.331053256988525,
-2.57907772064209,
-10.8896484375,
-4.014967918395996,
-0.6836085915565491,
-9.120594024658203,
-0.2196701616048813,
-1.6374731063842773,
-12.18858814239502,
-1.6390306949615479,
-3.707082748413086,
-0.047521039843559265,
-0.43789827823638916,
-0.1716899275779724,
-0.2145090103149414,
-1.579402208328247,
-0.4596169888973236,
-0.032409366220235825,
-2.9673242568969727,
-0.002812836552038789,
-0.22269293665885925,
-0.1962554007768631,
-0.0028020190075039864,
-2.016000270843506,
-0.5282716155052185,
-1.6785284280776978,
-0.00906660221517086,
-0.00414643157273531,
-0.9483304023742676,
-0.014974214136600494,
-0.06155071407556534,
-3.940587043762207,
-4.346179485321045,
-10.780529975891113,
-5.018318176269531,
-0.5924617052078247,
-0.06930532306432724,
-0.002149416133761406,
-0.028387291356921196,
-0.009984076954424381,
-0.010015470907092094,
-0.03986511752009392,
-0.025388414040207863,
-0.015248040668666363,
-0.19742022454738617,
-0.0003280101518612355,
-0.01399301178753376,
-0.024534987285733223,
-0.0007937379996292293,
-2.1634292602539062,
-0.14145222306251526,
-4.648170471191406,
-8.731353759765625,
-1.8616366386413574,
-0.24515894055366516,
-0.5611977577209473,
-2.4426612854003906,
-0.20162996649742126,
-2.683825969696045,
-0.2670767307281494,
-0.008951415307819843,
-0.11405740678310394,
-0.04797007516026497,
-0.029839513823390007,
-0.07241229712963104,
-0.023864293470978737,
-0.00857232790440321,
-6.058414936065674,
-4.140109062194824,
-0.006033303216099739,
-2.9515058994293213,
-0.04757719486951828,
-0.03569446876645088,
-0.0013061572099104524,
-2.099472761154175,
-0.1081056296825409,
-2.2000951766967773,
-0.008405900560319424,
-0.0023569681216031313,
-0.8313875794410706,
-0.03926973417401314,
-0.08667445182800293,
-7.400500297546387,
-2.735849380493164,
-5.414386749267578,
-0.03636221960186958,
-0.023082958534359932,
-0.0012369846226647496,
-0.008251977153122425,
-0.0013163958210498095,
-0.0009740613750182092,
-0.003963829483836889,
-0.0023983544670045376,
-0.0005860995152033865,
-0.020818760618567467,
-0.00011455356434453279,
-0.0020769708789885044,
-0.0052923341281712055,
-0.0003197873884346336,
-1.7551665306091309,
-0.08726183325052261,
-1.0699375867843628,
-1.4785583019256592,
-0.1663447767496109,
-0.15345139801502228,
-0.14000321924686432,
-0.012525228783488274,
-1.7720640897750854,
-0.0029927962459623814,
-0.08262785524129868,
-0.028288330882787704,
-0.008146983571350574,
-0.008305178955197334,
-0.054177239537239075,
-0.0017365626990795135,
-0.019937003031373024,
-0.006216119974851608,
-0.007763214409351349,
-0.013509400188922882,
-0.010109411552548409,
-0.002930515445768833,
-3.4001998901367188,
-0.6910818815231323,
-2.6239590644836426,
-0.028001127764582634,
-0.0183109138160944,
-0.0002843929105438292,
-2.7902650833129883,
-0.07789058983325958,
-0.5980742573738098,
-1.239571452140808,
-0.09617625921964645,
-4.341506004333496,
-4.591396331787109,
-6.467476844787598,
-2.6744256019592285,
-0.009633953683078289,
-1.1645361185073853,
-0.16293148696422577,
-0.027495715767145157,
-0.02494923397898674,
-0.05998276174068451,
-0.002481597475707531,
-0.018083348870277405,
-0.00388712203130126,
-0.011377218179404736,
-0.023142831400036812,
-0.01693420298397541,
-0.0055276877246797085,
-5.197852611541748,
-0.14981529116630554,
-4.236147403717041,
-0.019404230639338493,
-0.00890072900801897,
-0.0006523388437926769,
-1.6088353395462036,
-0.06631507724523544,
-2.9929909706115723,
-0.002987685613334179,
-0.0014888879377394915,
-8.112238883972168,
-0.19034439325332642,
-7.324981212615967,
-3.368325710296631,
-5.837642669677734,
-0.21882756054401398,
-0.030414169654250145,
-0.002148464322090149,
-0.0089738629758358,
-0.002366838976740837,
-0.006019202526658773,
-0.008723601698875427,
-0.0031609591096639633,
-0.0008808070560917258,
-0.28068456053733826,
-0.008345728740096092,
-0.0022122215013951063,
-0.0004533693427219987,
-3.4183874130249023,
-0.06898994743824005,
-0.5178383588790894,
-1.1451361179351807,
-0.033504560589790344,
-0.2651044726371765,
-0.025600377470254898,
-0.003744496963918209,
-0.05144212767481804,
-0.0006163604557514191,
-0.009283235296607018,
-0.002981505123898387,
-0.0020901754032820463,
-0.0025898031890392303,
-0.013152391649782658,
-0.0014525825390592217,
-0.005839075893163681,
-0.0012671068543568254,
-0.0025955105666071177,
-0.006790182087570429,
-0.0027986904606223106,
-0.0015733970794826746,
-4.805396556854248,
-0.31779035925865173,
-3.7855114936828613,
-0.006807468831539154,
-0.0020216519478708506,
-0.00011765264935093,
-1.7483628988265991,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View ÷ as a random digit. Q: What is the first digit of 10÷2? A: 1
Redefine π as 590. Q: What is the first digit of π? A: 5
View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 26+25? A: 2
View + as the digit 3 instead of a mathematical operation. Q: What is the first digit of 17+5? A: 1
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 24÷8? A: 2
View ÷ as a random digit. Q: What is the first digit of 21÷7? A: 2
Redefine e as 9+36. Q: What is the first digit of e? A: 4
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 61+25? A: 6
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 88÷8? A: | [
" 1",
" 8"
] | 1 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-13.051289558410645,
-0.7039333581924438,
-3.289294719696045,
-6.402029514312744,
-6.881721019744873,
-2.2973203659057617,
-9.430255889892578,
-4.885025501251221,
-1.618330478668213,
-0.8600966930389404,
-0.566618025302887,
-4.07505989074707,
-3.205653190612793,
-0.9799202084541321,
-1.2051877975463867,
-0.0019472938729450107,
-0.12757274508476257,
-1.2873787879943848,
-0.031529687345027924,
-2.2966127395629883,
-2.9565136432647705,
-10.114654541015625,
-11.652223587036133,
-11.266687393188477,
-2.434654712677002,
-6.720249176025391,
-3.4141974449157715,
-4.940966606140137,
-0.43163955211639404,
-1.077972412109375,
-7.833230018615723,
-5.853167533874512,
-0.7358916997909546,
-3.0560173988342285,
-0.017022574320435524,
-0.5395723581314087,
-0.26340383291244507,
-0.2538212537765503,
-1.1630347967147827,
-0.6255298852920532,
-0.05100008472800255,
-9.006148338317871,
-5.950878620147705,
-6.957374572753906,
-0.5383301973342896,
-0.1042114868760109,
-0.00390671519562602,
-3.0862677097320557,
-0.4587506055831909,
-5.848957061767578,
-0.01300731673836708,
-0.01686762645840645,
-6.198451519012451,
-0.3813025951385498,
-6.459071159362793,
-3.4608614444732666,
-4.53848123550415,
-0.7403913736343384,
-0.40323084592819214,
-0.007913428358733654,
-0.0941307470202446,
-0.030044173821806908,
-0.04542503133416176,
-0.14616458117961884,
-0.07779398560523987,
-0.01466448325663805,
-0.960235059261322,
-0.09505137801170349,
-0.03235800564289093,
-0.001622313866391778,
-3.5073540210723877,
-0.12243344634771347,
-2.9959750175476074,
-0.10421610623598099,
-0.1083444133400917,
-0.39158254861831665,
-0.1675296276807785,
-0.03550925478339195,
-0.022997917607426643,
-0.0009084388730116189,
-0.21392589807510376,
-0.017225774005055428,
-0.00876827072352171,
-0.010411118157207966,
-0.09284908324480057,
-0.0016244561411440372,
-0.025257190689444542,
-0.006962561514228582,
-0.010949881747364998,
-0.019552823156118393,
-0.010075660422444344,
-0.003380419919267297,
-6.7047295570373535,
-0.35240408778190613,
-4.393952369689941,
-0.5784732699394226,
-0.0414462648332119,
-0.0004153581103309989,
-2.4856088161468506,
-0.07072868943214417,
-0.9459635019302368,
-0.0017365626990795135,
-0.0020808966364711523,
-1.8861268758773804,
-0.19115354120731354,
-0.10124047845602036,
-3.9391469955444336,
-3.260417938232422,
-0.13407348096370697,
-0.11046452820301056,
-0.004974489100277424,
-0.03929414972662926,
-0.00794890895485878,
-0.0047912076115608215,
-0.01842748373746872,
-0.009123777039349079,
-0.002281088614836335,
-0.4014149308204651,
-0.0005838358192704618,
-0.010910026729106903,
-0.009823313914239407,
-0.0005285535007715225,
-1.503307580947876,
-0.18167854845523834,
-2.1830966472625732,
-0.0013771107187494636,
-0.0022975020110607147,
-0.3874231278896332,
-0.005307867657393217,
-0.022897839546203613,
-2.061680316925049,
-5.327737331390381,
-3.049517869949341,
-0.32381319999694824,
-0.07710478454828262,
-0.002351972972974181,
-0.013920243829488754,
-0.0025156063493341208,
-0.0012878228444606066,
-0.005789416376501322,
-0.004892995115369558,
-0.0014619863359257579,
-0.04098936915397644,
-0.00025376438861712813,
-0.0050300005823373795,
-0.0065490854904055595,
-0.00033396866638213396,
-3.385679244995117,
-0.057768162339925766,
-1.128113031387329,
-0.000947503256611526,
-0.0016928878612816334,
-0.09763132780790329,
-0.0016962201334536076,
-0.015157751739025116,
-5.452388763427734,
-0.49337512254714966,
-5.409992218017578,
-0.06313154846429825,
-0.016689561307430267,
-0.001029200037010014,
-0.006419868674129248,
-0.0009590555564500391,
-0.0004818470624741167,
-0.0023174830712378025,
-0.001495672739110887,
-0.000339569611242041,
-0.014298015274107456,
-0.00017891713650897145,
-0.0013381821336224675,
-0.004161152057349682,
-0.0002557904226705432,
-2.7915048599243164,
-0.08893934637308121,
-1.33717679977417,
-0.04472796991467476,
-0.01285539474338293,
-0.009567362256348133,
-0.0036639717873185873,
-0.0013819915475323796,
-0.005950947757810354,
-0.00035041390219703317,
-0.007038086652755737,
-0.00258635520003736,
-0.001903866184875369,
-0.004082797560840845,
-0.036499809473752975,
-0.00042215018766000867,
-0.003946968819946051,
-0.0007452571298927069,
-0.0007818264421075583,
-0.002068524481728673,
-0.0020808966364711523,
-0.0007983834366314113,
-3.5980634689331055,
-0.8109905123710632,
-2.597679853439331,
-0.10238844901323318,
-0.008084667846560478,
-0.00018106251081917435,
-1.6803085803985596,
-0.055707525461912155,
-0.8188703656196594,
-0.0009657248156145215,
-0.0010617101797834039,
-2.9093101024627686,
-0.013575495220720768,
-5.247628211975098,
-0.05531710758805275,
-4.187198638916016,
-0.03498701751232147,
-0.01766718551516533,
-0.0007362039177678525,
-0.004102861508727074,
-0.0005881248507648706,
-0.00037019551382400095,
-0.0010840974282473326,
-0.0008871195605024695,
-0.00019536493346095085,
-0.11438409239053726,
-0.0017600059509277344,
-0.00208934280090034,
-0.00021443451987579465,
-2.6680140495300293,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View ÷ as a random digit. Q: What is the first digit of 18÷6? A: 1
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 53+28? A: 5
View ÷ as a random digit. Q: What is the first digit of 4÷4? A: 4
Redefine π as 130+463. Q: What is the first digit of π? A: 5
View ÷ as a random digit. Q: What is the first digit of 25÷5? A: 2
Redefine π as 96. Q: What is the first digit of π? A: 9
Redefine e as 28+18. Q: What is the first digit of e? A: 4
View + as the digit 7 instead of a mathematical operation. Q: What is the first digit of 44+25? A: 4
View + as the digit 4 instead of a mathematical operation. Q: What is the first digit of 18+4? A: | [
" 2",
" 1"
] | 1 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-13.051289558410645,
-0.7039333581924438,
-3.289294719696045,
-6.402029514312744,
-6.881721019744873,
-2.2973203659057617,
-9.430255889892578,
-4.885025501251221,
-1.618330478668213,
-0.8600966930389404,
-0.566618025302887,
-4.07505989074707,
-3.205653190612793,
-0.9799202084541321,
-1.2051877975463867,
-0.0019472938729450107,
-0.12757274508476257,
-1.2873787879943848,
-0.031529687345027924,
-2.2966127395629883,
-2.9565136432647705,
-10.114654541015625,
-11.652223587036133,
-11.266687393188477,
-2.434654712677002,
-6.720249176025391,
-3.4141974449157715,
-4.940966606140137,
-0.43163955211639404,
-1.077972412109375,
-7.833230018615723,
-5.853167533874512,
-0.7358916997909546,
-3.0560173988342285,
-0.017022574320435524,
-0.5395723581314087,
-0.26340383291244507,
-0.2538212537765503,
-1.1630347967147827,
-0.6255298852920532,
-0.05100008472800255,
-9.006148338317871,
-5.950878620147705,
-6.957374572753906,
-0.5383301973342896,
-0.1042114868760109,
-0.00390671519562602,
-3.0862677097320557,
-0.4587506055831909,
-5.848957061767578,
-0.01300731673836708,
-0.01686762645840645,
-6.198451519012451,
-0.3813025951385498,
-6.459071159362793,
-3.4608614444732666,
-4.53848123550415,
-0.7403913736343384,
-0.40323084592819214,
-0.007913428358733654,
-0.0941307470202446,
-0.030044173821806908,
-0.04542503133416176,
-0.14616458117961884,
-0.07779398560523987,
-0.01466448325663805,
-0.960235059261322,
-0.09505137801170349,
-0.03235800564289093,
-0.001622313866391778,
-3.5073540210723877,
-0.12243344634771347,
-2.9959750175476074,
-0.10421610623598099,
-0.1083444133400917,
-0.39158254861831665,
-0.1675296276807785,
-0.03550925478339195,
-0.022997917607426643,
-0.0009084388730116189,
-0.21392589807510376,
-0.017225774005055428,
-0.00876827072352171,
-0.010411118157207966,
-0.09284908324480057,
-0.0016244561411440372,
-0.025257190689444542,
-0.006962561514228582,
-0.010949881747364998,
-0.019552823156118393,
-0.010075660422444344,
-0.003380419919267297,
-6.7047295570373535,
-0.35240408778190613,
-4.393952369689941,
-0.5784732699394226,
-0.0414462648332119,
-0.0004153581103309989,
-2.4856088161468506,
-0.07072868943214417,
-0.9459635019302368,
-0.0017365626990795135,
-0.0020808966364711523,
-1.8861268758773804,
-0.19115354120731354,
-0.10124047845602036,
-3.9391469955444336,
-3.260417938232422,
-0.13407348096370697,
-0.11046452820301056,
-0.004974489100277424,
-0.03929414972662926,
-0.00794890895485878,
-0.0047912076115608215,
-0.01842748373746872,
-0.009123777039349079,
-0.002281088614836335,
-0.4014149308204651,
-0.0005838358192704618,
-0.010910026729106903,
-0.009823313914239407,
-0.0005285535007715225,
-1.503307580947876,
-0.18167854845523834,
-2.1830966472625732,
-0.0013771107187494636,
-0.0022975020110607147,
-0.3874231278896332,
-0.005307867657393217,
-0.022897839546203613,
-2.061680316925049,
-5.327737331390381,
-3.049517869949341,
-0.32381319999694824,
-0.07710478454828262,
-0.002351972972974181,
-0.013920243829488754,
-0.0025156063493341208,
-0.0012878228444606066,
-0.005789416376501322,
-0.004892995115369558,
-0.0014619863359257579,
-0.04098936915397644,
-0.00025376438861712813,
-0.0050300005823373795,
-0.0065490854904055595,
-0.00033396866638213396,
-3.385679244995117,
-0.057768162339925766,
-1.128113031387329,
-0.000947503256611526,
-0.0016928878612816334,
-0.09763132780790329,
-0.0016962201334536076,
-0.015157751739025116,
-5.452388763427734,
-0.49337512254714966,
-5.409992218017578,
-0.06313154846429825,
-0.016689561307430267,
-0.001029200037010014,
-0.006419868674129248,
-0.0009590555564500391,
-0.0004818470624741167,
-0.0023174830712378025,
-0.001495672739110887,
-0.000339569611242041,
-0.014298015274107456,
-0.00017891713650897145,
-0.0013381821336224675,
-0.004161152057349682,
-0.0002557904226705432,
-2.7915048599243164,
-0.08893934637308121,
-1.33717679977417,
-0.04472796991467476,
-0.01285539474338293,
-0.009567362256348133,
-0.0036639717873185873,
-0.0013819915475323796,
-0.005950947757810354,
-0.00035041390219703317,
-0.007038086652755737,
-0.00258635520003736,
-0.001903866184875369,
-0.004082797560840845,
-0.036499809473752975,
-0.00042215018766000867,
-0.003946968819946051,
-0.0007452571298927069,
-0.0007818264421075583,
-0.002068524481728673,
-0.0020808966364711523,
-0.0007983834366314113,
-3.5980634689331055,
-0.8109905123710632,
-2.597679853439331,
-0.10238844901323318,
-0.008084667846560478,
-0.00018106251081917435,
-1.6803085803985596,
-0.055707525461912155,
-0.8188703656196594,
-0.0009657248156145215,
-0.0010617101797834039,
-2.9093101024627686,
-0.013575495220720768,
-5.247628211975098,
-0.05531710758805275,
-4.187198638916016,
-0.03498701751232147,
-0.01766718551516533,
-0.0007362039177678525,
-0.004102861508727074,
-0.0005881248507648706,
-0.00037019551382400095,
-0.0010840974282473326,
-0.0008871195605024695,
-0.00019536493346095085,
-0.11438409239053726,
-0.0017600059509277344,
-0.00208934280090034,
-0.00021443451987579465,
-3.765927791595459,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 80. Q: What is the first digit of π? A: 8
Redefine π as 579+77. Q: What is the first digit of π? A: 6
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 12÷4? A: 1
Redefine π as 245. Q: What is the first digit of π? A: 2
Redefine π as 969 mod 25. Q: What is the first digit of π? A: 1
Redefine π as 41+57. Q: What is the first digit of π? A: 9
Redefine π as 657 mod 22. Q: What is the first digit of π? A: 1
View + as the digit 9 instead of a mathematical operation. Q: What is the first digit of 71+27? A: 7
Redefine π as 665 mod 23. Q: What is the first digit of π? A: | [
" 2",
" 3"
] | 0 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-13.051289558410645,
-0.7039333581924438,
-3.289294719696045,
-6.402029514312744,
-7.192777633666992,
-6.125653266906738,
-9.451974868774414,
-2.6116881370544434,
-9.529571533203125,
-5.371795654296875,
-1.6423581838607788,
-0.857413649559021,
-0.5389741063117981,
-3.890206813812256,
-3.1228933334350586,
-0.6977055668830872,
-1.3511899709701538,
-0.002023079665377736,
-0.206878200173378,
-1.415879487991333,
-0.03602282330393791,
-4.89202356338501,
-1.7967151403427124,
-5.295803546905518,
-0.010469986125826836,
-0.0661861002445221,
-0.5837474465370178,
-0.009737138636410236,
-0.04591679573059082,
-4.293981075286865,
-5.638056755065918,
-0.23752792179584503,
-5.467673301696777,
-0.14857575297355652,
-0.16768164932727814,
-0.006426738575100899,
-0.09920281916856766,
-0.018481668084859848,
-0.007189237512648106,
-0.18464645743370056,
-0.024272767826914787,
-0.004996432922780514,
-0.029751574620604515,
-0.00012909532233607024,
-0.0038608787581324577,
-0.07049886137247086,
-0.0021801055409014225,
-2.3796050548553467,
-0.1673794984817505,
-10.316963195800781,
-11.28896713256836,
-4.717992782592773,
-6.109407424926758,
-2.984247922897339,
-7.043829441070557,
-5.140908718109131,
-1.091199517250061,
-0.8427987694740295,
-0.011663342826068401,
-0.26146864891052246,
-0.09709674119949341,
-0.07423663884401321,
-0.25640299916267395,
-0.06730858236551285,
-0.011941375210881233,
-11.653587341308594,
-6.484238624572754,
-0.01036345586180687,
-4.194328308105469,
-0.22466284036636353,
-0.11199051886796951,
-0.0038816595915704966,
-3.024538993835449,
-0.33816051483154297,
-1.4033737182617188,
-0.0029270683880895376,
-0.002084584441035986,
-0.4307764172554016,
-0.01951611414551735,
-0.0505194291472435,
-8.388718605041504,
-9.64697551727295,
-5.204785346984863,
-0.18932569026947021,
-0.12676937878131866,
-0.0046457452699542046,
-0.037978753447532654,
-0.009689679369330406,
-0.009753075428307056,
-0.047512173652648926,
-0.017992496490478516,
-0.005142081528902054,
-0.3327026963233948,
-0.0002503081923350692,
-0.01093125157058239,
-0.009832403622567654,
-0.000717025191988796,
-3.125732660293579,
-0.12818315625190735,
-0.6840678453445435,
-0.0016807490028440952,
-0.0015357855008915067,
-0.04928863048553467,
-0.0011700696777552366,
-0.027230558916926384,
-2.9136929512023926,
-4.443401336669922,
-4.607787609100342,
-0.24838589131832123,
-0.00866770464926958,
-0.027598349377512932,
-0.004690952133387327,
-0.00240430049598217,
-0.011118598282337189,
-0.005934949964284897,
-0.0018858996918424964,
-0.04100710526108742,
-0.00018380382971372455,
-0.004804614000022411,
-0.007903139106929302,
-0.0015773248160257936,
-2.287179946899414,
-0.10325571149587631,
-0.43823960423469543,
-0.0015274535398930311,
-0.002111826092004776,
-9.432943344116211,
-0.2713223695755005,
-4.645608901977539,
-3.3215394020080566,
-5.232649803161621,
-0.2787298858165741,
-0.06895133852958679,
-0.005303480662405491,
-0.020714377984404564,
-0.004414456430822611,
-0.003360697766765952,
-0.009124485775828362,
-0.005980454385280609,
-0.00130425242241472,
-0.4163958430290222,
-0.01193242333829403,
-0.006996891926974058,
-0.000985494232736528,
-2.8982913494110107,
-0.12854069471359253,
-0.3308267295360565,
-0.0011619728757068515,
-0.0017114529618993402,
-0.8800871968269348,
-0.03914238512516022,
-0.0733117014169693,
-3.4133400917053223,
-4.48666524887085,
-1.603672742843628,
-0.06365842372179031,
-0.0027249844279140234,
-0.008208585903048515,
-0.0007833749405108392,
-0.0005259322933852673,
-0.002889507682994008,
-0.0013146100100129843,
-0.00022599527437705547,
-0.012706627137959003,
-0.00015686711412854493,
-0.0009252319578081369,
-0.003086091484874487,
-0.0004275123355910182,
-1.1254125833511353,
-0.08184488117694855,
-0.2533924877643585,
-0.0010599239030852914,
-0.0013465156080201268,
-0.3013421297073364,
-0.003096549538895488,
-0.02021554857492447,
-3.015321969985962,
-4.40106201171875,
-1.0432631969451904,
-0.05390426889061928,
-0.0017614339012652636,
-0.006748977117240429,
-0.0005986090400256217,
-0.0003911683743353933,
-0.0027333064936101437,
-0.0011322046630084515,
-0.00014125302550382912,
-0.007674731779843569,
-0.00012158608296886086,
-0.0005888396990485489,
-0.003296776209026575,
-0.00034290633630007505,
-1.2726612091064453,
-0.18730442225933075,
-3.9072375297546387,
-1.733476996421814,
-0.021141530945897102,
-0.14803597331047058,
-0.5953233242034912,
-0.4150984287261963,
-0.07403108477592468,
-0.01818063110113144,
-0.03128882125020027,
-0.0010913613950833678,
-0.005564793944358826,
-0.0018036778783425689,
-0.0021972341928631067,
-0.007853700779378414,
-0.002042233245447278,
-0.0006802152493037283,
-4.28785514831543,
-0.4048842191696167,
-0.00020966715237591416,
-3.585219144821167,
-0.017757130786776543,
-0.006361472886055708,
-0.00022206225548870862,
-2.482919692993164,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 8+11? A: 8
View ÷ as a random digit. Q: What is the first digit of 56÷7? A: 5
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 13+83? A: 1
Redefine π as 78+340. Q: What is the first digit of π? A: 4
View number as text. Do not perform computation. Q: What is the first digit of 7+48? A: 7
View ÷ as a random digit. Q: What is the first digit of 18÷6? A: 1
Redefine e as 28+3. Q: What is the first digit of e? A: 3
Redefine e as 24+47. Q: What is the first digit of e? A: 7
Redefine π as 875. Q: What is the first digit of π? A: | [
" 8",
" 3"
] | 0 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-13.051289558410645,
-0.7039333581924438,
-3.289294719696045,
-6.402029514312744,
-7.192777633666992,
-6.125653266906738,
-9.451974868774414,
-2.6116881370544434,
-9.529571533203125,
-5.371795654296875,
-1.6423581838607788,
-0.857413649559021,
-0.5389741063117981,
-3.890206813812256,
-3.1228933334350586,
-0.6977055668830872,
-1.3511899709701538,
-0.002023079665377736,
-0.206878200173378,
-1.415879487991333,
-0.03602282330393791,
-4.89202356338501,
-1.7967151403427124,
-5.295803546905518,
-0.010469986125826836,
-0.0661861002445221,
-0.5837474465370178,
-0.009737138636410236,
-0.04591679573059082,
-4.293981075286865,
-5.638056755065918,
-0.23752792179584503,
-5.467673301696777,
-0.14857575297355652,
-0.16768164932727814,
-0.006426738575100899,
-0.09920281916856766,
-0.018481668084859848,
-0.007189237512648106,
-0.18464645743370056,
-0.024272767826914787,
-0.004996432922780514,
-0.029751574620604515,
-0.00012909532233607024,
-0.0038608787581324577,
-0.07049886137247086,
-0.0021801055409014225,
-2.3796050548553467,
-0.1673794984817505,
-10.316963195800781,
-11.28896713256836,
-4.717992782592773,
-6.109407424926758,
-2.984247922897339,
-7.043829441070557,
-5.140908718109131,
-1.091199517250061,
-0.8427987694740295,
-0.011663342826068401,
-0.26146864891052246,
-0.09709674119949341,
-0.07423663884401321,
-0.25640299916267395,
-0.06730858236551285,
-0.011941375210881233,
-11.653587341308594,
-6.484238624572754,
-0.01036345586180687,
-4.194328308105469,
-0.22466284036636353,
-0.11199051886796951,
-0.0038816595915704966,
-3.024538993835449,
-0.33816051483154297,
-1.4033737182617188,
-0.0029270683880895376,
-0.002084584441035986,
-0.4307764172554016,
-0.01951611414551735,
-0.0505194291472435,
-8.388718605041504,
-9.64697551727295,
-5.204785346984863,
-0.18932569026947021,
-0.12676937878131866,
-0.0046457452699542046,
-0.037978753447532654,
-0.009689679369330406,
-0.009753075428307056,
-0.047512173652648926,
-0.017992496490478516,
-0.005142081528902054,
-0.3327026963233948,
-0.0002503081923350692,
-0.01093125157058239,
-0.009832403622567654,
-0.000717025191988796,
-3.125732660293579,
-0.12818315625190735,
-0.6840678453445435,
-0.0016807490028440952,
-0.0015357855008915067,
-0.04928863048553467,
-0.0011700696777552366,
-0.027230558916926384,
-2.9136929512023926,
-4.443401336669922,
-4.607787609100342,
-0.24838589131832123,
-0.00866770464926958,
-0.027598349377512932,
-0.004690952133387327,
-0.00240430049598217,
-0.011118598282337189,
-0.005934949964284897,
-0.0018858996918424964,
-0.04100710526108742,
-0.00018380382971372455,
-0.004804614000022411,
-0.007903139106929302,
-0.0015773248160257936,
-2.287179946899414,
-0.10325571149587631,
-0.43823960423469543,
-0.0015274535398930311,
-0.002111826092004776,
-9.432943344116211,
-0.2713223695755005,
-4.645608901977539,
-3.3215394020080566,
-5.232649803161621,
-0.2787298858165741,
-0.06895133852958679,
-0.005303480662405491,
-0.020714377984404564,
-0.004414456430822611,
-0.003360697766765952,
-0.009124485775828362,
-0.005980454385280609,
-0.00130425242241472,
-0.4163958430290222,
-0.01193242333829403,
-0.006996891926974058,
-0.000985494232736528,
-2.8982913494110107,
-0.12854069471359253,
-0.3308267295360565,
-0.0011619728757068515,
-0.0017114529618993402,
-0.8800871968269348,
-0.03914238512516022,
-0.0733117014169693,
-3.4133400917053223,
-4.48666524887085,
-1.603672742843628,
-0.06365842372179031,
-0.0027249844279140234,
-0.008208585903048515,
-0.0007833749405108392,
-0.0005259322933852673,
-0.002889507682994008,
-0.0013146100100129843,
-0.00022599527437705547,
-0.012706627137959003,
-0.00015686711412854493,
-0.0009252319578081369,
-0.003086091484874487,
-0.0004275123355910182,
-1.1254125833511353,
-0.08184488117694855,
-0.2533924877643585,
-0.0010599239030852914,
-0.0013465156080201268,
-0.3013421297073364,
-0.003096549538895488,
-0.02021554857492447,
-3.015321969985962,
-4.40106201171875,
-1.0432631969451904,
-0.05390426889061928,
-0.0017614339012652636,
-0.006748977117240429,
-0.0005986090400256217,
-0.0003911683743353933,
-0.0027333064936101437,
-0.0011322046630084515,
-0.00014125302550382912,
-0.007674731779843569,
-0.00012158608296886086,
-0.0005888396990485489,
-0.003296776209026575,
-0.00034290633630007505,
-1.2726612091064453,
-0.18730442225933075,
-3.9072375297546387,
-1.733476996421814,
-0.021141530945897102,
-0.14803597331047058,
-0.5953233242034912,
-0.4150984287261963,
-0.07403108477592468,
-0.01818063110113144,
-0.03128882125020027,
-0.0010913613950833678,
-0.005564793944358826,
-0.0018036778783425689,
-0.0021972341928631067,
-0.007853700779378414,
-0.002042233245447278,
-0.0006802152493037283,
-4.28785514831543,
-0.4048842191696167,
-0.00020966715237591416,
-3.585219144821167,
-0.017757130786776543,
-0.006361472886055708,
-0.00022206225548870862,
-2.821634292602539,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View ÷ as a random digit. Q: What is the first digit of 48÷4? A: 4
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 54÷6? A: 5
View number as text. Do not perform computation. Q: What is the first digit of 4+59? A: 4
View number as text. Do not perform computation. Q: What is the first digit of 19+63? A: 1
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 9÷9? A: 9
Redefine π as 397 mod 5. Q: What is the first digit of π? A: 2
View + as the digit 9 instead of a mathematical operation. Q: What is the first digit of 88+3? A: 8
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 88÷8? A: 8
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 32+15? A: | [
" 4",
" 3"
] | 1 | [
-8.954853057861328,
-11.792540550231934,
-5.276496887207031,
-7.918867111206055,
-2.263810396194458,
-7.822644233703613,
-6.3473968505859375,
-2.439987897872925,
-9.910370826721191,
-4.021986961364746,
-1.4393092393875122,
-0.9988127946853638,
-0.46727651357650757,
-3.994304656982422,
-1.4152365922927856,
-0.739803671836853,
-5.4076619148254395,
-7.397100925445557,
-0.08776774257421494,
-2.8633782863616943,
-0.353361576795578,
-1.0796473026275635,
-0.015704290941357613,
-2.018988609313965,
-2.9504752159118652,
-10.745100975036621,
-4.302822113037109,
-0.48879069089889526,
-7.2348313331604,
-0.34684285521507263,
-1.3854081630706787,
-13.527454376220703,
-4.65908670425415,
-8.608437538146973,
-1.914371132850647,
-2.9873125553131104,
-0.023805512115359306,
-0.4769217371940613,
-0.1297857165336609,
-0.14650101959705353,
-1.4692753553390503,
-0.37503641843795776,
-0.04800212010741234,
-2.5804004669189453,
-0.002251710742712021,
-0.21236233413219452,
-0.11851264536380768,
-0.0028807115741074085,
-4.020448684692383,
-0.5539676547050476,
-1.5776591300964355,
-0.009129919111728668,
-0.002539625857025385,
-0.5765231847763062,
-0.01575322635471821,
-0.08363600075244904,
-6.950944900512695,
-0.12615537643432617,
-7.269285202026367,
-0.12467674911022186,
-0.03914375975728035,
-0.001692292862571776,
-0.011380753479897976,
-0.0019453902496024966,
-0.001257224939763546,
-0.013206038624048233,
-0.006866667419672012,
-0.0025084717199206352,
-0.010281220078468323,
-0.0001919085334520787,
-0.0038062522653490305,
-0.028850791975855827,
-0.0004847066884394735,
-2.335772752761841,
-0.09123154729604721,
-0.5429028868675232,
-0.0027843061834573746,
-0.001086002797819674,
-0.02932634763419628,
-0.0009528625523671508,
-0.016267186030745506,
-8.725845336914062,
-0.07796138525009155,
-5.660947799682617,
-3.679838180541992,
-0.02728484943509102,
-0.023727167397737503,
-0.0014234182890504599,
-0.005748051684349775,
-0.000732868502382189,
-0.0003723404952324927,
-0.00333420280367136,
-0.0022176930215209723,
-0.00027700403006747365,
-0.0031499075703322887,
-0.0001287377526750788,
-0.0013259199913591146,
-0.01843181438744068,
-0.0003281293320469558,
-1.704443335533142,
-0.17299361526966095,
-0.37765949964523315,
-0.0036075529642403126,
-0.000969535845797509,
-0.020510485395789146,
-0.0005895545473322272,
-0.01161432545632124,
-4.094609260559082,
-5.22464656829834,
-10.944557189941406,
-7.451210021972656,
-0.7763497829437256,
-0.07149699330329895,
-0.002215313958004117,
-0.017110351473093033,
-0.0024465173482894897,
-0.002357324818149209,
-0.012402433902025223,
-0.007933415472507477,
-0.0007211944903247058,
-0.0068962653167545795,
-0.00016223068814724684,
-0.004067363683134317,
-0.012257721275091171,
-0.000695463502779603,
-2.569180965423584,
-0.08231006562709808,
-0.28756147623062134,
-0.003206471214070916,
-0.0007572882459498942,
-0.015623549930751324,
-0.00037126801908016205,
-0.010719810612499714,
-7.934606552124023,
-3.903754234313965,
-0.31698209047317505,
-0.0072587099857628345,
-0.011000228114426136,
-0.0009311868925578892,
-0.000568228424526751,
-0.004566360730677843,
-0.0025142983067780733,
-0.00027843413408845663,
-0.0019750152714550495,
-0.00016008525562938303,
-0.001967162825167179,
-0.005883992183953524,
-0.0015170981641858816,
-1.7556731700897217,
-0.07985907047986984,
-0.22954989969730377,
-0.002706794999539852,
-0.0009508379152975976,
-0.013620770536363125,
-0.0004372832481749356,
-0.018486233428120613,
-6.741937637329102,
-1.105445384979248,
-6.898898124694824,
-0.03853888809680939,
-0.009205399081110954,
-0.0011503038695082068,
-0.0029906569980084896,
-0.0002580548170953989,
-0.000200609109015204,
-0.0010176486102864146,
-0.0009355935617350042,
-0.00006103329360485077,
-0.0011302995262667537,
-0.00018308870494365692,
-0.0004924515378661454,
-0.004196647088974714,
-0.0004278697888366878,
-2.572524309158325,
-0.04433974251151085,
-0.1290719360113144,
-0.0012324602575972676,
-0.0005490464391186833,
-0.006159726530313492,
-0.0002461368858348578,
-0.0065691000781953335,
-3.8351309299468994,
-4.9692511558532715,
-0.514525294303894,
-7.836572647094727,
-0.016289353370666504,
-0.005824498366564512,
-0.0005090133054181933,
-0.0013059191405773163,
-0.00013016807497479022,
-0.00010656742961145937,
-0.0006910558440722525,
-0.0006593675934709609,
-0.000022291887944447808,
-0.0007765853079035878,
-0.00016318420239258558,
-0.00022790218645241112,
-0.0026914584450423717,
-0.0002044230350293219,
-1.8509052991867065,
-0.03618115186691284,
-7.858290195465088,
-6.248392105102539,
-0.972997784614563,
-0.6328469514846802,
-0.9631297588348389,
-0.05565475672483444,
-9.185518264770508,
-0.06894911080598831,
-1.900120496749878,
-6.918788909912109,
-3.915189504623413,
-0.17593657970428467,
-0.35422784090042114,
-0.004969388246536255,
-0.21186083555221558,
-0.12764966487884521,
-0.20853328704833984,
-0.2599865794181824,
-0.3018174469470978,
-0.01680772751569748,
-4.696050643920898,
-1.83041512966156,
-3.4981865882873535,
-0.05969351530075073,
-0.02619164064526558,
-0.0008279233006760478,
-2.492281675338745,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 51+1. Q: What is the first digit of π? A: 5
View number as text. Do not perform computation. Q: What is the first digit of 44+23? A: 4
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 30+47? A: 3
View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 7+5? A: 7
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 30÷3? A: 3
View number as text. Do not perform computation. Q: What is the first digit of 83+13? A: 8
Redefine π as 105+66. Q: What is the first digit of π? A: 1
View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 53+10? A: 5
Redefine π as 307+573. Q: What is the first digit of π? A: | [
" 8",
" 3"
] | 0 | [
-8.954853057861328,
-11.792540550231934,
-5.276496887207031,
-7.918867111206055,
-2.263810396194458,
-7.822644233703613,
-6.3473968505859375,
-2.439987897872925,
-9.910370826721191,
-4.021986961364746,
-1.4393092393875122,
-0.9988127946853638,
-0.46727651357650757,
-3.994304656982422,
-1.4152365922927856,
-0.739803671836853,
-5.4076619148254395,
-7.397100925445557,
-0.08776774257421494,
-2.8633782863616943,
-0.353361576795578,
-1.0796473026275635,
-0.015704290941357613,
-2.018988609313965,
-2.9504752159118652,
-10.745100975036621,
-4.302822113037109,
-0.48879069089889526,
-7.2348313331604,
-0.34684285521507263,
-1.3854081630706787,
-13.527454376220703,
-4.65908670425415,
-8.608437538146973,
-1.914371132850647,
-2.9873125553131104,
-0.023805512115359306,
-0.4769217371940613,
-0.1297857165336609,
-0.14650101959705353,
-1.4692753553390503,
-0.37503641843795776,
-0.04800212010741234,
-2.5804004669189453,
-0.002251710742712021,
-0.21236233413219452,
-0.11851264536380768,
-0.0028807115741074085,
-4.020448684692383,
-0.5539676547050476,
-1.5776591300964355,
-0.009129919111728668,
-0.002539625857025385,
-0.5765231847763062,
-0.01575322635471821,
-0.08363600075244904,
-6.950944900512695,
-0.12615537643432617,
-7.269285202026367,
-0.12467674911022186,
-0.03914375975728035,
-0.001692292862571776,
-0.011380753479897976,
-0.0019453902496024966,
-0.001257224939763546,
-0.013206038624048233,
-0.006866667419672012,
-0.0025084717199206352,
-0.010281220078468323,
-0.0001919085334520787,
-0.0038062522653490305,
-0.028850791975855827,
-0.0004847066884394735,
-2.335772752761841,
-0.09123154729604721,
-0.5429028868675232,
-0.0027843061834573746,
-0.001086002797819674,
-0.02932634763419628,
-0.0009528625523671508,
-0.016267186030745506,
-8.725845336914062,
-0.07796138525009155,
-5.660947799682617,
-3.679838180541992,
-0.02728484943509102,
-0.023727167397737503,
-0.0014234182890504599,
-0.005748051684349775,
-0.000732868502382189,
-0.0003723404952324927,
-0.00333420280367136,
-0.0022176930215209723,
-0.00027700403006747365,
-0.0031499075703322887,
-0.0001287377526750788,
-0.0013259199913591146,
-0.01843181438744068,
-0.0003281293320469558,
-1.704443335533142,
-0.17299361526966095,
-0.37765949964523315,
-0.0036075529642403126,
-0.000969535845797509,
-0.020510485395789146,
-0.0005895545473322272,
-0.01161432545632124,
-4.094609260559082,
-5.22464656829834,
-10.944557189941406,
-7.451210021972656,
-0.7763497829437256,
-0.07149699330329895,
-0.002215313958004117,
-0.017110351473093033,
-0.0024465173482894897,
-0.002357324818149209,
-0.012402433902025223,
-0.007933415472507477,
-0.0007211944903247058,
-0.0068962653167545795,
-0.00016223068814724684,
-0.004067363683134317,
-0.012257721275091171,
-0.000695463502779603,
-2.569180965423584,
-0.08231006562709808,
-0.28756147623062134,
-0.003206471214070916,
-0.0007572882459498942,
-0.015623549930751324,
-0.00037126801908016205,
-0.010719810612499714,
-7.934606552124023,
-3.903754234313965,
-0.31698209047317505,
-0.0072587099857628345,
-0.011000228114426136,
-0.0009311868925578892,
-0.000568228424526751,
-0.004566360730677843,
-0.0025142983067780733,
-0.00027843413408845663,
-0.0019750152714550495,
-0.00016008525562938303,
-0.001967162825167179,
-0.005883992183953524,
-0.0015170981641858816,
-1.7556731700897217,
-0.07985907047986984,
-0.22954989969730377,
-0.002706794999539852,
-0.0009508379152975976,
-0.013620770536363125,
-0.0004372832481749356,
-0.018486233428120613,
-6.741937637329102,
-1.105445384979248,
-6.898898124694824,
-0.03853888809680939,
-0.009205399081110954,
-0.0011503038695082068,
-0.0029906569980084896,
-0.0002580548170953989,
-0.000200609109015204,
-0.0010176486102864146,
-0.0009355935617350042,
-0.00006103329360485077,
-0.0011302995262667537,
-0.00018308870494365692,
-0.0004924515378661454,
-0.004196647088974714,
-0.0004278697888366878,
-2.572524309158325,
-0.04433974251151085,
-0.1290719360113144,
-0.0012324602575972676,
-0.0005490464391186833,
-0.006159726530313492,
-0.0002461368858348578,
-0.0065691000781953335,
-3.8351309299468994,
-4.9692511558532715,
-0.514525294303894,
-7.836572647094727,
-0.016289353370666504,
-0.005824498366564512,
-0.0005090133054181933,
-0.0013059191405773163,
-0.00013016807497479022,
-0.00010656742961145937,
-0.0006910558440722525,
-0.0006593675934709609,
-0.000022291887944447808,
-0.0007765853079035878,
-0.00016318420239258558,
-0.00022790218645241112,
-0.0026914584450423717,
-0.0002044230350293219,
-1.8509052991867065,
-0.03618115186691284,
-7.858290195465088,
-6.248392105102539,
-0.972997784614563,
-0.6328469514846802,
-0.9631297588348389,
-0.05565475672483444,
-9.185518264770508,
-0.06894911080598831,
-1.900120496749878,
-6.918788909912109,
-3.915189504623413,
-0.17593657970428467,
-0.35422784090042114,
-0.004969388246536255,
-0.21186083555221558,
-0.12764966487884521,
-0.20853328704833984,
-0.2599865794181824,
-0.3018174469470978,
-0.01680772751569748,
-4.696050643920898,
-1.83041512966156,
-3.4981865882873535,
-0.05969351530075073,
-0.02619164064526558,
-0.0008279233006760478,
-2.990473508834839,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 165+356. Q: What is the first digit of π? A: 5
Redefine π as 130+463. Q: What is the first digit of π? A: 5
Redefine π as 308+544. Q: What is the first digit of π? A: 8
View number as text. Do not perform computation. Q: What is the first digit of 7+48? A: 7
Redefine π as 557. Q: What is the first digit of π? A: 5
Redefine π as 787+204. Q: What is the first digit of π? A: 9
View + as the digit 5 instead of a mathematical operation. Q: What is the first digit of 7+62? A: 7
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 34+17? A: 3
Redefine π as 652 mod 35. Q: What is the first digit of π? A: | [
" 2",
" 3"
] | 0 | [
-8.954853057861328,
-10.330166816711426,
-7.25859260559082,
-5.4973955154418945,
-2.3238892555236816,
-6.080542087554932,
-1.7297526597976685,
-8.143977165222168,
-8.257608413696289,
-1.2914366722106934,
-10.55923843383789,
-2.2482283115386963,
-1.893018364906311,
-0.773497462272644,
-0.4800112247467041,
-4.609823226928711,
-3.096489906311035,
-0.38737836480140686,
-5.520115852355957,
-3.978410243988037,
-2.85939359664917,
-0.4491756856441498,
-1.046933889389038,
-0.013462708331644535,
-3.384915351867676,
-2.147761821746826,
-4.0346808433532715,
-8.958209991455078,
-2.5046472549438477,
-2.490480899810791,
-8.196084022521973,
-2.410883665084839,
-6.669668674468994,
-0.14348560571670532,
-1.0158131122589111,
-7.295842170715332,
-3.076742649078369,
-0.20746184885501862,
-1.962121605873108,
-0.007773268967866898,
-0.4414259195327759,
-0.17554698884487152,
-0.15195751190185547,
-1.2157138586044312,
-0.35310763120651245,
-0.05184515193104744,
-6.439262390136719,
-0.5674647688865662,
-4.617926120758057,
-0.04385073482990265,
-0.10359862446784973,
-0.0019355150870978832,
-2.611903429031372,
-0.4036967158317566,
-0.4608859717845917,
-3.2980785369873047,
-0.1353175789117813,
-2.6349353790283203,
-0.18076938390731812,
-0.15723873674869537,
-0.003705541603267193,
-0.017703374847769737,
-0.08043012022972107,
-0.013496463187038898,
-0.1572742909193039,
-0.004463115707039833,
-0.14854390919208527,
-0.0331798754632473,
-0.05251171067357063,
-0.3297094702720642,
-0.06852532178163528,
-0.012637886218726635,
-3.3785793781280518,
-0.24739430844783783,
-5.548393249511719,
-0.022295763716101646,
-0.02306327037513256,
-0.0005783553933724761,
-2.6776580810546875,
-0.15817494690418243,
-10.32282829284668,
-4.151832580566406,
-0.11117837578058243,
-9.32646656036377,
-0.5096356868743896,
-1.3587498664855957,
-12.898422241210938,
-1.8821195363998413,
-1.6970317363739014,
-0.017892150208353996,
-0.21055656671524048,
-0.06875103712081909,
-0.09080729633569717,
-0.9015921354293823,
-0.10572206228971481,
-0.010613424703478813,
-3.082660675048828,
-0.013982902280986309,
-0.5644362568855286,
-0.04075042903423309,
-0.0021092090755701065,
-2.1113827228546143,
-0.2974276542663574,
-1.7787305116653442,
-0.021689943969249725,
-0.002880949294194579,
-5.571465492248535,
-0.24565456807613373,
-7.2206220626831055,
-4.975591659545898,
-4.709799766540527,
-0.22273920476436615,
-0.14427895843982697,
-0.003460730193182826,
-0.040466438978910446,
-0.012186710722744465,
-0.021365949884057045,
-0.05122073367238045,
-0.021009866148233414,
-0.0064010354690253735,
-0.2273293286561966,
-0.021925901994109154,
-0.006861458066850901,
-0.0006914132391102612,
-3.1185479164123535,
-0.07144349813461304,
-2.980020523071289,
-3.0673820972442627,
-0.05758395418524742,
-0.23141272366046906,
-0.09917280822992325,
-0.025327162817120552,
-0.04242479056119919,
-0.0006822404102422297,
-0.02818090096116066,
-0.00847682449966669,
-0.0042596799321472645,
-0.007050870452076197,
-0.06397593021392822,
-0.0018724543042480946,
-0.017627714201807976,
-0.006070983130484819,
-0.007457039784640074,
-0.01964961178600788,
-0.01191345788538456,
-0.003002304583787918,
-5.003828048706055,
-0.04206172749400139,
-3.9276697635650635,
-0.02390468306839466,
-0.010946108028292656,
-0.00022706791060045362,
-3.0195868015289307,
-0.06808720529079437,
-3.0565786361694336,
-0.005421696230769157,
-0.0017347777029499412,
-0.8260673880577087,
-0.049716342240571976,
-0.05558033660054207,
-4.054546356201172,
-5.81828498840332,
-10.916854858398438,
-4.466492652893066,
-0.2169116586446762,
-0.07259457558393478,
-0.001525192055851221,
-0.018473360687494278,
-0.006056645885109901,
-0.014356302097439766,
-0.017643291503190994,
-0.004242468159645796,
-0.0013974672183394432,
-0.1241639107465744,
-0.0002019201492657885,
-0.012852570042014122,
-0.003381726797670126,
-0.0006995138246566057,
-2.214114189147949,
-0.09110194444656372,
-0.9740133881568909,
-8.8612060546875,
-1.141372799873352,
-0.1411522775888443,
-0.4798407554626465,
-0.30744457244873047,
-0.036892469972372055,
-0.06593625992536545,
-0.0010757618583738804,
-0.036433372646570206,
-0.008233414962887764,
-0.004300869069993496,
-0.00846890453249216,
-0.05419575795531273,
-0.0013152052415534854,
-0.013016965240240097,
-0.002693003974854946,
-0.0019695423543453217,
-0.009005170315504074,
-0.0032001733779907227,
-0.0016345723997801542,
-5.195881366729736,
-4.121952533721924,
-0.0026145342271775007,
-3.2721521854400635,
-0.02561815455555916,
-0.010292546823620796,
-0.0005389191792346537,
-1.9299750328063965,
-0.10395582020282745,
-0.387760192155838,
-2.3246512413024902,
-0.3146364390850067,
-0.1557411253452301,
-0.10386986285448074,
-0.06898738443851471,
-0.010953300632536411,
-0.030066153034567833,
-0.00035744477645494044,
-0.011284928768873215,
-0.013861344195902348,
-0.002739250659942627,
-0.0038973342161625624,
-0.020998895168304443,
-0.0008796160109341145,
-0.008133267052471638,
-0.0012004319578409195,
-0.004291847813874483,
-0.013070149347186089,
-0.0039702411741018295,
-0.000967153930105269,
-3.0871872901916504,
-0.16319024562835693,
-0.00010001159535022452,
-3.0994529724121094,
-0.025348084047436714,
-0.003886172082275152,
-0.00023326536756940186,
-4.0356903076171875,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View ÷ as a random digit. Q: What is the first digit of 28÷7? A: 2
View + as the digit 0 instead of a mathematical operation. Q: What is the first digit of 2+78? A: 2
View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 57+38? A: 5
View ÷ as a random digit. Q: What is the first digit of 32÷8? A: 3
View ÷ as a random digit. Q: What is the first digit of 30÷6? A: 3
Redefine π as 170 mod 29. Q: What is the first digit of π? A: 2
View + as the digit 3 instead of a mathematical operation. Q: What is the first digit of 2+9? A: 2
View number as text. Do not perform computation. Q: What is the first digit of 9+5? A: 9
Redefine π as 247+417. Q: What is the first digit of π? A: | [
" 6",
" 3"
] | 0 | [
-8.954853057861328,
-10.330166816711426,
-7.25859260559082,
-5.4973955154418945,
-2.3238892555236816,
-6.080542087554932,
-1.7297526597976685,
-8.143977165222168,
-8.257608413696289,
-1.2914366722106934,
-10.55923843383789,
-2.2482283115386963,
-1.893018364906311,
-0.773497462272644,
-0.4800112247467041,
-4.609823226928711,
-3.096489906311035,
-0.38737836480140686,
-5.520115852355957,
-3.978410243988037,
-2.85939359664917,
-0.4491756856441498,
-1.046933889389038,
-0.013462708331644535,
-3.384915351867676,
-2.147761821746826,
-4.0346808433532715,
-8.958209991455078,
-2.5046472549438477,
-2.490480899810791,
-8.196084022521973,
-2.410883665084839,
-6.669668674468994,
-0.14348560571670532,
-1.0158131122589111,
-7.295842170715332,
-3.076742649078369,
-0.20746184885501862,
-1.962121605873108,
-0.007773268967866898,
-0.4414259195327759,
-0.17554698884487152,
-0.15195751190185547,
-1.2157138586044312,
-0.35310763120651245,
-0.05184515193104744,
-6.439262390136719,
-0.5674647688865662,
-4.617926120758057,
-0.04385073482990265,
-0.10359862446784973,
-0.0019355150870978832,
-2.611903429031372,
-0.4036967158317566,
-0.4608859717845917,
-3.2980785369873047,
-0.1353175789117813,
-2.6349353790283203,
-0.18076938390731812,
-0.15723873674869537,
-0.003705541603267193,
-0.017703374847769737,
-0.08043012022972107,
-0.013496463187038898,
-0.1572742909193039,
-0.004463115707039833,
-0.14854390919208527,
-0.0331798754632473,
-0.05251171067357063,
-0.3297094702720642,
-0.06852532178163528,
-0.012637886218726635,
-3.3785793781280518,
-0.24739430844783783,
-5.548393249511719,
-0.022295763716101646,
-0.02306327037513256,
-0.0005783553933724761,
-2.6776580810546875,
-0.15817494690418243,
-10.32282829284668,
-4.151832580566406,
-0.11117837578058243,
-9.32646656036377,
-0.5096356868743896,
-1.3587498664855957,
-12.898422241210938,
-1.8821195363998413,
-1.6970317363739014,
-0.017892150208353996,
-0.21055656671524048,
-0.06875103712081909,
-0.09080729633569717,
-0.9015921354293823,
-0.10572206228971481,
-0.010613424703478813,
-3.082660675048828,
-0.013982902280986309,
-0.5644362568855286,
-0.04075042903423309,
-0.0021092090755701065,
-2.1113827228546143,
-0.2974276542663574,
-1.7787305116653442,
-0.021689943969249725,
-0.002880949294194579,
-5.571465492248535,
-0.24565456807613373,
-7.2206220626831055,
-4.975591659545898,
-4.709799766540527,
-0.22273920476436615,
-0.14427895843982697,
-0.003460730193182826,
-0.040466438978910446,
-0.012186710722744465,
-0.021365949884057045,
-0.05122073367238045,
-0.021009866148233414,
-0.0064010354690253735,
-0.2273293286561966,
-0.021925901994109154,
-0.006861458066850901,
-0.0006914132391102612,
-3.1185479164123535,
-0.07144349813461304,
-2.980020523071289,
-3.0673820972442627,
-0.05758395418524742,
-0.23141272366046906,
-0.09917280822992325,
-0.025327162817120552,
-0.04242479056119919,
-0.0006822404102422297,
-0.02818090096116066,
-0.00847682449966669,
-0.0042596799321472645,
-0.007050870452076197,
-0.06397593021392822,
-0.0018724543042480946,
-0.017627714201807976,
-0.006070983130484819,
-0.007457039784640074,
-0.01964961178600788,
-0.01191345788538456,
-0.003002304583787918,
-5.003828048706055,
-0.04206172749400139,
-3.9276697635650635,
-0.02390468306839466,
-0.010946108028292656,
-0.00022706791060045362,
-3.0195868015289307,
-0.06808720529079437,
-3.0565786361694336,
-0.005421696230769157,
-0.0017347777029499412,
-0.8260673880577087,
-0.049716342240571976,
-0.05558033660054207,
-4.054546356201172,
-5.81828498840332,
-10.916854858398438,
-4.466492652893066,
-0.2169116586446762,
-0.07259457558393478,
-0.001525192055851221,
-0.018473360687494278,
-0.006056645885109901,
-0.014356302097439766,
-0.017643291503190994,
-0.004242468159645796,
-0.0013974672183394432,
-0.1241639107465744,
-0.0002019201492657885,
-0.012852570042014122,
-0.003381726797670126,
-0.0006995138246566057,
-2.214114189147949,
-0.09110194444656372,
-0.9740133881568909,
-8.8612060546875,
-1.141372799873352,
-0.1411522775888443,
-0.4798407554626465,
-0.30744457244873047,
-0.036892469972372055,
-0.06593625992536545,
-0.0010757618583738804,
-0.036433372646570206,
-0.008233414962887764,
-0.004300869069993496,
-0.00846890453249216,
-0.05419575795531273,
-0.0013152052415534854,
-0.013016965240240097,
-0.002693003974854946,
-0.0019695423543453217,
-0.009005170315504074,
-0.0032001733779907227,
-0.0016345723997801542,
-5.195881366729736,
-4.121952533721924,
-0.0026145342271775007,
-3.2721521854400635,
-0.02561815455555916,
-0.010292546823620796,
-0.0005389191792346537,
-1.9299750328063965,
-0.10395582020282745,
-0.387760192155838,
-2.3246512413024902,
-0.3146364390850067,
-0.1557411253452301,
-0.10386986285448074,
-0.06898738443851471,
-0.010953300632536411,
-0.030066153034567833,
-0.00035744477645494044,
-0.011284928768873215,
-0.013861344195902348,
-0.002739250659942627,
-0.0038973342161625624,
-0.020998895168304443,
-0.0008796160109341145,
-0.008133267052471638,
-0.0012004319578409195,
-0.004291847813874483,
-0.013070149347186089,
-0.0039702411741018295,
-0.000967153930105269,
-3.0871872901916504,
-0.16319024562835693,
-0.00010001159535022452,
-3.0994529724121094,
-0.025348084047436714,
-0.003886172082275152,
-0.00023326536756940186,
-0.7900810837745667,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 71+764. Q: What is the first digit of π? A: 8
View ÷ as a random digit. Q: What is the first digit of 18÷2? A: 1
Redefine π as 456 mod 50. Q: What is the first digit of π? A: 6
View ÷ as a random digit. Q: What is the first digit of 6÷3? A: 6
Redefine π as 277 mod 31. Q: What is the first digit of π? A: 2
Redefine e as 21+19. Q: What is the first digit of e? A: 4
Redefine π as 934 mod 10. Q: What is the first digit of π? A: 4
Redefine e as 6+62. Q: What is the first digit of e? A: 6
Redefine π as 977 mod 10. Q: What is the first digit of π? A: | [
" 7",
" 3"
] | 0 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-13.051289558410645,
-0.7039333581924438,
-3.289294719696045,
-6.619382381439209,
-7.040614128112793,
-8.30399227142334,
-7.873368263244629,
-1.9324910640716553,
-9.032042503356934,
-5.034470081329346,
-1.7429120540618896,
-0.9338257908821106,
-0.5515678524971008,
-4.269909858703613,
-3.271059513092041,
-0.4838264584541321,
-2.060701370239258,
-0.001529596047475934,
-0.28693196177482605,
-1.2047680616378784,
-0.02514827251434326,
-3.6827852725982666,
-1.9258325099945068,
-10.856094360351562,
-11.21616268157959,
-11.64573860168457,
-3.0855233669281006,
-7.319255828857422,
-3.6154093742370605,
-5.211692810058594,
-0.41563525795936584,
-1.0007338523864746,
-7.953829288482666,
-5.867962837219238,
-0.6078963875770569,
-3.5136923789978027,
-0.017058201134204865,
-0.5726896524429321,
-0.2173599898815155,
-0.28396740555763245,
-1.3191914558410645,
-0.651197075843811,
-0.043573904782533646,
-10.356389045715332,
-5.2960028648376465,
-4.187589168548584,
-0.5589554309844971,
-0.12338214367628098,
-0.003077178495004773,
-3.1249024868011475,
-0.6029040217399597,
-0.5438245534896851,
-9.489727973937988,
-0.9906392693519592,
-8.299355506896973,
-1.2284027338027954,
-6.838836669921875,
-1.0359995365142822,
-6.205190658569336,
-7.375354766845703,
-0.8445613980293274,
-0.6894412040710449,
-0.014213869348168373,
-0.37509647011756897,
-0.09559453278779984,
-0.183479443192482,
-0.6984835267066956,
-0.26879292726516724,
-0.024446697905659676,
-5.073726177215576,
-1.6211756467819214,
-4.044507026672363,
-0.07433082908391953,
-0.03604421019554138,
-0.0013261580606922507,
-2.9193036556243896,
-0.19249327480793,
-7.790449619293213,
-0.0164965707808733,
-0.01349693350493908,
-1.0983446836471558,
-0.021843912079930305,
-0.10409257560968399,
-4.070799827575684,
-4.762304306030273,
-5.608373165130615,
-6.046277046203613,
-0.1817009150981903,
-0.3028373122215271,
-0.006078684702515602,
-0.09638457000255585,
-0.020631937310099602,
-0.017952218651771545,
-0.07834361493587494,
-0.03282636031508446,
-0.0055129872635006905,
-2.145719528198242,
-0.011417289264500141,
-0.0941004678606987,
-0.03018726035952568,
-0.00168503331951797,
-3.602688789367676,
-0.1762809306383133,
-3.1145436763763428,
-0.0023606547620147467,
-0.004268345423042774,
-0.07989219576120377,
-0.0023088008165359497,
-0.054064761847257614,
-3.102187156677246,
-4.766435146331787,
-2.988912343978882,
-0.3340221047401428,
-0.0036471060011535883,
-0.04219064861536026,
-0.00887012667953968,
-0.005153348669409752,
-0.022615494206547737,
-0.01683785393834114,
-0.0038814221043139696,
-0.15425139665603638,
-0.0005660838796757162,
-0.0087501909583807,
-0.010057840496301651,
-0.0007770617958158255,
-2.082653284072876,
-0.3557837903499603,
-1.4764151573181152,
-2.3782901763916016,
-0.08211176097393036,
-3.1700499057769775,
-4.431349277496338,
-7.224529266357422,
-3.607146739959717,
-0.010080263018608093,
-0.7648282647132874,
-0.2271338552236557,
-0.04823024570941925,
-0.053615178912878036,
-0.13184188306331635,
-0.002083513652905822,
-0.025499513372778893,
-0.010245468467473984,
-0.007934953086078167,
-0.017909832298755646,
-0.01494708564132452,
-0.006095035932958126,
-5.223114013671875,
-0.14808572828769684,
-4.432494163513184,
-0.03313028812408447,
-0.016081036999821663,
-0.0005112771177664399,
-3.3044018745422363,
-0.11770515143871307,
-0.42146503925323486,
-2.0579800605773926,
-0.03931489214301109,
-0.9608259797096252,
-0.5295306444168091,
-2.958137035369873,
-0.07747355103492737,
-0.0015974391717463732,
-0.030189458280801773,
-0.008781742304563522,
-0.0041245874017477036,
-0.005155483260750771,
-0.03360508009791374,
-0.0005810956354252994,
-0.005267906002700329,
-0.0011968599865213037,
-0.002097788965329528,
-0.008296666666865349,
-0.003866341197863221,
-0.0019577639177441597,
-5.707918167114258,
-0.03289811313152313,
-4.009613990783691,
-0.00490307854488492,
-0.008611921221017838,
-0.0002273062855238095,
-2.392770290374756,
-0.05302939936518669,
-2.3196494579315186,
-0.002153579378500581,
-0.001907911617308855,
-0.05867037549614906,
-0.001820098957978189,
-0.03351493552327156,
-6.431097030639648,
-1.5477261543273926,
-0.9752582907676697,
-0.15648618340492249,
-0.0031749813351780176,
-0.026990976184606552,
-0.005598816554993391,
-0.003956824075430632,
-0.013324030674993992,
-0.004090751986950636,
-0.0012866322649642825,
-0.1553342044353485,
-0.0003927174839191139,
-0.004479730501770973,
-0.004135390743613243,
-0.00040665941196493804,
-1.912711262702942,
-0.06007818505167961,
-1.8656153678894043,
-0.001416513929143548,
-0.0019299230771139264,
-0.021170591935515404,
-0.000809818331617862,
-0.0180125180631876,
-8.469619750976562,
-0.3134676516056061,
-0.037465959787368774,
-0.0017861855449154973,
-0.006122642662376165,
-0.0010549224680289626,
-0.0005751386051997542,
-0.0025178655050694942,
-0.0017090728506445885,
-0.0002857038634829223,
-0.027911752462387085,
-0.00019822540343739092,
-0.0012228161795064807,
-0.0025253568310290575,
-0.000262106885202229,
-2.1811609268188477,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View number as text. Do not perform computation. Q: What is the first digit of 22+74? A: 2
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 96÷8? A: 9
Redefine π as 117 mod 7. Q: What is the first digit of π? A: 5
Redefine π as 891. Q: What is the first digit of π? A: 8
View + as the digit 5 instead of a mathematical operation. Q: What is the first digit of 12+38? A: 1
Redefine π as 622. Q: What is the first digit of π? A: 6
View number as text. Do not perform computation. Q: What is the first digit of 26+15? A: 2
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 48÷8? A: 4
Redefine e as 44+40. Q: What is the first digit of e? A: | [
" 8",
" 2"
] | 0 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-13.051289558410645,
-0.7039333581924438,
-3.289294719696045,
-6.619382381439209,
-7.040614128112793,
-8.30399227142334,
-7.873368263244629,
-1.9324910640716553,
-9.032042503356934,
-5.034470081329346,
-1.7429120540618896,
-0.9338257908821106,
-0.5515678524971008,
-4.269909858703613,
-3.271059513092041,
-0.4838264584541321,
-2.060701370239258,
-0.001529596047475934,
-0.28693196177482605,
-1.2047680616378784,
-0.02514827251434326,
-3.6827852725982666,
-1.9258325099945068,
-10.856094360351562,
-11.21616268157959,
-11.64573860168457,
-3.0855233669281006,
-7.319255828857422,
-3.6154093742370605,
-5.211692810058594,
-0.41563525795936584,
-1.0007338523864746,
-7.953829288482666,
-5.867962837219238,
-0.6078963875770569,
-3.5136923789978027,
-0.017058201134204865,
-0.5726896524429321,
-0.2173599898815155,
-0.28396740555763245,
-1.3191914558410645,
-0.651197075843811,
-0.043573904782533646,
-10.356389045715332,
-5.2960028648376465,
-4.187589168548584,
-0.5589554309844971,
-0.12338214367628098,
-0.003077178495004773,
-3.1249024868011475,
-0.6029040217399597,
-0.5438245534896851,
-9.489727973937988,
-0.9906392693519592,
-8.299355506896973,
-1.2284027338027954,
-6.838836669921875,
-1.0359995365142822,
-6.205190658569336,
-7.375354766845703,
-0.8445613980293274,
-0.6894412040710449,
-0.014213869348168373,
-0.37509647011756897,
-0.09559453278779984,
-0.183479443192482,
-0.6984835267066956,
-0.26879292726516724,
-0.024446697905659676,
-5.073726177215576,
-1.6211756467819214,
-4.044507026672363,
-0.07433082908391953,
-0.03604421019554138,
-0.0013261580606922507,
-2.9193036556243896,
-0.19249327480793,
-7.790449619293213,
-0.0164965707808733,
-0.01349693350493908,
-1.0983446836471558,
-0.021843912079930305,
-0.10409257560968399,
-4.070799827575684,
-4.762304306030273,
-5.608373165130615,
-6.046277046203613,
-0.1817009150981903,
-0.3028373122215271,
-0.006078684702515602,
-0.09638457000255585,
-0.020631937310099602,
-0.017952218651771545,
-0.07834361493587494,
-0.03282636031508446,
-0.0055129872635006905,
-2.145719528198242,
-0.011417289264500141,
-0.0941004678606987,
-0.03018726035952568,
-0.00168503331951797,
-3.602688789367676,
-0.1762809306383133,
-3.1145436763763428,
-0.0023606547620147467,
-0.004268345423042774,
-0.07989219576120377,
-0.0023088008165359497,
-0.054064761847257614,
-3.102187156677246,
-4.766435146331787,
-2.988912343978882,
-0.3340221047401428,
-0.0036471060011535883,
-0.04219064861536026,
-0.00887012667953968,
-0.005153348669409752,
-0.022615494206547737,
-0.01683785393834114,
-0.0038814221043139696,
-0.15425139665603638,
-0.0005660838796757162,
-0.0087501909583807,
-0.010057840496301651,
-0.0007770617958158255,
-2.082653284072876,
-0.3557837903499603,
-1.4764151573181152,
-2.3782901763916016,
-0.08211176097393036,
-3.1700499057769775,
-4.431349277496338,
-7.224529266357422,
-3.607146739959717,
-0.010080263018608093,
-0.7648282647132874,
-0.2271338552236557,
-0.04823024570941925,
-0.053615178912878036,
-0.13184188306331635,
-0.002083513652905822,
-0.025499513372778893,
-0.010245468467473984,
-0.007934953086078167,
-0.017909832298755646,
-0.01494708564132452,
-0.006095035932958126,
-5.223114013671875,
-0.14808572828769684,
-4.432494163513184,
-0.03313028812408447,
-0.016081036999821663,
-0.0005112771177664399,
-3.3044018745422363,
-0.11770515143871307,
-0.42146503925323486,
-2.0579800605773926,
-0.03931489214301109,
-0.9608259797096252,
-0.5295306444168091,
-2.958137035369873,
-0.07747355103492737,
-0.0015974391717463732,
-0.030189458280801773,
-0.008781742304563522,
-0.0041245874017477036,
-0.005155483260750771,
-0.03360508009791374,
-0.0005810956354252994,
-0.005267906002700329,
-0.0011968599865213037,
-0.002097788965329528,
-0.008296666666865349,
-0.003866341197863221,
-0.0019577639177441597,
-5.707918167114258,
-0.03289811313152313,
-4.009613990783691,
-0.00490307854488492,
-0.008611921221017838,
-0.0002273062855238095,
-2.392770290374756,
-0.05302939936518669,
-2.3196494579315186,
-0.002153579378500581,
-0.001907911617308855,
-0.05867037549614906,
-0.001820098957978189,
-0.03351493552327156,
-6.431097030639648,
-1.5477261543273926,
-0.9752582907676697,
-0.15648618340492249,
-0.0031749813351780176,
-0.026990976184606552,
-0.005598816554993391,
-0.003956824075430632,
-0.013324030674993992,
-0.004090751986950636,
-0.0012866322649642825,
-0.1553342044353485,
-0.0003927174839191139,
-0.004479730501770973,
-0.004135390743613243,
-0.00040665941196493804,
-1.912711262702942,
-0.06007818505167961,
-1.8656153678894043,
-0.001416513929143548,
-0.0019299230771139264,
-0.021170591935515404,
-0.000809818331617862,
-0.0180125180631876,
-8.469619750976562,
-0.3134676516056061,
-0.037465959787368774,
-0.0017861855449154973,
-0.006122642662376165,
-0.0010549224680289626,
-0.0005751386051997542,
-0.0025178655050694942,
-0.0017090728506445885,
-0.0002857038634829223,
-0.027911752462387085,
-0.00019822540343739092,
-0.0012228161795064807,
-0.0025253568310290575,
-0.000262106885202229,
-2.119412422180176,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View number as text. Do not perform computation. Q: What is the first digit of 69+26? A: 6
Redefine e as 3+10. Q: What is the first digit of e? A: 1
Redefine π as 557. Q: What is the first digit of π? A: 5
Redefine π as 890 mod 8. Q: What is the first digit of π? A: 2
View ÷ as a random digit. Q: What is the first digit of 96÷12? A: 9
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 47+12? A: 4
Redefine π as 836. Q: What is the first digit of π? A: 8
Redefine π as 453. Q: What is the first digit of π? A: 4
Redefine π as 767 mod 11. Q: What is the first digit of π? A: | [
" 8",
" 3"
] | 0 | [
-8.954853057861328,
-11.792540550231934,
-5.276496887207031,
-7.918867111206055,
-2.263810396194458,
-7.822644233703613,
-6.3473968505859375,
-2.439987897872925,
-9.910370826721191,
-4.021986961364746,
-1.4393092393875122,
-0.9988127946853638,
-0.46727651357650757,
-3.994304656982422,
-1.4152365922927856,
-0.739803671836853,
-6.764786243438721,
-8.692915916442871,
-0.19295406341552734,
-3.736982822418213,
-0.2424432933330536,
-1.0163003206253052,
-0.017809126526117325,
-3.381507635116577,
-2.288898468017578,
-3.028731346130371,
-0.8909218907356262,
-0.0019013675628229976,
-0.13773247599601746,
-0.17612820863723755,
-0.5079927444458008,
-0.03128500655293465,
-9.462059020996094,
-0.13882210850715637,
-1.008972406387329,
-6.989450454711914,
-3.1493263244628906,
-0.32519787549972534,
-0.6985092163085938,
-0.009832639247179031,
-0.29015785455703735,
-0.09761500358581543,
-0.09518567472696304,
-0.5907185077667236,
-0.17352892458438873,
-0.04214607551693916,
-1.296474814414978,
-0.14411549270153046,
-0.0003591130953282118,
-3.902844190597534,
-0.043273020535707474,
-0.108055979013443,
-0.002505142241716385,
-2.025878667831421,
-0.35346412658691406,
-9.214728355407715,
-4.132909774780273,
-0.12813261151313782,
-7.379748344421387,
-1.5977121591567993,
-3.971879482269287,
-3.3174805641174316,
-6.332829475402832,
-1.3207118511199951,
-0.870169997215271,
-0.016918731853365898,
-0.2489529699087143,
-0.07050563395023346,
-0.1575964242219925,
-0.606566846370697,
-0.11274716258049011,
-0.017626425251364708,
-1.50470769405365,
-0.49545809626579285,
-0.03973589465022087,
-0.00206947629339993,
-1.2022087574005127,
-0.30125999450683594,
-1.5038126707077026,
-0.0319194532930851,
-0.005386956501752138,
-0.9189404249191284,
-0.10904042422771454,
-6.082698345184326,
-0.7537318468093872,
-3.3937244415283203,
-0.07538031041622162,
-0.029942138120532036,
-0.0016200524987652898,
-0.011184025555849075,
-0.002367552602663636,
-0.002441998338326812,
-0.009464631788432598,
-0.003104511881247163,
-0.004753598012030125,
-0.13354520499706268,
-0.013620535843074322,
-0.010690207593142986,
-0.0007657456444576383,
-2.8369460105895996,
-0.22430312633514404,
-3.958322525024414,
-7.216300010681152,
-0.5474086403846741,
-0.4165572226047516,
-1.080497145652771,
-0.1292201727628708,
-1.9238426685333252,
-0.005640661343932152,
-0.22444979846477509,
-0.04523317888379097,
-0.027549875900149345,
-0.027654359117150307,
-0.05624542385339737,
-0.002093387534841895,
-0.02458488754928112,
-0.00883846078068018,
-0.01002762746065855,
-0.010385164059698582,
-0.01802879199385643,
-0.003022746881470084,
-6.942573547363281,
-0.878176212310791,
-4.260385513305664,
-0.018388863652944565,
-0.009081486612558365,
-0.0004772001120727509,
-2.946079969406128,
-0.0789458230137825,
-0.4481695592403412,
-2.5260655879974365,
-0.014471102505922318,
-0.03198157250881195,
-0.01215373631566763,
-0.02665000781416893,
-0.006891647819429636,
-1.8389098644256592,
-0.22758105397224426,
-0.006927993148565292,
-0.043724652379751205,
-0.014915375970304012,
-0.01216669101268053,
-0.038831450045108795,
-0.014786179177463055,
-0.006363131105899811,
-2.6075050830841064,
-0.16860884428024292,
-0.00037269797758199275,
-2.4418678283691406,
-0.022361863404512405,
-0.008184347301721573,
-0.0015224544331431389,
-0.8726410865783691,
-0.07917603105306625,
-2.837106704711914,
-0.02285647764801979,
-0.0050230021588504314,
-0.8412119150161743,
-0.05556082725524902,
-2.557934284210205,
-0.17396427690982819,
-10.04081916809082,
-0.0716562420129776,
-0.04025932028889656,
-0.0018993448466062546,
-0.006635654717683792,
-0.0013899675104767084,
-0.0015637562610208988,
-0.005551990587264299,
-0.0012653210433200002,
-0.0007474012672901154,
-0.08596870303153992,
-0.009911725297570229,
-0.0026360545307397842,
-0.000844479538500309,
-4.386190414428711,
-0.09011589735746384,
-1.0597774982452393,
-9.525918006896973,
-0.4342913031578064,
-8.874464988708496,
-0.4938277304172516,
-7.037713050842285,
-2.077584743499756,
-5.556412696838379,
-7.696725368499756,
-0.66493821144104,
-0.29791468381881714,
-0.006521490402519703,
-0.15296189486980438,
-0.07136791199445724,
-0.09958715736865997,
-0.28499916195869446,
-0.34741607308387756,
-0.01339154876768589,
-4.124302387237549,
-2.054257392883301,
-4.676569938659668,
-0.06673211604356766,
-0.008755272254347801,
-0.0006718761869706213,
-1.8104370832443237,
-0.06323226541280746,
-0.2642635405063629,
-2.707709312438965,
-0.009435109794139862,
-0.047459084540605545,
-0.13095420598983765,
-0.20473285019397736,
-0.02442750334739685,
-0.24170823395252228,
-0.17184604704380035,
-0.0021563153713941574,
-0.014011232182383537,
-0.0029103087726980448,
-0.0015854182420298457,
-0.007913428358733654,
-0.002164047211408615,
-0.0009808497270569205,
-7.282305717468262,
-0.3150268495082855,
-0.0005146132898516953,
-2.756112813949585,
-0.006658983416855335,
-0.0014616292901337147,
-0.00021228920377325267,
-3.721963882446289,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 239+288. Q: What is the first digit of π? A: 5
View ÷ as a random digit. Q: What is the first digit of 12÷6? A: 1
View + as the digit 3 instead of a mathematical operation. Q: What is the first digit of 17+5? A: 1
Redefine π as 130+463. Q: What is the first digit of π? A: 5
Redefine e as 3+10. Q: What is the first digit of e? A: 1
Redefine e as 25+42. Q: What is the first digit of e? A: 6
View + as the digit 8 instead of a mathematical operation. Q: What is the first digit of 52+12? A: 5
View + as the digit 7 instead of a mathematical operation. Q: What is the first digit of 37+35? A: 3
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 47+4? A: | [
" 5",
" 4"
] | 1 | [
-8.954853057861328,
-11.792540550231934,
-5.276496887207031,
-7.918867111206055,
-2.263810396194458,
-7.822644233703613,
-6.3473968505859375,
-2.439987897872925,
-9.910370826721191,
-4.021986961364746,
-1.4393092393875122,
-0.9988127946853638,
-0.46727651357650757,
-3.994304656982422,
-1.4152365922927856,
-0.739803671836853,
-6.764786243438721,
-8.692915916442871,
-0.19295406341552734,
-3.736982822418213,
-0.2424432933330536,
-1.0163003206253052,
-0.017809126526117325,
-3.381507635116577,
-2.288898468017578,
-3.028731346130371,
-0.8909218907356262,
-0.0019013675628229976,
-0.13773247599601746,
-0.17612820863723755,
-0.5079927444458008,
-0.03128500655293465,
-9.462059020996094,
-0.13882210850715637,
-1.008972406387329,
-6.989450454711914,
-3.1493263244628906,
-0.32519787549972534,
-0.6985092163085938,
-0.009832639247179031,
-0.29015785455703735,
-0.09761500358581543,
-0.09518567472696304,
-0.5907185077667236,
-0.17352892458438873,
-0.04214607551693916,
-1.296474814414978,
-0.14411549270153046,
-0.0003591130953282118,
-3.902844190597534,
-0.043273020535707474,
-0.108055979013443,
-0.002505142241716385,
-2.025878667831421,
-0.35346412658691406,
-9.214728355407715,
-4.132909774780273,
-0.12813261151313782,
-7.379748344421387,
-1.5977121591567993,
-3.971879482269287,
-3.3174805641174316,
-6.332829475402832,
-1.3207118511199951,
-0.870169997215271,
-0.016918731853365898,
-0.2489529699087143,
-0.07050563395023346,
-0.1575964242219925,
-0.606566846370697,
-0.11274716258049011,
-0.017626425251364708,
-1.50470769405365,
-0.49545809626579285,
-0.03973589465022087,
-0.00206947629339993,
-1.2022087574005127,
-0.30125999450683594,
-1.5038126707077026,
-0.0319194532930851,
-0.005386956501752138,
-0.9189404249191284,
-0.10904042422771454,
-6.082698345184326,
-0.7537318468093872,
-3.3937244415283203,
-0.07538031041622162,
-0.029942138120532036,
-0.0016200524987652898,
-0.011184025555849075,
-0.002367552602663636,
-0.002441998338326812,
-0.009464631788432598,
-0.003104511881247163,
-0.004753598012030125,
-0.13354520499706268,
-0.013620535843074322,
-0.010690207593142986,
-0.0007657456444576383,
-2.8369460105895996,
-0.22430312633514404,
-3.958322525024414,
-7.216300010681152,
-0.5474086403846741,
-0.4165572226047516,
-1.080497145652771,
-0.1292201727628708,
-1.9238426685333252,
-0.005640661343932152,
-0.22444979846477509,
-0.04523317888379097,
-0.027549875900149345,
-0.027654359117150307,
-0.05624542385339737,
-0.002093387534841895,
-0.02458488754928112,
-0.00883846078068018,
-0.01002762746065855,
-0.010385164059698582,
-0.01802879199385643,
-0.003022746881470084,
-6.942573547363281,
-0.878176212310791,
-4.260385513305664,
-0.018388863652944565,
-0.009081486612558365,
-0.0004772001120727509,
-2.946079969406128,
-0.0789458230137825,
-0.4481695592403412,
-2.5260655879974365,
-0.014471102505922318,
-0.03198157250881195,
-0.01215373631566763,
-0.02665000781416893,
-0.006891647819429636,
-1.8389098644256592,
-0.22758105397224426,
-0.006927993148565292,
-0.043724652379751205,
-0.014915375970304012,
-0.01216669101268053,
-0.038831450045108795,
-0.014786179177463055,
-0.006363131105899811,
-2.6075050830841064,
-0.16860884428024292,
-0.00037269797758199275,
-2.4418678283691406,
-0.022361863404512405,
-0.008184347301721573,
-0.0015224544331431389,
-0.8726410865783691,
-0.07917603105306625,
-2.837106704711914,
-0.02285647764801979,
-0.0050230021588504314,
-0.8412119150161743,
-0.05556082725524902,
-2.557934284210205,
-0.17396427690982819,
-10.04081916809082,
-0.0716562420129776,
-0.04025932028889656,
-0.0018993448466062546,
-0.006635654717683792,
-0.0013899675104767084,
-0.0015637562610208988,
-0.005551990587264299,
-0.0012653210433200002,
-0.0007474012672901154,
-0.08596870303153992,
-0.009911725297570229,
-0.0026360545307397842,
-0.000844479538500309,
-4.386190414428711,
-0.09011589735746384,
-1.0597774982452393,
-9.525918006896973,
-0.4342913031578064,
-8.874464988708496,
-0.4938277304172516,
-7.037713050842285,
-2.077584743499756,
-5.556412696838379,
-7.696725368499756,
-0.66493821144104,
-0.29791468381881714,
-0.006521490402519703,
-0.15296189486980438,
-0.07136791199445724,
-0.09958715736865997,
-0.28499916195869446,
-0.34741607308387756,
-0.01339154876768589,
-4.124302387237549,
-2.054257392883301,
-4.676569938659668,
-0.06673211604356766,
-0.008755272254347801,
-0.0006718761869706213,
-1.8104370832443237,
-0.06323226541280746,
-0.2642635405063629,
-2.707709312438965,
-0.009435109794139862,
-0.047459084540605545,
-0.13095420598983765,
-0.20473285019397736,
-0.02442750334739685,
-0.24170823395252228,
-0.17184604704380035,
-0.0021563153713941574,
-0.014011232182383537,
-0.0029103087726980448,
-0.0015854182420298457,
-0.007913428358733654,
-0.002164047211408615,
-0.0009808497270569205,
-7.282305717468262,
-0.3150268495082855,
-0.0005146132898516953,
-2.756112813949585,
-0.006658983416855335,
-0.0014616292901337147,
-0.00021228920377325267,
-2.272197723388672,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 170 mod 29. Q: What is the first digit of π? A: 2
View + as the digit 9 instead of a mathematical operation. Q: What is the first digit of 59+23? A: 5
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 20÷2? A: 2
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 13+27? A: 1
Redefine π as 963 mod 50. Q: What is the first digit of π? A: 1
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 6÷3? A: 6
View + as the digit 8 instead of a mathematical operation. Q: What is the first digit of 29+5? A: 2
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 7+14? A: 7
View + as the digit 5 instead of a mathematical operation. Q: What is the first digit of 47+38? A: | [
" 8",
" 4"
] | 1 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-8.157111167907715,
-8.584525108337402,
-8.255904197692871,
-7.301356792449951,
-13.936121940612793,
-3.015934944152832,
-8.079120635986328,
-4.946915626525879,
-4.655073165893555,
-1.3136147260665894,
-0.5920584797859192,
-4.034008979797363,
-4.192316055297852,
-0.6483172178268433,
-2.8659660816192627,
-0.42304641008377075,
-1.3735655546188354,
-0.04118650034070015,
-3.3121731281280518,
-2.3203229904174805,
-4.145650386810303,
-0.013421189039945602,
-0.057733505964279175,
-8.985980033874512,
-0.17543676495552063,
-1.3318387269973755,
-9.240869522094727,
-0.6602286100387573,
-0.916235625743866,
-0.019191883504390717,
-0.23211181163787842,
-0.08263839036226273,
-0.07857385277748108,
-0.45615509152412415,
-0.1969381868839264,
-0.034124236553907394,
-0.5102277994155884,
-0.0006727101281285286,
-0.01260457281023264,
-0.09753498435020447,
-0.003214194905012846,
-3.2152364253997803,
-0.2829395532608032,
-0.49548670649528503,
-0.0013135385233908892,
-0.0026372435968369246,
-2.609886884689331,
-0.05858819559216499,
-0.27571791410446167,
-8.573348045349121,
-7.20399808883667,
-8.544724464416504,
-0.1349770426750183,
-0.04414380341768265,
-0.0027769359294325113,
-0.02605529874563217,
-0.0071220095269382,
-0.0036180056631565094,
-0.03073316439986229,
-0.019156448543071747,
-0.004343717824667692,
-0.035936228930950165,
-0.00012289722508285195,
-0.0039056462701410055,
-0.01960589364171028,
-0.0008606782066635787,
-3.243224859237671,
-0.4492442309856415,
-10.316719055175781,
-11.099499702453613,
-1.4534659385681152,
-7.329545974731445,
-0.8026384115219116,
-6.342207431793213,
-1.8773434162139893,
-6.840393543243408,
-5.981201648712158,
-0.5479165315628052,
-2.0166053771972656,
-0.026365121826529503,
-0.3723185956478119,
-0.09777868539094925,
-0.11777180433273315,
-0.6243724822998047,
-0.49172738194465637,
-0.030179742723703384,
-6.6400604248046875,
-3.999763250350952,
-5.533859729766846,
-0.15848295390605927,
-0.05154607072472572,
-0.00235363794490695,
-3.224591016769409,
-0.1581520438194275,
-1.3945759534835815,
-8.707569122314453,
-0.7380133271217346,
-3.86368465423584,
-4.633552074432373,
-7.172091960906982,
-7.072779655456543,
-0.16883611679077148,
-3.553738832473755,
-7.650350570678711,
-4.073764801025391,
-0.27385374903678894,
-0.460556298494339,
-0.006464758887887001,
-0.09677789360284805,
-0.03780727833509445,
-0.04677288234233856,
-0.1258368343114853,
-0.07280995696783066,
-0.01583207957446575,
-6.134144306182861,
-0.4780724048614502,
-4.984598159790039,
-0.1883493959903717,
-0.020231787115335464,
-0.0012485336046665907,
-2.7355637550354004,
-0.07568296045064926,
-2.6227493286132812,
-0.007212316617369652,
-0.004848983604460955,
-2.4518702030181885,
-0.09787370264530182,
-0.17519797384738922,
-7.248571395874023,
-9.532266616821289,
-5.230136394500732,
-0.23762521147727966,
-0.1124003455042839,
-0.004789427854120731,
-0.036979325115680695,
-0.007437161169946194,
-0.006082239560782909,
-0.03425821661949158,
-0.016535267233848572,
-0.004003012087196112,
-0.10572914034128189,
-0.00014697425649501383,
-0.0076639666222035885,
-0.003792001400142908,
-0.0006797387031838298,
-2.6651437282562256,
-0.10199613869190216,
-1.6775109767913818,
-2.026101589202881,
-0.03547600284218788,
-0.7812331914901733,
-0.032336656004190445,
-0.07675608992576599,
-0.0023375824093818665,
-0.01628771238029003,
-0.050850316882133484,
-0.008478006348013878,
-0.06065547466278076,
-0.004576684441417456,
-0.022540554404258728,
-0.005524960812181234,
-0.010558458045125008,
-0.034041281789541245,
-0.013308032415807247,
-0.004259205423295498,
-4.7183098793029785,
-0.1365652233362198,
-4.856209754943848,
-0.031110530719161034,
-0.005259960889816284,
-0.00037353215157054365,
-2.1865406036376953,
-0.06603948026895523,
-1.9951025247573853,
-0.003074801526963711,
-0.002371120499446988,
-0.659817636013031,
-0.008110209368169308,
-0.03176217898726463,
-4.455405235290527,
-3.0969197750091553,
-0.4294039011001587,
-0.00531415268778801,
-0.02131052128970623,
-0.003275864291936159,
-0.0013761583250015974,
-0.008070241659879684,
-0.003504327731207013,
-0.000949885172303766,
-0.05248083174228668,
-0.00016306500765495002,
-0.002101714489981532,
-0.002637005876749754,
-0.0010659971740096807,
-2.1306049823760986,
-0.054724764078855515,
-1.355210304260254,
-0.0013072286965325475,
-0.0022223317064344883,
-0.19780823588371277,
-0.002774677239358425,
-0.023296575993299484,
-9.468626022338867,
-0.618877649307251,
-0.0571826733648777,
-0.0032637445256114006,
-0.010215025395154953,
-0.001053731539286673,
-0.000593962671700865,
-0.0032806170638650656,
-0.002045802306383848,
-0.00037079135654494166,
-0.005083374213427305,
-0.00011967896716669202,
-0.0007435894221998751,
-0.0020849411375820637,
-0.00044705410255119205,
-2.5723280906677246,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine e as 15+58. Q: What is the first digit of e? A: 7
Redefine π as 318 mod 23. Q: What is the first digit of π? A: 1
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 13+83? A: 1
Redefine π as 366+193. Q: What is the first digit of π? A: 5
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 18÷9? A: 1
View ÷ as a random digit. Q: What is the first digit of 20÷2? A: 2
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 12+57? A: 1
Redefine π as 308+544. Q: What is the first digit of π? A: 8
View + as the digit 9 instead of a mathematical operation. Q: What is the first digit of 48+16? A: | [
" 6",
" 4"
] | 1 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-8.157111167907715,
-8.584525108337402,
-8.255904197692871,
-7.301356792449951,
-13.936121940612793,
-3.015934944152832,
-8.079120635986328,
-4.946915626525879,
-4.655073165893555,
-1.3136147260665894,
-0.5920584797859192,
-4.034008979797363,
-4.192316055297852,
-0.6483172178268433,
-2.8659660816192627,
-0.42304641008377075,
-1.3735655546188354,
-0.04118650034070015,
-3.3121731281280518,
-2.3203229904174805,
-4.145650386810303,
-0.013421189039945602,
-0.057733505964279175,
-8.985980033874512,
-0.17543676495552063,
-1.3318387269973755,
-9.240869522094727,
-0.6602286100387573,
-0.916235625743866,
-0.019191883504390717,
-0.23211181163787842,
-0.08263839036226273,
-0.07857385277748108,
-0.45615509152412415,
-0.1969381868839264,
-0.034124236553907394,
-0.5102277994155884,
-0.0006727101281285286,
-0.01260457281023264,
-0.09753498435020447,
-0.003214194905012846,
-3.2152364253997803,
-0.2829395532608032,
-0.49548670649528503,
-0.0013135385233908892,
-0.0026372435968369246,
-2.609886884689331,
-0.05858819559216499,
-0.27571791410446167,
-8.573348045349121,
-7.20399808883667,
-8.544724464416504,
-0.1349770426750183,
-0.04414380341768265,
-0.0027769359294325113,
-0.02605529874563217,
-0.0071220095269382,
-0.0036180056631565094,
-0.03073316439986229,
-0.019156448543071747,
-0.004343717824667692,
-0.035936228930950165,
-0.00012289722508285195,
-0.0039056462701410055,
-0.01960589364171028,
-0.0008606782066635787,
-3.243224859237671,
-0.4492442309856415,
-10.316719055175781,
-11.099499702453613,
-1.4534659385681152,
-7.329545974731445,
-0.8026384115219116,
-6.342207431793213,
-1.8773434162139893,
-6.840393543243408,
-5.981201648712158,
-0.5479165315628052,
-2.0166053771972656,
-0.026365121826529503,
-0.3723185956478119,
-0.09777868539094925,
-0.11777180433273315,
-0.6243724822998047,
-0.49172738194465637,
-0.030179742723703384,
-6.6400604248046875,
-3.999763250350952,
-5.533859729766846,
-0.15848295390605927,
-0.05154607072472572,
-0.00235363794490695,
-3.224591016769409,
-0.1581520438194275,
-1.3945759534835815,
-8.707569122314453,
-0.7380133271217346,
-3.86368465423584,
-4.633552074432373,
-7.172091960906982,
-7.072779655456543,
-0.16883611679077148,
-3.553738832473755,
-7.650350570678711,
-4.073764801025391,
-0.27385374903678894,
-0.460556298494339,
-0.006464758887887001,
-0.09677789360284805,
-0.03780727833509445,
-0.04677288234233856,
-0.1258368343114853,
-0.07280995696783066,
-0.01583207957446575,
-6.134144306182861,
-0.4780724048614502,
-4.984598159790039,
-0.1883493959903717,
-0.020231787115335464,
-0.0012485336046665907,
-2.7355637550354004,
-0.07568296045064926,
-2.6227493286132812,
-0.007212316617369652,
-0.004848983604460955,
-2.4518702030181885,
-0.09787370264530182,
-0.17519797384738922,
-7.248571395874023,
-9.532266616821289,
-5.230136394500732,
-0.23762521147727966,
-0.1124003455042839,
-0.004789427854120731,
-0.036979325115680695,
-0.007437161169946194,
-0.006082239560782909,
-0.03425821661949158,
-0.016535267233848572,
-0.004003012087196112,
-0.10572914034128189,
-0.00014697425649501383,
-0.0076639666222035885,
-0.003792001400142908,
-0.0006797387031838298,
-2.6651437282562256,
-0.10199613869190216,
-1.6775109767913818,
-2.026101589202881,
-0.03547600284218788,
-0.7812331914901733,
-0.032336656004190445,
-0.07675608992576599,
-0.0023375824093818665,
-0.01628771238029003,
-0.050850316882133484,
-0.008478006348013878,
-0.06065547466278076,
-0.004576684441417456,
-0.022540554404258728,
-0.005524960812181234,
-0.010558458045125008,
-0.034041281789541245,
-0.013308032415807247,
-0.004259205423295498,
-4.7183098793029785,
-0.1365652233362198,
-4.856209754943848,
-0.031110530719161034,
-0.005259960889816284,
-0.00037353215157054365,
-2.1865406036376953,
-0.06603948026895523,
-1.9951025247573853,
-0.003074801526963711,
-0.002371120499446988,
-0.659817636013031,
-0.008110209368169308,
-0.03176217898726463,
-4.455405235290527,
-3.0969197750091553,
-0.4294039011001587,
-0.00531415268778801,
-0.02131052128970623,
-0.003275864291936159,
-0.0013761583250015974,
-0.008070241659879684,
-0.003504327731207013,
-0.000949885172303766,
-0.05248083174228668,
-0.00016306500765495002,
-0.002101714489981532,
-0.002637005876749754,
-0.0010659971740096807,
-2.1306049823760986,
-0.054724764078855515,
-1.355210304260254,
-0.0013072286965325475,
-0.0022223317064344883,
-0.19780823588371277,
-0.002774677239358425,
-0.023296575993299484,
-9.468626022338867,
-0.618877649307251,
-0.0571826733648777,
-0.0032637445256114006,
-0.010215025395154953,
-0.001053731539286673,
-0.000593962671700865,
-0.0032806170638650656,
-0.002045802306383848,
-0.00037079135654494166,
-0.005083374213427305,
-0.00011967896716669202,
-0.0007435894221998751,
-0.0020849411375820637,
-0.00044705410255119205,
-1.733392357826233,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View number as text. Do not perform computation. Q: What is the first digit of 31+16? A: 3
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 40+47? A: 4
Redefine π as 197. Q: What is the first digit of π? A: 1
Redefine π as 579+77. Q: What is the first digit of π? A: 6
View ÷ as a random digit. Q: What is the first digit of 84÷7? A: 8
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 84÷7? A: 8
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 81÷9? A: 8
Redefine π as 213. Q: What is the first digit of π? A: 2
View + as the digit 2 instead of a mathematical operation. Q: What is the first digit of 6+1? A: | [
" 7",
" 6"
] | 1 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-8.157111167907715,
-8.584525108337402,
-9.81917953491211,
-5.37934684753418,
-8.568095207214355,
-2.8304283618927,
-8.412537574768066,
-5.421784400939941,
-5.796154975891113,
-1.3483972549438477,
-0.558315098285675,
-4.468743801116943,
-3.8751749992370605,
-0.661674439907074,
-2.6219935417175293,
-0.3239987790584564,
-1.3019992113113403,
-0.047994278371334076,
-5.585720062255859,
-1.9901186227798462,
-4.289132118225098,
-0.015871034935116768,
-0.06914981454610825,
-8.776067733764648,
-0.1625928431749344,
-1.487980842590332,
-8.593366622924805,
-1.1191381216049194,
-0.9003180861473083,
-0.01737152598798275,
-0.3071421980857849,
-0.08396180719137192,
-0.09699245542287827,
-0.5547687411308289,
-0.2671196162700653,
-0.03605341166257858,
-0.35101214051246643,
-0.0007099968497641385,
-0.013185097835958004,
-0.11015546321868896,
-0.0032059960067272186,
-2.839803457260132,
-0.3622630834579468,
-0.4594143033027649,
-0.0014999578706920147,
-0.0025372477248311043,
-2.5272936820983887,
-0.05449901521205902,
-0.24846845865249634,
-3.7725462913513184,
-6.0911335945129395,
-11.315511703491211,
-6.008724212646484,
-0.2958167791366577,
-0.08874453604221344,
-0.003572868648916483,
-0.027491772547364235,
-0.007288651075214148,
-0.005364902317523956,
-0.04786212742328644,
-0.03710373491048813,
-0.009443494491279125,
-0.05784377083182335,
-0.00015746307326480746,
-0.01120489090681076,
-0.020826231688261032,
-0.000996331567876041,
-3.6956653594970703,
-0.22613361477851868,
-0.3615143895149231,
-0.0013524680398404598,
-0.0016242180718109012,
-0.6120235323905945,
-0.004502397496253252,
-0.03167024999856949,
-3.8801822662353516,
-5.107635498046875,
-1.3042762279510498,
-4.7744927406311035,
-0.057399824261665344,
-0.020469022914767265,
-0.0018071286613121629,
-0.0073119644075632095,
-0.0008562712464481592,
-0.00043156370520591736,
-0.004381817765533924,
-0.00217189802788198,
-0.0005756151513196528,
-0.0035476861521601677,
-0.0001463782973587513,
-0.0010719512356445193,
-0.011849845759570599,
-0.0004899493651464581,
-2.7486467361450195,
-0.09567069262266159,
-0.27745357155799866,
-0.0009346407605335116,
-0.0010681406129151583,
-0.18500398099422455,
-0.0013690156629309058,
-0.016198571771383286,
-6.177030086517334,
-6.542762279510498,
-5.18654727935791,
-0.6004856824874878,
-0.02323240227997303,
-0.0019901248160749674,
-0.009728401899337769,
-0.00146246247459203,
-0.000786591088399291,
-0.00736202159896493,
-0.00372430682182312,
-0.0004650464979931712,
-0.0037802441511303186,
-0.00012838016846217215,
-0.001320086419582367,
-0.005708581767976284,
-0.00044705410255119205,
-2.813900947570801,
-0.1305437684059143,
-10.76820182800293,
-11.016450881958008,
-1.996042251586914,
-6.6738176345825195,
-0.7834901809692383,
-6.5067267417907715,
-1.7705696821212769,
-7.043322563171387,
-5.83419942855835,
-0.5149843692779541,
-1.9798890352249146,
-0.025118744000792503,
-0.35416969656944275,
-0.08417453616857529,
-0.11824513971805573,
-0.47367629408836365,
-0.38572731614112854,
-0.020333649590611458,
-7.939271450042725,
-4.348333358764648,
-4.2409987449646,
-0.17915445566177368,
-0.06862104684114456,
-0.0022637236397713423,
-2.7015554904937744,
-0.11709042638540268,
-1.5049965381622314,
-9.365411758422852,
-0.9084410071372986,
-3.8461661338806152,
-4.798130035400391,
-6.169604778289795,
-7.934750556945801,
-0.10471190512180328,
-3.8189966678619385,
-7.580748081207275,
-3.614957332611084,
-0.20684310793876648,
-0.34791135787963867,
-0.0049278708174824715,
-0.10018566250801086,
-0.03398609161376953,
-0.06563488394021988,
-0.08621425181627274,
-0.06949172914028168,
-0.01482012402266264,
-7.476895332336426,
-0.16662928462028503,
-4.084173202514648,
-0.058496564626693726,
-0.015479068271815777,
-0.0007500219508074224,
-2.1495189666748047,
-0.06147034093737602,
-0.6724748611450195,
-5.656666278839111,
-1.2403165102005005,
-0.048268869519233704,
-2.4038116931915283,
-8.812602996826172,
-2.3126397132873535,
-0.49173596501350403,
-0.2510010600090027,
-0.0033372920006513596,
-0.024013854563236237,
-0.010557514615356922,
-0.007451597135514021,
-0.018996920436620712,
-0.011994264088571072,
-0.0034429102670401335,
-5.354644775390625,
-6.076225757598877,
-0.005078985821455717,
-3.903170347213745,
-0.04016748443245888,
-0.010420202277600765,
-0.0011043408885598183,
-2.41422700881958,
-0.07684661448001862,
-3.212977409362793,
-0.009266581386327744,
-0.002841128269210458,
-2.8539950847625732,
-0.16212138533592224,
-3.855170249938965,
-2.269942283630371,
-4.84507942199707,
-0.581910252571106,
-0.07465548068284988,
-0.002482667798176408,
-0.018864857032895088,
-0.0036123041063547134,
-0.004797139670699835,
-0.008673259057104588,
-0.004112596623599529,
-0.0013291343348100781,
-0.14006642997264862,
-0.008489353582262993,
-0.0026371246203780174,
-0.0006679449579678476,
-2.6869146823883057,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 23+29? A: 2
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 14÷2? A: 1
View number as text. Do not perform computation. Q: What is the first digit of 3+40? A: 3
Redefine π as 719 mod 45. Q: What is the first digit of π? A: 4
Redefine π as 95+662. Q: What is the first digit of π? A: 7
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 6÷3? A: 6
Redefine π as 876 mod 23. Q: What is the first digit of π? A: 2
Redefine π as 554+385. Q: What is the first digit of π? A: 9
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 25÷5? A: | [
" 5",
" 2"
] | 1 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-8.157111167907715,
-8.584525108337402,
-9.81917953491211,
-5.37934684753418,
-8.568095207214355,
-2.8304283618927,
-8.412537574768066,
-5.421784400939941,
-5.796154975891113,
-1.3483972549438477,
-0.558315098285675,
-4.468743801116943,
-3.8751749992370605,
-0.661674439907074,
-2.6219935417175293,
-0.3239987790584564,
-1.3019992113113403,
-0.047994278371334076,
-5.585720062255859,
-1.9901186227798462,
-4.289132118225098,
-0.015871034935116768,
-0.06914981454610825,
-8.776067733764648,
-0.1625928431749344,
-1.487980842590332,
-8.593366622924805,
-1.1191381216049194,
-0.9003180861473083,
-0.01737152598798275,
-0.3071421980857849,
-0.08396180719137192,
-0.09699245542287827,
-0.5547687411308289,
-0.2671196162700653,
-0.03605341166257858,
-0.35101214051246643,
-0.0007099968497641385,
-0.013185097835958004,
-0.11015546321868896,
-0.0032059960067272186,
-2.839803457260132,
-0.3622630834579468,
-0.4594143033027649,
-0.0014999578706920147,
-0.0025372477248311043,
-2.5272936820983887,
-0.05449901521205902,
-0.24846845865249634,
-3.7725462913513184,
-6.0911335945129395,
-11.315511703491211,
-6.008724212646484,
-0.2958167791366577,
-0.08874453604221344,
-0.003572868648916483,
-0.027491772547364235,
-0.007288651075214148,
-0.005364902317523956,
-0.04786212742328644,
-0.03710373491048813,
-0.009443494491279125,
-0.05784377083182335,
-0.00015746307326480746,
-0.01120489090681076,
-0.020826231688261032,
-0.000996331567876041,
-3.6956653594970703,
-0.22613361477851868,
-0.3615143895149231,
-0.0013524680398404598,
-0.0016242180718109012,
-0.6120235323905945,
-0.004502397496253252,
-0.03167024999856949,
-3.8801822662353516,
-5.107635498046875,
-1.3042762279510498,
-4.7744927406311035,
-0.057399824261665344,
-0.020469022914767265,
-0.0018071286613121629,
-0.0073119644075632095,
-0.0008562712464481592,
-0.00043156370520591736,
-0.004381817765533924,
-0.00217189802788198,
-0.0005756151513196528,
-0.0035476861521601677,
-0.0001463782973587513,
-0.0010719512356445193,
-0.011849845759570599,
-0.0004899493651464581,
-2.7486467361450195,
-0.09567069262266159,
-0.27745357155799866,
-0.0009346407605335116,
-0.0010681406129151583,
-0.18500398099422455,
-0.0013690156629309058,
-0.016198571771383286,
-6.177030086517334,
-6.542762279510498,
-5.18654727935791,
-0.6004856824874878,
-0.02323240227997303,
-0.0019901248160749674,
-0.009728401899337769,
-0.00146246247459203,
-0.000786591088399291,
-0.00736202159896493,
-0.00372430682182312,
-0.0004650464979931712,
-0.0037802441511303186,
-0.00012838016846217215,
-0.001320086419582367,
-0.005708581767976284,
-0.00044705410255119205,
-2.813900947570801,
-0.1305437684059143,
-10.76820182800293,
-11.016450881958008,
-1.996042251586914,
-6.6738176345825195,
-0.7834901809692383,
-6.5067267417907715,
-1.7705696821212769,
-7.043322563171387,
-5.83419942855835,
-0.5149843692779541,
-1.9798890352249146,
-0.025118744000792503,
-0.35416969656944275,
-0.08417453616857529,
-0.11824513971805573,
-0.47367629408836365,
-0.38572731614112854,
-0.020333649590611458,
-7.939271450042725,
-4.348333358764648,
-4.2409987449646,
-0.17915445566177368,
-0.06862104684114456,
-0.0022637236397713423,
-2.7015554904937744,
-0.11709042638540268,
-1.5049965381622314,
-9.365411758422852,
-0.9084410071372986,
-3.8461661338806152,
-4.798130035400391,
-6.169604778289795,
-7.934750556945801,
-0.10471190512180328,
-3.8189966678619385,
-7.580748081207275,
-3.614957332611084,
-0.20684310793876648,
-0.34791135787963867,
-0.0049278708174824715,
-0.10018566250801086,
-0.03398609161376953,
-0.06563488394021988,
-0.08621425181627274,
-0.06949172914028168,
-0.01482012402266264,
-7.476895332336426,
-0.16662928462028503,
-4.084173202514648,
-0.058496564626693726,
-0.015479068271815777,
-0.0007500219508074224,
-2.1495189666748047,
-0.06147034093737602,
-0.6724748611450195,
-5.656666278839111,
-1.2403165102005005,
-0.048268869519233704,
-2.4038116931915283,
-8.812602996826172,
-2.3126397132873535,
-0.49173596501350403,
-0.2510010600090027,
-0.0033372920006513596,
-0.024013854563236237,
-0.010557514615356922,
-0.007451597135514021,
-0.018996920436620712,
-0.011994264088571072,
-0.0034429102670401335,
-5.354644775390625,
-6.076225757598877,
-0.005078985821455717,
-3.903170347213745,
-0.04016748443245888,
-0.010420202277600765,
-0.0011043408885598183,
-2.41422700881958,
-0.07684661448001862,
-3.212977409362793,
-0.009266581386327744,
-0.002841128269210458,
-2.8539950847625732,
-0.16212138533592224,
-3.855170249938965,
-2.269942283630371,
-4.84507942199707,
-0.581910252571106,
-0.07465548068284988,
-0.002482667798176408,
-0.018864857032895088,
-0.0036123041063547134,
-0.004797139670699835,
-0.008673259057104588,
-0.004112596623599529,
-0.0013291343348100781,
-0.14006642997264862,
-0.008489353582262993,
-0.0026371246203780174,
-0.0006679449579678476,
-2.8244192600250244,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View number as text. Do not perform computation. Q: What is the first digit of 15+16? A: 1
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 108÷12? A: 1
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 12÷4? A: 1
View ÷ as a random digit. Q: What is the first digit of 35÷7? A: 3
Redefine π as 105+66. Q: What is the first digit of π? A: 1
Redefine π as 41+57. Q: What is the first digit of π? A: 9
View + as the digit 8 instead of a mathematical operation. Q: What is the first digit of 55+39? A: 5
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 10+16? A: 1
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 99÷9? A: | [
" 1",
" 9"
] | 1 | [
-8.954853057861328,
-11.792540550231934,
-5.276496887207031,
-7.918867111206055,
-2.263810396194458,
-7.822644233703613,
-6.3473968505859375,
-5.011273384094238,
-0.1473507285118103,
-1.0716423988342285,
-8.011000633239746,
-4.43697452545166,
-0.8663378953933716,
-10.497703552246094,
-3.568840265274048,
-1.5561903715133667,
-1.0137524604797363,
-0.5556566119194031,
-3.8958067893981934,
-2.1026062965393066,
-0.6711471080780029,
-6.819127082824707,
-9.1743745803833,
-0.014647802338004112,
-3.8553829193115234,
-0.22072191536426544,
-1.149895429611206,
-0.01387121994048357,
-3.7691876888275146,
-2.0314159393310547,
-3.5081419944763184,
-4.816897392272949,
-0.41057246923446655,
-0.17409689724445343,
-0.7641822695732117,
-0.066402867436409,
-0.1424475759267807,
-0.004238551016896963,
-0.1310291886329651,
-0.023190937936306,
-0.017598900943994522,
-0.044556960463523865,
-0.2595374584197998,
-0.006471510045230389,
-0.0997350886464119,
-0.030927123501896858,
-0.043851763010025024,
-0.14625820517539978,
-0.03239251673221588,
-0.006816230248659849,
-3.6430177688598633,
-1.398659348487854,
-6.5294694900512695,
-0.35108682513237,
-0.07314972579479218,
-0.0018848287872970104,
-1.4320217370986938,
-0.4257129728794098,
-0.3667449951171875,
-2.2359397411346436,
-0.012728049419820309,
-0.08378861099481583,
-0.03223196789622307,
-0.1085796058177948,
-0.004695461131632328,
-0.017193550243973732,
-0.0011369676794856787,
-0.022146763280034065,
-0.005420866422355175,
-0.00439321156591177,
-0.008547507226467133,
-0.08999431878328323,
-0.001978465588763356,
-0.01951611414551735,
-0.00319126108661294,
-0.003992801066488028,
-0.03401720151305199,
-0.005221776198595762,
-0.002318434417247772,
-5.165855884552002,
-0.4244229197502136,
-0.00017557987303007394,
-3.3741230964660645,
-0.04350553825497627,
-0.02920316718518734,
-0.0006764031131751835,
-2.4093852043151855,
-0.1753029227256775,
-10.745400428771973,
-4.014858245849609,
-0.22448304295539856,
-7.1761474609375,
-0.5381360054016113,
-1.3312933444976807,
-12.4548978805542,
-1.9283875226974487,
-2.158963203430176,
-0.02622055634856224,
-0.2789957821369171,
-0.07059506326913834,
-0.14436760544776917,
-0.7812327146530151,
-0.12754808366298676,
-0.014451715163886547,
-2.48111629486084,
-0.00515738083049655,
-0.345600426197052,
-0.0719541385769844,
-0.0020035686902701855,
-1.9686174392700195,
-0.3316275179386139,
-1.070235013961792,
-1.7490938901901245,
-0.061975907534360886,
-0.011989434249699116,
-0.010333841666579247,
-0.0036347531713545322,
-0.013503637164831161,
-0.00048458753735758364,
-0.004529217258095741,
-0.0023707635700702667,
-0.0018800693796947598,
-0.006283764727413654,
-0.029179895296692848,
-0.0008592489175498486,
-0.005878540687263012,
-0.0016984812682494521,
-0.0019213564228266478,
-0.006488920655101538,
-0.003219661070033908,
-0.0013024666113778949,
-3.0731027126312256,
-0.3351937234401703,
-3.2807257175445557,
-0.1010763868689537,
-0.008937474340200424,
-0.00029130507027730346,
-0.380392849445343,
-0.1321296989917755,
-0.2422291487455368,
-10.599238395690918,
-0.501703143119812,
-8.139090538024902,
-0.6095771193504333,
-6.693519115447998,
-2.3763954639434814,
-5.697600841522217,
-7.738522529602051,
-0.7296464443206787,
-0.5238621234893799,
-0.010144696570932865,
-0.26115408539772034,
-0.10290978103876114,
-0.1354815512895584,
-0.41503262519836426,
-0.5513092875480652,
-0.02233225293457508,
-4.127992630004883,
-1.5462346076965332,
-4.412431716918945,
-0.11309482157230377,
-0.014209168031811714,
-0.0006273209000937641,
-3.944689989089966,
-0.1247977614402771,
-0.2292580008506775,
-1.8569767475128174,
-0.02069779671728611,
-6.618308067321777,
-4.5640339851379395,
-7.368865966796875,
-1.4378105401992798,
-0.011491300538182259,
-0.41952046751976013,
-0.06891918182373047,
-0.02834082581102848,
-0.03179104998707771,
-0.09450120478868484,
-0.0027013260405510664,
-0.018435560166835785,
-0.007235395256429911,
-0.006019321270287037,
-0.021327324211597443,
-0.01177244447171688,
-0.00599787337705493,
-5.289780139923096,
-0.13256195187568665,
-3.922736883163452,
-0.020128043368458748,
-0.004089802503585815,
-0.00023910524032544345,
-2.954883098602295,
-0.06426417082548141,
-0.15288496017456055,
-1.6101473569869995,
-0.10179782658815384,
-0.7553805708885193,
-0.1209685280919075,
-3.6230781078338623,
-0.024108584970235825,
-0.0009440494468435645,
-0.011778099462389946,
-0.005782542284578085,
-0.00267350603826344,
-0.00334097514860332,
-0.015789953991770744,
-0.0005007919971831143,
-0.0019232601625844836,
-0.0006418551784008741,
-0.0008500776602886617,
-0.005771164316684008,
-0.0017025275155901909,
-0.0009625093080103397,
-6.087979316711426,
-0.08775365352630615,
-3.773125171661377,
-0.005817150231450796,
-0.002920887665823102,
-0.00012861855793744326,
-1.8298242092132568,
-0.055642805993556976,
-4.7089152336120605,
-0.014186015352606773,
-0.002835422521457076,
-0.6046521067619324,
-0.024546969681978226,
-0.06719467788934708,
-8.395286560058594,
-9.476022720336914,
-7.524991035461426,
-0.37780675292015076,
-0.163231760263443,
-0.002928138244897127,
-0.03401893004775047,
-0.009816939942538738,
-0.017890043556690216,
-0.06501555442810059,
-0.01195315457880497,
-0.003634159453213215,
-0.427058607339859,
-0.0002949994814116508,
-0.04394885152578354,
-0.00389246572740376,
-0.0005164004978723824,
-2.8900179862976074,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 20+15? A: 2
View + as the digit 3 instead of a mathematical operation. Q: What is the first digit of 14+24? A: 1
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 35÷7? A: 3
Redefine e as 4+73. Q: What is the first digit of e? A: 7
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 12÷3? A: 1
View + as the digit 3 instead of a mathematical operation. Q: What is the first digit of 11+61? A: 1
Redefine e as 31+30. Q: What is the first digit of e? A: 6
Redefine π as 396 mod 7. Q: What is the first digit of π? A: 4
View + as the digit 5 instead of a mathematical operation. Q: What is the first digit of 2+7? A: | [
" 9",
" 2"
] | 1 | [
-8.954853057861328,
-11.792540550231934,
-5.276496887207031,
-7.918867111206055,
-2.263810396194458,
-7.822644233703613,
-6.3473968505859375,
-5.011273384094238,
-0.1473507285118103,
-1.0716423988342285,
-8.011000633239746,
-4.43697452545166,
-0.8663378953933716,
-10.497703552246094,
-3.568840265274048,
-1.5561903715133667,
-1.0137524604797363,
-0.5556566119194031,
-3.8958067893981934,
-2.1026062965393066,
-0.6711471080780029,
-6.819127082824707,
-9.1743745803833,
-0.014647802338004112,
-3.8553829193115234,
-0.22072191536426544,
-1.149895429611206,
-0.01387121994048357,
-3.7691876888275146,
-2.0314159393310547,
-3.5081419944763184,
-4.816897392272949,
-0.41057246923446655,
-0.17409689724445343,
-0.7641822695732117,
-0.066402867436409,
-0.1424475759267807,
-0.004238551016896963,
-0.1310291886329651,
-0.023190937936306,
-0.017598900943994522,
-0.044556960463523865,
-0.2595374584197998,
-0.006471510045230389,
-0.0997350886464119,
-0.030927123501896858,
-0.043851763010025024,
-0.14625820517539978,
-0.03239251673221588,
-0.006816230248659849,
-3.6430177688598633,
-1.398659348487854,
-6.5294694900512695,
-0.35108682513237,
-0.07314972579479218,
-0.0018848287872970104,
-1.4320217370986938,
-0.4257129728794098,
-0.3667449951171875,
-2.2359397411346436,
-0.012728049419820309,
-0.08378861099481583,
-0.03223196789622307,
-0.1085796058177948,
-0.004695461131632328,
-0.017193550243973732,
-0.0011369676794856787,
-0.022146763280034065,
-0.005420866422355175,
-0.00439321156591177,
-0.008547507226467133,
-0.08999431878328323,
-0.001978465588763356,
-0.01951611414551735,
-0.00319126108661294,
-0.003992801066488028,
-0.03401720151305199,
-0.005221776198595762,
-0.002318434417247772,
-5.165855884552002,
-0.4244229197502136,
-0.00017557987303007394,
-3.3741230964660645,
-0.04350553825497627,
-0.02920316718518734,
-0.0006764031131751835,
-2.4093852043151855,
-0.1753029227256775,
-10.745400428771973,
-4.014858245849609,
-0.22448304295539856,
-7.1761474609375,
-0.5381360054016113,
-1.3312933444976807,
-12.4548978805542,
-1.9283875226974487,
-2.158963203430176,
-0.02622055634856224,
-0.2789957821369171,
-0.07059506326913834,
-0.14436760544776917,
-0.7812327146530151,
-0.12754808366298676,
-0.014451715163886547,
-2.48111629486084,
-0.00515738083049655,
-0.345600426197052,
-0.0719541385769844,
-0.0020035686902701855,
-1.9686174392700195,
-0.3316275179386139,
-1.070235013961792,
-1.7490938901901245,
-0.061975907534360886,
-0.011989434249699116,
-0.010333841666579247,
-0.0036347531713545322,
-0.013503637164831161,
-0.00048458753735758364,
-0.004529217258095741,
-0.0023707635700702667,
-0.0018800693796947598,
-0.006283764727413654,
-0.029179895296692848,
-0.0008592489175498486,
-0.005878540687263012,
-0.0016984812682494521,
-0.0019213564228266478,
-0.006488920655101538,
-0.003219661070033908,
-0.0013024666113778949,
-3.0731027126312256,
-0.3351937234401703,
-3.2807257175445557,
-0.1010763868689537,
-0.008937474340200424,
-0.00029130507027730346,
-0.380392849445343,
-0.1321296989917755,
-0.2422291487455368,
-10.599238395690918,
-0.501703143119812,
-8.139090538024902,
-0.6095771193504333,
-6.693519115447998,
-2.3763954639434814,
-5.697600841522217,
-7.738522529602051,
-0.7296464443206787,
-0.5238621234893799,
-0.010144696570932865,
-0.26115408539772034,
-0.10290978103876114,
-0.1354815512895584,
-0.41503262519836426,
-0.5513092875480652,
-0.02233225293457508,
-4.127992630004883,
-1.5462346076965332,
-4.412431716918945,
-0.11309482157230377,
-0.014209168031811714,
-0.0006273209000937641,
-3.944689989089966,
-0.1247977614402771,
-0.2292580008506775,
-1.8569767475128174,
-0.02069779671728611,
-6.618308067321777,
-4.5640339851379395,
-7.368865966796875,
-1.4378105401992798,
-0.011491300538182259,
-0.41952046751976013,
-0.06891918182373047,
-0.02834082581102848,
-0.03179104998707771,
-0.09450120478868484,
-0.0027013260405510664,
-0.018435560166835785,
-0.007235395256429911,
-0.006019321270287037,
-0.021327324211597443,
-0.01177244447171688,
-0.00599787337705493,
-5.289780139923096,
-0.13256195187568665,
-3.922736883163452,
-0.020128043368458748,
-0.004089802503585815,
-0.00023910524032544345,
-2.954883098602295,
-0.06426417082548141,
-0.15288496017456055,
-1.6101473569869995,
-0.10179782658815384,
-0.7553805708885193,
-0.1209685280919075,
-3.6230781078338623,
-0.024108584970235825,
-0.0009440494468435645,
-0.011778099462389946,
-0.005782542284578085,
-0.00267350603826344,
-0.00334097514860332,
-0.015789953991770744,
-0.0005007919971831143,
-0.0019232601625844836,
-0.0006418551784008741,
-0.0008500776602886617,
-0.005771164316684008,
-0.0017025275155901909,
-0.0009625093080103397,
-6.087979316711426,
-0.08775365352630615,
-3.773125171661377,
-0.005817150231450796,
-0.002920887665823102,
-0.00012861855793744326,
-1.8298242092132568,
-0.055642805993556976,
-4.7089152336120605,
-0.014186015352606773,
-0.002835422521457076,
-0.6046521067619324,
-0.024546969681978226,
-0.06719467788934708,
-8.395286560058594,
-9.476022720336914,
-7.524991035461426,
-0.37780675292015076,
-0.163231760263443,
-0.002928138244897127,
-0.03401893004775047,
-0.009816939942538738,
-0.017890043556690216,
-0.06501555442810059,
-0.01195315457880497,
-0.003634159453213215,
-0.427058607339859,
-0.0002949994814116508,
-0.04394885152578354,
-0.00389246572740376,
-0.0005164004978723824,
-3.525817394256592,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View number as text. Do not perform computation. Q: What is the first digit of 79+1? A: 7
View number as text. Do not perform computation. Q: What is the first digit of 9+75? A: 9
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 25÷5? A: 2
Redefine π as 78+340. Q: What is the first digit of π? A: 4
Redefine π as 63+432. Q: What is the first digit of π? A: 4
Redefine π as 453. Q: What is the first digit of π? A: 4
Redefine π as 162+532. Q: What is the first digit of π? A: 6
View ÷ as a random digit. Q: What is the first digit of 18÷3? A: 1
Redefine π as 568 mod 18. Q: What is the first digit of π? A: | [
" 1",
" 3"
] | 0 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-13.051289558410645,
-0.7039333581924438,
-3.289294719696045,
-10.816473007202148,
-1.6051578521728516,
-10.418231010437012,
-5.471898078918457,
-1.7080000638961792,
-0.953928530216217,
-0.5779654383659363,
-4.186866760253906,
-3.1819651126861572,
-0.7996036410331726,
-1.8054546117782593,
-0.002413457492366433,
-0.15516620874404907,
-1.4446901082992554,
-0.03742186352610588,
-3.594848155975342,
-1.6869547367095947,
-11.15305233001709,
-11.789739608764648,
-11.3529691696167,
-2.7367329597473145,
-7.235395431518555,
-3.8237972259521484,
-4.893564224243164,
-0.45775899291038513,
-1.012546181678772,
-7.817056179046631,
-5.849481105804443,
-0.7788076996803284,
-3.5213499069213867,
-0.01887667179107666,
-0.49127906560897827,
-0.21163009107112885,
-0.22381271421909332,
-1.024664044380188,
-0.5384779572486877,
-0.036875925958156586,
-9.368904113769531,
-6.2644734382629395,
-4.838139533996582,
-0.7330591678619385,
-0.13749250769615173,
-0.0037941390182822943,
-3.2484726905822754,
-0.5076286196708679,
-0.5646225810050964,
-10.334845542907715,
-1.8430311679840088,
-0.14154960215091705,
-0.4700310528278351,
-0.6232647895812988,
-0.12102704495191574,
-0.08991924673318863,
-0.002123840618878603,
-0.18629270792007446,
-0.019515881314873695,
-0.01435465645045042,
-0.018956448882818222,
-0.13185422122478485,
-0.0030906074680387974,
-0.07070714235305786,
-0.013391431421041489,
-0.023042069748044014,
-0.05397147312760353,
-0.029578564688563347,
-0.011123549193143845,
-5.085360527038574,
-4.846624374389648,
-0.017300058156251907,
-3.1087963581085205,
-0.08547567576169968,
-0.044339511543512344,
-0.0013360392767935991,
-2.349989891052246,
-0.20182912051677704,
-6.675854682922363,
-0.019445151090621948,
-0.023440398275852203,
-1.6025115251541138,
-0.1309128999710083,
-0.14969561994075775,
-4.132151126861572,
-4.038640022277832,
-8.974995613098145,
-5.001165390014648,
-0.5905588865280151,
-0.2162076085805893,
-0.005215372424572706,
-0.06244593858718872,
-0.021128809079527855,
-0.020869430154561996,
-0.11634577065706253,
-0.03207947686314583,
-0.007958842441439629,
-2.177445411682129,
-0.005509786307811737,
-0.10629578679800034,
-0.02102574147284031,
-0.0017556030070409179,
-3.314953088760376,
-0.16583923995494843,
-0.4030141830444336,
-7.09165096282959,
-0.7770101428031921,
-9.202089309692383,
-0.9388988018035889,
-7.158300399780273,
-1.3771495819091797,
-5.890982627868652,
-7.3130621910095215,
-0.7011523842811584,
-0.4206732213497162,
-0.009509976021945477,
-0.208840012550354,
-0.053562864661216736,
-0.05129242315888405,
-0.1864987015724182,
-0.12419739365577698,
-0.015758858993649483,
-3.3851189613342285,
-1.7424824237823486,
-1.6942600011825562,
-0.4144936800003052,
-0.01842198334634304,
-0.0011020784731954336,
-1.8215579986572266,
-0.09468166530132294,
-0.2212873101234436,
-3.415116310119629,
-0.15632745623588562,
-0.09274858236312866,
-0.46984896063804626,
-0.06091000884771347,
-0.00500758271664381,
-0.036501992493867874,
-0.0006430465145967901,
-0.011608080007135868,
-0.004943410400301218,
-0.002961299614980817,
-0.005403674673289061,
-0.07030453532934189,
-0.0008132726070471108,
-0.011093604378402233,
-0.001522930571809411,
-0.0025304697919636965,
-0.007009084802120924,
-0.0035942494869232178,
-0.0018333070911467075,
-6.14766788482666,
-0.6005463004112244,
-0.00017987063620239496,
-3.2294089794158936,
-0.016540424898266792,
-0.007558319717645645,
-0.0003762729174923152,
-1.476243495941162,
-0.05255638808012009,
-0.3230885863304138,
-1.8697969913482666,
-0.1351286768913269,
-0.08052834123373032,
-0.04423926770687103,
-0.012290691956877708,
-0.0015806573210284114,
-7.5617265701293945,
-0.6262909770011902,
-0.01605921797454357,
-0.04047216475009918,
-0.009994935244321823,
-0.011136752553284168,
-0.03640049695968628,
-0.024386320263147354,
-0.01022953912615776,
-4.474390029907227,
-0.48552197217941284,
-0.00013422065239865333,
-2.7742152214050293,
-0.010660485364496708,
-0.007245928049087524,
-0.00296652945689857,
-2.3863673210144043,
-0.07532237470149994,
-0.1933842897415161,
-2.357496500015259,
-0.04245438054203987,
-0.3018602132797241,
-0.029578333720564842,
-0.12604503333568573,
-0.0038180090487003326,
-0.015174307860434055,
-0.040464263409376144,
-0.016171477735042572,
-0.08648991584777832,
-0.006557020358741283,
-0.021456846967339516,
-0.0055620670318603516,
-0.010274140164256096,
-0.020524265244603157,
-0.007815969176590443,
-0.0038737035356462,
-3.66021990776062,
-0.7165783643722534,
-7.614015579223633,
-0.031189454719424248,
-0.006443084217607975,
-0.0009511952521279454,
-1.2150211334228516,
-0.09261732548475266,
-5.751097679138184,
-0.003658151952549815,
-0.0030298777855932713,
-0.3657177686691284,
-0.007730803452432156,
-0.05291984602808952,
-3.5290985107421875,
-2.3298721313476562,
-4.187334060668945,
-1.0096087455749512,
-0.11040453612804413,
-0.0033753111492842436,
-0.027416152879595757,
-0.008128182962536812,
-0.005807431414723396,
-0.02140725590288639,
-0.007484490517526865,
-0.003576075891032815,
-0.6312124133110046,
-0.0014549632323905826,
-0.012010282836854458,
-0.005354112479835749,
-0.000841025379486382,
-1.5478938817977905,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 813. Q: What is the first digit of π? A: 8
Redefine π as 741 mod 22. Q: What is the first digit of π? A: 1
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 84÷12? A: 8
Redefine e as 8+43. Q: What is the first digit of e? A: 5
Redefine e as 28+68. Q: What is the first digit of e? A: 9
Redefine e as 2+44. Q: What is the first digit of e? A: 4
View ÷ as a random digit. Q: What is the first digit of 24÷6? A: 2
Redefine π as 267+160. Q: What is the first digit of π? A: 4
View + as the digit 9 instead of a mathematical operation. Q: What is the first digit of 8+2? A: | [
" 1",
" 8"
] | 1 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-13.051289558410645,
-0.7039333581924438,
-3.289294719696045,
-10.816473007202148,
-1.6051578521728516,
-10.418231010437012,
-5.471898078918457,
-1.7080000638961792,
-0.953928530216217,
-0.5779654383659363,
-4.186866760253906,
-3.1819651126861572,
-0.7996036410331726,
-1.8054546117782593,
-0.002413457492366433,
-0.15516620874404907,
-1.4446901082992554,
-0.03742186352610588,
-3.594848155975342,
-1.6869547367095947,
-11.15305233001709,
-11.789739608764648,
-11.3529691696167,
-2.7367329597473145,
-7.235395431518555,
-3.8237972259521484,
-4.893564224243164,
-0.45775899291038513,
-1.012546181678772,
-7.817056179046631,
-5.849481105804443,
-0.7788076996803284,
-3.5213499069213867,
-0.01887667179107666,
-0.49127906560897827,
-0.21163009107112885,
-0.22381271421909332,
-1.024664044380188,
-0.5384779572486877,
-0.036875925958156586,
-9.368904113769531,
-6.2644734382629395,
-4.838139533996582,
-0.7330591678619385,
-0.13749250769615173,
-0.0037941390182822943,
-3.2484726905822754,
-0.5076286196708679,
-0.5646225810050964,
-10.334845542907715,
-1.8430311679840088,
-0.14154960215091705,
-0.4700310528278351,
-0.6232647895812988,
-0.12102704495191574,
-0.08991924673318863,
-0.002123840618878603,
-0.18629270792007446,
-0.019515881314873695,
-0.01435465645045042,
-0.018956448882818222,
-0.13185422122478485,
-0.0030906074680387974,
-0.07070714235305786,
-0.013391431421041489,
-0.023042069748044014,
-0.05397147312760353,
-0.029578564688563347,
-0.011123549193143845,
-5.085360527038574,
-4.846624374389648,
-0.017300058156251907,
-3.1087963581085205,
-0.08547567576169968,
-0.044339511543512344,
-0.0013360392767935991,
-2.349989891052246,
-0.20182912051677704,
-6.675854682922363,
-0.019445151090621948,
-0.023440398275852203,
-1.6025115251541138,
-0.1309128999710083,
-0.14969561994075775,
-4.132151126861572,
-4.038640022277832,
-8.974995613098145,
-5.001165390014648,
-0.5905588865280151,
-0.2162076085805893,
-0.005215372424572706,
-0.06244593858718872,
-0.021128809079527855,
-0.020869430154561996,
-0.11634577065706253,
-0.03207947686314583,
-0.007958842441439629,
-2.177445411682129,
-0.005509786307811737,
-0.10629578679800034,
-0.02102574147284031,
-0.0017556030070409179,
-3.314953088760376,
-0.16583923995494843,
-0.4030141830444336,
-7.09165096282959,
-0.7770101428031921,
-9.202089309692383,
-0.9388988018035889,
-7.158300399780273,
-1.3771495819091797,
-5.890982627868652,
-7.3130621910095215,
-0.7011523842811584,
-0.4206732213497162,
-0.009509976021945477,
-0.208840012550354,
-0.053562864661216736,
-0.05129242315888405,
-0.1864987015724182,
-0.12419739365577698,
-0.015758858993649483,
-3.3851189613342285,
-1.7424824237823486,
-1.6942600011825562,
-0.4144936800003052,
-0.01842198334634304,
-0.0011020784731954336,
-1.8215579986572266,
-0.09468166530132294,
-0.2212873101234436,
-3.415116310119629,
-0.15632745623588562,
-0.09274858236312866,
-0.46984896063804626,
-0.06091000884771347,
-0.00500758271664381,
-0.036501992493867874,
-0.0006430465145967901,
-0.011608080007135868,
-0.004943410400301218,
-0.002961299614980817,
-0.005403674673289061,
-0.07030453532934189,
-0.0008132726070471108,
-0.011093604378402233,
-0.001522930571809411,
-0.0025304697919636965,
-0.007009084802120924,
-0.0035942494869232178,
-0.0018333070911467075,
-6.14766788482666,
-0.6005463004112244,
-0.00017987063620239496,
-3.2294089794158936,
-0.016540424898266792,
-0.007558319717645645,
-0.0003762729174923152,
-1.476243495941162,
-0.05255638808012009,
-0.3230885863304138,
-1.8697969913482666,
-0.1351286768913269,
-0.08052834123373032,
-0.04423926770687103,
-0.012290691956877708,
-0.0015806573210284114,
-7.5617265701293945,
-0.6262909770011902,
-0.01605921797454357,
-0.04047216475009918,
-0.009994935244321823,
-0.011136752553284168,
-0.03640049695968628,
-0.024386320263147354,
-0.01022953912615776,
-4.474390029907227,
-0.48552197217941284,
-0.00013422065239865333,
-2.7742152214050293,
-0.010660485364496708,
-0.007245928049087524,
-0.00296652945689857,
-2.3863673210144043,
-0.07532237470149994,
-0.1933842897415161,
-2.357496500015259,
-0.04245438054203987,
-0.3018602132797241,
-0.029578333720564842,
-0.12604503333568573,
-0.0038180090487003326,
-0.015174307860434055,
-0.040464263409376144,
-0.016171477735042572,
-0.08648991584777832,
-0.006557020358741283,
-0.021456846967339516,
-0.0055620670318603516,
-0.010274140164256096,
-0.020524265244603157,
-0.007815969176590443,
-0.0038737035356462,
-3.66021990776062,
-0.7165783643722534,
-7.614015579223633,
-0.031189454719424248,
-0.006443084217607975,
-0.0009511952521279454,
-1.2150211334228516,
-0.09261732548475266,
-5.751097679138184,
-0.003658151952549815,
-0.0030298777855932713,
-0.3657177686691284,
-0.007730803452432156,
-0.05291984602808952,
-3.5290985107421875,
-2.3298721313476562,
-4.187334060668945,
-1.0096087455749512,
-0.11040453612804413,
-0.0033753111492842436,
-0.027416152879595757,
-0.008128182962536812,
-0.005807431414723396,
-0.02140725590288639,
-0.007484490517526865,
-0.003576075891032815,
-0.6312124133110046,
-0.0014549632323905826,
-0.012010282836854458,
-0.005354112479835749,
-0.000841025379486382,
-2.5573506355285645,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 4+32? A: 4
View ÷ as a random digit. Q: What is the first digit of 14÷7? A: 1
Redefine π as 1+10. Q: What is the first digit of π? A: 1
View number as text. Do not perform computation. Q: What is the first digit of 33+28? A: 3
View ÷ as a random digit. Q: What is the first digit of 56÷7? A: 5
View + as the digit 0 instead of a mathematical operation. Q: What is the first digit of 5+41? A: 5
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 39+15? A: 3
Redefine π as 993. Q: What is the first digit of π? A: 9
View ÷ as a random digit. Q: What is the first digit of 80÷8? A: | [
" 1",
" 8"
] | 1 | [
-8.954853057861328,
-10.344270706176758,
-9.44112777709961,
-1.8967182636260986,
-8.250232696533203,
-7.890810012817383,
-4.633122444152832,
-0.13645903766155243,
-1.27438223361969,
-9.532929420471191,
-4.998991966247559,
-0.976632297039032,
-10.073286056518555,
-3.457951068878174,
-1.771547555923462,
-1.1355879306793213,
-0.7452990412712097,
-4.027017116546631,
-1.9653815031051636,
-0.5956323146820068,
-4.195036888122559,
-2.635035514831543,
-5.163221836090088,
-0.32656949758529663,
-0.8542354702949524,
-0.009480101056396961,
-2.0119686126708984,
-3.0440261363983154,
-3.9776499271392822,
-8.843182563781738,
-1.3097789287567139,
-0.23219583928585052,
-0.18250098824501038,
-1.2995578050613403,
-0.14488545060157776,
-0.14523789286613464,
-0.006549203768372536,
-0.17627154290676117,
-0.02722858637571335,
-0.019519271329045296,
-0.06568533927202225,
-0.36771246790885925,
-0.00849349144846201,
-0.13547645509243011,
-0.04427918419241905,
-0.06499433517456055,
-0.3273383677005768,
-0.03962017595767975,
-0.007444142363965511,
-3.046003818511963,
-2.7223727703094482,
-0.01655496470630169,
-3.0873525142669678,
-0.03358237445354462,
-0.08159682899713516,
-0.0028036832809448242,
-0.33692291378974915,
-0.395883172750473,
-9.377723693847656,
-4.128428936004639,
-0.2781950533390045,
-7.066261291503906,
-1.3332923650741577,
-9.904922485351562,
-3.518768310546875,
-3.5973153114318848,
-1.2237005233764648,
-1.3215240240097046,
-0.04249105602502823,
-0.2910238206386566,
-0.10607227683067322,
-0.13732127845287323,
-0.722247302532196,
-0.1931982934474945,
-0.030819976702332497,
-1.9826481342315674,
-0.6655392050743103,
-0.06369354575872421,
-0.0020678106229752302,
-3.6380720138549805,
-0.1974053531885147,
-2.376476764678955,
-0.019605660811066628,
-0.003070879727602005,
-4.936581611633301,
-0.3757499158382416,
-0.08859791606664658,
-10.284378051757812,
-2.860292673110962,
-0.3034910261631012,
-0.004581787157803774,
-0.027211418375372887,
-0.008617713116109371,
-0.012176936492323875,
-0.045208342373371124,
-0.030971506610512733,
-0.013678274117410183,
-0.1529851257801056,
-0.0007886160165071487,
-0.01052271667867899,
-0.016176754608750343,
-0.0011654258705675602,
-1.7949244976043701,
-0.18660631775856018,
-3.497464656829834,
-2.5167365074157715,
-0.5310904383659363,
-0.18900957703590393,
-0.03018309734761715,
-0.035399146378040314,
-0.0061124530620872974,
-0.01539326086640358,
-0.0006644901586696506,
-0.010490394197404385,
-0.003413091180846095,
-0.004813867621123791,
-0.007968776859343052,
-0.02280649170279503,
-0.0015162649797275662,
-0.005795698147267103,
-0.0012535341084003448,
-0.0015046000480651855,
-0.004205313045531511,
-0.003981046378612518,
-0.0013412775006145239,
-6.493475437164307,
-1.1079967021942139,
-0.00009524368942948058,
-2.9857122898101807,
-0.02260885201394558,
-0.008858192712068558,
-0.0003134713042527437,
-1.4888850450515747,
-0.06489714235067368,
-1.085206151008606,
-1.8382066488265991,
-0.04715527594089508,
-4.7577972412109375,
-4.864561557769775,
-6.917855739593506,
-1.1890474557876587,
-0.00766183715313673,
-0.8526687622070312,
-0.09051953256130219,
-0.02345891296863556,
-0.03207197040319443,
-0.046814631670713425,
-0.0029785337392240763,
-0.025910573080182076,
-0.012086487375199795,
-0.011454413644969463,
-0.039032790809869766,
-0.019490161910653114,
-0.007117748260498047,
-5.826996803283691,
-0.31625255942344666,
-8.306241035461426,
-0.02880677953362465,
-0.01212382223457098,
-0.0008220868767239153,
-2.8178141117095947,
-0.11547300964593887,
-2.7326858043670654,
-0.0053708311170339584,
-0.002767068799585104,
-1.8239060640335083,
-0.1523633599281311,
-0.12027125060558319,
-3.286893606185913,
-5.558402061462402,
-2.9838242530822754,
-7.334477424621582,
-0.04719246178865433,
-0.01967836543917656,
-0.0007884969236329198,
-0.0053718979470431805,
-0.0012981806648895144,
-0.0009017692063935101,
-0.007245691493153572,
-0.0018657910404726863,
-0.00048792376765049994,
-0.20278184115886688,
-0.00015317220822907984,
-0.0020617435220628977,
-0.0027957186102867126,
-0.000569300667848438,
-3.518594741821289,
-0.09905728697776794,
-1.4058010578155518,
-0.0027818097732961178,
-0.0015753014013171196,
-1.0453438758850098,
-0.031207595020532608,
-0.09147080034017563,
-3.1052706241607666,
-5.417537212371826,
-0.5972233414649963,
-6.8079729080200195,
-0.022283406928181648,
-0.011445103213191032,
-0.0006716379430145025,
-0.002679093973711133,
-0.0008356655016541481,
-0.0006942722829990089,
-0.0031751003116369247,
-0.0017638138961046934,
-0.0002485204895492643,
-0.014878615736961365,
-0.00012206286191940308,
-0.0009754904895089567,
-0.0033740042708814144,
-0.0002786724944598973,
-2.603318929672241,
-0.06247472018003464,
-1.4152648448944092,
-1.073493242263794,
-0.028824036940932274,
-0.03185456246137619,
-0.28289589285850525,
-0.016997376456856728,
-0.004005386959761381,
-7.050625801086426,
-0.10130468010902405,
-0.014453712850809097,
-0.026799151673913002,
-0.01275629736483097,
-0.005138286389410496,
-0.026134736835956573,
-0.016579704359173775,
-0.007045780774205923,
-5.31809139251709,
-1.2797874212265015,
-0.0004676678800024092,
-3.0327916145324707,
-0.03406444191932678,
-0.005943719297647476,
-0.0019615711644291878,
-2.557006359100342,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View number as text. Do not perform computation. Q: What is the first digit of 7+48? A: 7
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 30÷6? A: 3
Redefine e as 12+20. Q: What is the first digit of e? A: 3
View + as the digit 4 instead of a mathematical operation. Q: What is the first digit of 27+45? A: 2
Redefine π as 500. Q: What is the first digit of π? A: 5
View number as text. Do not perform computation. Q: What is the first digit of 4+72? A: 4
Redefine π as 884 mod 34. Q: What is the first digit of π? A: 0
View number as text. Do not perform computation. Q: What is the first digit of 23+13? A: 2
Redefine e as 8+7. Q: What is the first digit of e? A: | [
" 1",
" 2"
] | 0 | [
-8.954853057861328,
-10.344270706176758,
-9.44112777709961,
-1.8967182636260986,
-8.250232696533203,
-7.890810012817383,
-4.633122444152832,
-0.13645903766155243,
-1.27438223361969,
-9.532929420471191,
-4.998991966247559,
-0.976632297039032,
-10.073286056518555,
-3.457951068878174,
-1.771547555923462,
-1.1355879306793213,
-0.7452990412712097,
-4.027017116546631,
-1.9653815031051636,
-0.5956323146820068,
-4.195036888122559,
-2.635035514831543,
-5.163221836090088,
-0.32656949758529663,
-0.8542354702949524,
-0.009480101056396961,
-2.0119686126708984,
-3.0440261363983154,
-3.9776499271392822,
-8.843182563781738,
-1.3097789287567139,
-0.23219583928585052,
-0.18250098824501038,
-1.2995578050613403,
-0.14488545060157776,
-0.14523789286613464,
-0.006549203768372536,
-0.17627154290676117,
-0.02722858637571335,
-0.019519271329045296,
-0.06568533927202225,
-0.36771246790885925,
-0.00849349144846201,
-0.13547645509243011,
-0.04427918419241905,
-0.06499433517456055,
-0.3273383677005768,
-0.03962017595767975,
-0.007444142363965511,
-3.046003818511963,
-2.7223727703094482,
-0.01655496470630169,
-3.0873525142669678,
-0.03358237445354462,
-0.08159682899713516,
-0.0028036832809448242,
-0.33692291378974915,
-0.395883172750473,
-9.377723693847656,
-4.128428936004639,
-0.2781950533390045,
-7.066261291503906,
-1.3332923650741577,
-9.904922485351562,
-3.518768310546875,
-3.5973153114318848,
-1.2237005233764648,
-1.3215240240097046,
-0.04249105602502823,
-0.2910238206386566,
-0.10607227683067322,
-0.13732127845287323,
-0.722247302532196,
-0.1931982934474945,
-0.030819976702332497,
-1.9826481342315674,
-0.6655392050743103,
-0.06369354575872421,
-0.0020678106229752302,
-3.6380720138549805,
-0.1974053531885147,
-2.376476764678955,
-0.019605660811066628,
-0.003070879727602005,
-4.936581611633301,
-0.3757499158382416,
-0.08859791606664658,
-10.284378051757812,
-2.860292673110962,
-0.3034910261631012,
-0.004581787157803774,
-0.027211418375372887,
-0.008617713116109371,
-0.012176936492323875,
-0.045208342373371124,
-0.030971506610512733,
-0.013678274117410183,
-0.1529851257801056,
-0.0007886160165071487,
-0.01052271667867899,
-0.016176754608750343,
-0.0011654258705675602,
-1.7949244976043701,
-0.18660631775856018,
-3.497464656829834,
-2.5167365074157715,
-0.5310904383659363,
-0.18900957703590393,
-0.03018309734761715,
-0.035399146378040314,
-0.0061124530620872974,
-0.01539326086640358,
-0.0006644901586696506,
-0.010490394197404385,
-0.003413091180846095,
-0.004813867621123791,
-0.007968776859343052,
-0.02280649170279503,
-0.0015162649797275662,
-0.005795698147267103,
-0.0012535341084003448,
-0.0015046000480651855,
-0.004205313045531511,
-0.003981046378612518,
-0.0013412775006145239,
-6.493475437164307,
-1.1079967021942139,
-0.00009524368942948058,
-2.9857122898101807,
-0.02260885201394558,
-0.008858192712068558,
-0.0003134713042527437,
-1.4888850450515747,
-0.06489714235067368,
-1.085206151008606,
-1.8382066488265991,
-0.04715527594089508,
-4.7577972412109375,
-4.864561557769775,
-6.917855739593506,
-1.1890474557876587,
-0.00766183715313673,
-0.8526687622070312,
-0.09051953256130219,
-0.02345891296863556,
-0.03207197040319443,
-0.046814631670713425,
-0.0029785337392240763,
-0.025910573080182076,
-0.012086487375199795,
-0.011454413644969463,
-0.039032790809869766,
-0.019490161910653114,
-0.007117748260498047,
-5.826996803283691,
-0.31625255942344666,
-8.306241035461426,
-0.02880677953362465,
-0.01212382223457098,
-0.0008220868767239153,
-2.8178141117095947,
-0.11547300964593887,
-2.7326858043670654,
-0.0053708311170339584,
-0.002767068799585104,
-1.8239060640335083,
-0.1523633599281311,
-0.12027125060558319,
-3.286893606185913,
-5.558402061462402,
-2.9838242530822754,
-7.334477424621582,
-0.04719246178865433,
-0.01967836543917656,
-0.0007884969236329198,
-0.0053718979470431805,
-0.0012981806648895144,
-0.0009017692063935101,
-0.007245691493153572,
-0.0018657910404726863,
-0.00048792376765049994,
-0.20278184115886688,
-0.00015317220822907984,
-0.0020617435220628977,
-0.0027957186102867126,
-0.000569300667848438,
-3.518594741821289,
-0.09905728697776794,
-1.4058010578155518,
-0.0027818097732961178,
-0.0015753014013171196,
-1.0453438758850098,
-0.031207595020532608,
-0.09147080034017563,
-3.1052706241607666,
-5.417537212371826,
-0.5972233414649963,
-6.8079729080200195,
-0.022283406928181648,
-0.011445103213191032,
-0.0006716379430145025,
-0.002679093973711133,
-0.0008356655016541481,
-0.0006942722829990089,
-0.0031751003116369247,
-0.0017638138961046934,
-0.0002485204895492643,
-0.014878615736961365,
-0.00012206286191940308,
-0.0009754904895089567,
-0.0033740042708814144,
-0.0002786724944598973,
-2.603318929672241,
-0.06247472018003464,
-1.4152648448944092,
-1.073493242263794,
-0.028824036940932274,
-0.03185456246137619,
-0.28289589285850525,
-0.016997376456856728,
-0.004005386959761381,
-7.050625801086426,
-0.10130468010902405,
-0.014453712850809097,
-0.026799151673913002,
-0.01275629736483097,
-0.005138286389410496,
-0.026134736835956573,
-0.016579704359173775,
-0.007045780774205923,
-5.31809139251709,
-1.2797874212265015,
-0.0004676678800024092,
-3.0327916145324707,
-0.03406444191932678,
-0.005943719297647476,
-0.0019615711644291878,
-1.703296184539795,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View number as text. Do not perform computation. Q: What is the first digit of 45+32? A: 4
View number as text. Do not perform computation. Q: What is the first digit of 16+37? A: 1
Redefine e as 2+1. Q: What is the first digit of e? A: 3
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 34+49? A: 3
View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 12+49? A: 1
Redefine π as 456 mod 50. Q: What is the first digit of π? A: 6
Redefine π as 725 mod 17. Q: What is the first digit of π? A: 1
View number as text. Do not perform computation. Q: What is the first digit of 15+26? A: 1
View number as text. Do not perform computation. Q: What is the first digit of 9+75? A: | [
" 8",
" 9"
] | 1 | [
-8.954853057861328,
-11.792540550231934,
-5.276496887207031,
-7.918867111206055,
-2.263810396194458,
-7.822644233703613,
-6.3473968505859375,
-2.439987897872925,
-9.910370826721191,
-4.021986961364746,
-1.4393092393875122,
-0.9988127946853638,
-0.46727651357650757,
-3.994304656982422,
-1.4152365922927856,
-0.739803671836853,
-4.267277240753174,
-7.356278419494629,
-0.13097679615020752,
-3.4295525550842285,
-0.24927875399589539,
-1.0914435386657715,
-0.016489887610077858,
-1.7539311647415161,
-2.5498123168945312,
-3.2940211296081543,
-8.438437461853027,
-0.9150798916816711,
-7.166474342346191,
-0.6526839137077332,
-6.9729390144348145,
-1.8437232971191406,
-6.494246006011963,
-7.305400848388672,
-0.9830743670463562,
-1.73759925365448,
-0.02050814963877201,
-0.4280160367488861,
-0.16640019416809082,
-0.17411021888256073,
-1.3248621225357056,
-0.7403786182403564,
-0.06178092956542969,
-5.929168224334717,
-5.704907417297363,
-5.018101692199707,
-0.2964576780796051,
-0.12172220647335052,
-0.0028468340169638395,
-3.5576043128967285,
-0.3399158716201782,
-8.519641876220703,
-4.538934707641602,
-0.03442638739943504,
-7.591158866882324,
-0.49879828095436096,
-1.511352777481079,
-6.95097017288208,
-6.87627649307251,
-7.717085838317871,
-4.244403839111328,
-0.6408953070640564,
-1.4081436395645142,
-0.015660753473639488,
-0.3126564919948578,
-0.06958324462175369,
-0.13807426393032074,
-0.9191431999206543,
-0.12755386531352997,
-0.029570579528808594,
-2.671529769897461,
-0.005961257498711348,
-0.406688392162323,
-0.044525038450956345,
-0.002575653837993741,
-2.6394364833831787,
-0.20394881069660187,
-2.3994860649108887,
-0.02496679127216339,
-0.003714330494403839,
-0.6121969223022461,
-0.024161064997315407,
-0.09765727818012238,
-8.227638244628906,
-4.991176605224609,
-9.606691360473633,
-1.1384680271148682,
-0.17326711118221283,
-0.0031836561392992735,
-0.04396459460258484,
-0.007915320806205273,
-0.010745285078883171,
-0.03803005442023277,
-0.01725119911134243,
-0.006669759284704924,
-0.18274539709091187,
-0.0005439232336357236,
-0.014507290907204151,
-0.010500420816242695,
-0.000699156429618597,
-3.5447287559509277,
-0.11080188304185867,
-3.3470780849456787,
-5.919818878173828,
-1.022803783416748,
-0.8466783165931702,
-1.6695870161056519,
-0.10234013199806213,
-9.118317604064941,
-0.04079563543200493,
-1.2564666271209717,
-6.495121955871582,
-2.9485092163085938,
-0.1039586067199707,
-0.5095086097717285,
-0.005022053606808186,
-0.13850009441375732,
-0.05314018577337265,
-0.07861197739839554,
-0.11221911013126373,
-0.14173097908496857,
-0.020085982978343964,
-7.273704528808594,
-0.7015566229820251,
-4.56353759765625,
-0.056456808000802994,
-0.03185906633734703,
-0.0008928364841267467,
-2.7142107486724854,
-0.06895467638969421,
-2.357102394104004,
-0.01516467984765768,
-0.0027470968198031187,
-0.5602745413780212,
-0.027304336428642273,
-0.08942510932683945,
-3.53792667388916,
-5.744892120361328,
-0.1282934695482254,
-5.344046592712402,
-0.032626423984766006,
-0.07666511088609695,
-0.0018187901005148888,
-0.0218182522803545,
-0.0028594343457370996,
-0.002860266249626875,
-0.00811754073947668,
-0.0031339838169515133,
-0.0007376333815045655,
-0.05143024027347565,
-0.00016389934171456844,
-0.0033102023880928755,
-0.003037959337234497,
-0.00032658010604791343,
-2.752976894378662,
-0.06368034332990646,
-1.2649465799331665,
-0.006540203001350164,
-0.001312228967435658,
-0.038397107273340225,
-0.0018640062771737576,
-0.01623997651040554,
-5.764455795288086,
-3.4654059410095215,
-1.2443645000457764,
-0.006649747025221586,
-0.020955001935362816,
-0.0032113431952893734,
-0.002570660086348653,
-0.009003162384033203,
-0.004775428678840399,
-0.0008847374701872468,
-0.021220777183771133,
-0.00021169328829273582,
-0.003585103200748563,
-0.0039572990499436855,
-0.0012381753185763955,
-2.932889938354492,
-0.0761684700846672,
-1.0619456768035889,
-1.5820778608322144,
-0.10539886355400085,
-0.2482452690601349,
-0.48401743173599243,
-0.027170002460479736,
-0.8930086493492126,
-0.001854725182056427,
-0.05727453529834747,
-0.018260346725583076,
-0.007434439845383167,
-0.011535374447703362,
-0.06542599201202393,
-0.0019328974885866046,
-0.01232319138944149,
-0.003212293842807412,
-0.0038627786561846733,
-0.007028734777122736,
-0.004017616156488657,
-0.0008966478053480387,
-3.1346826553344727,
-1.3500347137451172,
-4.389871597290039,
-0.02606424130499363,
-0.008219345472753048,
-0.0003094194398727268,
-0.749525249004364,
-0.04390664026141167,
-0.7086234092712402,
-1.0208157300949097,
-0.04834054037928581,
-4.310505390167236,
-4.49098539352417,
-5.948243141174316,
-3.2705447673797607,
-0.0160650834441185,
-0.7193936109542847,
-0.15674254298210144,
-0.01833970658481121,
-0.021617382764816284,
-0.056622300297021866,
-0.001733230659738183,
-0.010187177918851376,
-0.0016846762737259269,
-0.004577989690005779,
-0.010060436092317104,
-0.004532302729785442,
-0.002179034985601902,
-5.897056579589844,
-0.09215006977319717,
-4.518457412719727,
-0.0458189882338047,
-0.003675017738714814,
-0.00025996167096309364,
-2.292762279510498,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 330 mod 35. Q: What is the first digit of π? A: 1
View + as the digit 8 instead of a mathematical operation. Q: What is the first digit of 9+24? A: 9
Redefine e as 90+9. Q: What is the first digit of e? A: 9
Redefine π as 500. Q: What is the first digit of π? A: 5
Redefine π as 72. Q: What is the first digit of π? A: 7
Redefine π as 392 mod 28. Q: What is the first digit of π? A: 0
View + as the digit 5 instead of a mathematical operation. Q: What is the first digit of 2+7? A: 2
Redefine π as 162+696. Q: What is the first digit of π? A: 8
Redefine π as 105+66. Q: What is the first digit of π? A: | [
" 1",
" 3"
] | 0 | [
-8.954853057861328,
-11.792540550231934,
-5.276496887207031,
-7.918867111206055,
-2.263810396194458,
-7.822644233703613,
-6.3473968505859375,
-2.439987897872925,
-9.910370826721191,
-4.021986961364746,
-1.4393092393875122,
-0.9988127946853638,
-0.46727651357650757,
-3.994304656982422,
-1.4152365922927856,
-0.739803671836853,
-4.267277240753174,
-7.356278419494629,
-0.13097679615020752,
-3.4295525550842285,
-0.24927875399589539,
-1.0914435386657715,
-0.016489887610077858,
-1.7539311647415161,
-2.5498123168945312,
-3.2940211296081543,
-8.438437461853027,
-0.9150798916816711,
-7.166474342346191,
-0.6526839137077332,
-6.9729390144348145,
-1.8437232971191406,
-6.494246006011963,
-7.305400848388672,
-0.9830743670463562,
-1.73759925365448,
-0.02050814963877201,
-0.4280160367488861,
-0.16640019416809082,
-0.17411021888256073,
-1.3248621225357056,
-0.7403786182403564,
-0.06178092956542969,
-5.929168224334717,
-5.704907417297363,
-5.018101692199707,
-0.2964576780796051,
-0.12172220647335052,
-0.0028468340169638395,
-3.5576043128967285,
-0.3399158716201782,
-8.519641876220703,
-4.538934707641602,
-0.03442638739943504,
-7.591158866882324,
-0.49879828095436096,
-1.511352777481079,
-6.95097017288208,
-6.87627649307251,
-7.717085838317871,
-4.244403839111328,
-0.6408953070640564,
-1.4081436395645142,
-0.015660753473639488,
-0.3126564919948578,
-0.06958324462175369,
-0.13807426393032074,
-0.9191431999206543,
-0.12755386531352997,
-0.029570579528808594,
-2.671529769897461,
-0.005961257498711348,
-0.406688392162323,
-0.044525038450956345,
-0.002575653837993741,
-2.6394364833831787,
-0.20394881069660187,
-2.3994860649108887,
-0.02496679127216339,
-0.003714330494403839,
-0.6121969223022461,
-0.024161064997315407,
-0.09765727818012238,
-8.227638244628906,
-4.991176605224609,
-9.606691360473633,
-1.1384680271148682,
-0.17326711118221283,
-0.0031836561392992735,
-0.04396459460258484,
-0.007915320806205273,
-0.010745285078883171,
-0.03803005442023277,
-0.01725119911134243,
-0.006669759284704924,
-0.18274539709091187,
-0.0005439232336357236,
-0.014507290907204151,
-0.010500420816242695,
-0.000699156429618597,
-3.5447287559509277,
-0.11080188304185867,
-3.3470780849456787,
-5.919818878173828,
-1.022803783416748,
-0.8466783165931702,
-1.6695870161056519,
-0.10234013199806213,
-9.118317604064941,
-0.04079563543200493,
-1.2564666271209717,
-6.495121955871582,
-2.9485092163085938,
-0.1039586067199707,
-0.5095086097717285,
-0.005022053606808186,
-0.13850009441375732,
-0.05314018577337265,
-0.07861197739839554,
-0.11221911013126373,
-0.14173097908496857,
-0.020085982978343964,
-7.273704528808594,
-0.7015566229820251,
-4.56353759765625,
-0.056456808000802994,
-0.03185906633734703,
-0.0008928364841267467,
-2.7142107486724854,
-0.06895467638969421,
-2.357102394104004,
-0.01516467984765768,
-0.0027470968198031187,
-0.5602745413780212,
-0.027304336428642273,
-0.08942510932683945,
-3.53792667388916,
-5.744892120361328,
-0.1282934695482254,
-5.344046592712402,
-0.032626423984766006,
-0.07666511088609695,
-0.0018187901005148888,
-0.0218182522803545,
-0.0028594343457370996,
-0.002860266249626875,
-0.00811754073947668,
-0.0031339838169515133,
-0.0007376333815045655,
-0.05143024027347565,
-0.00016389934171456844,
-0.0033102023880928755,
-0.003037959337234497,
-0.00032658010604791343,
-2.752976894378662,
-0.06368034332990646,
-1.2649465799331665,
-0.006540203001350164,
-0.001312228967435658,
-0.038397107273340225,
-0.0018640062771737576,
-0.01623997651040554,
-5.764455795288086,
-3.4654059410095215,
-1.2443645000457764,
-0.006649747025221586,
-0.020955001935362816,
-0.0032113431952893734,
-0.002570660086348653,
-0.009003162384033203,
-0.004775428678840399,
-0.0008847374701872468,
-0.021220777183771133,
-0.00021169328829273582,
-0.003585103200748563,
-0.0039572990499436855,
-0.0012381753185763955,
-2.932889938354492,
-0.0761684700846672,
-1.0619456768035889,
-1.5820778608322144,
-0.10539886355400085,
-0.2482452690601349,
-0.48401743173599243,
-0.027170002460479736,
-0.8930086493492126,
-0.001854725182056427,
-0.05727453529834747,
-0.018260346725583076,
-0.007434439845383167,
-0.011535374447703362,
-0.06542599201202393,
-0.0019328974885866046,
-0.01232319138944149,
-0.003212293842807412,
-0.0038627786561846733,
-0.007028734777122736,
-0.004017616156488657,
-0.0008966478053480387,
-3.1346826553344727,
-1.3500347137451172,
-4.389871597290039,
-0.02606424130499363,
-0.008219345472753048,
-0.0003094194398727268,
-0.749525249004364,
-0.04390664026141167,
-0.7086234092712402,
-1.0208157300949097,
-0.04834054037928581,
-4.310505390167236,
-4.49098539352417,
-5.948243141174316,
-3.2705447673797607,
-0.0160650834441185,
-0.7193936109542847,
-0.15674254298210144,
-0.01833970658481121,
-0.021617382764816284,
-0.056622300297021866,
-0.001733230659738183,
-0.010187177918851376,
-0.0016846762737259269,
-0.004577989690005779,
-0.010060436092317104,
-0.004532302729785442,
-0.002179034985601902,
-5.897056579589844,
-0.09215006977319717,
-4.518457412719727,
-0.0458189882338047,
-0.003675017738714814,
-0.00025996167096309364,
-0.5229354500770569,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View ÷ as a random digit. Q: What is the first digit of 60÷12? A: 6
View + as the digit 0 instead of a mathematical operation. Q: What is the first digit of 14+10? A: 1
View + as the digit 8 instead of a mathematical operation. Q: What is the first digit of 9+24? A: 9
Redefine π as 994. Q: What is the first digit of π? A: 9
View ÷ as a random digit. Q: What is the first digit of 40÷4? A: 4
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 16÷8? A: 1
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 30+47? A: 3
Redefine π as 579 mod 20. Q: What is the first digit of π? A: 1
Redefine π as 560+333. Q: What is the first digit of π? A: | [
" 8",
" 3"
] | 0 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-8.157111167907715,
-8.584525108337402,
-9.729690551757812,
-5.605597496032715,
-8.872023582458496,
-2.728239059448242,
-8.485718727111816,
-5.536942005157471,
-5.916342735290527,
-1.335707426071167,
-0.6456456184387207,
-4.110733985900879,
-4.554567337036133,
-0.7112924456596375,
-2.645449638366699,
-0.3412202000617981,
-1.0734628438949585,
-0.03628543019294739,
-5.17726993560791,
-1.7667999267578125,
-4.257194519042969,
-0.015408403240144253,
-0.07133527845144272,
-8.391902923583984,
-0.22134768962860107,
-1.5329245328903198,
-10.299110412597656,
-3.3301656246185303,
-10.650453567504883,
-1.2477853298187256,
-0.6713158488273621,
-0.012185533531010151,
-0.22765302658081055,
-0.10256297141313553,
-0.09399749338626862,
-0.48968803882598877,
-0.3016197085380554,
-0.03495018184185028,
-0.1742916852235794,
-0.0008369756978936493,
-0.01265636645257473,
-0.12585942447185516,
-0.0030163289047777653,
-3.7261171340942383,
-0.3791961073875427,
-9.927420616149902,
-11.729768753051758,
-3.127833127975464,
-3.4310266971588135,
-3.123610019683838,
-7.785284042358398,
-5.169206619262695,
-1.0535438060760498,
-0.5269163846969604,
-0.008455784060060978,
-0.21286417543888092,
-0.1051805168390274,
-0.08030878752470016,
-0.2931053638458252,
-0.1631717085838318,
-0.046606093645095825,
-9.84996223449707,
-6.428400039672852,
-0.010288299061357975,
-3.469444513320923,
-0.11000767350196838,
-0.0873807966709137,
-0.0032092041801661253,
-2.3870861530303955,
-0.1904856115579605,
-1.4126580953598022,
-3.8489010334014893,
-0.2733633816242218,
-1.903092861175537,
-4.2933220863342285,
-6.534192085266113,
-7.592700481414795,
-0.11650790274143219,
-2.9198620319366455,
-9.148613929748535,
-4.043668746948242,
-0.19715090095996857,
-0.11831261217594147,
-0.004002180881798267,
-0.04672328010201454,
-0.0454132966697216,
-0.05724560469388962,
-0.13154521584510803,
-0.07866432517766953,
-0.022593118250370026,
-5.528627395629883,
-0.6916665434837341,
-4.526954650878906,
-0.07376348227262497,
-0.019961073994636536,
-0.0015822045970708132,
-1.9314701557159424,
-0.08660613000392914,
-3.6070141792297363,
-0.004821578972041607,
-0.0038153964560478926,
-2.4983580112457275,
-0.26782986521720886,
-0.4191574156284332,
-7.397592067718506,
-2.7807207107543945,
-0.5050963163375854,
-0.007925491780042648,
-0.04654817655682564,
-0.011690796352922916,
-0.009104403667151928,
-0.04897833988070488,
-0.02571505680680275,
-0.007453371770679951,
-0.40826600790023804,
-0.00018439977429807186,
-0.005598223768174648,
-0.005664369091391563,
-0.001134943449869752,
-2.251861572265625,
-0.06534503400325775,
-1.6365067958831787,
-0.002199494047090411,
-0.003567642066627741,
-1.3226284980773926,
-0.03605318069458008,
-0.10217331349849701,
-7.810341835021973,
-1.2397270202636719,
-7.43032169342041,
-0.06050613522529602,
-0.016414955258369446,
-0.0028236540965735912,
-0.010721933096647263,
-0.002218168694525957,
-0.0012025751639157534,
-0.00946061685681343,
-0.00503782881423831,
-0.0010255083907395601,
-0.0242469385266304,
-0.00010251473577227443,
-0.0016815820708870888,
-0.0027372294571250677,
-0.00023266946664080024,
-2.541564464569092,
-0.08188793808221817,
-0.8018563985824585,
-0.0015174552099779248,
-0.002382894279435277,
-2.4357802867889404,
-0.08075719326734543,
-6.044844627380371,
-1.3874735832214355,
-5.429091453552246,
-0.11264598369598389,
-0.02346077747642994,
-0.002469230443239212,
-0.009514463134109974,
-0.0018268815474584699,
-0.0017763087525963783,
-0.0051564318127930164,
-0.003166781971231103,
-0.0006399490521289408,
-0.042867667973041534,
-0.0030844276770949364,
-0.003390162019059062,
-0.0003716255014296621,
-2.3195199966430664,
-0.06297922134399414,
-0.5600393414497375,
-0.0012529388768598437,
-0.0020394970197230577,
-1.1177974939346313,
-0.022142797708511353,
-0.05255797132849693,
-6.964563369750977,
-0.2930873930454254,
-6.790894508361816,
-0.3009283244609833,
-0.012772539630532265,
-0.0018275955226272345,
-0.004321285057812929,
-0.0007509748684242368,
-0.0003401654539629817,
-0.002463284647092223,
-0.0010900514898821712,
-0.00016127715934999287,
-0.004577989690005779,
-0.00014494798961095512,
-0.0004291805380489677,
-0.0020528212189674377,
-0.00022671037004329264,
-2.585815906524658,
-0.04713628441095352,
-0.47847163677215576,
-0.0011070796754211187,
-0.0018662670627236366,
-0.5686749219894409,
-0.005781001411378384,
-0.019072243943810463,
-3.422924757003784,
-4.245400905609131,
-3.3961257934570312,
-0.07394053041934967,
-0.0038454411551356316,
-0.0058052982203662395,
-0.0007795632118359208,
-0.00044645831803791225,
-0.002845407696440816,
-0.0016033900901675224,
-0.0002037079248111695,
-0.005217388737946749,
-0.00011514954530866817,
-0.0006635371246375144,
-0.002310941694304347,
-0.0007976687629707158,
-2.269627809524536,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 869+66. Q: What is the first digit of π? A: 9
Redefine e as 18+24. Q: What is the first digit of e? A: 4
View number as text. Do not perform computation. Q: What is the first digit of 15+26? A: 1
View ÷ as a random digit. Q: What is the first digit of 63÷9? A: 6
View ÷ as a random digit. Q: What is the first digit of 84÷12? A: 8
View number as text. Do not perform computation. Q: What is the first digit of 16+30? A: 1
Redefine e as 28+32. Q: What is the first digit of e? A: 6
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 8÷4? A: 8
View + as the digit 5 instead of a mathematical operation. Q: What is the first digit of 9+14? A: | [
" 2",
" 9"
] | 1 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-8.157111167907715,
-8.584525108337402,
-9.729690551757812,
-5.605597496032715,
-8.872023582458496,
-2.728239059448242,
-8.485718727111816,
-5.536942005157471,
-5.916342735290527,
-1.335707426071167,
-0.6456456184387207,
-4.110733985900879,
-4.554567337036133,
-0.7112924456596375,
-2.645449638366699,
-0.3412202000617981,
-1.0734628438949585,
-0.03628543019294739,
-5.17726993560791,
-1.7667999267578125,
-4.257194519042969,
-0.015408403240144253,
-0.07133527845144272,
-8.391902923583984,
-0.22134768962860107,
-1.5329245328903198,
-10.299110412597656,
-3.3301656246185303,
-10.650453567504883,
-1.2477853298187256,
-0.6713158488273621,
-0.012185533531010151,
-0.22765302658081055,
-0.10256297141313553,
-0.09399749338626862,
-0.48968803882598877,
-0.3016197085380554,
-0.03495018184185028,
-0.1742916852235794,
-0.0008369756978936493,
-0.01265636645257473,
-0.12585942447185516,
-0.0030163289047777653,
-3.7261171340942383,
-0.3791961073875427,
-9.927420616149902,
-11.729768753051758,
-3.127833127975464,
-3.4310266971588135,
-3.123610019683838,
-7.785284042358398,
-5.169206619262695,
-1.0535438060760498,
-0.5269163846969604,
-0.008455784060060978,
-0.21286417543888092,
-0.1051805168390274,
-0.08030878752470016,
-0.2931053638458252,
-0.1631717085838318,
-0.046606093645095825,
-9.84996223449707,
-6.428400039672852,
-0.010288299061357975,
-3.469444513320923,
-0.11000767350196838,
-0.0873807966709137,
-0.0032092041801661253,
-2.3870861530303955,
-0.1904856115579605,
-1.4126580953598022,
-3.8489010334014893,
-0.2733633816242218,
-1.903092861175537,
-4.2933220863342285,
-6.534192085266113,
-7.592700481414795,
-0.11650790274143219,
-2.9198620319366455,
-9.148613929748535,
-4.043668746948242,
-0.19715090095996857,
-0.11831261217594147,
-0.004002180881798267,
-0.04672328010201454,
-0.0454132966697216,
-0.05724560469388962,
-0.13154521584510803,
-0.07866432517766953,
-0.022593118250370026,
-5.528627395629883,
-0.6916665434837341,
-4.526954650878906,
-0.07376348227262497,
-0.019961073994636536,
-0.0015822045970708132,
-1.9314701557159424,
-0.08660613000392914,
-3.6070141792297363,
-0.004821578972041607,
-0.0038153964560478926,
-2.4983580112457275,
-0.26782986521720886,
-0.4191574156284332,
-7.397592067718506,
-2.7807207107543945,
-0.5050963163375854,
-0.007925491780042648,
-0.04654817655682564,
-0.011690796352922916,
-0.009104403667151928,
-0.04897833988070488,
-0.02571505680680275,
-0.007453371770679951,
-0.40826600790023804,
-0.00018439977429807186,
-0.005598223768174648,
-0.005664369091391563,
-0.001134943449869752,
-2.251861572265625,
-0.06534503400325775,
-1.6365067958831787,
-0.002199494047090411,
-0.003567642066627741,
-1.3226284980773926,
-0.03605318069458008,
-0.10217331349849701,
-7.810341835021973,
-1.2397270202636719,
-7.43032169342041,
-0.06050613522529602,
-0.016414955258369446,
-0.0028236540965735912,
-0.010721933096647263,
-0.002218168694525957,
-0.0012025751639157534,
-0.00946061685681343,
-0.00503782881423831,
-0.0010255083907395601,
-0.0242469385266304,
-0.00010251473577227443,
-0.0016815820708870888,
-0.0027372294571250677,
-0.00023266946664080024,
-2.541564464569092,
-0.08188793808221817,
-0.8018563985824585,
-0.0015174552099779248,
-0.002382894279435277,
-2.4357802867889404,
-0.08075719326734543,
-6.044844627380371,
-1.3874735832214355,
-5.429091453552246,
-0.11264598369598389,
-0.02346077747642994,
-0.002469230443239212,
-0.009514463134109974,
-0.0018268815474584699,
-0.0017763087525963783,
-0.0051564318127930164,
-0.003166781971231103,
-0.0006399490521289408,
-0.042867667973041534,
-0.0030844276770949364,
-0.003390162019059062,
-0.0003716255014296621,
-2.3195199966430664,
-0.06297922134399414,
-0.5600393414497375,
-0.0012529388768598437,
-0.0020394970197230577,
-1.1177974939346313,
-0.022142797708511353,
-0.05255797132849693,
-6.964563369750977,
-0.2930873930454254,
-6.790894508361816,
-0.3009283244609833,
-0.012772539630532265,
-0.0018275955226272345,
-0.004321285057812929,
-0.0007509748684242368,
-0.0003401654539629817,
-0.002463284647092223,
-0.0010900514898821712,
-0.00016127715934999287,
-0.004577989690005779,
-0.00014494798961095512,
-0.0004291805380489677,
-0.0020528212189674377,
-0.00022671037004329264,
-2.585815906524658,
-0.04713628441095352,
-0.47847163677215576,
-0.0011070796754211187,
-0.0018662670627236366,
-0.5686749219894409,
-0.005781001411378384,
-0.019072243943810463,
-3.422924757003784,
-4.245400905609131,
-3.3961257934570312,
-0.07394053041934967,
-0.0038454411551356316,
-0.0058052982203662395,
-0.0007795632118359208,
-0.00044645831803791225,
-0.002845407696440816,
-0.0016033900901675224,
-0.0002037079248111695,
-0.005217388737946749,
-0.00011514954530866817,
-0.0006635371246375144,
-0.002310941694304347,
-0.0007976687629707158,
-2.3753368854522705,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 34+11? A: 3
Redefine π as 161. Q: What is the first digit of π? A: 1
Redefine π as 369 mod 43. Q: What is the first digit of π? A: 2
Redefine π as 330+422. Q: What is the first digit of π? A: 7
Redefine π as 131+131. Q: What is the first digit of π? A: 2
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 64÷8? A: 6
View ÷ as a random digit. Q: What is the first digit of 36÷3? A: 3
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 24÷8? A: 2
Redefine π as 652 mod 35. Q: What is the first digit of π? A: | [
" 2",
" 3"
] | 0 | [
-8.954853057861328,
-10.344270706176758,
-9.44112777709961,
-1.8967182636260986,
-8.250232696533203,
-7.890810012817383,
-4.633122444152832,
-0.13645903766155243,
-1.27438223361969,
-9.532929420471191,
-4.998991966247559,
-0.976632297039032,
-10.073286056518555,
-3.457951068878174,
-1.771547555923462,
-1.1355879306793213,
-0.7452990412712097,
-4.027017116546631,
-1.9653815031051636,
-0.5956323146820068,
-6.8304595947265625,
-4.6092119216918945,
-6.136469841003418,
-0.34578385949134827,
-0.9478918313980103,
-0.009986437857151031,
-3.9418537616729736,
-2.6526384353637695,
-10.916330337524414,
-4.035179615020752,
-0.6726280450820923,
-8.414275169372559,
-0.22239941358566284,
-1.6226415634155273,
-10.981467247009277,
-6.8644633293151855,
-6.736177444458008,
-1.2814863920211792,
-3.4288275241851807,
-0.03718632087111473,
-0.5101841688156128,
-0.19550929963588715,
-0.19541586935520172,
-1.9769169092178345,
-0.6572285890579224,
-0.041060879826545715,
-2.5213613510131836,
-0.00322370114736259,
-0.3555282652378082,
-0.17164866626262665,
-0.0029517910443246365,
-2.332977056503296,
-0.4845779836177826,
-2.1516876220703125,
-0.012585149146616459,
-0.0032835875172168016,
-5.3393449783325195,
-0.37085533142089844,
-3.0873830318450928,
-3.467447280883789,
-3.799067497253418,
-1.9544624090194702,
-0.13410966098308563,
-0.004154029302299023,
-0.039850566536188126,
-0.012568079866468906,
-0.02455836720764637,
-0.04479704797267914,
-0.05101345479488373,
-0.016430553048849106,
-0.08441176265478134,
-0.013859698548913002,
-0.019771870225667953,
-0.0010448002722114325,
-2.6242847442626953,
-0.12267009913921356,
-5.1574249267578125,
-8.11702823638916,
-1.654096245765686,
-0.2484140694141388,
-0.6309213638305664,
-2.573969841003418,
-0.22675953805446625,
-2.1189517974853516,
-0.17976008355617523,
-0.006738794036209583,
-0.10096410661935806,
-0.04489951580762863,
-0.03359147906303406,
-0.06108183041214943,
-0.023946352303028107,
-0.01205468736588955,
-5.890717506408691,
-3.7131454944610596,
-0.003371390514075756,
-3.291903257369995,
-0.05299130082130432,
-0.03733321279287338,
-0.0012830605264753103,
-2.3544046878814697,
-0.1469229906797409,
-0.9327532649040222,
-1.843619704246521,
-0.2007148712873459,
-0.17242088913917542,
-0.1902647763490677,
-0.01375011820346117,
-1.229546070098877,
-0.0021620250772684813,
-0.11058417707681656,
-0.02696092240512371,
-0.010512571781873703,
-0.012254659086465836,
-0.06484261900186539,
-0.002731166547164321,
-0.02707010880112648,
-0.0077213398180902,
-0.019787531346082687,
-0.022307422012090683,
-0.015614865347743034,
-0.005278341472148895,
-6.353501319885254,
-0.38086840510368347,
-4.5946197509765625,
-0.02270790934562683,
-0.026567012071609497,
-0.00039104922325350344,
-2.1535353660583496,
-0.07633603364229202,
-0.46167197823524475,
-8.263225555419922,
-0.6078085899353027,
-8.636366844177246,
-0.4998323619365692,
-7.079049110412598,
-2.402953624725342,
-6.067042827606201,
-7.497949600219727,
-0.7618913054466248,
-0.5398759841918945,
-0.007478456478565931,
-0.16490735113620758,
-0.07699805498123169,
-0.1102905198931694,
-0.33024701476097107,
-0.6229556202888489,
-0.02095535211265087,
-4.689853668212891,
-0.7258517146110535,
-4.060238361358643,
-0.048621393740177155,
-0.020543301478028297,
-0.0006180283380672336,
-2.140744209289551,
-0.10111959278583527,
-3.0886242389678955,
-0.023898281157016754,
-0.002619171282276511,
-2.7367074489593506,
-0.09777998179197311,
-6.906606197357178,
-1.9947447776794434,
-4.133162498474121,
-0.07147790491580963,
-0.04771631956100464,
-0.0009278521756641567,
-0.007005533203482628,
-0.0011951930355280638,
-0.0015657796757295728,
-0.004382648505270481,
-0.0018868515035137534,
-0.0008026715368032455,
-0.3294621407985687,
-0.010817458853125572,
-0.003006464336067438,
-0.00041952868923544884,
-2.2307353019714355,
-0.057301104068756104,
-1.5204133987426758,
-0.004946731962263584,
-0.0012768696760758758,
-2.2217857837677,
-0.015868453308939934,
-0.0302757415920496,
-7.124876499176025,
-4.320627689361572,
-9.255620002746582,
-0.13335274159908295,
-0.028321588411927223,
-0.0008812834857963026,
-0.005671007093042135,
-0.0013081812066957355,
-0.001358658540993929,
-0.004364132881164551,
-0.00270715169608593,
-0.0005435658385977149,
-0.1621885895729065,
-0.0002708068350329995,
-0.0021014767698943615,
-0.004028302151709795,
-0.00038985759601928294,
-3.0469717979431152,
-0.0894383043050766,
-1.5677170753479004,
-2.214158058166504,
-0.037956371903419495,
-0.03645992651581764,
-0.028687935322523117,
-0.01960788108408451,
-0.0024209495168179274,
-0.056146591901779175,
-0.07935960590839386,
-0.0014560346025973558,
-0.0064970930106937885,
-0.0011863820254802704,
-0.0011784045491367579,
-0.007412667386233807,
-0.0024125061463564634,
-0.0006312523037195206,
-5.425810813903809,
-0.3017936646938324,
-0.00013302871957421303,
-3.4220173358917236,
-0.026773272082209587,
-0.002278353087604046,
-0.00037543877260759473,
-2.6222643852233887,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 34+17? A: 3
Redefine π as 515 mod 22. Q: What is the first digit of π? A: 9
Redefine e as 33+26. Q: What is the first digit of e? A: 5
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 5+33? A: 5
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 40÷5? A: 4
Redefine e as 13+44. Q: What is the first digit of e? A: 5
Redefine π as 767 mod 11. Q: What is the first digit of π? A: 8
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 53+28? A: 5
View ÷ as a random digit. Q: What is the first digit of 16÷4? A: | [
" 4",
" 1"
] | 1 | [
-8.954853057861328,
-10.344270706176758,
-9.44112777709961,
-1.8967182636260986,
-8.250232696533203,
-7.890810012817383,
-4.633122444152832,
-0.13645903766155243,
-1.27438223361969,
-9.532929420471191,
-4.998991966247559,
-0.976632297039032,
-10.073286056518555,
-3.457951068878174,
-1.771547555923462,
-1.1355879306793213,
-0.7452990412712097,
-4.027017116546631,
-1.9653815031051636,
-0.5956323146820068,
-6.8304595947265625,
-4.6092119216918945,
-6.136469841003418,
-0.34578385949134827,
-0.9478918313980103,
-0.009986437857151031,
-3.9418537616729736,
-2.6526384353637695,
-10.916330337524414,
-4.035179615020752,
-0.6726280450820923,
-8.414275169372559,
-0.22239941358566284,
-1.6226415634155273,
-10.981467247009277,
-6.8644633293151855,
-6.736177444458008,
-1.2814863920211792,
-3.4288275241851807,
-0.03718632087111473,
-0.5101841688156128,
-0.19550929963588715,
-0.19541586935520172,
-1.9769169092178345,
-0.6572285890579224,
-0.041060879826545715,
-2.5213613510131836,
-0.00322370114736259,
-0.3555282652378082,
-0.17164866626262665,
-0.0029517910443246365,
-2.332977056503296,
-0.4845779836177826,
-2.1516876220703125,
-0.012585149146616459,
-0.0032835875172168016,
-5.3393449783325195,
-0.37085533142089844,
-3.0873830318450928,
-3.467447280883789,
-3.799067497253418,
-1.9544624090194702,
-0.13410966098308563,
-0.004154029302299023,
-0.039850566536188126,
-0.012568079866468906,
-0.02455836720764637,
-0.04479704797267914,
-0.05101345479488373,
-0.016430553048849106,
-0.08441176265478134,
-0.013859698548913002,
-0.019771870225667953,
-0.0010448002722114325,
-2.6242847442626953,
-0.12267009913921356,
-5.1574249267578125,
-8.11702823638916,
-1.654096245765686,
-0.2484140694141388,
-0.6309213638305664,
-2.573969841003418,
-0.22675953805446625,
-2.1189517974853516,
-0.17976008355617523,
-0.006738794036209583,
-0.10096410661935806,
-0.04489951580762863,
-0.03359147906303406,
-0.06108183041214943,
-0.023946352303028107,
-0.01205468736588955,
-5.890717506408691,
-3.7131454944610596,
-0.003371390514075756,
-3.291903257369995,
-0.05299130082130432,
-0.03733321279287338,
-0.0012830605264753103,
-2.3544046878814697,
-0.1469229906797409,
-0.9327532649040222,
-1.843619704246521,
-0.2007148712873459,
-0.17242088913917542,
-0.1902647763490677,
-0.01375011820346117,
-1.229546070098877,
-0.0021620250772684813,
-0.11058417707681656,
-0.02696092240512371,
-0.010512571781873703,
-0.012254659086465836,
-0.06484261900186539,
-0.002731166547164321,
-0.02707010880112648,
-0.0077213398180902,
-0.019787531346082687,
-0.022307422012090683,
-0.015614865347743034,
-0.005278341472148895,
-6.353501319885254,
-0.38086840510368347,
-4.5946197509765625,
-0.02270790934562683,
-0.026567012071609497,
-0.00039104922325350344,
-2.1535353660583496,
-0.07633603364229202,
-0.46167197823524475,
-8.263225555419922,
-0.6078085899353027,
-8.636366844177246,
-0.4998323619365692,
-7.079049110412598,
-2.402953624725342,
-6.067042827606201,
-7.497949600219727,
-0.7618913054466248,
-0.5398759841918945,
-0.007478456478565931,
-0.16490735113620758,
-0.07699805498123169,
-0.1102905198931694,
-0.33024701476097107,
-0.6229556202888489,
-0.02095535211265087,
-4.689853668212891,
-0.7258517146110535,
-4.060238361358643,
-0.048621393740177155,
-0.020543301478028297,
-0.0006180283380672336,
-2.140744209289551,
-0.10111959278583527,
-3.0886242389678955,
-0.023898281157016754,
-0.002619171282276511,
-2.7367074489593506,
-0.09777998179197311,
-6.906606197357178,
-1.9947447776794434,
-4.133162498474121,
-0.07147790491580963,
-0.04771631956100464,
-0.0009278521756641567,
-0.007005533203482628,
-0.0011951930355280638,
-0.0015657796757295728,
-0.004382648505270481,
-0.0018868515035137534,
-0.0008026715368032455,
-0.3294621407985687,
-0.010817458853125572,
-0.003006464336067438,
-0.00041952868923544884,
-2.2307353019714355,
-0.057301104068756104,
-1.5204133987426758,
-0.004946731962263584,
-0.0012768696760758758,
-2.2217857837677,
-0.015868453308939934,
-0.0302757415920496,
-7.124876499176025,
-4.320627689361572,
-9.255620002746582,
-0.13335274159908295,
-0.028321588411927223,
-0.0008812834857963026,
-0.005671007093042135,
-0.0013081812066957355,
-0.001358658540993929,
-0.004364132881164551,
-0.00270715169608593,
-0.0005435658385977149,
-0.1621885895729065,
-0.0002708068350329995,
-0.0021014767698943615,
-0.004028302151709795,
-0.00038985759601928294,
-3.0469717979431152,
-0.0894383043050766,
-1.5677170753479004,
-2.214158058166504,
-0.037956371903419495,
-0.03645992651581764,
-0.028687935322523117,
-0.01960788108408451,
-0.0024209495168179274,
-0.056146591901779175,
-0.07935960590839386,
-0.0014560346025973558,
-0.0064970930106937885,
-0.0011863820254802704,
-0.0011784045491367579,
-0.007412667386233807,
-0.0024125061463564634,
-0.0006312523037195206,
-5.425810813903809,
-0.3017936646938324,
-0.00013302871957421303,
-3.4220173358917236,
-0.026773272082209587,
-0.002278353087604046,
-0.00037543877260759473,
-3.124232769012451,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View ÷ as a random digit. Q: What is the first digit of 44÷4? A: 4
Redefine π as 110 mod 45. Q: What is the first digit of π? A: 2
View number as text. Do not perform computation. Q: What is the first digit of 74+7? A: 7
Redefine π as 897. Q: What is the first digit of π? A: 8
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 7+13? A: 7
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 13+83? A: 1
Redefine π as 40+8. Q: What is the first digit of π? A: 4
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 4+3? A: 4
View + as the digit 4 instead of a mathematical operation. Q: What is the first digit of 30+35? A: | [
" 6",
" 3"
] | 1 | [
-8.954853057861328,
-10.344270706176758,
-9.44112777709961,
-1.8967182636260986,
-8.250232696533203,
-7.890810012817383,
-4.633122444152832,
-0.13645903766155243,
-1.27438223361969,
-9.532929420471191,
-4.998991966247559,
-0.976632297039032,
-10.073286056518555,
-3.457951068878174,
-1.771547555923462,
-1.1355879306793213,
-0.7452990412712097,
-4.027017116546631,
-1.9653815031051636,
-0.5956323146820068,
-4.470932960510254,
-1.7803720235824585,
-5.991289138793945,
-0.24919457733631134,
-0.9163801670074463,
-0.010118262842297554,
-2.0023956298828125,
-3.074434280395508,
-3.876134157180786,
-0.8205886483192444,
-0.6475412249565125,
-3.099277973175049,
-4.571906566619873,
-7.486943244934082,
-0.8972486257553101,
-0.010089940391480923,
-0.8513270020484924,
-0.29853343963623047,
-0.04873357713222504,
-0.08866555988788605,
-0.2794703245162964,
-0.007130886893719435,
-0.13233691453933716,
-0.05095692351460457,
-0.05526251345872879,
-0.45981305837631226,
-0.058137714862823486,
-0.012776188552379608,
-8.205921173095703,
-2.0714354515075684,
-5.785970687866211,
-0.028109854087233543,
-0.06574149429798126,
-0.001729184528812766,
-4.205514430999756,
-0.36238422989845276,
-0.23932227492332458,
-0.08351889252662659,
-0.05333753302693367,
-0.510296106338501,
-0.7509950995445251,
-2.4900641441345215,
-0.23473337292671204,
-0.0017021704697981477,
-0.14308595657348633,
-0.09168215841054916,
-0.025228597223758698,
-0.02029627002775669,
-0.1093774065375328,
-0.0014804366510361433,
-0.014322105795145035,
-0.003569423919543624,
-0.0035302243195474148,
-0.038708288222551346,
-0.008236843161284924,
-0.0027064383029937744,
-4.6750993728637695,
-0.14931271970272064,
-4.484762191772461,
-0.011648260988295078,
-0.027916042134165764,
-0.0004698126285802573,
-3.2648606300354004,
-0.20719414949417114,
-10.630523681640625,
-3.5919442176818848,
-0.35084864497184753,
-8.899397850036621,
-0.4181053042411804,
-1.4866077899932861,
-10.91848087310791,
-1.9032831192016602,
-2.467890977859497,
-0.045168690383434296,
-0.2737899422645569,
-0.11449934542179108,
-0.14616191387176514,
-1.0384278297424316,
-0.2127762883901596,
-0.02467130497097969,
-2.763610363006592,
-0.006238036789000034,
-0.20755504071712494,
-0.08180040121078491,
-0.0024711331352591515,
-2.654778480529785,
-0.1966918408870697,
-2.145763397216797,
-10.424359321594238,
-1.1025643348693848,
-0.14571788907051086,
-0.9365019202232361,
-2.8369569778442383,
-0.13685283064842224,
-0.15519161522388458,
-0.0022231643088161945,
-0.08869468420743942,
-0.01181061565876007,
-0.009016276337206364,
-0.01690583862364292,
-0.06236059591174126,
-0.003127447795122862,
-0.02512374334037304,
-0.011096670292317867,
-0.006266232114285231,
-0.016773616895079613,
-0.011424125172197819,
-0.005784320179373026,
-5.289487838745117,
-3.1731598377227783,
-0.003701265901327133,
-3.344343900680542,
-0.06714663654565811,
-0.021769730374217033,
-0.0006772369961254299,
-2.049706220626831,
-0.11396423727273941,
-3.4100100994110107,
-0.0029380035120993853,
-0.0011756658786907792,
-0.9509859085083008,
-0.07584651559591293,
-0.04733845964074135,
-8.500680923461914,
-5.845913887023926,
-9.480531692504883,
-0.07402975857257843,
-0.02220156230032444,
-0.0016812250250950456,
-0.011174476705491543,
-0.0029344377107918262,
-0.001663492526859045,
-0.010152130387723446,
-0.004526013042777777,
-0.0017630999209359288,
-0.12685580551624298,
-0.00023398046323563904,
-0.009853178635239601,
-0.00448946189135313,
-0.0004563482361845672,
-2.908452272415161,
-0.16164767742156982,
-2.017477512359619,
-0.002300356514751911,
-0.0014756753807887435,
-0.08819819241762161,
-0.002542598405852914,
-0.015016725286841393,
-3.7983558177948,
-4.943353176116943,
-11.023134231567383,
-6.1225738525390625,
-0.2518325746059418,
-0.02939719147980213,
-0.0014296083245426416,
-0.008043279871344566,
-0.0019287331961095333,
-0.0012426996836438775,
-0.008468195796012878,
-0.003234870731830597,
-0.0007202415145002306,
-0.03295440226793289,
-0.00013326710904948413,
-0.004028777126222849,
-0.0037993642035871744,
-0.00045658653834834695,
-2.5395970344543457,
-0.07162527740001678,
-0.44182562828063965,
-0.0019020814215764403,
-0.0012042421149089932,
-0.03438331186771393,
-0.0007013006834313273,
-0.012006395496428013,
-7.929571628570557,
-1.5518863201141357,
-3.899458169937134,
-1.1770732402801514,
-0.017652075737714767,
-0.0007121411035768688,
-0.0028393452521413565,
-0.000568228424526751,
-0.0002795067266561091,
-0.0026931229513138533,
-0.0013004426145926118,
-0.00014053787162993103,
-0.0065141478553414345,
-0.00011991735664196312,
-0.0006322053959593177,
-0.002356016542762518,
-0.00033480284037068486,
-2.8625712394714355,
-0.04664909839630127,
-2.574275255203247,
-2.196474075317383,
-0.16956284642219543,
-0.0853988453745842,
-0.5216349363327026,
-0.09076571464538574,
-0.00918201170861721,
-0.01032865047454834,
-0.0004959068610332906,
-0.009672206826508045,
-0.00610178941860795,
-0.0029996896628290415,
-0.0038001956418156624,
-0.019535638391971588,
-0.0012727025896310806,
-0.007291136309504509,
-0.0020235555712133646,
-0.0012963948538526893,
-0.005350199528038502,
-0.0026135831139981747,
-0.0008764001540839672,
-5.044963836669922,
-0.3410305976867676,
-0.00014733182615600526,
-2.38734769821167,
-0.004696291405707598,
-0.0035109801683574915,
-0.0002388668799540028,
-2.6820268630981445,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 571. Q: What is the first digit of π? A: 5
Redefine π as 213. Q: What is the first digit of π? A: 2
Redefine e as 40+19. Q: What is the first digit of e? A: 5
View ÷ as a random digit. Q: What is the first digit of 35÷5? A: 3
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 20+49? A: 2
Redefine π as 130+6. Q: What is the first digit of π? A: 1
View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 46+36? A: 4
Redefine e as 25+42. Q: What is the first digit of e? A: 6
View + as the digit 0 instead of a mathematical operation. Q: What is the first digit of 42+10? A: | [
" 5",
" 4"
] | 1 | [
-8.954853057861328,
-10.344270706176758,
-9.44112777709961,
-1.8967182636260986,
-8.250232696533203,
-7.890810012817383,
-4.633122444152832,
-0.13645903766155243,
-1.27438223361969,
-9.532929420471191,
-4.998991966247559,
-0.976632297039032,
-10.073286056518555,
-3.457951068878174,
-1.771547555923462,
-1.1355879306793213,
-0.7452990412712097,
-4.027017116546631,
-1.9653815031051636,
-0.5956323146820068,
-4.470932960510254,
-1.7803720235824585,
-5.991289138793945,
-0.24919457733631134,
-0.9163801670074463,
-0.010118262842297554,
-2.0023956298828125,
-3.074434280395508,
-3.876134157180786,
-0.8205886483192444,
-0.6475412249565125,
-3.099277973175049,
-4.571906566619873,
-7.486943244934082,
-0.8972486257553101,
-0.010089940391480923,
-0.8513270020484924,
-0.29853343963623047,
-0.04873357713222504,
-0.08866555988788605,
-0.2794703245162964,
-0.007130886893719435,
-0.13233691453933716,
-0.05095692351460457,
-0.05526251345872879,
-0.45981305837631226,
-0.058137714862823486,
-0.012776188552379608,
-8.205921173095703,
-2.0714354515075684,
-5.785970687866211,
-0.028109854087233543,
-0.06574149429798126,
-0.001729184528812766,
-4.205514430999756,
-0.36238422989845276,
-0.23932227492332458,
-0.08351889252662659,
-0.05333753302693367,
-0.510296106338501,
-0.7509950995445251,
-2.4900641441345215,
-0.23473337292671204,
-0.0017021704697981477,
-0.14308595657348633,
-0.09168215841054916,
-0.025228597223758698,
-0.02029627002775669,
-0.1093774065375328,
-0.0014804366510361433,
-0.014322105795145035,
-0.003569423919543624,
-0.0035302243195474148,
-0.038708288222551346,
-0.008236843161284924,
-0.0027064383029937744,
-4.6750993728637695,
-0.14931271970272064,
-4.484762191772461,
-0.011648260988295078,
-0.027916042134165764,
-0.0004698126285802573,
-3.2648606300354004,
-0.20719414949417114,
-10.630523681640625,
-3.5919442176818848,
-0.35084864497184753,
-8.899397850036621,
-0.4181053042411804,
-1.4866077899932861,
-10.91848087310791,
-1.9032831192016602,
-2.467890977859497,
-0.045168690383434296,
-0.2737899422645569,
-0.11449934542179108,
-0.14616191387176514,
-1.0384278297424316,
-0.2127762883901596,
-0.02467130497097969,
-2.763610363006592,
-0.006238036789000034,
-0.20755504071712494,
-0.08180040121078491,
-0.0024711331352591515,
-2.654778480529785,
-0.1966918408870697,
-2.145763397216797,
-10.424359321594238,
-1.1025643348693848,
-0.14571788907051086,
-0.9365019202232361,
-2.8369569778442383,
-0.13685283064842224,
-0.15519161522388458,
-0.0022231643088161945,
-0.08869468420743942,
-0.01181061565876007,
-0.009016276337206364,
-0.01690583862364292,
-0.06236059591174126,
-0.003127447795122862,
-0.02512374334037304,
-0.011096670292317867,
-0.006266232114285231,
-0.016773616895079613,
-0.011424125172197819,
-0.005784320179373026,
-5.289487838745117,
-3.1731598377227783,
-0.003701265901327133,
-3.344343900680542,
-0.06714663654565811,
-0.021769730374217033,
-0.0006772369961254299,
-2.049706220626831,
-0.11396423727273941,
-3.4100100994110107,
-0.0029380035120993853,
-0.0011756658786907792,
-0.9509859085083008,
-0.07584651559591293,
-0.04733845964074135,
-8.500680923461914,
-5.845913887023926,
-9.480531692504883,
-0.07402975857257843,
-0.02220156230032444,
-0.0016812250250950456,
-0.011174476705491543,
-0.0029344377107918262,
-0.001663492526859045,
-0.010152130387723446,
-0.004526013042777777,
-0.0017630999209359288,
-0.12685580551624298,
-0.00023398046323563904,
-0.009853178635239601,
-0.00448946189135313,
-0.0004563482361845672,
-2.908452272415161,
-0.16164767742156982,
-2.017477512359619,
-0.002300356514751911,
-0.0014756753807887435,
-0.08819819241762161,
-0.002542598405852914,
-0.015016725286841393,
-3.7983558177948,
-4.943353176116943,
-11.023134231567383,
-6.1225738525390625,
-0.2518325746059418,
-0.02939719147980213,
-0.0014296083245426416,
-0.008043279871344566,
-0.0019287331961095333,
-0.0012426996836438775,
-0.008468195796012878,
-0.003234870731830597,
-0.0007202415145002306,
-0.03295440226793289,
-0.00013326710904948413,
-0.004028777126222849,
-0.0037993642035871744,
-0.00045658653834834695,
-2.5395970344543457,
-0.07162527740001678,
-0.44182562828063965,
-0.0019020814215764403,
-0.0012042421149089932,
-0.03438331186771393,
-0.0007013006834313273,
-0.012006395496428013,
-7.929571628570557,
-1.5518863201141357,
-3.899458169937134,
-1.1770732402801514,
-0.017652075737714767,
-0.0007121411035768688,
-0.0028393452521413565,
-0.000568228424526751,
-0.0002795067266561091,
-0.0026931229513138533,
-0.0013004426145926118,
-0.00014053787162993103,
-0.0065141478553414345,
-0.00011991735664196312,
-0.0006322053959593177,
-0.002356016542762518,
-0.00033480284037068486,
-2.8625712394714355,
-0.04664909839630127,
-2.574275255203247,
-2.196474075317383,
-0.16956284642219543,
-0.0853988453745842,
-0.5216349363327026,
-0.09076571464538574,
-0.00918201170861721,
-0.01032865047454834,
-0.0004959068610332906,
-0.009672206826508045,
-0.00610178941860795,
-0.0029996896628290415,
-0.0038001956418156624,
-0.019535638391971588,
-0.0012727025896310806,
-0.007291136309504509,
-0.0020235555712133646,
-0.0012963948538526893,
-0.005350199528038502,
-0.0026135831139981747,
-0.0008764001540839672,
-5.044963836669922,
-0.3410305976867676,
-0.00014733182615600526,
-2.38734769821167,
-0.004696291405707598,
-0.0035109801683574915,
-0.0002388668799540028,
-1.8325947523117065,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 894. Q: What is the first digit of π? A: 8
Redefine π as 557. Q: What is the first digit of π? A: 5
Redefine π as 960. Q: What is the first digit of π? A: 9
Redefine π as 105+66. Q: What is the first digit of π? A: 1
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 16÷4? A: 1
View ÷ as a random digit. Q: What is the first digit of 90÷9? A: 9
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 56÷8? A: 5
View + as the digit 2 instead of a mathematical operation. Q: What is the first digit of 61+27? A: 6
Redefine π as 725+45. Q: What is the first digit of π? A: | [
" 7",
" 3"
] | 0 | [
-8.954853057861328,
-10.344270706176758,
-9.44112777709961,
-1.8967182636260986,
-8.250232696533203,
-7.890810012817383,
-4.633122444152832,
-0.13645903766155243,
-1.27438223361969,
-9.532929420471191,
-4.998991966247559,
-0.976632297039032,
-10.073286056518555,
-3.457951068878174,
-1.771547555923462,
-1.1355879306793213,
-0.7452990412712097,
-4.027017116546631,
-1.9653815031051636,
-0.5956323146820068,
-4.337396621704102,
-3.3961894512176514,
-3.7479968070983887,
-0.22252175211906433,
-0.890898585319519,
-0.00985164474695921,
-2.4076924324035645,
-2.6232352256774902,
-3.8675577640533447,
-8.87037181854248,
-1.3566869497299194,
-0.21936962008476257,
-0.18209438025951385,
-1.2516767978668213,
-0.12507972121238708,
-3.1958627700805664,
-0.7032303810119629,
-0.011693152599036694,
-0.14583328366279602,
-0.05490848422050476,
-0.038111645728349686,
-0.2814748287200928,
-0.05286014452576637,
-0.01047034002840519,
-6.350872039794922,
-3.4729819297790527,
-0.004364251624792814,
-3.4516546726226807,
-0.039814941585063934,
-0.061004672199487686,
-0.002636411227285862,
-2.775650978088379,
-0.34475818276405334,
-0.7032654285430908,
-2.1616461277008057,
-1.0990413427352905,
-0.2820238173007965,
-0.1223432645201683,
-0.7205703854560852,
-0.029492339119315147,
-5.073032855987549,
-0.008588756434619427,
-0.16100186109542847,
-0.04128728061914444,
-0.015453009866178036,
-0.0290532223880291,
-0.09178885072469711,
-0.00455746054649353,
-0.06935348361730576,
-0.014744714833796024,
-0.016289588063955307,
-0.07870431989431381,
-0.017789218574762344,
-0.005546774249523878,
-5.114387512207031,
-0.4283541440963745,
-0.00018463814922142774,
-3.1129848957061768,
-0.019055049866437912,
-0.03253272920846939,
-0.0008605591137893498,
-2.8684704303741455,
-0.15193386375904083,
-10.250897407531738,
-3.7503154277801514,
-0.23919540643692017,
-7.089053630828857,
-1.4200160503387451,
-12.315841674804688,
-3.283196210861206,
-4.862910747528076,
-1.0839166641235352,
-0.9506832361221313,
-0.022432386875152588,
-0.1848122477531433,
-0.08999268710613251,
-0.10944344103336334,
-0.6818751096725464,
-0.1738896369934082,
-0.026533113792538643,
-2.6036579608917236,
-0.8645402789115906,
-0.06054619327187538,
-0.002380396705120802,
-3.72041654586792,
-0.15014907717704773,
-1.4953696727752686,
-0.009801121428608894,
-0.0024138144217431545,
-5.164716720581055,
-0.4120398461818695,
-0.08483577519655228,
-5.926525592803955,
-5.159061431884766,
-9.220396041870117,
-6.305614471435547,
-0.2872130572795868,
-0.056897230446338654,
-0.0024952725507318974,
-0.028672760352492332,
-0.010982777923345566,
-0.013766579329967499,
-0.08033936470746994,
-0.03689718246459961,
-0.012151498347520828,
-0.15730801224708557,
-0.0007798014557920396,
-0.011781633831560612,
-0.013928355649113655,
-0.0011533997021615505,
-2.3734850883483887,
-0.11317998915910721,
-3.5717580318450928,
-1.2817808389663696,
-0.10927097499370575,
-4.389899730682373,
-4.6418232917785645,
-3.796478271484375,
-2.4934139251708984,
-0.014481324702501297,
-0.5366896986961365,
-0.11283576488494873,
-0.02647506818175316,
-0.05636835843324661,
-0.05511326715350151,
-0.002558056265115738,
-0.02833062782883644,
-0.017417801544070244,
-0.011482697911560535,
-0.034500788897275925,
-0.02493586391210556,
-0.009310045279562473,
-6.9151930809021,
-0.5341016054153442,
-5.421526908874512,
-0.02039368823170662,
-0.011665934696793556,
-0.0004925706889480352,
-2.5691604614257812,
-0.06951507925987244,
-3.2912654876708984,
-0.005359329283237457,
-0.0019436056027188897,
-1.922460913658142,
-0.10143954306840897,
-0.18121442198753357,
-9.174802780151367,
-3.1383581161499023,
-7.342360496520996,
-0.13190844655036926,
-0.015240409411489964,
-0.001004786929115653,
-0.008084667846560478,
-0.001508289948105812,
-0.0009590555564500391,
-0.008003072813153267,
-0.0020641228184103966,
-0.000406301929615438,
-0.00576168205589056,
-0.00012706902634818107,
-0.0014972201315686107,
-0.0028358979616314173,
-0.00037674958002753556,
-2.673344612121582,
-0.05955290421843529,
-0.6671679019927979,
-9.394253730773926,
-0.4291631579399109,
-8.811864852905273,
-0.6584431529045105,
-7.049666404724121,
-2.0909595489501953,
-5.682228088378906,
-7.570441246032715,
-0.6914759278297424,
-0.3719388246536255,
-0.006845001131296158,
-0.16843640804290771,
-0.08701632171869278,
-0.07354177534580231,
-0.31950750946998596,
-0.5203483700752258,
-0.014584245160222054,
-4.584375858306885,
-1.0418789386749268,
-3.4702131748199463,
-0.10477083921432495,
-0.013225450180470943,
-0.0005809764843434095,
-2.047096014022827,
-0.06225452572107315,
-0.3520183563232422,
-1.8695961236953735,
-0.04578721523284912,
-0.551313579082489,
-0.4766950011253357,
-0.017533423379063606,
-0.46780815720558167,
-0.0020067808218300343,
-0.026831647381186485,
-0.01028192788362503,
-0.004925379995256662,
-0.007334567606449127,
-0.0475056953728199,
-0.0014803176745772362,
-0.01073030661791563,
-0.0024180954787880182,
-0.0024289172142744064,
-0.005449321586638689,
-0.004415880423039198,
-0.0018394945655018091,
-5.585903644561768,
-0.16668105125427246,
-4.293240547180176,
-0.0482247918844223,
-0.0032715867273509502,
-0.00022230061586014926,
-2.602628469467163,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View ÷ as a random digit. Q: What is the first digit of 8÷8? A: 8
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 7÷7? A: 7
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 12÷6? A: 1
Redefine π as 534 mod 29. Q: What is the first digit of π? A: 1
Redefine π as 619. Q: What is the first digit of π? A: 6
Redefine e as 29+29. Q: What is the first digit of e? A: 5
View number as text. Do not perform computation. Q: What is the first digit of 19+32? A: 1
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 7+1? A: 7
Redefine π as 41+57. Q: What is the first digit of π? A: | [
" 9",
" 3"
] | 0 | [
-8.954853057861328,
-10.344270706176758,
-9.44112777709961,
-1.8967182636260986,
-8.250232696533203,
-7.890810012817383,
-4.633122444152832,
-0.13645903766155243,
-1.27438223361969,
-9.532929420471191,
-4.998991966247559,
-0.976632297039032,
-10.073286056518555,
-3.457951068878174,
-1.771547555923462,
-1.1355879306793213,
-0.7452990412712097,
-4.027017116546631,
-1.9653815031051636,
-0.5956323146820068,
-4.337396621704102,
-3.3961894512176514,
-3.7479968070983887,
-0.22252175211906433,
-0.890898585319519,
-0.00985164474695921,
-2.4076924324035645,
-2.6232352256774902,
-3.8675577640533447,
-8.87037181854248,
-1.3566869497299194,
-0.21936962008476257,
-0.18209438025951385,
-1.2516767978668213,
-0.12507972121238708,
-3.1958627700805664,
-0.7032303810119629,
-0.011693152599036694,
-0.14583328366279602,
-0.05490848422050476,
-0.038111645728349686,
-0.2814748287200928,
-0.05286014452576637,
-0.01047034002840519,
-6.350872039794922,
-3.4729819297790527,
-0.004364251624792814,
-3.4516546726226807,
-0.039814941585063934,
-0.061004672199487686,
-0.002636411227285862,
-2.775650978088379,
-0.34475818276405334,
-0.7032654285430908,
-2.1616461277008057,
-1.0990413427352905,
-0.2820238173007965,
-0.1223432645201683,
-0.7205703854560852,
-0.029492339119315147,
-5.073032855987549,
-0.008588756434619427,
-0.16100186109542847,
-0.04128728061914444,
-0.015453009866178036,
-0.0290532223880291,
-0.09178885072469711,
-0.00455746054649353,
-0.06935348361730576,
-0.014744714833796024,
-0.016289588063955307,
-0.07870431989431381,
-0.017789218574762344,
-0.005546774249523878,
-5.114387512207031,
-0.4283541440963745,
-0.00018463814922142774,
-3.1129848957061768,
-0.019055049866437912,
-0.03253272920846939,
-0.0008605591137893498,
-2.8684704303741455,
-0.15193386375904083,
-10.250897407531738,
-3.7503154277801514,
-0.23919540643692017,
-7.089053630828857,
-1.4200160503387451,
-12.315841674804688,
-3.283196210861206,
-4.862910747528076,
-1.0839166641235352,
-0.9506832361221313,
-0.022432386875152588,
-0.1848122477531433,
-0.08999268710613251,
-0.10944344103336334,
-0.6818751096725464,
-0.1738896369934082,
-0.026533113792538643,
-2.6036579608917236,
-0.8645402789115906,
-0.06054619327187538,
-0.002380396705120802,
-3.72041654586792,
-0.15014907717704773,
-1.4953696727752686,
-0.009801121428608894,
-0.0024138144217431545,
-5.164716720581055,
-0.4120398461818695,
-0.08483577519655228,
-5.926525592803955,
-5.159061431884766,
-9.220396041870117,
-6.305614471435547,
-0.2872130572795868,
-0.056897230446338654,
-0.0024952725507318974,
-0.028672760352492332,
-0.010982777923345566,
-0.013766579329967499,
-0.08033936470746994,
-0.03689718246459961,
-0.012151498347520828,
-0.15730801224708557,
-0.0007798014557920396,
-0.011781633831560612,
-0.013928355649113655,
-0.0011533997021615505,
-2.3734850883483887,
-0.11317998915910721,
-3.5717580318450928,
-1.2817808389663696,
-0.10927097499370575,
-4.389899730682373,
-4.6418232917785645,
-3.796478271484375,
-2.4934139251708984,
-0.014481324702501297,
-0.5366896986961365,
-0.11283576488494873,
-0.02647506818175316,
-0.05636835843324661,
-0.05511326715350151,
-0.002558056265115738,
-0.02833062782883644,
-0.017417801544070244,
-0.011482697911560535,
-0.034500788897275925,
-0.02493586391210556,
-0.009310045279562473,
-6.9151930809021,
-0.5341016054153442,
-5.421526908874512,
-0.02039368823170662,
-0.011665934696793556,
-0.0004925706889480352,
-2.5691604614257812,
-0.06951507925987244,
-3.2912654876708984,
-0.005359329283237457,
-0.0019436056027188897,
-1.922460913658142,
-0.10143954306840897,
-0.18121442198753357,
-9.174802780151367,
-3.1383581161499023,
-7.342360496520996,
-0.13190844655036926,
-0.015240409411489964,
-0.001004786929115653,
-0.008084667846560478,
-0.001508289948105812,
-0.0009590555564500391,
-0.008003072813153267,
-0.0020641228184103966,
-0.000406301929615438,
-0.00576168205589056,
-0.00012706902634818107,
-0.0014972201315686107,
-0.0028358979616314173,
-0.00037674958002753556,
-2.673344612121582,
-0.05955290421843529,
-0.6671679019927979,
-9.394253730773926,
-0.4291631579399109,
-8.811864852905273,
-0.6584431529045105,
-7.049666404724121,
-2.0909595489501953,
-5.682228088378906,
-7.570441246032715,
-0.6914759278297424,
-0.3719388246536255,
-0.006845001131296158,
-0.16843640804290771,
-0.08701632171869278,
-0.07354177534580231,
-0.31950750946998596,
-0.5203483700752258,
-0.014584245160222054,
-4.584375858306885,
-1.0418789386749268,
-3.4702131748199463,
-0.10477083921432495,
-0.013225450180470943,
-0.0005809764843434095,
-2.047096014022827,
-0.06225452572107315,
-0.3520183563232422,
-1.8695961236953735,
-0.04578721523284912,
-0.551313579082489,
-0.4766950011253357,
-0.017533423379063606,
-0.46780815720558167,
-0.0020067808218300343,
-0.026831647381186485,
-0.01028192788362503,
-0.004925379995256662,
-0.007334567606449127,
-0.0475056953728199,
-0.0014803176745772362,
-0.01073030661791563,
-0.0024180954787880182,
-0.0024289172142744064,
-0.005449321586638689,
-0.004415880423039198,
-0.0018394945655018091,
-5.585903644561768,
-0.16668105125427246,
-4.293240547180176,
-0.0482247918844223,
-0.0032715867273509502,
-0.00022230061586014926,
-2.3966290950775146,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 2÷2? A: 2
Redefine e as 14+23. Q: What is the first digit of e? A: 3
Redefine e as 40+44. Q: What is the first digit of e? A: 8
Redefine π as 735 mod 8. Q: What is the first digit of π? A: 7
View number as text. Do not perform computation. Q: What is the first digit of 45+47? A: 4
Redefine π as 720. Q: What is the first digit of π? A: 7
Redefine π as 134+512. Q: What is the first digit of π? A: 6
Redefine π as 969 mod 25. Q: What is the first digit of π? A: 1
Redefine π as 176+556. Q: What is the first digit of π? A: | [
" 7",
" 3"
] | 0 | [
-8.954853057861328,
-10.344270706176758,
-9.44112777709961,
-1.8967182636260986,
-8.250232696533203,
-7.890810012817383,
-4.633122444152832,
-0.13645903766155243,
-1.27438223361969,
-9.532929420471191,
-4.998991966247559,
-0.976632297039032,
-10.073286056518555,
-3.457951068878174,
-1.771547555923462,
-1.1355879306793213,
-0.7452990412712097,
-4.027017116546631,
-1.9653815031051636,
-0.5956323146820068,
-5.775444984436035,
-5.027404308319092,
-5.429454326629639,
-0.3571271598339081,
-0.9863741993904114,
-0.010025030933320522,
-4.140113353729248,
-2.834684371948242,
-10.817955017089844,
-4.050509452819824,
-0.6464592218399048,
-8.967056274414062,
-0.19097234308719635,
-1.6192554235458374,
-5.812516212463379,
-9.15705680847168,
-2.3579282760620117,
-4.33720588684082,
-0.042932309210300446,
-0.4517573416233063,
-0.1929761916399002,
-0.22614949941635132,
-1.625749945640564,
-0.4447430968284607,
-0.03353741765022278,
-2.684842586517334,
-0.0018417553510516882,
-0.20152083039283752,
-0.15367846190929413,
-0.00320504535920918,
-1.871548056602478,
-1.1540863513946533,
-4.3447370529174805,
-8.709875106811523,
-0.9841682314872742,
-7.097360134124756,
-0.9302886724472046,
-6.30879020690918,
-2.430257797241211,
-6.007131099700928,
-7.048742294311523,
-0.8237732648849487,
-0.8778656125068665,
-0.015117829665541649,
-0.35387274622917175,
-0.1557314395904541,
-0.16550813615322113,
-0.7020691633224487,
-0.8586799502372742,
-0.04307927191257477,
-4.278322219848633,
-1.9256809949874878,
-8.000782012939453,
-0.08254257589578629,
-0.05564449727535248,
-0.0017703588819131255,
-1.7759329080581665,
-0.18903058767318726,
-3.151864528656006,
-0.023153897374868393,
-0.006124419625848532,
-5.098754405975342,
-0.39068251848220825,
-2.9207499027252197,
-4.020912170410156,
-3.172656774520874,
-0.6231430768966675,
-0.287802517414093,
-0.005740703083574772,
-0.04475361853837967,
-0.007389948237687349,
-0.028990574181079865,
-0.03035126067698002,
-0.02562466263771057,
-0.007402846124023199,
-0.15102818608283997,
-0.02325988933444023,
-0.009197485633194447,
-0.0005777596961706877,
-3.4632720947265625,
-0.08917631953954697,
-0.8034272193908691,
-7.495600700378418,
-1.4889761209487915,
-0.18431180715560913,
-0.7803858518600464,
-3.78157377243042,
-0.18211683630943298,
-0.3620758652687073,
-0.002278947737067938,
-0.18359175324440002,
-0.030842747539281845,
-0.014661664143204689,
-0.015126166865229607,
-0.19689638912677765,
-0.0038656287360936403,
-0.06728562712669373,
-0.017521006986498833,
-0.02348511293530464,
-0.03826471045613289,
-0.015234069898724556,
-0.006736189126968384,
-6.770246982574463,
-3.5687179565429688,
-0.0020170120988041162,
-3.7222793102264404,
-0.055608298629522324,
-0.04041263088583946,
-0.0007893307483755052,
-2.1473207473754883,
-0.06924325972795486,
-2.131376028060913,
-0.0035507744178175926,
-0.0020366418175399303,
-1.6579313278198242,
-0.18988624215126038,
-0.08077577501535416,
-9.57507610321045,
-3.7146546840667725,
-7.221097946166992,
-0.04067683592438698,
-0.06078594923019409,
-0.0015881556319072843,
-0.01627269946038723,
-0.0035076539497822523,
-0.0018573428969830275,
-0.007824721746146679,
-0.006261493545025587,
-0.0016302878502756357,
-0.15895886719226837,
-0.0002681849291548133,
-0.004492428619414568,
-0.003937113098800182,
-0.00042548662167973816,
-3.347625255584717,
-0.11587970703840256,
-0.4634900391101837,
-3.966228485107422,
-0.07371420413255692,
-0.06984463334083557,
-0.05577540025115013,
-0.03594427928328514,
-0.003084308933466673,
-6.465625762939453,
-0.8608787059783936,
-0.005607944447547197,
-0.02217089757323265,
-0.007155150640755892,
-0.0026012177113443613,
-0.01585308276116848,
-0.014845963567495346,
-0.0037203875835984945,
-6.6606950759887695,
-0.7507714033126831,
-0.00013469743134919554,
-3.108579158782959,
-0.01407553069293499,
-0.005883518140763044,
-0.0006032554083503783,
-1.3463245630264282,
-0.054305173456668854,
-0.4808944761753082,
-3.5882773399353027,
-0.033807359635829926,
-0.21021559834480286,
-0.01695612072944641,
-0.13166330754756927,
-0.0021922383457422256,
-0.010772645473480225,
-0.030184831470251083,
-0.008375873789191246,
-0.053236037492752075,
-0.0019298041006550193,
-0.005720197688788176,
-0.002072688192129135,
-0.004047536291182041,
-0.008690157905220985,
-0.007585294544696808,
-0.001678963890299201,
-5.077024459838867,
-0.5999451279640198,
-4.360714912414551,
-0.025575626641511917,
-0.004711122717708349,
-0.0001677133986959234,
-3.4207801818847656,
-0.03810429945588112,
-0.4033619463443756,
-1.2448725700378418,
-0.013232155703008175,
-0.015709923580288887,
-0.01501766499131918,
-0.008138470351696014,
-0.002451511798426509,
-0.13174304366111755,
-0.05541861802339554,
-0.0011955503141507506,
-0.004693206865340471,
-0.00045622908510267735,
-0.0003406421164982021,
-0.0019032713025808334,
-0.0014036574866622686,
-0.0002935693773906678,
-5.139792442321777,
-0.2805986702442169,
-0.00010513706365600228,
-3.027597188949585,
-0.006197520066052675,
-0.0014646052150055766,
-0.00026854246971197426,
-2.1792988777160645,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View + as the digit 9 instead of a mathematical operation. Q: What is the first digit of 71+27? A: 7
Redefine π as 991. Q: What is the first digit of π? A: 9
View + as the digit 8 instead of a mathematical operation. Q: What is the first digit of 6+1? A: 6
View number as text. Do not perform computation. Q: What is the first digit of 2+68? A: 2
Redefine e as 33+26. Q: What is the first digit of e? A: 5
Redefine π as 247 mod 24. Q: What is the first digit of π? A: 7
Redefine π as 15+107. Q: What is the first digit of π? A: 1
Redefine π as 134+512. Q: What is the first digit of π? A: 6
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 84÷12? A: | [
" 7",
" 8"
] | 1 | [
-8.954853057861328,
-10.344270706176758,
-9.44112777709961,
-1.8967182636260986,
-8.250232696533203,
-7.890810012817383,
-4.633122444152832,
-0.13645903766155243,
-1.27438223361969,
-9.532929420471191,
-4.998991966247559,
-0.976632297039032,
-10.073286056518555,
-3.457951068878174,
-1.771547555923462,
-1.1355879306793213,
-0.7452990412712097,
-4.027017116546631,
-1.9653815031051636,
-0.5956323146820068,
-5.775444984436035,
-5.027404308319092,
-5.429454326629639,
-0.3571271598339081,
-0.9863741993904114,
-0.010025030933320522,
-4.140113353729248,
-2.834684371948242,
-10.817955017089844,
-4.050509452819824,
-0.6464592218399048,
-8.967056274414062,
-0.19097234308719635,
-1.6192554235458374,
-5.812516212463379,
-9.15705680847168,
-2.3579282760620117,
-4.33720588684082,
-0.042932309210300446,
-0.4517573416233063,
-0.1929761916399002,
-0.22614949941635132,
-1.625749945640564,
-0.4447430968284607,
-0.03353741765022278,
-2.684842586517334,
-0.0018417553510516882,
-0.20152083039283752,
-0.15367846190929413,
-0.00320504535920918,
-1.871548056602478,
-1.1540863513946533,
-4.3447370529174805,
-8.709875106811523,
-0.9841682314872742,
-7.097360134124756,
-0.9302886724472046,
-6.30879020690918,
-2.430257797241211,
-6.007131099700928,
-7.048742294311523,
-0.8237732648849487,
-0.8778656125068665,
-0.015117829665541649,
-0.35387274622917175,
-0.1557314395904541,
-0.16550813615322113,
-0.7020691633224487,
-0.8586799502372742,
-0.04307927191257477,
-4.278322219848633,
-1.9256809949874878,
-8.000782012939453,
-0.08254257589578629,
-0.05564449727535248,
-0.0017703588819131255,
-1.7759329080581665,
-0.18903058767318726,
-3.151864528656006,
-0.023153897374868393,
-0.006124419625848532,
-5.098754405975342,
-0.39068251848220825,
-2.9207499027252197,
-4.020912170410156,
-3.172656774520874,
-0.6231430768966675,
-0.287802517414093,
-0.005740703083574772,
-0.04475361853837967,
-0.007389948237687349,
-0.028990574181079865,
-0.03035126067698002,
-0.02562466263771057,
-0.007402846124023199,
-0.15102818608283997,
-0.02325988933444023,
-0.009197485633194447,
-0.0005777596961706877,
-3.4632720947265625,
-0.08917631953954697,
-0.8034272193908691,
-7.495600700378418,
-1.4889761209487915,
-0.18431180715560913,
-0.7803858518600464,
-3.78157377243042,
-0.18211683630943298,
-0.3620758652687073,
-0.002278947737067938,
-0.18359175324440002,
-0.030842747539281845,
-0.014661664143204689,
-0.015126166865229607,
-0.19689638912677765,
-0.0038656287360936403,
-0.06728562712669373,
-0.017521006986498833,
-0.02348511293530464,
-0.03826471045613289,
-0.015234069898724556,
-0.006736189126968384,
-6.770246982574463,
-3.5687179565429688,
-0.0020170120988041162,
-3.7222793102264404,
-0.055608298629522324,
-0.04041263088583946,
-0.0007893307483755052,
-2.1473207473754883,
-0.06924325972795486,
-2.131376028060913,
-0.0035507744178175926,
-0.0020366418175399303,
-1.6579313278198242,
-0.18988624215126038,
-0.08077577501535416,
-9.57507610321045,
-3.7146546840667725,
-7.221097946166992,
-0.04067683592438698,
-0.06078594923019409,
-0.0015881556319072843,
-0.01627269946038723,
-0.0035076539497822523,
-0.0018573428969830275,
-0.007824721746146679,
-0.006261493545025587,
-0.0016302878502756357,
-0.15895886719226837,
-0.0002681849291548133,
-0.004492428619414568,
-0.003937113098800182,
-0.00042548662167973816,
-3.347625255584717,
-0.11587970703840256,
-0.4634900391101837,
-3.966228485107422,
-0.07371420413255692,
-0.06984463334083557,
-0.05577540025115013,
-0.03594427928328514,
-0.003084308933466673,
-6.465625762939453,
-0.8608787059783936,
-0.005607944447547197,
-0.02217089757323265,
-0.007155150640755892,
-0.0026012177113443613,
-0.01585308276116848,
-0.014845963567495346,
-0.0037203875835984945,
-6.6606950759887695,
-0.7507714033126831,
-0.00013469743134919554,
-3.108579158782959,
-0.01407553069293499,
-0.005883518140763044,
-0.0006032554083503783,
-1.3463245630264282,
-0.054305173456668854,
-0.4808944761753082,
-3.5882773399353027,
-0.033807359635829926,
-0.21021559834480286,
-0.01695612072944641,
-0.13166330754756927,
-0.0021922383457422256,
-0.010772645473480225,
-0.030184831470251083,
-0.008375873789191246,
-0.053236037492752075,
-0.0019298041006550193,
-0.005720197688788176,
-0.002072688192129135,
-0.004047536291182041,
-0.008690157905220985,
-0.007585294544696808,
-0.001678963890299201,
-5.077024459838867,
-0.5999451279640198,
-4.360714912414551,
-0.025575626641511917,
-0.004711122717708349,
-0.0001677133986959234,
-3.4207801818847656,
-0.03810429945588112,
-0.4033619463443756,
-1.2448725700378418,
-0.013232155703008175,
-0.015709923580288887,
-0.01501766499131918,
-0.008138470351696014,
-0.002451511798426509,
-0.13174304366111755,
-0.05541861802339554,
-0.0011955503141507506,
-0.004693206865340471,
-0.00045622908510267735,
-0.0003406421164982021,
-0.0019032713025808334,
-0.0014036574866622686,
-0.0002935693773906678,
-5.139792442321777,
-0.2805986702442169,
-0.00010513706365600228,
-3.027597188949585,
-0.006197520066052675,
-0.0014646052150055766,
-0.00026854246971197426,
-2.6875367164611816,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View ÷ as a random digit. Q: What is the first digit of 20÷5? A: 2
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 40÷8? A: 4
View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 56+21? A: 5
Redefine e as 3+49. Q: What is the first digit of e? A: 5
Redefine π as 875. Q: What is the first digit of π? A: 8
View + as the digit 4 instead of a mathematical operation. Q: What is the first digit of 5+18? A: 5
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 4+11? A: 4
View number as text. Do not perform computation. Q: What is the first digit of 31+55? A: 3
View ÷ as a random digit. Q: What is the first digit of 32÷4? A: | [
" 8",
" 3"
] | 1 | [
-8.954853057861328,
-11.792540550231934,
-5.276496887207031,
-7.918867111206055,
-2.263810396194458,
-7.822644233703613,
-6.3473968505859375,
-2.439987897872925,
-9.910370826721191,
-4.021986961364746,
-1.4393092393875122,
-0.9988127946853638,
-0.46727651357650757,
-3.994304656982422,
-1.4152365922927856,
-0.739803671836853,
-6.218756198883057,
-8.572181701660156,
-0.053541623055934906,
-3.629420280456543,
-0.22633232176303864,
-1.0988823175430298,
-0.018210716545581818,
-2.7480428218841553,
-2.0149388313293457,
-2.9958086013793945,
-0.8838870525360107,
-0.0019013675628229976,
-0.12110836803913116,
-0.17915666103363037,
-0.47380849719047546,
-0.03151813521981239,
-9.395970344543457,
-0.14535921812057495,
-0.9835608601570129,
-6.940534591674805,
-3.158919334411621,
-0.32715126872062683,
-0.6531325578689575,
-0.009903699159622192,
-0.30015891790390015,
-0.10816746950149536,
-0.09172903746366501,
-0.5966665744781494,
-0.18725787103176117,
-0.04434555768966675,
-5.946528434753418,
-0.5116737484931946,
-0.00017712931730784476,
-2.6566872596740723,
-0.038249336183071136,
-0.10152290761470795,
-0.0022100803907960653,
-4.008275508880615,
-0.29670703411102295,
-0.4318048357963562,
-0.24863767623901367,
-0.0016883655916899443,
-0.09512118250131607,
-0.1799900233745575,
-0.6771042346954346,
-0.10866954177618027,
-1.4087488651275635,
-0.4832742512226105,
-0.014345490373671055,
-0.13664758205413818,
-0.036252088844776154,
-0.030565066263079643,
-0.1496998369693756,
-0.06918174773454666,
-0.020046373829245567,
-5.1305646896362305,
-0.1683228760957718,
-0.00021228920377325267,
-2.6354336738586426,
-0.015986483544111252,
-0.024749575182795525,
-0.0024743436370044947,
-2.8002912998199463,
-0.11801538616418839,
-10.135981559753418,
-4.325644016265869,
-0.11502491682767868,
-7.30341911315918,
-1.4840940237045288,
-10.42785358428955,
-4.151051044464111,
-5.3243279457092285,
-1.985883355140686,
-1.1726173162460327,
-0.017777740955352783,
-0.18662600219249725,
-0.07513783872127533,
-0.11608203500509262,
-0.7215964794158936,
-0.16531696915626526,
-0.026501886546611786,
-3.375556468963623,
-0.7755134701728821,
-0.03810028359293938,
-0.001987745286896825,
-3.096665382385254,
-0.12872014939785004,
-1.440927267074585,
-8.386229515075684,
-0.48691269755363464,
-0.32565099000930786,
-0.6427281498908997,
-0.11751946806907654,
-2.484370470046997,
-0.007848614826798439,
-0.3063696622848511,
-0.06875704973936081,
-0.0330565944314003,
-0.03390427678823471,
-0.07034143060445786,
-0.0027052494697272778,
-0.020314142107963562,
-0.007479402702301741,
-0.005784438923001289,
-0.01271392498165369,
-0.017964864149689674,
-0.006405418273061514,
-3.580242872238159,
-1.0100820064544678,
-2.837052822113037,
-0.028585761785507202,
-0.015789015218615532,
-0.0006096888100728393,
-2.2777607440948486,
-0.07930179685354233,
-3.255715847015381,
-0.01822850853204727,
-0.0032862015068531036,
-5.53836727142334,
-0.5959161520004272,
-0.11392232775688171,
-4.370882987976074,
-7.677990913391113,
-8.466348648071289,
-2.7406368255615234,
-0.37356823682785034,
-0.110860675573349,
-0.002830429933965206,
-0.040127746760845184,
-0.01041147205978632,
-0.023342927917838097,
-0.07685743272304535,
-0.025100842118263245,
-0.008309198543429375,
-0.7387799620628357,
-0.0021644041407853365,
-0.024597682058811188,
-0.00705726258456707,
-0.0010896942112594843,
-2.769300937652588,
-0.16626392304897308,
-1.9174294471740723,
-0.012405848130583763,
-0.0029437087941914797,
-2.485135316848755,
-0.23478107154369354,
-4.2287116050720215,
-2.131068229675293,
-8.554737091064453,
-0.22658458352088928,
-0.05238954350352287,
-0.002229587407782674,
-0.009178468026220798,
-0.0018255725735798478,
-0.0017829725984483957,
-0.007222849875688553,
-0.0025506841484457254,
-0.001465557492338121,
-0.3004837930202484,
-0.03337555378675461,
-0.0035461417865008116,
-0.0007064230740070343,
-1.789503574371338,
-0.09811148792505264,
-1.1010966300964355,
-0.00939177069813013,
-0.0023017835337668657,
-1.9933072328567505,
-0.11240524053573608,
-2.9625327587127686,
-1.1604653596878052,
-3.2807421684265137,
-0.2914581298828125,
-0.040028221905231476,
-0.0010944573441520333,
-0.005376284942030907,
-0.0007441850611940026,
-0.0005408254801295698,
-0.0026996617671102285,
-0.001213052892126143,
-0.0006138585740700364,
-0.026823407039046288,
-0.005464141722768545,
-0.00442679924890399,
-0.0005588161875493824,
-4.3470330238342285,
-0.0902225449681282,
-0.6402407884597778,
-0.00739337969571352,
-0.002312606666237116,
-1.684372901916504,
-0.035129401832818985,
-0.0671771764755249,
-3.066723346710205,
-4.70339822769165,
-3.4743895530700684,
-0.3398229479789734,
-0.0055489083752036095,
-0.007724415510892868,
-0.002056271303445101,
-0.0015488782664760947,
-0.00633920356631279,
-0.0024674467276781797,
-0.0007269124034792185,
-0.016594361513853073,
-0.00018189683032687753,
-0.0022801372688263655,
-0.003969172947108746,
-0.0020270056556910276,
-1.2901495695114136,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 657 mod 22. Q: What is the first digit of π? A: 1
Redefine π as 808 mod 31. Q: What is the first digit of π? A: 2
View ÷ as a random digit. Q: What is the first digit of 81÷9? A: 8
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 9+12? A: 9
Redefine π as 204 mod 7. Q: What is the first digit of π? A: 1
View ÷ as a random digit. Q: What is the first digit of 88÷8? A: 8
View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 30+61? A: 3
Redefine π as 379+608. Q: What is the first digit of π? A: 9
Redefine π as 71+176. Q: What is the first digit of π? A: | [
" 2",
" 3"
] | 0 | [
-8.954853057861328,
-11.792540550231934,
-5.276496887207031,
-7.918867111206055,
-2.263810396194458,
-7.822644233703613,
-6.3473968505859375,
-2.439987897872925,
-9.910370826721191,
-4.021986961364746,
-1.4393092393875122,
-0.9988127946853638,
-0.46727651357650757,
-3.994304656982422,
-1.4152365922927856,
-0.739803671836853,
-6.218756198883057,
-8.572181701660156,
-0.053541623055934906,
-3.629420280456543,
-0.22633232176303864,
-1.0988823175430298,
-0.018210716545581818,
-2.7480428218841553,
-2.0149388313293457,
-2.9958086013793945,
-0.8838870525360107,
-0.0019013675628229976,
-0.12110836803913116,
-0.17915666103363037,
-0.47380849719047546,
-0.03151813521981239,
-9.395970344543457,
-0.14535921812057495,
-0.9835608601570129,
-6.940534591674805,
-3.158919334411621,
-0.32715126872062683,
-0.6531325578689575,
-0.009903699159622192,
-0.30015891790390015,
-0.10816746950149536,
-0.09172903746366501,
-0.5966665744781494,
-0.18725787103176117,
-0.04434555768966675,
-5.946528434753418,
-0.5116737484931946,
-0.00017712931730784476,
-2.6566872596740723,
-0.038249336183071136,
-0.10152290761470795,
-0.0022100803907960653,
-4.008275508880615,
-0.29670703411102295,
-0.4318048357963562,
-0.24863767623901367,
-0.0016883655916899443,
-0.09512118250131607,
-0.1799900233745575,
-0.6771042346954346,
-0.10866954177618027,
-1.4087488651275635,
-0.4832742512226105,
-0.014345490373671055,
-0.13664758205413818,
-0.036252088844776154,
-0.030565066263079643,
-0.1496998369693756,
-0.06918174773454666,
-0.020046373829245567,
-5.1305646896362305,
-0.1683228760957718,
-0.00021228920377325267,
-2.6354336738586426,
-0.015986483544111252,
-0.024749575182795525,
-0.0024743436370044947,
-2.8002912998199463,
-0.11801538616418839,
-10.135981559753418,
-4.325644016265869,
-0.11502491682767868,
-7.30341911315918,
-1.4840940237045288,
-10.42785358428955,
-4.151051044464111,
-5.3243279457092285,
-1.985883355140686,
-1.1726173162460327,
-0.017777740955352783,
-0.18662600219249725,
-0.07513783872127533,
-0.11608203500509262,
-0.7215964794158936,
-0.16531696915626526,
-0.026501886546611786,
-3.375556468963623,
-0.7755134701728821,
-0.03810028359293938,
-0.001987745286896825,
-3.096665382385254,
-0.12872014939785004,
-1.440927267074585,
-8.386229515075684,
-0.48691269755363464,
-0.32565099000930786,
-0.6427281498908997,
-0.11751946806907654,
-2.484370470046997,
-0.007848614826798439,
-0.3063696622848511,
-0.06875704973936081,
-0.0330565944314003,
-0.03390427678823471,
-0.07034143060445786,
-0.0027052494697272778,
-0.020314142107963562,
-0.007479402702301741,
-0.005784438923001289,
-0.01271392498165369,
-0.017964864149689674,
-0.006405418273061514,
-3.580242872238159,
-1.0100820064544678,
-2.837052822113037,
-0.028585761785507202,
-0.015789015218615532,
-0.0006096888100728393,
-2.2777607440948486,
-0.07930179685354233,
-3.255715847015381,
-0.01822850853204727,
-0.0032862015068531036,
-5.53836727142334,
-0.5959161520004272,
-0.11392232775688171,
-4.370882987976074,
-7.677990913391113,
-8.466348648071289,
-2.7406368255615234,
-0.37356823682785034,
-0.110860675573349,
-0.002830429933965206,
-0.040127746760845184,
-0.01041147205978632,
-0.023342927917838097,
-0.07685743272304535,
-0.025100842118263245,
-0.008309198543429375,
-0.7387799620628357,
-0.0021644041407853365,
-0.024597682058811188,
-0.00705726258456707,
-0.0010896942112594843,
-2.769300937652588,
-0.16626392304897308,
-1.9174294471740723,
-0.012405848130583763,
-0.0029437087941914797,
-2.485135316848755,
-0.23478107154369354,
-4.2287116050720215,
-2.131068229675293,
-8.554737091064453,
-0.22658458352088928,
-0.05238954350352287,
-0.002229587407782674,
-0.009178468026220798,
-0.0018255725735798478,
-0.0017829725984483957,
-0.007222849875688553,
-0.0025506841484457254,
-0.001465557492338121,
-0.3004837930202484,
-0.03337555378675461,
-0.0035461417865008116,
-0.0007064230740070343,
-1.789503574371338,
-0.09811148792505264,
-1.1010966300964355,
-0.00939177069813013,
-0.0023017835337668657,
-1.9933072328567505,
-0.11240524053573608,
-2.9625327587127686,
-1.1604653596878052,
-3.2807421684265137,
-0.2914581298828125,
-0.040028221905231476,
-0.0010944573441520333,
-0.005376284942030907,
-0.0007441850611940026,
-0.0005408254801295698,
-0.0026996617671102285,
-0.001213052892126143,
-0.0006138585740700364,
-0.026823407039046288,
-0.005464141722768545,
-0.00442679924890399,
-0.0005588161875493824,
-4.3470330238342285,
-0.0902225449681282,
-0.6402407884597778,
-0.00739337969571352,
-0.002312606666237116,
-1.684372901916504,
-0.035129401832818985,
-0.0671771764755249,
-3.066723346710205,
-4.70339822769165,
-3.4743895530700684,
-0.3398229479789734,
-0.0055489083752036095,
-0.007724415510892868,
-0.002056271303445101,
-0.0015488782664760947,
-0.00633920356631279,
-0.0024674467276781797,
-0.0007269124034792185,
-0.016594361513853073,
-0.00018189683032687753,
-0.0022801372688263655,
-0.003969172947108746,
-0.0020270056556910276,
-3.0742244720458984,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 933 mod 37. Q: What is the first digit of π? A: 8
Redefine π as 970 mod 22. Q: What is the first digit of π? A: 2
View number as text. Do not perform computation. Q: What is the first digit of 11+13? A: 1
View number as text. Do not perform computation. Q: What is the first digit of 13+47? A: 1
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 32+15? A: 3
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 13+38? A: 1
Redefine π as 579+77. Q: What is the first digit of π? A: 6
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 40+25? A: 4
View number as text. Do not perform computation. Q: What is the first digit of 9+5? A: | [
" 1",
" 9"
] | 1 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-8.157111167907715,
-8.584525108337402,
-9.483438491821289,
-7.152838706970215,
-6.594480514526367,
-2.6181368827819824,
-8.081999778747559,
-4.972078323364258,
-5.498001575469971,
-1.3190873861312866,
-0.5557652115821838,
-4.4790940284729,
-3.346801280975342,
-0.7467522025108337,
-2.178729772567749,
-0.3669435679912567,
-1.216374397277832,
-0.042620949447155,
-3.7761523723602295,
-2.1070475578308105,
-11.162949562072754,
-10.989822387695312,
-4.059440612792969,
-5.927287578582764,
-2.0571885108947754,
-6.293150901794434,
-1.4696946144104004,
-6.545239448547363,
-6.248712062835693,
-0.7405663728713989,
-5.113665580749512,
-0.04971974715590477,
-0.4681306779384613,
-0.16028086841106415,
-0.1790723353624344,
-1.4523674249649048,
-0.5605093836784363,
-0.054930150508880615,
-3.7719738483428955,
-4.0745673179626465,
-9.23884105682373,
-0.08986291289329529,
-0.11325737833976746,
-0.0041399020701646805,
-1.7212575674057007,
-0.34388038516044617,
-4.730443000793457,
-0.01472791749984026,
-0.007262378465384245,
-0.7323213219642639,
-0.20418715476989746,
-4.4761481285095215,
-1.8050875663757324,
-8.396147727966309,
-0.14798559248447418,
-0.20339715480804443,
-0.005014580674469471,
-0.07701152563095093,
-0.01303955726325512,
-0.02305092290043831,
-0.10711747407913208,
-0.030044173821806908,
-0.006967178545892239,
-1.2131985425949097,
-0.2108069509267807,
-0.02083265408873558,
-0.0012000747956335545,
-3.5590224266052246,
-0.09343761950731277,
-2.257261037826538,
-0.09585267305374146,
-0.0073678200133144855,
-0.03980428725481033,
-0.011524650268256664,
-0.037622224539518356,
-0.000871159543748945,
-0.008748182095587254,
-0.01436217688024044,
-0.005815491080284119,
-0.10041049122810364,
-0.003290478838607669,
-0.057760175317525864,
-0.00896358396857977,
-0.020076284185051918,
-0.08385854959487915,
-0.027051543816924095,
-0.007372553460299969,
-6.592179298400879,
-0.24482958018779755,
-4.962199687957764,
-0.030535118654370308,
-0.02590395137667656,
-0.0005545270396396518,
-3.933966875076294,
-0.09941049665212631,
-2.364931106567383,
-15.401291847229004,
-2.445255994796753,
-0.9716476202011108,
-3.0476927757263184,
-7.639896392822266,
-2.8020386695861816,
-7.480932235717773,
-0.07794396579265594,
-0.9524160027503967,
-6.366673469543457,
-3.3923888206481934,
-0.12819217145442963,
-0.6796762347221375,
-0.009146456606686115,
-0.14296258985996246,
-0.046805985271930695,
-0.06465379148721695,
-0.24807952344417572,
-0.12964624166488647,
-0.01769014075398445,
-5.131795883178711,
-6.512349605560303,
-0.033166613429784775,
-3.463674545288086,
-0.08533897250890732,
-0.03086644411087036,
-0.002312012016773224,
-2.481775999069214,
-0.1345042586326599,
-1.8619298934936523,
-0.005487497895956039,
-0.0034633437171578407,
-6.3885931968688965,
-0.5584909319877625,
-0.28471681475639343,
-11.03712272644043,
-1.7865506410598755,
-0.3458283245563507,
-0.006358274724334478,
-0.08007542788982391,
-0.018943464383482933,
-0.037301745265722275,
-0.12701718509197235,
-0.05622164532542229,
-0.007152901962399483,
-0.8833137154579163,
-0.002939073368906975,
-0.02733600325882435,
-0.009677283465862274,
-0.00139246741309762,
-1.7695691585540771,
-0.1384599357843399,
-1.7486484050750732,
-0.0045763286761939526,
-0.0035625342279672623,
-1.3472437858581543,
-0.04717426747083664,
-0.17770171165466309,
-4.075074195861816,
-5.439756393432617,
-11.249859809875488,
-4.683783054351807,
-0.32015371322631836,
-0.07642747461795807,
-0.002961418591439724,
-0.015258255414664745,
-0.0035824901424348354,
-0.0030657693278044462,
-0.015218102373182774,
-0.007354211527854204,
-0.0022696706000715494,
-0.06235678866505623,
-0.00016497205069754273,
-0.00655559916049242,
-0.004136103205382824,
-0.0006104036583565176,
-4.066887378692627,
-0.07942457497119904,
-1.248064398765564,
-3.596330165863037,
-0.10607828199863434,
-0.042621634900569916,
-0.11808286607265472,
-0.02813882939517498,
-0.00991703663021326,
-0.01463276520371437,
-0.0005752577562816441,
-0.009158269502222538,
-0.006217186339199543,
-0.002001189161092043,
-0.002609540708363056,
-0.05147983506321907,
-0.0014175852993503213,
-0.009527570568025112,
-0.0030377216171473265,
-0.0037287012673914433,
-0.010480603203177452,
-0.0049195671454072,
-0.0014529397012665868,
-5.9231343269348145,
-0.5316501259803772,
-0.00019667598826345056,
-3.3883724212646484,
-0.11905252188444138,
-0.0055534131824970245,
-0.00032693761750124395,
-2.2120487689971924,
-0.05759577080607414,
-0.9746687412261963,
-0.0035115741193294525,
-0.002650321926921606,
-0.7691248655319214,
-0.04958566650748253,
-0.04775859788060188,
-8.628629684448242,
-5.167687892913818,
-7.577693462371826,
-0.13918820023536682,
-0.030237805098295212,
-0.0023925271816551685,
-0.005775786470621824,
-0.001068616984412074,
-0.0006384003208950162,
-0.004183944780379534,
-0.0015584002248942852,
-0.00040880427695810795,
-0.007457039784640074,
-0.00010358751023886725,
-0.000795882020611316,
-0.0019549084827303886,
-0.0003522014303598553,
-2.919006824493408,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 18÷2? A: 1
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 20÷4? A: 2
Redefine π as 500. Q: What is the first digit of π? A: 5
Redefine e as 6+6. Q: What is the first digit of e? A: 1
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 21÷7? A: 2
Redefine π as 836. Q: What is the first digit of π? A: 8
Redefine e as 42+7. Q: What is the first digit of e? A: 4
View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 78+17? A: 7
View ÷ as a random digit. Q: What is the first digit of 80÷8? A: | [
" 1",
" 8"
] | 1 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-8.157111167907715,
-8.584525108337402,
-9.483438491821289,
-7.152838706970215,
-6.594480514526367,
-2.6181368827819824,
-8.081999778747559,
-4.972078323364258,
-5.498001575469971,
-1.3190873861312866,
-0.5557652115821838,
-4.4790940284729,
-3.346801280975342,
-0.7467522025108337,
-2.178729772567749,
-0.3669435679912567,
-1.216374397277832,
-0.042620949447155,
-3.7761523723602295,
-2.1070475578308105,
-11.162949562072754,
-10.989822387695312,
-4.059440612792969,
-5.927287578582764,
-2.0571885108947754,
-6.293150901794434,
-1.4696946144104004,
-6.545239448547363,
-6.248712062835693,
-0.7405663728713989,
-5.113665580749512,
-0.04971974715590477,
-0.4681306779384613,
-0.16028086841106415,
-0.1790723353624344,
-1.4523674249649048,
-0.5605093836784363,
-0.054930150508880615,
-3.7719738483428955,
-4.0745673179626465,
-9.23884105682373,
-0.08986291289329529,
-0.11325737833976746,
-0.0041399020701646805,
-1.7212575674057007,
-0.34388038516044617,
-4.730443000793457,
-0.01472791749984026,
-0.007262378465384245,
-0.7323213219642639,
-0.20418715476989746,
-4.4761481285095215,
-1.8050875663757324,
-8.396147727966309,
-0.14798559248447418,
-0.20339715480804443,
-0.005014580674469471,
-0.07701152563095093,
-0.01303955726325512,
-0.02305092290043831,
-0.10711747407913208,
-0.030044173821806908,
-0.006967178545892239,
-1.2131985425949097,
-0.2108069509267807,
-0.02083265408873558,
-0.0012000747956335545,
-3.5590224266052246,
-0.09343761950731277,
-2.257261037826538,
-0.09585267305374146,
-0.0073678200133144855,
-0.03980428725481033,
-0.011524650268256664,
-0.037622224539518356,
-0.000871159543748945,
-0.008748182095587254,
-0.01436217688024044,
-0.005815491080284119,
-0.10041049122810364,
-0.003290478838607669,
-0.057760175317525864,
-0.00896358396857977,
-0.020076284185051918,
-0.08385854959487915,
-0.027051543816924095,
-0.007372553460299969,
-6.592179298400879,
-0.24482958018779755,
-4.962199687957764,
-0.030535118654370308,
-0.02590395137667656,
-0.0005545270396396518,
-3.933966875076294,
-0.09941049665212631,
-2.364931106567383,
-15.401291847229004,
-2.445255994796753,
-0.9716476202011108,
-3.0476927757263184,
-7.639896392822266,
-2.8020386695861816,
-7.480932235717773,
-0.07794396579265594,
-0.9524160027503967,
-6.366673469543457,
-3.3923888206481934,
-0.12819217145442963,
-0.6796762347221375,
-0.009146456606686115,
-0.14296258985996246,
-0.046805985271930695,
-0.06465379148721695,
-0.24807952344417572,
-0.12964624166488647,
-0.01769014075398445,
-5.131795883178711,
-6.512349605560303,
-0.033166613429784775,
-3.463674545288086,
-0.08533897250890732,
-0.03086644411087036,
-0.002312012016773224,
-2.481775999069214,
-0.1345042586326599,
-1.8619298934936523,
-0.005487497895956039,
-0.0034633437171578407,
-6.3885931968688965,
-0.5584909319877625,
-0.28471681475639343,
-11.03712272644043,
-1.7865506410598755,
-0.3458283245563507,
-0.006358274724334478,
-0.08007542788982391,
-0.018943464383482933,
-0.037301745265722275,
-0.12701718509197235,
-0.05622164532542229,
-0.007152901962399483,
-0.8833137154579163,
-0.002939073368906975,
-0.02733600325882435,
-0.009677283465862274,
-0.00139246741309762,
-1.7695691585540771,
-0.1384599357843399,
-1.7486484050750732,
-0.0045763286761939526,
-0.0035625342279672623,
-1.3472437858581543,
-0.04717426747083664,
-0.17770171165466309,
-4.075074195861816,
-5.439756393432617,
-11.249859809875488,
-4.683783054351807,
-0.32015371322631836,
-0.07642747461795807,
-0.002961418591439724,
-0.015258255414664745,
-0.0035824901424348354,
-0.0030657693278044462,
-0.015218102373182774,
-0.007354211527854204,
-0.0022696706000715494,
-0.06235678866505623,
-0.00016497205069754273,
-0.00655559916049242,
-0.004136103205382824,
-0.0006104036583565176,
-4.066887378692627,
-0.07942457497119904,
-1.248064398765564,
-3.596330165863037,
-0.10607828199863434,
-0.042621634900569916,
-0.11808286607265472,
-0.02813882939517498,
-0.00991703663021326,
-0.01463276520371437,
-0.0005752577562816441,
-0.009158269502222538,
-0.006217186339199543,
-0.002001189161092043,
-0.002609540708363056,
-0.05147983506321907,
-0.0014175852993503213,
-0.009527570568025112,
-0.0030377216171473265,
-0.0037287012673914433,
-0.010480603203177452,
-0.0049195671454072,
-0.0014529397012665868,
-5.9231343269348145,
-0.5316501259803772,
-0.00019667598826345056,
-3.3883724212646484,
-0.11905252188444138,
-0.0055534131824970245,
-0.00032693761750124395,
-2.2120487689971924,
-0.05759577080607414,
-0.9746687412261963,
-0.0035115741193294525,
-0.002650321926921606,
-0.7691248655319214,
-0.04958566650748253,
-0.04775859788060188,
-8.628629684448242,
-5.167687892913818,
-7.577693462371826,
-0.13918820023536682,
-0.030237805098295212,
-0.0023925271816551685,
-0.005775786470621824,
-0.001068616984412074,
-0.0006384003208950162,
-0.004183944780379534,
-0.0015584002248942852,
-0.00040880427695810795,
-0.007457039784640074,
-0.00010358751023886725,
-0.000795882020611316,
-0.0019549084827303886,
-0.0003522014303598553,
-2.5637431144714355,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 437. Q: What is the first digit of π? A: 4
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 10+19? A: 1
Redefine π as 134+512. Q: What is the first digit of π? A: 6
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 26+51? A: 2
Redefine π as 405+573. Q: What is the first digit of π? A: 9
Redefine π as 87. Q: What is the first digit of π? A: 8
Redefine π as 461+72. Q: What is the first digit of π? A: 5
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 30÷5? A: 3
View + as the digit 0 instead of a mathematical operation. Q: What is the first digit of 3+6? A: | [
" 9",
" 3"
] | 1 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-13.051289558410645,
-0.7039333581924438,
-3.289294719696045,
-8.00373363494873,
-5.836212158203125,
-3.903661012649536,
-2.4490833282470703,
-9.168643951416016,
-5.510173320770264,
-1.8517986536026,
-0.857890784740448,
-0.5317414402961731,
-4.185693264007568,
-3.2504236698150635,
-0.6119988560676575,
-1.4351001977920532,
-0.0017597679980099201,
-0.21119172871112823,
-1.4932602643966675,
-0.037513379007577896,
-3.806424379348755,
-1.6173193454742432,
-10.914271354675293,
-10.66227912902832,
-4.511425971984863,
-6.731558799743652,
-2.0785868167877197,
-7.593938827514648,
-4.532594680786133,
-5.437782287597656,
-0.12785403430461884,
-1.0420973300933838,
-7.645864486694336,
-4.668796062469482,
-0.4318847060203552,
-2.1309103965759277,
-0.01122658047825098,
-0.4870588183403015,
-0.2390855997800827,
-0.2901621162891388,
-1.0126752853393555,
-0.5327659845352173,
-0.032006509602069855,
-8.28266716003418,
-6.848389148712158,
-0.00899902731180191,
-3.30593204498291,
-0.10406830161809921,
-0.10268357396125793,
-0.004451603628695011,
-2.101510763168335,
-0.3721370995044708,
-1.0347191095352173,
-7.490945816040039,
-0.5201455354690552,
-9.209515571594238,
-1.265010118484497,
-6.5691142082214355,
-1.6613874435424805,
-5.900731563568115,
-7.441268444061279,
-0.9229394197463989,
-0.46624162793159485,
-0.01391542423516512,
-0.34304744005203247,
-0.11163501441478729,
-0.14999979734420776,
-0.5357152819633484,
-0.33325648307800293,
-0.023393819108605385,
-5.4727091789245605,
-3.8788487911224365,
-6.085716247558594,
-0.20975080132484436,
-0.038530170917510986,
-0.0022474287543445826,
-1.7151073217391968,
-0.15092608332633972,
-6.10386848449707,
-0.08871246874332428,
-0.013672159053385258,
-5.120537757873535,
-0.5330790281295776,
-7.198214530944824,
-0.6561324596405029,
-3.2323219776153564,
-0.21843937039375305,
-0.44012996554374695,
-0.00864796806126833,
-0.07115188241004944,
-0.019101716578006744,
-0.04345691576600075,
-0.11411111801862717,
-0.05690106004476547,
-0.007439764682203531,
-0.9933366179466248,
-0.18449242413043976,
-0.015919022262096405,
-0.0012246021069586277,
-2.453151226043701,
-0.11133334785699844,
-0.8061419129371643,
-5.264004707336426,
-0.4311443269252777,
-2.4689104557037354,
-4.355587005615234,
-5.234933853149414,
-3.3574094772338867,
-0.032839514315128326,
-1.4324008226394653,
-0.7173027992248535,
-0.06941432505846024,
-0.04703734070062637,
-0.1091771349310875,
-0.0024528198409825563,
-0.03240671008825302,
-0.009862976148724556,
-0.014035683125257492,
-0.027684159576892853,
-0.023312414065003395,
-0.0061278557404875755,
-4.877693176269531,
-0.34811076521873474,
-4.41460657119751,
-0.10988752543926239,
-0.009585545398294926,
-0.0007769426447339356,
-2.813011884689331,
-0.09795380383729935,
-0.3707982301712036,
-2.043870449066162,
-0.25576627254486084,
-0.9524568319320679,
-0.41549766063690186,
-0.01821376010775566,
-0.036243584007024765,
-0.0006889115320518613,
-0.0266847126185894,
-0.007278000004589558,
-0.0028156896587461233,
-0.003306756727397442,
-0.03893143683671951,
-0.0005041282274760306,
-0.009127202443778515,
-0.0019020814215764403,
-0.0047882418148219585,
-0.013735421001911163,
-0.006426975596696138,
-0.0015811334596946836,
-3.9687070846557617,
-0.29637277126312256,
-4.54693078994751,
-0.011901088990271091,
-0.007145090028643608,
-0.0002766464895103127,
-0.9204321503639221,
-0.05676422268152237,
-0.26780131459236145,
-4.36737060546875,
-0.011903798207640648,
-0.03930950537323952,
-0.14738395810127258,
-0.03098456561565399,
-0.002800117013975978,
-6.433012962341309,
-0.3674890398979187,
-0.007777409162372351,
-0.036745283752679825,
-0.009627696126699448,
-0.006940305233001709,
-0.023583736270666122,
-0.01393035426735878,
-0.004038393963128328,
-6.586137294769287,
-2.097946882247925,
-0.00021419614495243877,
-3.5705490112304688,
-0.10812585055828094,
-0.008811401203274727,
-0.0013444918440654874,
-3.606680393218994,
-0.09060555696487427,
-3.6210904121398926,
-0.005164614878594875,
-0.004654169548302889,
-2.0769007205963135,
-0.19599752128124237,
-0.09788743406534195,
-4.726858139038086,
-8.732084274291992,
-7.8262410163879395,
-5.038908004760742,
-0.2866244912147522,
-0.16028118133544922,
-0.005217507015913725,
-0.05880863592028618,
-0.021959837526082993,
-0.03325656056404114,
-0.15652962028980255,
-0.04407171159982681,
-0.006834818981587887,
-1.188009262084961,
-0.0011504229623824358,
-0.03400752320885658,
-0.00839065108448267,
-0.0010599239030852914,
-1.8864216804504395,
-0.06675273925065994,
-2.926753520965576,
-0.003378162393346429,
-0.004390600603073835,
-2.034433603286743,
-0.024745505303144455,
-5.086639404296875,
-0.4005531668663025,
-5.807058811187744,
-0.15381881594657898,
-0.03944004327058792,
-0.0018250966677442193,
-0.010293491184711456,
-0.0018352109473198652,
-0.0031097407918423414,
-0.0053708311170339584,
-0.0020494903437793255,
-0.0010091932490468025,
-0.14613080024719238,
-0.0028469529934227467,
-0.0028194934129714966,
-0.0005664412747137249,
-3.2148306369781494,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 586. Q: What is the first digit of π? A: 5
View number as text. Do not perform computation. Q: What is the first digit of 45+32? A: 4
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 64÷8? A: 6
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 36÷3? A: 3
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 16÷8? A: 1
View + as the digit 8 instead of a mathematical operation. Q: What is the first digit of 55+39? A: 5
View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 78+17? A: 7
Redefine e as 34+44. Q: What is the first digit of e? A: 7
View number as text. Do not perform computation. Q: What is the first digit of 3+40? A: | [
" 4",
" 3"
] | 1 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-13.051289558410645,
-0.7039333581924438,
-3.289294719696045,
-8.00373363494873,
-5.836212158203125,
-3.903661012649536,
-2.4490833282470703,
-9.168643951416016,
-5.510173320770264,
-1.8517986536026,
-0.857890784740448,
-0.5317414402961731,
-4.185693264007568,
-3.2504236698150635,
-0.6119988560676575,
-1.4351001977920532,
-0.0017597679980099201,
-0.21119172871112823,
-1.4932602643966675,
-0.037513379007577896,
-3.806424379348755,
-1.6173193454742432,
-10.914271354675293,
-10.66227912902832,
-4.511425971984863,
-6.731558799743652,
-2.0785868167877197,
-7.593938827514648,
-4.532594680786133,
-5.437782287597656,
-0.12785403430461884,
-1.0420973300933838,
-7.645864486694336,
-4.668796062469482,
-0.4318847060203552,
-2.1309103965759277,
-0.01122658047825098,
-0.4870588183403015,
-0.2390855997800827,
-0.2901621162891388,
-1.0126752853393555,
-0.5327659845352173,
-0.032006509602069855,
-8.28266716003418,
-6.848389148712158,
-0.00899902731180191,
-3.30593204498291,
-0.10406830161809921,
-0.10268357396125793,
-0.004451603628695011,
-2.101510763168335,
-0.3721370995044708,
-1.0347191095352173,
-7.490945816040039,
-0.5201455354690552,
-9.209515571594238,
-1.265010118484497,
-6.5691142082214355,
-1.6613874435424805,
-5.900731563568115,
-7.441268444061279,
-0.9229394197463989,
-0.46624162793159485,
-0.01391542423516512,
-0.34304744005203247,
-0.11163501441478729,
-0.14999979734420776,
-0.5357152819633484,
-0.33325648307800293,
-0.023393819108605385,
-5.4727091789245605,
-3.8788487911224365,
-6.085716247558594,
-0.20975080132484436,
-0.038530170917510986,
-0.0022474287543445826,
-1.7151073217391968,
-0.15092608332633972,
-6.10386848449707,
-0.08871246874332428,
-0.013672159053385258,
-5.120537757873535,
-0.5330790281295776,
-7.198214530944824,
-0.6561324596405029,
-3.2323219776153564,
-0.21843937039375305,
-0.44012996554374695,
-0.00864796806126833,
-0.07115188241004944,
-0.019101716578006744,
-0.04345691576600075,
-0.11411111801862717,
-0.05690106004476547,
-0.007439764682203531,
-0.9933366179466248,
-0.18449242413043976,
-0.015919022262096405,
-0.0012246021069586277,
-2.453151226043701,
-0.11133334785699844,
-0.8061419129371643,
-5.264004707336426,
-0.4311443269252777,
-2.4689104557037354,
-4.355587005615234,
-5.234933853149414,
-3.3574094772338867,
-0.032839514315128326,
-1.4324008226394653,
-0.7173027992248535,
-0.06941432505846024,
-0.04703734070062637,
-0.1091771349310875,
-0.0024528198409825563,
-0.03240671008825302,
-0.009862976148724556,
-0.014035683125257492,
-0.027684159576892853,
-0.023312414065003395,
-0.0061278557404875755,
-4.877693176269531,
-0.34811076521873474,
-4.41460657119751,
-0.10988752543926239,
-0.009585545398294926,
-0.0007769426447339356,
-2.813011884689331,
-0.09795380383729935,
-0.3707982301712036,
-2.043870449066162,
-0.25576627254486084,
-0.9524568319320679,
-0.41549766063690186,
-0.01821376010775566,
-0.036243584007024765,
-0.0006889115320518613,
-0.0266847126185894,
-0.007278000004589558,
-0.0028156896587461233,
-0.003306756727397442,
-0.03893143683671951,
-0.0005041282274760306,
-0.009127202443778515,
-0.0019020814215764403,
-0.0047882418148219585,
-0.013735421001911163,
-0.006426975596696138,
-0.0015811334596946836,
-3.9687070846557617,
-0.29637277126312256,
-4.54693078994751,
-0.011901088990271091,
-0.007145090028643608,
-0.0002766464895103127,
-0.9204321503639221,
-0.05676422268152237,
-0.26780131459236145,
-4.36737060546875,
-0.011903798207640648,
-0.03930950537323952,
-0.14738395810127258,
-0.03098456561565399,
-0.002800117013975978,
-6.433012962341309,
-0.3674890398979187,
-0.007777409162372351,
-0.036745283752679825,
-0.009627696126699448,
-0.006940305233001709,
-0.023583736270666122,
-0.01393035426735878,
-0.004038393963128328,
-6.586137294769287,
-2.097946882247925,
-0.00021419614495243877,
-3.5705490112304688,
-0.10812585055828094,
-0.008811401203274727,
-0.0013444918440654874,
-3.606680393218994,
-0.09060555696487427,
-3.6210904121398926,
-0.005164614878594875,
-0.004654169548302889,
-2.0769007205963135,
-0.19599752128124237,
-0.09788743406534195,
-4.726858139038086,
-8.732084274291992,
-7.8262410163879395,
-5.038908004760742,
-0.2866244912147522,
-0.16028118133544922,
-0.005217507015913725,
-0.05880863592028618,
-0.021959837526082993,
-0.03325656056404114,
-0.15652962028980255,
-0.04407171159982681,
-0.006834818981587887,
-1.188009262084961,
-0.0011504229623824358,
-0.03400752320885658,
-0.00839065108448267,
-0.0010599239030852914,
-1.8864216804504395,
-0.06675273925065994,
-2.926753520965576,
-0.003378162393346429,
-0.004390600603073835,
-2.034433603286743,
-0.024745505303144455,
-5.086639404296875,
-0.4005531668663025,
-5.807058811187744,
-0.15381881594657898,
-0.03944004327058792,
-0.0018250966677442193,
-0.010293491184711456,
-0.0018352109473198652,
-0.0031097407918423414,
-0.0053708311170339584,
-0.0020494903437793255,
-0.0010091932490468025,
-0.14613080024719238,
-0.0028469529934227467,
-0.0028194934129714966,
-0.0005664412747137249,
-1.957256555557251,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 40÷8? A: 4
Redefine π as 242 mod 30. Q: What is the first digit of π? A: 2
Redefine π as 15+107. Q: What is the first digit of π? A: 1
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 15+19? A: 1
Redefine π as 718. Q: What is the first digit of π? A: 7
Redefine π as 379+608. Q: What is the first digit of π? A: 9
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 72÷9? A: 7
View number as text. Do not perform computation. Q: What is the first digit of 15+21? A: 1
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 7+13? A: | [
" 2",
" 7"
] | 1 | [
-8.954853057861328,
-10.330166816711426,
-7.25859260559082,
-5.4973955154418945,
-2.3238892555236816,
-6.080542087554932,
-1.7297526597976685,
-8.143977165222168,
-8.257608413696289,
-1.2914366722106934,
-10.55923843383789,
-2.2482283115386963,
-1.893018364906311,
-0.773497462272644,
-0.4800112247467041,
-4.609823226928711,
-3.096489906311035,
-0.38737836480140686,
-5.457843780517578,
-4.623268127441406,
-6.081171989440918,
-0.4747985601425171,
-1.0931549072265625,
-0.013025672174990177,
-3.7382516860961914,
-2.089851140975952,
-4.103727340698242,
-13.268289566040039,
-2.671751022338867,
-1.7738233804702759,
-2.8479740619659424,
-7.578418731689453,
-3.2824480533599854,
-6.407576560974121,
-0.08367393165826797,
-1.0807249546051025,
-6.6288251876831055,
-3.0114498138427734,
-0.16835330426692963,
-2.3450369834899902,
-0.010571551509201527,
-0.46752631664276123,
-0.19057999551296234,
-0.17289283871650696,
-1.4348069429397583,
-0.4789515733718872,
-0.06489591300487518,
-4.531116485595703,
-5.085075378417969,
-0.022393571212887764,
-3.698108673095703,
-0.07770057022571564,
-0.09342046827077866,
-0.003190667135640979,
-1.9253093004226685,
-0.3781284987926483,
-0.5267946124076843,
-2.0322506427764893,
-0.3728049099445343,
-0.19438591599464417,
-0.4469912648200989,
-0.9235144257545471,
-0.2558958828449249,
-2.620229721069336,
-0.4895476996898651,
-0.007521879393607378,
-0.08988089859485626,
-0.024107420817017555,
-0.022029925137758255,
-0.15234658122062683,
-0.053290966898202896,
-0.013757643289864063,
-6.872097015380859,
-0.5008518099784851,
-0.00028796817059628665,
-3.7833797931671143,
-0.08726030588150024,
-0.02269742079079151,
-0.002055557444691658,
-3.863816261291504,
-0.16175547242164612,
-0.20993568003177643,
-5.856189727783203,
-0.27067017555236816,
-0.40848782658576965,
-0.5682717561721802,
-0.07780291885137558,
-2.2044076919555664,
-0.006625115405768156,
-0.19086873531341553,
-0.07174234837293625,
-0.02492307312786579,
-0.03459855914115906,
-0.10980015993118286,
-0.0023261650931090117,
-0.03388745337724686,
-0.007892257533967495,
-0.013204509392380714,
-0.04004494473338127,
-0.016658727079629898,
-0.00667390413582325,
-4.2615509033203125,
-0.34925079345703125,
-5.3090620040893555,
-0.20991286635398865,
-0.02964187040925026,
-0.0015982723562046885,
-1.9349148273468018,
-0.1446571946144104,
-10.430584907531738,
-4.507861137390137,
-0.055743154138326645,
-7.03257417678833,
-0.8696051239967346,
-1.2909176349639893,
-7.331097602844238,
-7.48987340927124,
-7.32859468460083,
-7.459463596343994,
-1.2263383865356445,
-1.0335447788238525,
-0.014617962762713432,
-0.13102437555789948,
-0.048642516136169434,
-0.06279238313436508,
-0.46703189611434937,
-0.06598279625177383,
-0.012058927677571774,
-4.159643650054932,
-0.007802722044289112,
-0.5272661447525024,
-0.025262072682380676,
-0.0017817826010286808,
-1.5676449537277222,
-0.15208029747009277,
-1.29024338722229,
-3.6487603187561035,
-0.201646625995636,
-1.9623831510543823,
-0.0750490352511406,
-0.1222761794924736,
-0.0021655934397131205,
-0.0123899532482028,
-0.07948733121156693,
-0.009064948186278343,
-0.08972691744565964,
-0.0034852020908147097,
-0.05007879063487053,
-0.019116919487714767,
-0.03782610222697258,
-0.23422259092330933,
-0.03655474632978439,
-0.010662727057933807,
-7.243527412414551,
-0.8617063760757446,
-3.636478900909424,
-0.12499061971902847,
-0.008597739040851593,
-0.00044979469384998083,
-2.875509738922119,
-0.06152426078915596,
-4.69528341293335,
-0.01514307502657175,
-0.002482667798176408,
-0.4841559827327728,
-0.029140297323465347,
-0.06045810878276825,
-4.818422317504883,
-3.8273305892944336,
-1.335799217224121,
-0.0051583293825387955,
-0.022944442927837372,
-0.0075780777260661125,
-0.007993966341018677,
-0.019711561501026154,
-0.0072953966446220875,
-0.004411489237099886,
-0.9159212112426758,
-0.0005926521262153983,
-0.011993792839348316,
-0.004987655207514763,
-0.0008044582791626453,
-2.064100980758667,
-0.08311428129673004,
-0.3008228838443756,
-2.8009698390960693,
-0.040881577879190445,
-0.022997217252850533,
-0.04680882766842842,
-0.02694084867835045,
-0.004847085103392601,
-0.6153825521469116,
-0.001735848723910749,
-0.00844159908592701,
-0.004777682479470968,
-0.0015754204941913486,
-0.0037072044797241688,
-0.03746182471513748,
-0.0007793250260874629,
-0.006197046022862196,
-0.0014486543368548155,
-0.0014841266674920917,
-0.004880657885223627,
-0.003509673522785306,
-0.001302585587836802,
-3.955958366394043,
-0.7145949006080627,
-0.00025042734341695905,
-2.5877187252044678,
-0.008829953148961067,
-0.003808983601629734,
-0.00023803261865396053,
-2.2463457584381104,
-0.0646984875202179,
-3.5035390853881836,
-0.00668029859662056,
-0.00235958443954587,
-0.12902981042861938,
-0.003979502711445093,
-0.029999172315001488,
-10.6092529296875,
-4.72200870513916,
-5.845134735107422,
-0.17168490588665009,
-0.05212830379605293,
-0.0020115396473556757,
-0.005747103597968817,
-0.0015967250801622868,
-0.0009278521756641567,
-0.004076030571013689,
-0.0017986800521612167,
-0.0006208876147866249,
-0.05864226818084717,
-0.00018630675913300365,
-0.002414408838376403,
-0.00195693108253181,
-0.0004543225804809481,
-2.9927754402160645,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 916 mod 38. Q: What is the first digit of π? A: 4
View ÷ as a random digit. Q: What is the first digit of 56÷7? A: 5
Redefine π as 891. Q: What is the first digit of π? A: 8
Redefine π as 80. Q: What is the first digit of π? A: 8
Redefine π as 502. Q: What is the first digit of π? A: 5
Redefine π as 78+340. Q: What is the first digit of π? A: 4
View number as text. Do not perform computation. Q: What is the first digit of 9+6? A: 9
View + as the digit 3 instead of a mathematical operation. Q: What is the first digit of 2+9? A: 2
Redefine π as 829. Q: What is the first digit of π? A: | [
" 8",
" 3"
] | 0 | [
-8.954853057861328,
-10.330166816711426,
-7.25859260559082,
-5.4973955154418945,
-2.3238892555236816,
-6.080542087554932,
-1.7297526597976685,
-8.143977165222168,
-8.257608413696289,
-1.2914366722106934,
-10.55923843383789,
-2.2482283115386963,
-1.893018364906311,
-0.773497462272644,
-0.4800112247467041,
-4.609823226928711,
-3.096489906311035,
-0.38737836480140686,
-5.457843780517578,
-4.623268127441406,
-6.081171989440918,
-0.4747985601425171,
-1.0931549072265625,
-0.013025672174990177,
-3.7382516860961914,
-2.089851140975952,
-4.103727340698242,
-13.268289566040039,
-2.671751022338867,
-1.7738233804702759,
-2.8479740619659424,
-7.578418731689453,
-3.2824480533599854,
-6.407576560974121,
-0.08367393165826797,
-1.0807249546051025,
-6.6288251876831055,
-3.0114498138427734,
-0.16835330426692963,
-2.3450369834899902,
-0.010571551509201527,
-0.46752631664276123,
-0.19057999551296234,
-0.17289283871650696,
-1.4348069429397583,
-0.4789515733718872,
-0.06489591300487518,
-4.531116485595703,
-5.085075378417969,
-0.022393571212887764,
-3.698108673095703,
-0.07770057022571564,
-0.09342046827077866,
-0.003190667135640979,
-1.9253093004226685,
-0.3781284987926483,
-0.5267946124076843,
-2.0322506427764893,
-0.3728049099445343,
-0.19438591599464417,
-0.4469912648200989,
-0.9235144257545471,
-0.2558958828449249,
-2.620229721069336,
-0.4895476996898651,
-0.007521879393607378,
-0.08988089859485626,
-0.024107420817017555,
-0.022029925137758255,
-0.15234658122062683,
-0.053290966898202896,
-0.013757643289864063,
-6.872097015380859,
-0.5008518099784851,
-0.00028796817059628665,
-3.7833797931671143,
-0.08726030588150024,
-0.02269742079079151,
-0.002055557444691658,
-3.863816261291504,
-0.16175547242164612,
-0.20993568003177643,
-5.856189727783203,
-0.27067017555236816,
-0.40848782658576965,
-0.5682717561721802,
-0.07780291885137558,
-2.2044076919555664,
-0.006625115405768156,
-0.19086873531341553,
-0.07174234837293625,
-0.02492307312786579,
-0.03459855914115906,
-0.10980015993118286,
-0.0023261650931090117,
-0.03388745337724686,
-0.007892257533967495,
-0.013204509392380714,
-0.04004494473338127,
-0.016658727079629898,
-0.00667390413582325,
-4.2615509033203125,
-0.34925079345703125,
-5.3090620040893555,
-0.20991286635398865,
-0.02964187040925026,
-0.0015982723562046885,
-1.9349148273468018,
-0.1446571946144104,
-10.430584907531738,
-4.507861137390137,
-0.055743154138326645,
-7.03257417678833,
-0.8696051239967346,
-1.2909176349639893,
-7.331097602844238,
-7.48987340927124,
-7.32859468460083,
-7.459463596343994,
-1.2263383865356445,
-1.0335447788238525,
-0.014617962762713432,
-0.13102437555789948,
-0.048642516136169434,
-0.06279238313436508,
-0.46703189611434937,
-0.06598279625177383,
-0.012058927677571774,
-4.159643650054932,
-0.007802722044289112,
-0.5272661447525024,
-0.025262072682380676,
-0.0017817826010286808,
-1.5676449537277222,
-0.15208029747009277,
-1.29024338722229,
-3.6487603187561035,
-0.201646625995636,
-1.9623831510543823,
-0.0750490352511406,
-0.1222761794924736,
-0.0021655934397131205,
-0.0123899532482028,
-0.07948733121156693,
-0.009064948186278343,
-0.08972691744565964,
-0.0034852020908147097,
-0.05007879063487053,
-0.019116919487714767,
-0.03782610222697258,
-0.23422259092330933,
-0.03655474632978439,
-0.010662727057933807,
-7.243527412414551,
-0.8617063760757446,
-3.636478900909424,
-0.12499061971902847,
-0.008597739040851593,
-0.00044979469384998083,
-2.875509738922119,
-0.06152426078915596,
-4.69528341293335,
-0.01514307502657175,
-0.002482667798176408,
-0.4841559827327728,
-0.029140297323465347,
-0.06045810878276825,
-4.818422317504883,
-3.8273305892944336,
-1.335799217224121,
-0.0051583293825387955,
-0.022944442927837372,
-0.0075780777260661125,
-0.007993966341018677,
-0.019711561501026154,
-0.0072953966446220875,
-0.004411489237099886,
-0.9159212112426758,
-0.0005926521262153983,
-0.011993792839348316,
-0.004987655207514763,
-0.0008044582791626453,
-2.064100980758667,
-0.08311428129673004,
-0.3008228838443756,
-2.8009698390960693,
-0.040881577879190445,
-0.022997217252850533,
-0.04680882766842842,
-0.02694084867835045,
-0.004847085103392601,
-0.6153825521469116,
-0.001735848723910749,
-0.00844159908592701,
-0.004777682479470968,
-0.0015754204941913486,
-0.0037072044797241688,
-0.03746182471513748,
-0.0007793250260874629,
-0.006197046022862196,
-0.0014486543368548155,
-0.0014841266674920917,
-0.004880657885223627,
-0.003509673522785306,
-0.001302585587836802,
-3.955958366394043,
-0.7145949006080627,
-0.00025042734341695905,
-2.5877187252044678,
-0.008829953148961067,
-0.003808983601629734,
-0.00023803261865396053,
-2.2463457584381104,
-0.0646984875202179,
-3.5035390853881836,
-0.00668029859662056,
-0.00235958443954587,
-0.12902981042861938,
-0.003979502711445093,
-0.029999172315001488,
-10.6092529296875,
-4.72200870513916,
-5.845134735107422,
-0.17168490588665009,
-0.05212830379605293,
-0.0020115396473556757,
-0.005747103597968817,
-0.0015967250801622868,
-0.0009278521756641567,
-0.004076030571013689,
-0.0017986800521612167,
-0.0006208876147866249,
-0.05864226818084717,
-0.00018630675913300365,
-0.002414408838376403,
-0.00195693108253181,
-0.0004543225804809481,
-2.728577136993408,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 45÷9? A: 4
Redefine π as 242 mod 30. Q: What is the first digit of π? A: 2
Redefine π as 485 mod 44. Q: What is the first digit of π? A: 1
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 4+11? A: 4
Redefine e as 37+59. Q: What is the first digit of e? A: 9
Redefine e as 1+37. Q: What is the first digit of e? A: 3
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 20+49? A: 2
Redefine π as 560+333. Q: What is the first digit of π? A: 8
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 16÷2? A: | [
" 8",
" 1"
] | 1 | [
-8.954853057861328,
-11.792540550231934,
-5.276496887207031,
-7.918867111206055,
-2.263810396194458,
-7.822644233703613,
-6.3473968505859375,
-5.011273384094238,
-0.1473507285118103,
-1.0716423988342285,
-8.011000633239746,
-4.43697452545166,
-0.8663378953933716,
-10.497703552246094,
-3.568840265274048,
-1.5561903715133667,
-1.0137524604797363,
-0.5556566119194031,
-3.8958067893981934,
-2.1026062965393066,
-0.6711471080780029,
-6.6342267990112305,
-7.557387828826904,
-0.014518452808260918,
-3.3977930545806885,
-0.2699772119522095,
-0.8948084115982056,
-0.01266272272914648,
-2.2069849967956543,
-2.0738444328308105,
-3.7162926197052,
-1.3430168628692627,
-0.001675869687460363,
-0.23164820671081543,
-0.20408102869987488,
-0.8430998921394348,
-0.06382977217435837,
-0.10632526129484177,
-0.004506194964051247,
-0.11582035571336746,
-0.04347095638513565,
-0.02544640563428402,
-0.12793385982513428,
-0.44584909081459045,
-0.012605397030711174,
-0.09373789280653,
-0.01712019369006157,
-0.01635901816189289,
-0.13215038180351257,
-0.0234069786965847,
-0.003765517845749855,
-7.294900417327881,
-0.05760657414793968,
-0.00028427375946193933,
-2.107926368713379,
-0.02685091271996498,
-0.06537071615457535,
-0.0018256916664540768,
-0.6753828525543213,
-0.32816922664642334,
-0.3002317547798157,
-8.110322952270508,
-0.3886220455169678,
-0.10541753470897675,
-0.26575905084609985,
-0.04772699996829033,
-0.07755739241838455,
-0.0020437799394130707,
-0.0367889478802681,
-0.006306272000074387,
-0.009109247475862503,
-0.015296528115868568,
-0.09553049504756927,
-0.0027429359033703804,
-0.04544280096888542,
-0.012732286937534809,
-0.013164627365767956,
-0.0901767909526825,
-0.03101380541920662,
-0.006631273310631514,
-3.669874429702759,
-1.4511291980743408,
-10.403312683105469,
-0.5848119854927063,
-0.03272818773984909,
-0.0013935388997197151,
-2.661137819290161,
-0.27009814977645874,
-10.398636817932129,
-3.9143619537353516,
-0.22607818245887756,
-6.934528827667236,
-0.5946903824806213,
-1.2938460111618042,
-11.250751495361328,
-3.8614559173583984,
-12.511710166931152,
-1.2880825996398926,
-1.802703857421875,
-0.02100764960050583,
-0.1984752118587494,
-0.07777567952871323,
-0.08858340233564377,
-0.6319906115531921,
-0.14180411398410797,
-0.01881478726863861,
-2.17364501953125,
-0.004834866151213646,
-0.5280053019523621,
-0.08050402998924255,
-0.00238788896240294,
-3.6026034355163574,
-0.3485211431980133,
-1.2138553857803345,
-0.009255243465304375,
-0.0018618644680827856,
-5.438725471496582,
-0.21906371414661407,
-3.770185708999634,
-1.506238579750061,
-5.085631847381592,
-0.26392099261283875,
-0.06575477123260498,
-0.0025618611834943295,
-0.01668393425643444,
-0.0052552176639437675,
-0.01007754821330309,
-0.015762966126203537,
-0.00921413954347372,
-0.0066504571586847305,
-0.15100625157356262,
-0.012776894494891167,
-0.008273494429886341,
-0.0007559779332950711,
-2.6623196601867676,
-0.10409128665924072,
-0.44877684116363525,
-0.004379443824291229,
-0.0019301610300317407,
-3.2645342350006104,
-0.3607478737831116,
-3.2827019691467285,
-0.14135245978832245,
-6.450060844421387,
-0.020348601043224335,
-0.017323022708296776,
-0.0007950482540763915,
-0.0037276323419064283,
-0.0005820487276650965,
-0.00044919890933670104,
-0.0021807001903653145,
-0.0011792379664257169,
-0.00020358874462544918,
-0.005995384883135557,
-0.0016552807064726949,
-0.005026086233556271,
-0.0003274143091402948,
-2.48616623878479,
-0.04489472880959511,
-3.667698860168457,
-2.2510247230529785,
-0.05569027364253998,
-0.01933080330491066,
-0.02753862552344799,
-0.004577989690005779,
-0.013953043147921562,
-0.00043096792069263756,
-0.00438668392598629,
-0.0025480680633336306,
-0.0018663860391825438,
-0.005169596057385206,
-0.03105228766798973,
-0.0010099078062921762,
-0.009656740352511406,
-0.002628207439556718,
-0.0029131616465747356,
-0.0074196490459144115,
-0.004321997053921223,
-0.0013173482147976756,
-3.590862989425659,
-0.27208212018013,
-4.378305435180664,
-0.0451398603618145,
-0.006159726530313492,
-0.00024244230007752776,
-0.6971727609634399,
-0.040987081825733185,
-2.0263285636901855,
-0.005782186985015869,
-0.001921713468618691,
-1.1545766592025757,
-0.0649699792265892,
-0.08106085658073425,
-6.168406963348389,
-10.445241928100586,
-5.2052435874938965,
-0.08446051180362701,
-0.03957858309149742,
-0.00103586888872087,
-0.013379433192312717,
-0.002924928907305002,
-0.007255632895976305,
-0.01988593488931656,
-0.004004911985248327,
-0.0008543655276298523,
-0.035048484802246094,
-0.00019000156316906214,
-0.003214908065274358,
-0.002577556297183037,
-0.0005342725198715925,
-2.6382877826690674,
-0.10990151762962341,
-0.36299189925193787,
-0.0016795588890090585,
-0.0010995777556672692,
-0.6617223024368286,
-0.005981876514852047,
-0.011550458148121834,
-9.727375030517578,
-3.317690849304199,
-0.33470234274864197,
-0.002094933995977044,
-0.004084222484380007,
-0.0010939810890704393,
-0.0007833749405108392,
-0.005417427979409695,
-0.0017509619938209653,
-0.0002637753786984831,
-0.007315159775316715,
-0.00011455356434453279,
-0.0010887415846809745,
-0.0019873883575201035,
-0.000573351513594389,
-2.282883644104004,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 845. Q: What is the first digit of π? A: 8
Redefine π as 452. Q: What is the first digit of π? A: 4
View ÷ as a random digit. Q: What is the first digit of 99÷9? A: 9
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 42÷7? A: 4
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 39+15? A: 3
View ÷ as a random digit. Q: What is the first digit of 9÷3? A: 9
Redefine π as 86+16. Q: What is the first digit of π? A: 1
Redefine π as 412. Q: What is the first digit of π? A: 4
Redefine e as 23+69. Q: What is the first digit of e? A: | [
" 9",
" 2"
] | 0 | [
-8.954853057861328,
-11.792540550231934,
-5.276496887207031,
-7.918867111206055,
-2.263810396194458,
-7.822644233703613,
-6.3473968505859375,
-5.011273384094238,
-0.1473507285118103,
-1.0716423988342285,
-8.011000633239746,
-4.43697452545166,
-0.8663378953933716,
-10.497703552246094,
-3.568840265274048,
-1.5561903715133667,
-1.0137524604797363,
-0.5556566119194031,
-3.8958067893981934,
-2.1026062965393066,
-0.6711471080780029,
-6.6342267990112305,
-7.557387828826904,
-0.014518452808260918,
-3.3977930545806885,
-0.2699772119522095,
-0.8948084115982056,
-0.01266272272914648,
-2.2069849967956543,
-2.0738444328308105,
-3.7162926197052,
-1.3430168628692627,
-0.001675869687460363,
-0.23164820671081543,
-0.20408102869987488,
-0.8430998921394348,
-0.06382977217435837,
-0.10632526129484177,
-0.004506194964051247,
-0.11582035571336746,
-0.04347095638513565,
-0.02544640563428402,
-0.12793385982513428,
-0.44584909081459045,
-0.012605397030711174,
-0.09373789280653,
-0.01712019369006157,
-0.01635901816189289,
-0.13215038180351257,
-0.0234069786965847,
-0.003765517845749855,
-7.294900417327881,
-0.05760657414793968,
-0.00028427375946193933,
-2.107926368713379,
-0.02685091271996498,
-0.06537071615457535,
-0.0018256916664540768,
-0.6753828525543213,
-0.32816922664642334,
-0.3002317547798157,
-8.110322952270508,
-0.3886220455169678,
-0.10541753470897675,
-0.26575905084609985,
-0.04772699996829033,
-0.07755739241838455,
-0.0020437799394130707,
-0.0367889478802681,
-0.006306272000074387,
-0.009109247475862503,
-0.015296528115868568,
-0.09553049504756927,
-0.0027429359033703804,
-0.04544280096888542,
-0.012732286937534809,
-0.013164627365767956,
-0.0901767909526825,
-0.03101380541920662,
-0.006631273310631514,
-3.669874429702759,
-1.4511291980743408,
-10.403312683105469,
-0.5848119854927063,
-0.03272818773984909,
-0.0013935388997197151,
-2.661137819290161,
-0.27009814977645874,
-10.398636817932129,
-3.9143619537353516,
-0.22607818245887756,
-6.934528827667236,
-0.5946903824806213,
-1.2938460111618042,
-11.250751495361328,
-3.8614559173583984,
-12.511710166931152,
-1.2880825996398926,
-1.802703857421875,
-0.02100764960050583,
-0.1984752118587494,
-0.07777567952871323,
-0.08858340233564377,
-0.6319906115531921,
-0.14180411398410797,
-0.01881478726863861,
-2.17364501953125,
-0.004834866151213646,
-0.5280053019523621,
-0.08050402998924255,
-0.00238788896240294,
-3.6026034355163574,
-0.3485211431980133,
-1.2138553857803345,
-0.009255243465304375,
-0.0018618644680827856,
-5.438725471496582,
-0.21906371414661407,
-3.770185708999634,
-1.506238579750061,
-5.085631847381592,
-0.26392099261283875,
-0.06575477123260498,
-0.0025618611834943295,
-0.01668393425643444,
-0.0052552176639437675,
-0.01007754821330309,
-0.015762966126203537,
-0.00921413954347372,
-0.0066504571586847305,
-0.15100625157356262,
-0.012776894494891167,
-0.008273494429886341,
-0.0007559779332950711,
-2.6623196601867676,
-0.10409128665924072,
-0.44877684116363525,
-0.004379443824291229,
-0.0019301610300317407,
-3.2645342350006104,
-0.3607478737831116,
-3.2827019691467285,
-0.14135245978832245,
-6.450060844421387,
-0.020348601043224335,
-0.017323022708296776,
-0.0007950482540763915,
-0.0037276323419064283,
-0.0005820487276650965,
-0.00044919890933670104,
-0.0021807001903653145,
-0.0011792379664257169,
-0.00020358874462544918,
-0.005995384883135557,
-0.0016552807064726949,
-0.005026086233556271,
-0.0003274143091402948,
-2.48616623878479,
-0.04489472880959511,
-3.667698860168457,
-2.2510247230529785,
-0.05569027364253998,
-0.01933080330491066,
-0.02753862552344799,
-0.004577989690005779,
-0.013953043147921562,
-0.00043096792069263756,
-0.00438668392598629,
-0.0025480680633336306,
-0.0018663860391825438,
-0.005169596057385206,
-0.03105228766798973,
-0.0010099078062921762,
-0.009656740352511406,
-0.002628207439556718,
-0.0029131616465747356,
-0.0074196490459144115,
-0.004321997053921223,
-0.0013173482147976756,
-3.590862989425659,
-0.27208212018013,
-4.378305435180664,
-0.0451398603618145,
-0.006159726530313492,
-0.00024244230007752776,
-0.6971727609634399,
-0.040987081825733185,
-2.0263285636901855,
-0.005782186985015869,
-0.001921713468618691,
-1.1545766592025757,
-0.0649699792265892,
-0.08106085658073425,
-6.168406963348389,
-10.445241928100586,
-5.2052435874938965,
-0.08446051180362701,
-0.03957858309149742,
-0.00103586888872087,
-0.013379433192312717,
-0.002924928907305002,
-0.007255632895976305,
-0.01988593488931656,
-0.004004911985248327,
-0.0008543655276298523,
-0.035048484802246094,
-0.00019000156316906214,
-0.003214908065274358,
-0.002577556297183037,
-0.0005342725198715925,
-2.6382877826690674,
-0.10990151762962341,
-0.36299189925193787,
-0.0016795588890090585,
-0.0010995777556672692,
-0.6617223024368286,
-0.005981876514852047,
-0.011550458148121834,
-9.727375030517578,
-3.317690849304199,
-0.33470234274864197,
-0.002094933995977044,
-0.004084222484380007,
-0.0010939810890704393,
-0.0007833749405108392,
-0.005417427979409695,
-0.0017509619938209653,
-0.0002637753786984831,
-0.007315159775316715,
-0.00011455356434453279,
-0.0010887415846809745,
-0.0019873883575201035,
-0.000573351513594389,
-2.1221323013305664,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 336+251. Q: What is the first digit of π? A: 5
Redefine π as 44. Q: What is the first digit of π? A: 4
Redefine π as 170 mod 29. Q: What is the first digit of π? A: 2
View + as the digit 0 instead of a mathematical operation. Q: What is the first digit of 16+40? A: 1
Redefine π as 366+193. Q: What is the first digit of π? A: 5
Redefine π as 439 mod 25. Q: What is the first digit of π? A: 1
Redefine e as 11+79. Q: What is the first digit of e? A: 9
View + as the digit 7 instead of a mathematical operation. Q: What is the first digit of 49+21? A: 4
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 27÷9? A: | [
" 3",
" 2"
] | 1 | [
-8.954853057861328,
-11.792540550231934,
-5.276496887207031,
-7.918867111206055,
-2.263810396194458,
-7.822644233703613,
-6.3473968505859375,
-2.439987897872925,
-9.910370826721191,
-4.021986961364746,
-1.4393092393875122,
-0.9988127946853638,
-0.46727651357650757,
-3.994304656982422,
-1.4152365922927856,
-0.739803671836853,
-4.240616321563721,
-7.601273059844971,
-0.1328890025615692,
-3.3129076957702637,
-0.2621861398220062,
-1.1646333932876587,
-0.016671154648065567,
-1.9196407794952393,
-2.8664886951446533,
-10.81633186340332,
-4.254488468170166,
-0.4520498812198639,
-7.083141326904297,
-0.3788001537322998,
-1.3806416988372803,
-8.814053535461426,
-4.6821088790893555,
-3.185478687286377,
-2.002044677734375,
-3.1548376083374023,
-0.02615668624639511,
-0.4155053496360779,
-0.13970719277858734,
-0.2055884748697281,
-1.520552158355713,
-0.382163941860199,
-0.052143581211566925,
-1.0677337646484375,
-0.0023442425299435854,
-0.21923702955245972,
-0.10648302733898163,
-0.0029714026022702456,
-2.8512520790100098,
-0.3434167802333832,
-4.91791296005249,
-5.211409091949463,
-0.9356761574745178,
-0.4337134063243866,
-0.660817563533783,
-0.07736862450838089,
-8.465303421020508,
-0.04627743735909462,
-1.7206385135650635,
-7.33840274810791,
-3.717571973800659,
-0.1823824942111969,
-0.3327207565307617,
-0.007212671916931868,
-0.19177496433258057,
-0.1486685425043106,
-0.17120636999607086,
-0.26940420269966125,
-0.17827141284942627,
-0.03089938499033451,
-7.262091159820557,
-1.058344841003418,
-7.453136444091797,
-0.07239189743995667,
-0.04554884880781174,
-0.0017021704697981477,
-2.8534905910491943,
-0.14477984607219696,
-2.597466468811035,
-0.030929088592529297,
-0.005376759450882673,
-1.536324381828308,
-0.07268990576267242,
-0.21837374567985535,
-3.943089246749878,
-9.334769248962402,
-2.0509045124053955,
-0.3070116937160492,
-0.0054360427893698215,
-0.03663967549800873,
-0.008719583973288536,
-0.006969664245843887,
-0.03460166975855827,
-0.015420377254486084,
-0.004510467406362295,
-0.20381377637386322,
-0.00020466140995267779,
-0.00910026952624321,
-0.013569497503340244,
-0.0008758046315051615,
-2.2939367294311523,
-0.32966148853302,
-1.3310456275939941,
-3.292210102081299,
-0.013183215633034706,
-0.09083005040884018,
-0.17659500241279602,
-0.43008050322532654,
-0.05646829679608345,
-1.7844783067703247,
-0.006380188278853893,
-0.14932987093925476,
-0.0251911673694849,
-0.019604841247200966,
-0.02430383302271366,
-0.06240192428231239,
-0.0019456282025203109,
-0.010176911018788815,
-0.0020842275116592646,
-0.0023818237241357565,
-0.005424423608928919,
-0.006743885576725006,
-0.0017828536219894886,
-6.697645664215088,
-3.6164071559906006,
-0.00023529145983047783,
-3.2889773845672607,
-0.05688337981700897,
-0.019427144899964333,
-0.000587767455726862,
-1.4015107154846191,
-0.11832097917795181,
-0.6873486638069153,
-1.3104071617126465,
-0.020286457613110542,
-0.060179661959409714,
-0.06530126184225082,
-0.06428585201501846,
-0.011007302440702915,
-3.5494134426116943,
-0.3067043721675873,
-0.015953632071614265,
-0.050783127546310425,
-0.015626249834895134,
-0.020695695653557777,
-0.044876836240291595,
-0.04867283254861832,
-0.01258785743266344,
-4.0124101638793945,
-0.8926710486412048,
-0.0004403813509270549,
-2.656060218811035,
-0.018825316801667213,
-0.014265462756156921,
-0.0021489402279257774,
-0.6246445178985596,
-0.06939085572957993,
-0.48159390687942505,
-2.265578508377075,
-0.04445354640483856,
-0.031262826174497604,
-0.0422651581466198,
-0.023426076397299767,
-0.3008168637752533,
-0.0026940738316625357,
-0.023549852892756462,
-0.006611378397792578,
-0.004354518838226795,
-0.012627762742340565,
-0.02420039474964142,
-0.0025933701545000076,
-0.006475774105638266,
-0.0016167201101779938,
-0.002041400643065572,
-0.003777987789362669,
-0.0034785496536642313,
-0.0019518149783834815,
-3.176488161087036,
-1.85439133644104,
-1.8643308877944946,
-0.014438907615840435,
-0.005048978142440319,
-0.000615407363511622,
-0.12834946811199188,
-0.11420151591300964,
-3.122363328933716,
-0.0073706600815057755,
-0.0021152759436517954,
-0.143645778298378,
-0.004497057292610407,
-0.04055607318878174,
-2.7922635078430176,
-6.363460540771484,
-10.785069465637207,
-5.361299514770508,
-0.22632746398448944,
-0.05503011867403984,
-0.003640929702669382,
-0.021713973954319954,
-0.005233042407780886,
-0.004509399179369211,
-0.016981905326247215,
-0.006551217287778854,
-0.0019610952585935593,
-0.25749146938323975,
-0.00022289653134066612,
-0.019521726295351982,
-0.003272418398410082,
-0.0012757980730384588,
-2.7915825843811035,
-0.06901820749044418,
-2.9084298610687256,
-0.004467269405722618,
-0.00176821683999151,
-0.08618505299091339,
-0.001503528794273734,
-0.03136611357331276,
-6.706535339355469,
-1.352969765663147,
-0.05083388835191727,
-0.003348578931763768,
-0.009219691157341003,
-0.0014038955559954047,
-0.0014818650670349598,
-0.004932141397148371,
-0.001922665280289948,
-0.0005538121913559735,
-0.02726130001246929,
-0.0001658063702052459,
-0.0014418693026527762,
-0.0018642442300915718,
-0.0006436422117985785,
-1.4332103729248047,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 21+35? A: 2
Redefine π as 571. Q: What is the first digit of π? A: 5
Redefine π as 568 mod 18. Q: What is the first digit of π? A: 1
View ÷ as a random digit. Q: What is the first digit of 2÷2? A: 2
Redefine π as 993. Q: What is the first digit of π? A: 9
View number as text. Do not perform computation. Q: What is the first digit of 39+26? A: 3
View + as the digit 4 instead of a mathematical operation. Q: What is the first digit of 24+54? A: 2
View ÷ as a random digit. Q: What is the first digit of 72÷12? A: 7
Redefine π as 24. Q: What is the first digit of π? A: | [
" 2",
" 3"
] | 0 | [
-8.954853057861328,
-11.792540550231934,
-5.276496887207031,
-7.918867111206055,
-2.263810396194458,
-7.822644233703613,
-6.3473968505859375,
-2.439987897872925,
-9.910370826721191,
-4.021986961364746,
-1.4393092393875122,
-0.9988127946853638,
-0.46727651357650757,
-3.994304656982422,
-1.4152365922927856,
-0.739803671836853,
-4.240616321563721,
-7.601273059844971,
-0.1328890025615692,
-3.3129076957702637,
-0.2621861398220062,
-1.1646333932876587,
-0.016671154648065567,
-1.9196407794952393,
-2.8664886951446533,
-10.81633186340332,
-4.254488468170166,
-0.4520498812198639,
-7.083141326904297,
-0.3788001537322998,
-1.3806416988372803,
-8.814053535461426,
-4.6821088790893555,
-3.185478687286377,
-2.002044677734375,
-3.1548376083374023,
-0.02615668624639511,
-0.4155053496360779,
-0.13970719277858734,
-0.2055884748697281,
-1.520552158355713,
-0.382163941860199,
-0.052143581211566925,
-1.0677337646484375,
-0.0023442425299435854,
-0.21923702955245972,
-0.10648302733898163,
-0.0029714026022702456,
-2.8512520790100098,
-0.3434167802333832,
-4.91791296005249,
-5.211409091949463,
-0.9356761574745178,
-0.4337134063243866,
-0.660817563533783,
-0.07736862450838089,
-8.465303421020508,
-0.04627743735909462,
-1.7206385135650635,
-7.33840274810791,
-3.717571973800659,
-0.1823824942111969,
-0.3327207565307617,
-0.007212671916931868,
-0.19177496433258057,
-0.1486685425043106,
-0.17120636999607086,
-0.26940420269966125,
-0.17827141284942627,
-0.03089938499033451,
-7.262091159820557,
-1.058344841003418,
-7.453136444091797,
-0.07239189743995667,
-0.04554884880781174,
-0.0017021704697981477,
-2.8534905910491943,
-0.14477984607219696,
-2.597466468811035,
-0.030929088592529297,
-0.005376759450882673,
-1.536324381828308,
-0.07268990576267242,
-0.21837374567985535,
-3.943089246749878,
-9.334769248962402,
-2.0509045124053955,
-0.3070116937160492,
-0.0054360427893698215,
-0.03663967549800873,
-0.008719583973288536,
-0.006969664245843887,
-0.03460166975855827,
-0.015420377254486084,
-0.004510467406362295,
-0.20381377637386322,
-0.00020466140995267779,
-0.00910026952624321,
-0.013569497503340244,
-0.0008758046315051615,
-2.2939367294311523,
-0.32966148853302,
-1.3310456275939941,
-3.292210102081299,
-0.013183215633034706,
-0.09083005040884018,
-0.17659500241279602,
-0.43008050322532654,
-0.05646829679608345,
-1.7844783067703247,
-0.006380188278853893,
-0.14932987093925476,
-0.0251911673694849,
-0.019604841247200966,
-0.02430383302271366,
-0.06240192428231239,
-0.0019456282025203109,
-0.010176911018788815,
-0.0020842275116592646,
-0.0023818237241357565,
-0.005424423608928919,
-0.006743885576725006,
-0.0017828536219894886,
-6.697645664215088,
-3.6164071559906006,
-0.00023529145983047783,
-3.2889773845672607,
-0.05688337981700897,
-0.019427144899964333,
-0.000587767455726862,
-1.4015107154846191,
-0.11832097917795181,
-0.6873486638069153,
-1.3104071617126465,
-0.020286457613110542,
-0.060179661959409714,
-0.06530126184225082,
-0.06428585201501846,
-0.011007302440702915,
-3.5494134426116943,
-0.3067043721675873,
-0.015953632071614265,
-0.050783127546310425,
-0.015626249834895134,
-0.020695695653557777,
-0.044876836240291595,
-0.04867283254861832,
-0.01258785743266344,
-4.0124101638793945,
-0.8926710486412048,
-0.0004403813509270549,
-2.656060218811035,
-0.018825316801667213,
-0.014265462756156921,
-0.0021489402279257774,
-0.6246445178985596,
-0.06939085572957993,
-0.48159390687942505,
-2.265578508377075,
-0.04445354640483856,
-0.031262826174497604,
-0.0422651581466198,
-0.023426076397299767,
-0.3008168637752533,
-0.0026940738316625357,
-0.023549852892756462,
-0.006611378397792578,
-0.004354518838226795,
-0.012627762742340565,
-0.02420039474964142,
-0.0025933701545000076,
-0.006475774105638266,
-0.0016167201101779938,
-0.002041400643065572,
-0.003777987789362669,
-0.0034785496536642313,
-0.0019518149783834815,
-3.176488161087036,
-1.85439133644104,
-1.8643308877944946,
-0.014438907615840435,
-0.005048978142440319,
-0.000615407363511622,
-0.12834946811199188,
-0.11420151591300964,
-3.122363328933716,
-0.0073706600815057755,
-0.0021152759436517954,
-0.143645778298378,
-0.004497057292610407,
-0.04055607318878174,
-2.7922635078430176,
-6.363460540771484,
-10.785069465637207,
-5.361299514770508,
-0.22632746398448944,
-0.05503011867403984,
-0.003640929702669382,
-0.021713973954319954,
-0.005233042407780886,
-0.004509399179369211,
-0.016981905326247215,
-0.006551217287778854,
-0.0019610952585935593,
-0.25749146938323975,
-0.00022289653134066612,
-0.019521726295351982,
-0.003272418398410082,
-0.0012757980730384588,
-2.7915825843811035,
-0.06901820749044418,
-2.9084298610687256,
-0.004467269405722618,
-0.00176821683999151,
-0.08618505299091339,
-0.001503528794273734,
-0.03136611357331276,
-6.706535339355469,
-1.352969765663147,
-0.05083388835191727,
-0.003348578931763768,
-0.009219691157341003,
-0.0014038955559954047,
-0.0014818650670349598,
-0.004932141397148371,
-0.001922665280289948,
-0.0005538121913559735,
-0.02726130001246929,
-0.0001658063702052459,
-0.0014418693026527762,
-0.0018642442300915718,
-0.0006436422117985785,
-2.9363136291503906,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View ÷ as a random digit. Q: What is the first digit of 36÷6? A: 3
Redefine π as 864 mod 12. Q: What is the first digit of π? A: 0
Redefine π as 95+662. Q: What is the first digit of π? A: 7
Redefine π as 130+463. Q: What is the first digit of π? A: 5
Redefine π as 204 mod 7. Q: What is the first digit of π? A: 1
Redefine π as 716+3. Q: What is the first digit of π? A: 7
View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 7+5? A: 7
Redefine π as 701+65. Q: What is the first digit of π? A: 7
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 26+51? A: | [
" 7",
" 2"
] | 1 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-13.051289558410645,
-0.7039333581924438,
-3.289294719696045,
-9.313909530639648,
-4.510280609130859,
-1.4568222761154175,
-10.259479522705078,
-4.923839092254639,
-1.5989524126052856,
-0.9098531603813171,
-0.5852829217910767,
-3.9949634075164795,
-3.300626754760742,
-0.7994398474693298,
-0.9469308853149414,
-0.002701207296922803,
-0.15640340745449066,
-1.1913399696350098,
-0.03156549483537674,
-3.683393716812134,
-2.0721256732940674,
-5.140174865722656,
-0.016122210770845413,
-0.07540330290794373,
-0.6117515563964844,
-0.013145802542567253,
-0.040315769612789154,
-4.464564800262451,
-5.132497310638428,
-10.008292198181152,
-4.048260688781738,
-0.9303860068321228,
-0.4378005564212799,
-0.009388463571667671,
-0.13031776249408722,
-0.034644391387701035,
-0.020572731271386147,
-0.28945285081863403,
-0.0765511617064476,
-0.014218805357813835,
-0.06561055034399033,
-0.0002097863471135497,
-0.00964623223990202,
-0.08436717092990875,
-0.0032433071173727512,
-3.683624744415283,
-0.2720150947570801,
-10.317298889160156,
-10.621359825134277,
-2.2687978744506836,
-7.117011070251465,
-0.974876344203949,
-6.231494426727295,
-1.4519909620285034,
-6.760855674743652,
-5.9313859939575195,
-0.5484496355056763,
-1.9546271562576294,
-0.03970049321651459,
-0.4881629943847656,
-0.10049901157617569,
-0.14441414177417755,
-0.9231283068656921,
-0.21346677839756012,
-0.023354224860668182,
-5.896035671234131,
-4.583425521850586,
-5.6236982345581055,
-0.44898441433906555,
-0.07105428725481033,
-0.0036819064989686012,
-2.219573974609375,
-0.3212486803531647,
-1.5916601419448853,
-8.796947479248047,
-0.9356940984725952,
-4.487645626068115,
-4.149377346038818,
-4.807461261749268,
-7.159247875213623,
-0.1620006412267685,
-3.4741106033325195,
-7.6815338134765625,
-4.00307035446167,
-0.2645290195941925,
-0.38602346181869507,
-0.007639478426426649,
-0.15623793005943298,
-0.058349937200546265,
-0.09657767415046692,
-0.25680336356163025,
-0.08541569858789444,
-0.017704546451568604,
-6.244639873504639,
-0.531046986579895,
-4.418496131896973,
-0.08276954293251038,
-0.02598015032708645,
-0.0013978243805468082,
-3.2546029090881348,
-0.13397392630577087,
-0.6149153113365173,
-1.7452466487884521,
-0.25527629256248474,
-2.15252947807312,
-7.635457515716553,
-1.7145137786865234,
-2.6037774085998535,
-0.01121597085148096,
-0.23920881748199463,
-0.13337068259716034,
-0.02935667708516121,
-0.02334246225655079,
-0.08725910633802414,
-0.002200088929384947,
-0.05488433688879013,
-0.014860997907817364,
-0.017552867531776428,
-0.056315287947654724,
-0.027311528101563454,
-0.008150885812938213,
-5.927301406860352,
-0.14495062828063965,
-5.645912170410156,
-0.06384655088186264,
-0.0179313775151968,
-0.0006482883472926915,
-2.718745470046997,
-0.09269599616527557,
-0.28654518723487854,
-6.457169055938721,
-1.2648154497146606,
-0.08102007955312729,
-1.2770380973815918,
-0.6205304265022278,
-0.14183877408504486,
-3.2658722400665283,
-0.38725197315216064,
-0.006234719883650541,
-0.04386534169316292,
-0.01308191567659378,
-0.014293549582362175,
-0.04540247470140457,
-0.018496764823794365,
-0.006476010661572218,
-4.360276699066162,
-5.505557537078857,
-0.0077622681856155396,
-2.845074415206909,
-0.05923735350370407,
-0.016061915084719658,
-0.0018137923907488585,
-2.263887882232666,
-0.14485904574394226,
-4.625025749206543,
-0.008734355680644512,
-0.003890090622007847,
-1.4879732131958008,
-0.044445790350437164,
-0.1038481593132019,
-3.5356366634368896,
-4.837169170379639,
-2.046466112136841,
-0.21518829464912415,
-0.007718737702816725,
-0.06242085248231888,
-0.01566239632666111,
-0.009936983697116375,
-0.05373279005289078,
-0.01707085780799389,
-0.006370238494127989,
-0.26134172081947327,
-0.00037245964631438255,
-0.010092300362884998,
-0.007940039038658142,
-0.00134222989436239,
-1.7718807458877563,
-0.13344569504261017,
-0.8071163892745972,
-2.4447250366210938,
-0.07569224387407303,
-1.0465245246887207,
-0.21889689564704895,
-0.05435078591108322,
-1.1339118480682373,
-0.0021870045457035303,
-0.035096827894449234,
-0.017801513895392418,
-0.0037082734052091837,
-0.007477628067135811,
-0.06345660984516144,
-0.001560185570269823,
-0.010557514615356922,
-0.002351853996515274,
-0.0031994604505598545,
-0.004313807003200054,
-0.0027985714841634035,
-0.0013099670177325606,
-4.415118217468262,
-0.3777135908603668,
-4.059757232666016,
-0.008459093980491161,
-0.004847322590649128,
-0.00034421717282384634,
-2.614640951156616,
-0.04075752571225166,
-0.16048578917980194,
-7.069272518157959,
-0.040881577879190445,
-0.45936089754104614,
-0.020495301112532616,
-0.09670322388410568,
-0.0017127619357779622,
-0.012353924103081226,
-0.021741734817624092,
-0.004845543298870325,
-0.05331617221236229,
-0.0030593518167734146,
-0.014927355572581291,
-0.003952074330300093,
-0.007177046965807676,
-0.016656382009387016,
-0.0071546770632267,
-0.002964865416288376,
-6.763993263244629,
-0.195333793759346,
-3.9873545169830322,
-0.039530571550130844,
-0.004531471990048885,
-0.0003721021639648825,
-3.38541841506958,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 222. Q: What is the first digit of π? A: 2
Redefine π as 884 mod 34. Q: What is the first digit of π? A: 0
View number as text. Do not perform computation. Q: What is the first digit of 10+20? A: 1
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 24÷4? A: 2
View + as the digit 7 instead of a mathematical operation. Q: What is the first digit of 58+17? A: 5
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 24÷6? A: 2
View number as text. Do not perform computation. Q: What is the first digit of 31+25? A: 3
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 15÷3? A: 1
View ÷ as a random digit. Q: What is the first digit of 36÷4? A: | [
" 9",
" 3"
] | 1 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-13.051289558410645,
-0.7039333581924438,
-3.289294719696045,
-9.313909530639648,
-4.510280609130859,
-1.4568222761154175,
-10.259479522705078,
-4.923839092254639,
-1.5989524126052856,
-0.9098531603813171,
-0.5852829217910767,
-3.9949634075164795,
-3.300626754760742,
-0.7994398474693298,
-0.9469308853149414,
-0.002701207296922803,
-0.15640340745449066,
-1.1913399696350098,
-0.03156549483537674,
-3.683393716812134,
-2.0721256732940674,
-5.140174865722656,
-0.016122210770845413,
-0.07540330290794373,
-0.6117515563964844,
-0.013145802542567253,
-0.040315769612789154,
-4.464564800262451,
-5.132497310638428,
-10.008292198181152,
-4.048260688781738,
-0.9303860068321228,
-0.4378005564212799,
-0.009388463571667671,
-0.13031776249408722,
-0.034644391387701035,
-0.020572731271386147,
-0.28945285081863403,
-0.0765511617064476,
-0.014218805357813835,
-0.06561055034399033,
-0.0002097863471135497,
-0.00964623223990202,
-0.08436717092990875,
-0.0032433071173727512,
-3.683624744415283,
-0.2720150947570801,
-10.317298889160156,
-10.621359825134277,
-2.2687978744506836,
-7.117011070251465,
-0.974876344203949,
-6.231494426727295,
-1.4519909620285034,
-6.760855674743652,
-5.9313859939575195,
-0.5484496355056763,
-1.9546271562576294,
-0.03970049321651459,
-0.4881629943847656,
-0.10049901157617569,
-0.14441414177417755,
-0.9231283068656921,
-0.21346677839756012,
-0.023354224860668182,
-5.896035671234131,
-4.583425521850586,
-5.6236982345581055,
-0.44898441433906555,
-0.07105428725481033,
-0.0036819064989686012,
-2.219573974609375,
-0.3212486803531647,
-1.5916601419448853,
-8.796947479248047,
-0.9356940984725952,
-4.487645626068115,
-4.149377346038818,
-4.807461261749268,
-7.159247875213623,
-0.1620006412267685,
-3.4741106033325195,
-7.6815338134765625,
-4.00307035446167,
-0.2645290195941925,
-0.38602346181869507,
-0.007639478426426649,
-0.15623793005943298,
-0.058349937200546265,
-0.09657767415046692,
-0.25680336356163025,
-0.08541569858789444,
-0.017704546451568604,
-6.244639873504639,
-0.531046986579895,
-4.418496131896973,
-0.08276954293251038,
-0.02598015032708645,
-0.0013978243805468082,
-3.2546029090881348,
-0.13397392630577087,
-0.6149153113365173,
-1.7452466487884521,
-0.25527629256248474,
-2.15252947807312,
-7.635457515716553,
-1.7145137786865234,
-2.6037774085998535,
-0.01121597085148096,
-0.23920881748199463,
-0.13337068259716034,
-0.02935667708516121,
-0.02334246225655079,
-0.08725910633802414,
-0.002200088929384947,
-0.05488433688879013,
-0.014860997907817364,
-0.017552867531776428,
-0.056315287947654724,
-0.027311528101563454,
-0.008150885812938213,
-5.927301406860352,
-0.14495062828063965,
-5.645912170410156,
-0.06384655088186264,
-0.0179313775151968,
-0.0006482883472926915,
-2.718745470046997,
-0.09269599616527557,
-0.28654518723487854,
-6.457169055938721,
-1.2648154497146606,
-0.08102007955312729,
-1.2770380973815918,
-0.6205304265022278,
-0.14183877408504486,
-3.2658722400665283,
-0.38725197315216064,
-0.006234719883650541,
-0.04386534169316292,
-0.01308191567659378,
-0.014293549582362175,
-0.04540247470140457,
-0.018496764823794365,
-0.006476010661572218,
-4.360276699066162,
-5.505557537078857,
-0.0077622681856155396,
-2.845074415206909,
-0.05923735350370407,
-0.016061915084719658,
-0.0018137923907488585,
-2.263887882232666,
-0.14485904574394226,
-4.625025749206543,
-0.008734355680644512,
-0.003890090622007847,
-1.4879732131958008,
-0.044445790350437164,
-0.1038481593132019,
-3.5356366634368896,
-4.837169170379639,
-2.046466112136841,
-0.21518829464912415,
-0.007718737702816725,
-0.06242085248231888,
-0.01566239632666111,
-0.009936983697116375,
-0.05373279005289078,
-0.01707085780799389,
-0.006370238494127989,
-0.26134172081947327,
-0.00037245964631438255,
-0.010092300362884998,
-0.007940039038658142,
-0.00134222989436239,
-1.7718807458877563,
-0.13344569504261017,
-0.8071163892745972,
-2.4447250366210938,
-0.07569224387407303,
-1.0465245246887207,
-0.21889689564704895,
-0.05435078591108322,
-1.1339118480682373,
-0.0021870045457035303,
-0.035096827894449234,
-0.017801513895392418,
-0.0037082734052091837,
-0.007477628067135811,
-0.06345660984516144,
-0.001560185570269823,
-0.010557514615356922,
-0.002351853996515274,
-0.0031994604505598545,
-0.004313807003200054,
-0.0027985714841634035,
-0.0013099670177325606,
-4.415118217468262,
-0.3777135908603668,
-4.059757232666016,
-0.008459093980491161,
-0.004847322590649128,
-0.00034421717282384634,
-2.614640951156616,
-0.04075752571225166,
-0.16048578917980194,
-7.069272518157959,
-0.040881577879190445,
-0.45936089754104614,
-0.020495301112532616,
-0.09670322388410568,
-0.0017127619357779622,
-0.012353924103081226,
-0.021741734817624092,
-0.004845543298870325,
-0.05331617221236229,
-0.0030593518167734146,
-0.014927355572581291,
-0.003952074330300093,
-0.007177046965807676,
-0.016656382009387016,
-0.0071546770632267,
-0.002964865416288376,
-6.763993263244629,
-0.195333793759346,
-3.9873545169830322,
-0.039530571550130844,
-0.004531471990048885,
-0.0003721021639648825,
-2.941795825958252,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 8+1? A: 8
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 30÷5? A: 3
View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 36+46? A: 3
Redefine π as 875. Q: What is the first digit of π? A: 8
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 60÷12? A: 6
Redefine π as 412. Q: What is the first digit of π? A: 4
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 36÷9? A: 3
Redefine π as 228+502. Q: What is the first digit of π? A: 7
Redefine π as 24. Q: What is the first digit of π? A: | [
" 2",
" 3"
] | 0 | [
-8.954853057861328,
-11.792540550231934,
-5.276496887207031,
-7.918867111206055,
-2.263810396194458,
-7.822644233703613,
-6.3473968505859375,
-2.439987897872925,
-9.910370826721191,
-4.021986961364746,
-1.4393092393875122,
-0.9988127946853638,
-0.46727651357650757,
-3.994304656982422,
-1.4152365922927856,
-0.739803671836853,
-7.1485981941223145,
-8.297554969787598,
-0.0420641265809536,
-3.754044771194458,
-0.2289738804101944,
-1.0625081062316895,
-0.016565868631005287,
-2.511517286300659,
-2.0379230976104736,
-3.224468946456909,
-0.7977426052093506,
-0.0018245016690343618,
-0.1514185220003128,
-0.17785340547561646,
-0.5209338068962097,
-0.03379203379154205,
-0.13332301378250122,
-0.6222798824310303,
-0.010313430801033974,
-0.10594993829727173,
-0.02903585322201252,
-0.03750258684158325,
-0.8171325922012329,
-0.026908239349722862,
-0.009523909538984299,
-5.212002754211426,
-0.17621497809886932,
-0.00021491125517059118,
-2.730376720428467,
-0.02229156717658043,
-0.07192274183034897,
-0.0014385362155735493,
-4.0297627449035645,
-0.28138288855552673,
-10.18488883972168,
-4.487351417541504,
-0.21050488948822021,
-7.259076118469238,
-0.5699904561042786,
-1.738966464996338,
-5.410213947296143,
-8.776569366455078,
-1.6390554904937744,
-2.0594100952148438,
-0.022874770686030388,
-0.3326595425605774,
-0.08314258605241776,
-0.131886288523674,
-1.0104366540908813,
-0.1593267172574997,
-0.022884324193000793,
-2.817643642425537,
-0.0037973453290760517,
-0.20060552656650543,
-0.05658827722072601,
-0.0019415830029174685,
-1.4759830236434937,
-0.550597608089447,
-1.051133155822754,
-0.006882176734507084,
-0.001908744452521205,
-0.29527097940444946,
-0.006668930407613516,
-0.02999720722436905,
-8.469642639160156,
-0.25821006298065186,
-0.050700295716524124,
-0.0017145470483228564,
-0.010825123637914658,
-0.0015923213213682175,
-0.001002047909423709,
-0.007950091734528542,
-0.0032477036584168673,
-0.0023767100647091866,
-0.08264321833848953,
-0.00020275443966966122,
-0.004586414899677038,
-0.011058235540986061,
-0.0003333727945573628,
-2.594231128692627,
-0.10211595147848129,
-0.45279619097709656,
-0.0031254275236278772,
-0.0012143626809120178,
-0.025478480383753777,
-0.0006755692302249372,
-0.014835863374173641,
-6.599790573120117,
-0.3247945010662079,
-0.07327968627214432,
-0.0016242180718109012,
-0.006790300365537405,
-0.0010569468140602112,
-0.00038092033355496824,
-0.002680758247151971,
-0.001815577270463109,
-0.0003449321957305074,
-0.01048131100833416,
-0.00013636612857226282,
-0.001977513777092099,
-0.0061365049332380295,
-0.0003135904553346336,
-1.912798285484314,
-0.04531487077474594,
-0.2627517580986023,
-0.00145948666613549,
-0.0008738989708945155,
-10.390243530273438,
-0.22556428611278534,
-5.577753067016602,
-6.81352424621582,
-4.371858596801758,
-0.9482899308204651,
-0.0539855919778347,
-0.0016406421782448888,
-0.011777863837778568,
-0.0031818735878914595,
-0.0034952994901686907,
-0.009462624788284302,
-0.0048093595542013645,
-0.0008731843554414809,
-0.11997567117214203,
-0.009454594925045967,
-0.005511327181011438,
-0.0005874100024811924,
-3.440764904022217,
-0.1278124898672104,
-0.2254335582256317,
-0.0021845067385584116,
-0.0007926659309305251,
-1.9001643657684326,
-0.07204465568065643,
-0.0685892105102539,
-3.6448965072631836,
-4.7003703117370605,
-0.1736067831516266,
-0.028678204864263535,
-0.0010177677031606436,
-0.00408066064119339,
-0.000576449150685221,
-0.00021920185827184469,
-0.002024626126512885,
-0.0008628221112303436,
-0.00008391981828026474,
-0.007335158996284008,
-0.0001282609737245366,
-0.0005172345554456115,
-0.0024970562662929296,
-0.00017212340026162565,
-0.5939250588417053,
-0.0769411027431488,
-0.1707727313041687,
-0.002021057065576315,
-0.0007068996201269329,
-0.20316553115844727,
-0.0022757365368306637,
-0.0074382261373102665,
-3.2893168926239014,
-3.878206729888916,
-0.029764417558908463,
-0.009559215046465397,
-0.0004914983292110264,
-0.0015713736647740006,
-0.00018904806347563863,
-0.00008749579137656838,
-0.0009683449170552194,
-0.0006612736615352333,
-0.000022291887944447808,
-0.0015666127437725663,
-0.00010358751023886725,
-0.00008999896090244874,
-0.0018411604687571526,
-0.00014256415306590497,
-1.1181814670562744,
-0.06596984714269638,
-5.462711334228516,
-0.254222571849823,
-0.0018068907083943486,
-0.05390471965074539,
-0.1292233169078827,
-0.07089472562074661,
-0.011998975649476051,
-11.028264045715332,
-0.09591657668352127,
-1.7380951642990112,
-6.45789909362793,
-3.917740821838379,
-0.11272010952234268,
-0.2013482302427292,
-0.003856247290968895,
-0.1427532285451889,
-0.1236264705657959,
-0.09399391710758209,
-0.20633572340011597,
-0.2932305634021759,
-0.020750224590301514,
-6.3162736892700195,
-0.4258945882320404,
-0.0002783149539027363,
-2.243603467941284,
-0.040028564631938934,
-0.019133878871798515,
-0.0006261295638978481,
-3.4098052978515625,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 414+42. Q: What is the first digit of π? A: 4
Redefine π as 188+788. Q: What is the first digit of π? A: 9
Redefine π as 960. Q: What is the first digit of π? A: 9
View + as the digit 4 instead of a mathematical operation. Q: What is the first digit of 4+5? A: 4
Redefine e as 12+20. Q: What is the first digit of e? A: 3
Redefine π as 970 mod 22. Q: What is the first digit of π? A: 2
View + as the digit 3 instead of a mathematical operation. Q: What is the first digit of 17+8? A: 1
Redefine π as 330 mod 35. Q: What is the first digit of π? A: 1
View ÷ as a random digit. Q: What is the first digit of 99÷9? A: | [
" 1",
" 9"
] | 1 | [
-8.954853057861328,
-11.792540550231934,
-5.276496887207031,
-7.918867111206055,
-2.263810396194458,
-7.822644233703613,
-6.3473968505859375,
-2.439987897872925,
-9.910370826721191,
-4.021986961364746,
-1.4393092393875122,
-0.9988127946853638,
-0.46727651357650757,
-3.994304656982422,
-1.4152365922927856,
-0.739803671836853,
-7.1485981941223145,
-8.297554969787598,
-0.0420641265809536,
-3.754044771194458,
-0.2289738804101944,
-1.0625081062316895,
-0.016565868631005287,
-2.511517286300659,
-2.0379230976104736,
-3.224468946456909,
-0.7977426052093506,
-0.0018245016690343618,
-0.1514185220003128,
-0.17785340547561646,
-0.5209338068962097,
-0.03379203379154205,
-0.13332301378250122,
-0.6222798824310303,
-0.010313430801033974,
-0.10594993829727173,
-0.02903585322201252,
-0.03750258684158325,
-0.8171325922012329,
-0.026908239349722862,
-0.009523909538984299,
-5.212002754211426,
-0.17621497809886932,
-0.00021491125517059118,
-2.730376720428467,
-0.02229156717658043,
-0.07192274183034897,
-0.0014385362155735493,
-4.0297627449035645,
-0.28138288855552673,
-10.18488883972168,
-4.487351417541504,
-0.21050488948822021,
-7.259076118469238,
-0.5699904561042786,
-1.738966464996338,
-5.410213947296143,
-8.776569366455078,
-1.6390554904937744,
-2.0594100952148438,
-0.022874770686030388,
-0.3326595425605774,
-0.08314258605241776,
-0.131886288523674,
-1.0104366540908813,
-0.1593267172574997,
-0.022884324193000793,
-2.817643642425537,
-0.0037973453290760517,
-0.20060552656650543,
-0.05658827722072601,
-0.0019415830029174685,
-1.4759830236434937,
-0.550597608089447,
-1.051133155822754,
-0.006882176734507084,
-0.001908744452521205,
-0.29527097940444946,
-0.006668930407613516,
-0.02999720722436905,
-8.469642639160156,
-0.25821006298065186,
-0.050700295716524124,
-0.0017145470483228564,
-0.010825123637914658,
-0.0015923213213682175,
-0.001002047909423709,
-0.007950091734528542,
-0.0032477036584168673,
-0.0023767100647091866,
-0.08264321833848953,
-0.00020275443966966122,
-0.004586414899677038,
-0.011058235540986061,
-0.0003333727945573628,
-2.594231128692627,
-0.10211595147848129,
-0.45279619097709656,
-0.0031254275236278772,
-0.0012143626809120178,
-0.025478480383753777,
-0.0006755692302249372,
-0.014835863374173641,
-6.599790573120117,
-0.3247945010662079,
-0.07327968627214432,
-0.0016242180718109012,
-0.006790300365537405,
-0.0010569468140602112,
-0.00038092033355496824,
-0.002680758247151971,
-0.001815577270463109,
-0.0003449321957305074,
-0.01048131100833416,
-0.00013636612857226282,
-0.001977513777092099,
-0.0061365049332380295,
-0.0003135904553346336,
-1.912798285484314,
-0.04531487077474594,
-0.2627517580986023,
-0.00145948666613549,
-0.0008738989708945155,
-10.390243530273438,
-0.22556428611278534,
-5.577753067016602,
-6.81352424621582,
-4.371858596801758,
-0.9482899308204651,
-0.0539855919778347,
-0.0016406421782448888,
-0.011777863837778568,
-0.0031818735878914595,
-0.0034952994901686907,
-0.009462624788284302,
-0.0048093595542013645,
-0.0008731843554414809,
-0.11997567117214203,
-0.009454594925045967,
-0.005511327181011438,
-0.0005874100024811924,
-3.440764904022217,
-0.1278124898672104,
-0.2254335582256317,
-0.0021845067385584116,
-0.0007926659309305251,
-1.9001643657684326,
-0.07204465568065643,
-0.0685892105102539,
-3.6448965072631836,
-4.7003703117370605,
-0.1736067831516266,
-0.028678204864263535,
-0.0010177677031606436,
-0.00408066064119339,
-0.000576449150685221,
-0.00021920185827184469,
-0.002024626126512885,
-0.0008628221112303436,
-0.00008391981828026474,
-0.007335158996284008,
-0.0001282609737245366,
-0.0005172345554456115,
-0.0024970562662929296,
-0.00017212340026162565,
-0.5939250588417053,
-0.0769411027431488,
-0.1707727313041687,
-0.002021057065576315,
-0.0007068996201269329,
-0.20316553115844727,
-0.0022757365368306637,
-0.0074382261373102665,
-3.2893168926239014,
-3.878206729888916,
-0.029764417558908463,
-0.009559215046465397,
-0.0004914983292110264,
-0.0015713736647740006,
-0.00018904806347563863,
-0.00008749579137656838,
-0.0009683449170552194,
-0.0006612736615352333,
-0.000022291887944447808,
-0.0015666127437725663,
-0.00010358751023886725,
-0.00008999896090244874,
-0.0018411604687571526,
-0.00014256415306590497,
-1.1181814670562744,
-0.06596984714269638,
-5.462711334228516,
-0.254222571849823,
-0.0018068907083943486,
-0.05390471965074539,
-0.1292233169078827,
-0.07089472562074661,
-0.011998975649476051,
-11.028264045715332,
-0.09591657668352127,
-1.7380951642990112,
-6.45789909362793,
-3.917740821838379,
-0.11272010952234268,
-0.2013482302427292,
-0.003856247290968895,
-0.1427532285451889,
-0.1236264705657959,
-0.09399391710758209,
-0.20633572340011597,
-0.2932305634021759,
-0.020750224590301514,
-6.3162736892700195,
-0.4258945882320404,
-0.0002783149539027363,
-2.243603467941284,
-0.040028564631938934,
-0.019133878871798515,
-0.0006261295638978481,
-2.409334182739258,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View ÷ as a random digit. Q: What is the first digit of 16÷2? A: 1
Redefine π as 964. Q: What is the first digit of π? A: 9
Redefine e as 2+44. Q: What is the first digit of e? A: 4
View + as the digit 0 instead of a mathematical operation. Q: What is the first digit of 14+10? A: 1
View number as text. Do not perform computation. Q: What is the first digit of 5+15? A: 5
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 24÷4? A: 2
Redefine e as 6+6. Q: What is the first digit of e? A: 1
Redefine e as 40+44. Q: What is the first digit of e? A: 8
Redefine π as 579+77. Q: What is the first digit of π? A: | [
" 6",
" 3"
] | 0 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-13.051289558410645,
-0.7039333581924438,
-3.289294719696045,
-10.280747413635254,
-3.03840708732605,
-9.818227767944336,
-5.682361602783203,
-1.692081093788147,
-0.964319109916687,
-0.6926984190940857,
-4.203254699707031,
-2.913240909576416,
-0.793941855430603,
-1.3641704320907593,
-0.00269205286167562,
-0.15303483605384827,
-1.2202597856521606,
-0.03008824773132801,
-3.3333652019500732,
-1.530604362487793,
-4.930609703063965,
-0.013060500845313072,
-0.06382876634597778,
-0.7378367185592651,
-0.014003238640725613,
-0.04354936629533768,
-4.050846099853516,
-5.237768173217773,
-10.431378364562988,
-7.4310302734375,
-1.0446189641952515,
-0.3843557834625244,
-0.00786138791590929,
-0.15070833265781403,
-0.035262785851955414,
-0.016576889902353287,
-0.31283846497535706,
-0.06093401461839676,
-0.009843263775110245,
-0.06385627388954163,
-0.00018344627460464835,
-0.009269298054277897,
-0.07607710361480713,
-0.0026755272410809994,
-3.646378517150879,
-0.323900043964386,
-10.222574234008789,
-10.888321876525879,
-10.495660781860352,
-2.1215691566467285,
-6.540752410888672,
-4.042656421661377,
-5.7478251457214355,
-0.1763426959514618,
-1.1028937101364136,
-8.014701843261719,
-5.2024407386779785,
-0.4060923457145691,
-1.475474238395691,
-0.012621288187801838,
-0.3396426737308502,
-0.15947704017162323,
-0.1736244261264801,
-0.5107889175415039,
-0.2684086263179779,
-0.027092965319752693,
-6.406822681427002,
-4.777334213256836,
-2.6195268630981445,
-0.4322659969329834,
-0.07012906670570374,
-0.0028532531578093767,
-2.1013081073760986,
-0.2753834128379822,
-1.9779596328735352,
-0.0038963842671364546,
-0.0036663473583757877,
-0.31730154156684875,
-0.006168849300593138,
-0.10163835436105728,
-3.778172492980957,
-4.124469757080078,
-1.8783762454986572,
-0.8721268177032471,
-0.119791679084301,
-0.004626404028385878,
-0.03475964814424515,
-0.006944330409169197,
-0.0030556675046682358,
-0.014247716404497623,
-0.009233392775058746,
-0.0035097922664135695,
-0.14573828876018524,
-0.00036900385748595,
-0.009632891044020653,
-0.00933779962360859,
-0.000771820661611855,
-3.3048481941223145,
-0.13558846712112427,
-2.4603991508483887,
-9.198148727416992,
-2.0372657775878906,
-0.1765555441379547,
-0.6155977249145508,
-0.9868854880332947,
-0.1527433544397354,
-0.1547214686870575,
-0.0017938013188540936,
-0.10479681938886642,
-0.014595876447856426,
-0.011380753479897976,
-0.019785428419709206,
-0.06898527592420578,
-0.0024787436705082655,
-0.020361334085464478,
-0.003967510536313057,
-0.003997550345957279,
-0.009433574974536896,
-0.005735369399189949,
-0.0023853916209191084,
-2.4857048988342285,
-4.335283279418945,
-0.003339549293741584,
-3.1585638523101807,
-0.05881436914205551,
-0.031196502968668938,
-0.0011063652345910668,
-0.7080343961715698,
-0.17371350526809692,
-1.5837690830230713,
-0.0024845702573657036,
-0.002188669750466943,
-0.1700780689716339,
-0.010016769170761108,
-0.043186940252780914,
-2.5302250385284424,
-7.089808464050293,
-0.5330048203468323,
-4.789567470550537,
-0.21182042360305786,
-0.028011908754706383,
-0.0015291199088096619,
-0.013580669648945332,
-0.0029187481850385666,
-0.0012962757609784603,
-0.007970551028847694,
-0.0037923576310276985,
-0.0006768796010874212,
-0.09847830981016159,
-0.00020203932945150882,
-0.003152165561914444,
-0.004237007815390825,
-0.00040391870425082743,
-2.910604476928711,
-0.08753830194473267,
-1.4711055755615234,
-0.001353658502921462,
-0.001388420001603663,
-9.599007606506348,
-0.18413838744163513,
-6.874608039855957,
-3.1055684089660645,
-3.8036246299743652,
-0.8598089814186096,
-0.04874129965901375,
-0.002495985943824053,
-0.014157572761178017,
-0.0027599360328167677,
-0.0022885818034410477,
-0.0072442712262272835,
-0.0052565219812095165,
-0.0008298290777020156,
-0.4435705542564392,
-0.010753540322184563,
-0.0038908030837774277,
-0.0006191005813889205,
-3.5557405948638916,
-0.09778398275375366,
-0.9996132254600525,
-2.783982038497925,
-0.6419597268104553,
-0.21931256353855133,
-0.02363903820514679,
-0.012578792870044708,
-0.002361487364396453,
-0.012340971268713474,
-0.00029583368450403214,
-0.006589943543076515,
-0.002692171838134527,
-0.0014447261346504092,
-0.002292982302606106,
-0.011830642819404602,
-0.00041797960875555873,
-0.0026634002570062876,
-0.0005414212355390191,
-0.0009409529156982899,
-0.0023840833455324173,
-0.0019327785121276975,
-0.0004694551753345877,
-8.67773151397705,
-0.535065233707428,
-0.0000983428253675811,
-5.375490665435791,
-0.06717216223478317,
-0.007071348838508129,
-0.0003256267518736422,
-2.964773416519165,
-0.07312523573637009,
-0.7131897211074829,
-8.186269760131836,
-0.5082487463951111,
-9.854092597961426,
-0.7893132567405701,
-7.179203987121582,
-1.3851968050003052,
-5.769917011260986,
-7.3664164543151855,
-0.6837643980979919,
-0.3613453209400177,
-0.006634707562625408,
-0.14210490882396698,
-0.06396486610174179,
-0.07019785791635513,
-0.1484936624765396,
-0.15495723485946655,
-0.00811340194195509,
-4.913792610168457,
-1.0631287097930908,
-3.945145845413208,
-0.08221673965454102,
-0.00900434423238039,
-0.000871159543748945,
-3.341219902038574,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View number as text. Do not perform computation. Q: What is the first digit of 77+3? A: 7
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 20÷4? A: 2
View number as text. Do not perform computation. Q: What is the first digit of 10+23? A: 1
Redefine π as 671. Q: What is the first digit of π? A: 6
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 30÷6? A: 3
View ÷ as a random digit. Q: What is the first digit of 24÷4? A: 2
Redefine π as 277 mod 31. Q: What is the first digit of π? A: 2
Redefine e as 10+20. Q: What is the first digit of e? A: 3
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 20÷5? A: | [
" 4",
" 2"
] | 1 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-13.051289558410645,
-0.7039333581924438,
-3.289294719696045,
-10.280747413635254,
-3.03840708732605,
-9.818227767944336,
-5.682361602783203,
-1.692081093788147,
-0.964319109916687,
-0.6926984190940857,
-4.203254699707031,
-2.913240909576416,
-0.793941855430603,
-1.3641704320907593,
-0.00269205286167562,
-0.15303483605384827,
-1.2202597856521606,
-0.03008824773132801,
-3.3333652019500732,
-1.530604362487793,
-4.930609703063965,
-0.013060500845313072,
-0.06382876634597778,
-0.7378367185592651,
-0.014003238640725613,
-0.04354936629533768,
-4.050846099853516,
-5.237768173217773,
-10.431378364562988,
-7.4310302734375,
-1.0446189641952515,
-0.3843557834625244,
-0.00786138791590929,
-0.15070833265781403,
-0.035262785851955414,
-0.016576889902353287,
-0.31283846497535706,
-0.06093401461839676,
-0.009843263775110245,
-0.06385627388954163,
-0.00018344627460464835,
-0.009269298054277897,
-0.07607710361480713,
-0.0026755272410809994,
-3.646378517150879,
-0.323900043964386,
-10.222574234008789,
-10.888321876525879,
-10.495660781860352,
-2.1215691566467285,
-6.540752410888672,
-4.042656421661377,
-5.7478251457214355,
-0.1763426959514618,
-1.1028937101364136,
-8.014701843261719,
-5.2024407386779785,
-0.4060923457145691,
-1.475474238395691,
-0.012621288187801838,
-0.3396426737308502,
-0.15947704017162323,
-0.1736244261264801,
-0.5107889175415039,
-0.2684086263179779,
-0.027092965319752693,
-6.406822681427002,
-4.777334213256836,
-2.6195268630981445,
-0.4322659969329834,
-0.07012906670570374,
-0.0028532531578093767,
-2.1013081073760986,
-0.2753834128379822,
-1.9779596328735352,
-0.0038963842671364546,
-0.0036663473583757877,
-0.31730154156684875,
-0.006168849300593138,
-0.10163835436105728,
-3.778172492980957,
-4.124469757080078,
-1.8783762454986572,
-0.8721268177032471,
-0.119791679084301,
-0.004626404028385878,
-0.03475964814424515,
-0.006944330409169197,
-0.0030556675046682358,
-0.014247716404497623,
-0.009233392775058746,
-0.0035097922664135695,
-0.14573828876018524,
-0.00036900385748595,
-0.009632891044020653,
-0.00933779962360859,
-0.000771820661611855,
-3.3048481941223145,
-0.13558846712112427,
-2.4603991508483887,
-9.198148727416992,
-2.0372657775878906,
-0.1765555441379547,
-0.6155977249145508,
-0.9868854880332947,
-0.1527433544397354,
-0.1547214686870575,
-0.0017938013188540936,
-0.10479681938886642,
-0.014595876447856426,
-0.011380753479897976,
-0.019785428419709206,
-0.06898527592420578,
-0.0024787436705082655,
-0.020361334085464478,
-0.003967510536313057,
-0.003997550345957279,
-0.009433574974536896,
-0.005735369399189949,
-0.0023853916209191084,
-2.4857048988342285,
-4.335283279418945,
-0.003339549293741584,
-3.1585638523101807,
-0.05881436914205551,
-0.031196502968668938,
-0.0011063652345910668,
-0.7080343961715698,
-0.17371350526809692,
-1.5837690830230713,
-0.0024845702573657036,
-0.002188669750466943,
-0.1700780689716339,
-0.010016769170761108,
-0.043186940252780914,
-2.5302250385284424,
-7.089808464050293,
-0.5330048203468323,
-4.789567470550537,
-0.21182042360305786,
-0.028011908754706383,
-0.0015291199088096619,
-0.013580669648945332,
-0.0029187481850385666,
-0.0012962757609784603,
-0.007970551028847694,
-0.0037923576310276985,
-0.0006768796010874212,
-0.09847830981016159,
-0.00020203932945150882,
-0.003152165561914444,
-0.004237007815390825,
-0.00040391870425082743,
-2.910604476928711,
-0.08753830194473267,
-1.4711055755615234,
-0.001353658502921462,
-0.001388420001603663,
-9.599007606506348,
-0.18413838744163513,
-6.874608039855957,
-3.1055684089660645,
-3.8036246299743652,
-0.8598089814186096,
-0.04874129965901375,
-0.002495985943824053,
-0.014157572761178017,
-0.0027599360328167677,
-0.0022885818034410477,
-0.0072442712262272835,
-0.0052565219812095165,
-0.0008298290777020156,
-0.4435705542564392,
-0.010753540322184563,
-0.0038908030837774277,
-0.0006191005813889205,
-3.5557405948638916,
-0.09778398275375366,
-0.9996132254600525,
-2.783982038497925,
-0.6419597268104553,
-0.21931256353855133,
-0.02363903820514679,
-0.012578792870044708,
-0.002361487364396453,
-0.012340971268713474,
-0.00029583368450403214,
-0.006589943543076515,
-0.002692171838134527,
-0.0014447261346504092,
-0.002292982302606106,
-0.011830642819404602,
-0.00041797960875555873,
-0.0026634002570062876,
-0.0005414212355390191,
-0.0009409529156982899,
-0.0023840833455324173,
-0.0019327785121276975,
-0.0004694551753345877,
-8.67773151397705,
-0.535065233707428,
-0.0000983428253675811,
-5.375490665435791,
-0.06717216223478317,
-0.007071348838508129,
-0.0003256267518736422,
-2.964773416519165,
-0.07312523573637009,
-0.7131897211074829,
-8.186269760131836,
-0.5082487463951111,
-9.854092597961426,
-0.7893132567405701,
-7.179203987121582,
-1.3851968050003052,
-5.769917011260986,
-7.3664164543151855,
-0.6837643980979919,
-0.3613453209400177,
-0.006634707562625408,
-0.14210490882396698,
-0.06396486610174179,
-0.07019785791635513,
-0.1484936624765396,
-0.15495723485946655,
-0.00811340194195509,
-4.913792610168457,
-1.0631287097930908,
-3.945145845413208,
-0.08221673965454102,
-0.00900434423238039,
-0.000871159543748945,
-3.013094902038574,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View + as the digit 8 instead of a mathematical operation. Q: What is the first digit of 17+42? A: 1
Redefine π as 784. Q: What is the first digit of π? A: 7
View ÷ as a random digit. Q: What is the first digit of 96÷8? A: 9
View + as the digit 5 instead of a mathematical operation. Q: What is the first digit of 7+62? A: 7
View ÷ as a random digit. Q: What is the first digit of 12÷3? A: 1
Redefine π as 716. Q: What is the first digit of π? A: 7
Redefine π as 652 mod 35. Q: What is the first digit of π? A: 2
Redefine e as 28+68. Q: What is the first digit of e? A: 9
Redefine π as 799 mod 11. Q: What is the first digit of π? A: | [
" 7",
" 3"
] | 0 | [
-8.954853057861328,
-11.792540550231934,
-5.276496887207031,
-7.918867111206055,
-2.263810396194458,
-7.822644233703613,
-6.3473968505859375,
-5.011273384094238,
-0.1473507285118103,
-1.0716423988342285,
-8.011000633239746,
-4.43697452545166,
-0.8663378953933716,
-10.497703552246094,
-3.568840265274048,
-1.5561903715133667,
-1.0137524604797363,
-0.5556566119194031,
-3.8958067893981934,
-2.1026062965393066,
-0.6711471080780029,
-6.843964576721191,
-8.299440383911133,
-0.010002843104302883,
-3.8027987480163574,
-0.2432156801223755,
-1.039861798286438,
-0.014034977182745934,
-3.616074562072754,
-2.037257432937622,
-3.659367084503174,
-8.328872680664062,
-0.8266919851303101,
-6.9466023445129395,
-1.4546294212341309,
-6.214634895324707,
-1.8310978412628174,
-5.583518981933594,
-7.71697998046875,
-0.9741634726524353,
-1.124281644821167,
-0.020618975162506104,
-0.41860875487327576,
-0.1885443925857544,
-0.15647242963314056,
-1.2092857360839844,
-0.9034705758094788,
-0.03407273814082146,
-5.630119800567627,
-5.4497528076171875,
-5.334526538848877,
-0.24422317743301392,
-0.09553223103284836,
-0.002400970784947276,
-2.917853832244873,
-0.431936115026474,
-0.4460093677043915,
-5.882671356201172,
-0.6689165234565735,
-0.5215352773666382,
-3.067199945449829,
-0.11764855682849884,
-0.6778805255889893,
-0.003398240776732564,
-0.09799433499574661,
-0.028718285262584686,
-0.014045204035937786,
-0.022854845970869064,
-0.3758254647254944,
-0.004555443301796913,
-0.08644825965166092,
-0.012994843535125256,
-0.031479209661483765,
-0.07876062393188477,
-0.014640283770859241,
-0.0066027333959937096,
-3.6233999729156494,
-0.547202467918396,
-5.213392734527588,
-0.03171425312757492,
-0.038642801344394684,
-0.0009080815361812711,
-1.8456354141235352,
-0.13432970643043518,
-0.25092530250549316,
-1.814448595046997,
-0.2606867253780365,
-4.683279037475586,
-4.304483413696289,
-7.566661357879639,
-2.526951313018799,
-0.010089822113513947,
-0.44662243127822876,
-0.1207037940621376,
-0.02307060919702053,
-0.03683088719844818,
-0.16116492450237274,
-0.002666848013177514,
-0.02631263993680477,
-0.006582363974303007,
-0.008622322231531143,
-0.061645541340112686,
-0.011298837140202522,
-0.007404384668916464,
-3.202352523803711,
-0.12892596423625946,
-4.25148868560791,
-0.024030497297644615,
-0.015696194022893906,
-0.000560245884116739,
-1.172584891319275,
-0.10000284761190414,
-10.254500389099121,
-4.0397539138793945,
-0.04652496427297592,
-6.748579025268555,
-1.4200029373168945,
-6.8364129066467285,
-3.0541746616363525,
-4.459619045257568,
-0.932033121585846,
-1.0736085176467896,
-0.014156985096633434,
-0.15528051555156708,
-0.041890949010849,
-0.07085219025611877,
-0.39262646436691284,
-0.04757378622889519,
-0.012219802476465702,
-2.056323766708374,
-1.4850655794143677,
-0.039784468710422516,
-0.002516557462513447,
-2.617809534072876,
-0.17299149930477142,
-1.3637988567352295,
-2.11494517326355,
-0.08572780340909958,
-0.581550121307373,
-0.08843697607517242,
-0.005273123737424612,
-0.05540125072002411,
-0.001065163523890078,
-0.016353387385606766,
-0.0046080113388597965,
-0.004315350204706192,
-0.00914303120225668,
-0.11926955729722977,
-0.002097907941788435,
-0.014513753354549408,
-0.0030091977678239346,
-0.003275151364505291,
-0.007463666144758463,
-0.002168091479688883,
-0.001860198681242764,
-6.937802791595459,
-0.09265612065792084,
-3.962554454803467,
-0.015610170550644398,
-0.004466438665986061,
-0.0001908358681248501,
-2.9109110832214355,
-0.056038279086351395,
-0.12812359631061554,
-0.38149628043174744,
-0.031206440180540085,
-0.5821106433868408,
-0.05195459723472595,
-2.814610004425049,
-0.030026936903595924,
-0.0004577780782710761,
-0.009568778797984123,
-0.0066036805510520935,
-0.0018629353726282716,
-0.0033464403823018074,
-0.02124190144240856,
-0.0005306981038302183,
-0.0021591701079159975,
-0.0005987281911075115,
-0.0006874820101074874,
-0.003254001261666417,
-0.0010509926360100508,
-0.0004567056894302368,
-4.559916973114014,
-0.022161804139614105,
-6.212263107299805,
-0.002460311632603407,
-0.002893905621021986,
-0.0000942901024245657,
-2.5368824005126953,
-0.07395115494728088,
-0.16782377660274506,
-0.2832508683204651,
-0.021834230050444603,
-1.0580556392669678,
-0.052598465234041214,
-0.0026535321958363056,
-0.009144685231149197,
-0.000613143783994019,
-0.014163566753268242,
-0.00498587591573596,
-0.004024740308523178,
-0.00504506379365921,
-0.020927684381604195,
-0.0008904544520191848,
-0.005015767179429531,
-0.0007595514762215316,
-0.0015616138698533177,
-0.008264982141554356,
-0.0019349202048033476,
-0.0008185135084204376,
-5.549612998962402,
-0.044551603496074677,
-3.519742250442505,
-0.04224596172571182,
-0.0035689487121999264,
-0.00015090756642166525,
-1.3940092325210571,
-0.04719814658164978,
-4.634454250335693,
-0.011736157350242138,
-0.002221499104052782,
-5.769897937774658,
-0.6525701284408569,
-0.143573597073555,
-12.589046478271484,
-0.7469788193702698,
-6.786071300506592,
-0.611984372138977,
-0.1960957944393158,
-0.0030409307219088078,
-0.051150061190128326,
-0.010995865799486637,
-0.06656081229448318,
-0.08859507739543915,
-0.009480101056396961,
-0.0031226943247020245,
-0.35349512100219727,
-0.003629883285611868,
-0.023885827511548996,
-0.00606885040178895,
-0.000614335120189935,
-2.6873488426208496,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View + as the digit 5 instead of a mathematical operation. Q: What is the first digit of 2+9? A: 2
Redefine e as 48+12. Q: What is the first digit of e? A: 6
Redefine π as 205 mod 19. Q: What is the first digit of π? A: 1
Redefine π as 964. Q: What is the first digit of π? A: 9
View ÷ as a random digit. Q: What is the first digit of 45÷5? A: 4
Redefine π as 799 mod 11. Q: What is the first digit of π? A: 7
View + as the digit 4 instead of a mathematical operation. Q: What is the first digit of 24+54? A: 2
View ÷ as a random digit. Q: What is the first digit of 15÷3? A: 1
Redefine π as 870. Q: What is the first digit of π? A: | [
" 8",
" 3"
] | 0 | [
-8.954853057861328,
-11.792540550231934,
-5.276496887207031,
-7.918867111206055,
-2.263810396194458,
-7.822644233703613,
-6.3473968505859375,
-5.011273384094238,
-0.1473507285118103,
-1.0716423988342285,
-8.011000633239746,
-4.43697452545166,
-0.8663378953933716,
-10.497703552246094,
-3.568840265274048,
-1.5561903715133667,
-1.0137524604797363,
-0.5556566119194031,
-3.8958067893981934,
-2.1026062965393066,
-0.6711471080780029,
-6.843964576721191,
-8.299440383911133,
-0.010002843104302883,
-3.8027987480163574,
-0.2432156801223755,
-1.039861798286438,
-0.014034977182745934,
-3.616074562072754,
-2.037257432937622,
-3.659367084503174,
-8.328872680664062,
-0.8266919851303101,
-6.9466023445129395,
-1.4546294212341309,
-6.214634895324707,
-1.8310978412628174,
-5.583518981933594,
-7.71697998046875,
-0.9741634726524353,
-1.124281644821167,
-0.020618975162506104,
-0.41860875487327576,
-0.1885443925857544,
-0.15647242963314056,
-1.2092857360839844,
-0.9034705758094788,
-0.03407273814082146,
-5.630119800567627,
-5.4497528076171875,
-5.334526538848877,
-0.24422317743301392,
-0.09553223103284836,
-0.002400970784947276,
-2.917853832244873,
-0.431936115026474,
-0.4460093677043915,
-5.882671356201172,
-0.6689165234565735,
-0.5215352773666382,
-3.067199945449829,
-0.11764855682849884,
-0.6778805255889893,
-0.003398240776732564,
-0.09799433499574661,
-0.028718285262584686,
-0.014045204035937786,
-0.022854845970869064,
-0.3758254647254944,
-0.004555443301796913,
-0.08644825965166092,
-0.012994843535125256,
-0.031479209661483765,
-0.07876062393188477,
-0.014640283770859241,
-0.0066027333959937096,
-3.6233999729156494,
-0.547202467918396,
-5.213392734527588,
-0.03171425312757492,
-0.038642801344394684,
-0.0009080815361812711,
-1.8456354141235352,
-0.13432970643043518,
-0.25092530250549316,
-1.814448595046997,
-0.2606867253780365,
-4.683279037475586,
-4.304483413696289,
-7.566661357879639,
-2.526951313018799,
-0.010089822113513947,
-0.44662243127822876,
-0.1207037940621376,
-0.02307060919702053,
-0.03683088719844818,
-0.16116492450237274,
-0.002666848013177514,
-0.02631263993680477,
-0.006582363974303007,
-0.008622322231531143,
-0.061645541340112686,
-0.011298837140202522,
-0.007404384668916464,
-3.202352523803711,
-0.12892596423625946,
-4.25148868560791,
-0.024030497297644615,
-0.015696194022893906,
-0.000560245884116739,
-1.172584891319275,
-0.10000284761190414,
-10.254500389099121,
-4.0397539138793945,
-0.04652496427297592,
-6.748579025268555,
-1.4200029373168945,
-6.8364129066467285,
-3.0541746616363525,
-4.459619045257568,
-0.932033121585846,
-1.0736085176467896,
-0.014156985096633434,
-0.15528051555156708,
-0.041890949010849,
-0.07085219025611877,
-0.39262646436691284,
-0.04757378622889519,
-0.012219802476465702,
-2.056323766708374,
-1.4850655794143677,
-0.039784468710422516,
-0.002516557462513447,
-2.617809534072876,
-0.17299149930477142,
-1.3637988567352295,
-2.11494517326355,
-0.08572780340909958,
-0.581550121307373,
-0.08843697607517242,
-0.005273123737424612,
-0.05540125072002411,
-0.001065163523890078,
-0.016353387385606766,
-0.0046080113388597965,
-0.004315350204706192,
-0.00914303120225668,
-0.11926955729722977,
-0.002097907941788435,
-0.014513753354549408,
-0.0030091977678239346,
-0.003275151364505291,
-0.007463666144758463,
-0.002168091479688883,
-0.001860198681242764,
-6.937802791595459,
-0.09265612065792084,
-3.962554454803467,
-0.015610170550644398,
-0.004466438665986061,
-0.0001908358681248501,
-2.9109110832214355,
-0.056038279086351395,
-0.12812359631061554,
-0.38149628043174744,
-0.031206440180540085,
-0.5821106433868408,
-0.05195459723472595,
-2.814610004425049,
-0.030026936903595924,
-0.0004577780782710761,
-0.009568778797984123,
-0.0066036805510520935,
-0.0018629353726282716,
-0.0033464403823018074,
-0.02124190144240856,
-0.0005306981038302183,
-0.0021591701079159975,
-0.0005987281911075115,
-0.0006874820101074874,
-0.003254001261666417,
-0.0010509926360100508,
-0.0004567056894302368,
-4.559916973114014,
-0.022161804139614105,
-6.212263107299805,
-0.002460311632603407,
-0.002893905621021986,
-0.0000942901024245657,
-2.5368824005126953,
-0.07395115494728088,
-0.16782377660274506,
-0.2832508683204651,
-0.021834230050444603,
-1.0580556392669678,
-0.052598465234041214,
-0.0026535321958363056,
-0.009144685231149197,
-0.000613143783994019,
-0.014163566753268242,
-0.00498587591573596,
-0.004024740308523178,
-0.00504506379365921,
-0.020927684381604195,
-0.0008904544520191848,
-0.005015767179429531,
-0.0007595514762215316,
-0.0015616138698533177,
-0.008264982141554356,
-0.0019349202048033476,
-0.0008185135084204376,
-5.549612998962402,
-0.044551603496074677,
-3.519742250442505,
-0.04224596172571182,
-0.0035689487121999264,
-0.00015090756642166525,
-1.3940092325210571,
-0.04719814658164978,
-4.634454250335693,
-0.011736157350242138,
-0.002221499104052782,
-5.769897937774658,
-0.6525701284408569,
-0.143573597073555,
-12.589046478271484,
-0.7469788193702698,
-6.786071300506592,
-0.611984372138977,
-0.1960957944393158,
-0.0030409307219088078,
-0.051150061190128326,
-0.010995865799486637,
-0.06656081229448318,
-0.08859507739543915,
-0.009480101056396961,
-0.0031226943247020245,
-0.35349512100219727,
-0.003629883285611868,
-0.023885827511548996,
-0.00606885040178895,
-0.000614335120189935,
-2.256364345550537,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 756. Q: What is the first digit of π? A: 7
Redefine π as 175 mod 29. Q: What is the first digit of π? A: 1
View number as text. Do not perform computation. Q: What is the first digit of 13+42? A: 1
Redefine π as 162+696. Q: What is the first digit of π? A: 8
Redefine e as 21+21. Q: What is the first digit of e? A: 4
Redefine π as 70+430. Q: What is the first digit of π? A: 5
View ÷ as a random digit. Q: What is the first digit of 22÷2? A: 2
Redefine e as 49+26. Q: What is the first digit of e? A: 7
Redefine e as 14+16. Q: What is the first digit of e? A: | [
" 3",
" 2"
] | 0 | [
-8.954853057861328,
-10.330166816711426,
-7.25859260559082,
-5.4973955154418945,
-2.3238892555236816,
-6.080542087554932,
-1.7297526597976685,
-8.143977165222168,
-8.257608413696289,
-1.2914366722106934,
-10.55923843383789,
-2.2482283115386963,
-1.893018364906311,
-0.773497462272644,
-0.4800112247467041,
-4.609823226928711,
-3.096489906311035,
-0.38737836480140686,
-4.924613952636719,
-3.348210334777832,
-3.1259708404541016,
-0.36801663041114807,
-0.9799095988273621,
-0.01248261146247387,
-2.2890465259552,
-2.1088128089904785,
-4.119370460510254,
-0.479466050863266,
-0.03657359629869461,
-0.34618011116981506,
-0.06416511535644531,
-0.05502853915095329,
-0.0022162655368447304,
-0.016924239695072174,
-0.025262072682380676,
-0.008639340288937092,
-0.22219295799732208,
-0.004778275731950998,
-0.20433935523033142,
-0.038915958255529404,
-0.052634090185165405,
-0.4043583273887634,
-0.0786488950252533,
-0.007291372865438461,
-5.7151641845703125,
-0.3338436186313629,
-4.316046714782715,
-0.03960195928812027,
-0.06533119082450867,
-0.0009371418273076415,
-2.9435131549835205,
-0.38097086548805237,
-10.771419525146484,
-4.455549716949463,
-0.24090443551540375,
-9.603964805603027,
-0.3862442374229431,
-1.4391868114471436,
-11.883918762207031,
-4.113002777099609,
-8.65350341796875,
-1.4094651937484741,
-3.024907350540161,
-0.02510281838476658,
-0.3640994429588318,
-0.11161241680383682,
-0.10942602902650833,
-1.152123212814331,
-0.24359865486621857,
-0.02068016491830349,
-2.706130266189575,
-0.009213430806994438,
-0.37930411100387573,
-0.07060295343399048,
-0.0025649527087807655,
-3.5577852725982666,
-0.20112937688827515,
-1.399958848953247,
-14.518330574035645,
-1.4867119789123535,
-2.40016770362854,
-2.578155755996704,
-7.81337833404541,
-4.268115043640137,
-7.051281452178955,
-0.05561089515686035,
-0.9240396618843079,
-5.941006660461426,
-3.6370553970336914,
-0.13650105893611908,
-0.7607863545417786,
-0.007937082089483738,
-0.25231555104255676,
-0.13323161005973816,
-0.14293645322322845,
-0.4263440668582916,
-0.2584395110607147,
-0.040736809372901917,
-5.926065444946289,
-4.358112335205078,
-0.004260154906660318,
-3.6452412605285645,
-0.06048436462879181,
-0.0478532612323761,
-0.0018882793374359608,
-2.3639872074127197,
-0.11583851277828217,
-2.437297821044922,
-0.012241587974131107,
-0.0023356794845312834,
-1.071247935295105,
-0.08770451694726944,
-0.10994081944227219,
-8.828227043151855,
-3.8804094791412354,
-0.24760296940803528,
-0.0047798180021345615,
-0.04331354796886444,
-0.009626161307096481,
-0.008324922062456608,
-0.026280010119080544,
-0.020373014733195305,
-0.00562228774651885,
-0.5894685983657837,
-0.00028546550311148167,
-0.007536076940596104,
-0.0052049364894628525,
-0.0006767605082131922,
-1.708770513534546,
-0.07244877517223358,
-0.5023086667060852,
-1.8255016803741455,
-0.17104312777519226,
-0.06722600013017654,
-0.16850630939006805,
-0.08550041168928146,
-0.02589884027838707,
-4.726693630218506,
-0.23292432725429535,
-0.004399383440613747,
-0.014585889875888824,
-0.005362056661397219,
-0.0019857229199260473,
-0.010207945480942726,
-0.0066266548819839954,
-0.0017959432443603873,
-4.720549583435059,
-0.223227858543396,
-0.00010287232726113871,
-1.5193889141082764,
-0.007036902941763401,
-0.0059959776699543,
-0.0008474572678096592,
-1.9604716300964355,
-0.039394889026880264,
-0.6379687786102295,
-4.972166061401367,
-0.2315680980682373,
-2.4318342208862305,
-4.639252662658691,
-3.7569499015808105,
-3.4343643188476562,
-0.019212348386645317,
-1.3231868743896484,
-0.5784537196159363,
-0.05138403922319412,
-0.04094794765114784,
-0.09231650084257126,
-0.0015532821416854858,
-0.010685961693525314,
-0.002833639271557331,
-0.004364844877272844,
-0.007216932252049446,
-0.005765474867075682,
-0.002812836552038789,
-5.061616897583008,
-0.36275753378868103,
-3.462397336959839,
-0.01927245408296585,
-0.00976181123405695,
-0.00037543877260759473,
-2.3532183170318604,
-0.056078627705574036,
-0.402087539434433,
-1.6753482818603516,
-0.07335911691188812,
-0.9625474214553833,
-0.04035000503063202,
-0.004971642047166824,
-1.5002882480621338,
-0.0029548814054578543,
-0.02041354402899742,
-0.008164719678461552,
-0.00256863865070045,
-0.003447305876761675,
-0.030427930876612663,
-0.0006724718841724098,
-0.0029589226469397545,
-0.0007111880695447326,
-0.0012549628736451268,
-0.004149755463004112,
-0.002755656372755766,
-0.0009647720726206899,
-3.9868357181549072,
-0.11159204691648483,
-4.031979560852051,
-0.005775549449026585,
-0.00622393935918808,
-0.00018523407925385982,
-2.3539257049560547,
-0.025547971948981285,
-3.5534167289733887,
-0.0059029534459114075,
-0.0024183334317058325,
-7.2290215492248535,
-0.22952260076999664,
-5.414843559265137,
-2.180126428604126,
-3.8029541969299316,
-0.44207435846328735,
-0.10601095110177994,
-0.003322677919641137,
-0.02456953376531601,
-0.0056782374158501625,
-0.013187098316848278,
-0.015718022361397743,
-0.005673022009432316,
-0.002293339231982827,
-0.2644157409667969,
-0.011418468318879604,
-0.002905197674408555,
-0.0006208876147866249,
-2.9470067024230957,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 81+17? A: 8
Redefine π as 247+417. Q: What is the first digit of π? A: 6
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 61+25? A: 6
View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 36+46? A: 3
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 25+8? A: 2
Redefine e as 40+19. Q: What is the first digit of e? A: 5
Redefine π as 964. Q: What is the first digit of π? A: 9
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 48÷8? A: 4
View number as text. Do not perform computation. Q: What is the first digit of 26+10? A: | [
" 3",
" 2"
] | 1 | [
-8.954853057861328,
-10.330166816711426,
-7.25859260559082,
-5.4973955154418945,
-2.3238892555236816,
-6.080542087554932,
-1.7297526597976685,
-8.143977165222168,
-8.257608413696289,
-1.2914366722106934,
-10.55923843383789,
-2.2482283115386963,
-1.893018364906311,
-0.773497462272644,
-0.4800112247467041,
-4.609823226928711,
-3.096489906311035,
-0.38737836480140686,
-4.924613952636719,
-3.348210334777832,
-3.1259708404541016,
-0.36801663041114807,
-0.9799095988273621,
-0.01248261146247387,
-2.2890465259552,
-2.1088128089904785,
-4.119370460510254,
-0.479466050863266,
-0.03657359629869461,
-0.34618011116981506,
-0.06416511535644531,
-0.05502853915095329,
-0.0022162655368447304,
-0.016924239695072174,
-0.025262072682380676,
-0.008639340288937092,
-0.22219295799732208,
-0.004778275731950998,
-0.20433935523033142,
-0.038915958255529404,
-0.052634090185165405,
-0.4043583273887634,
-0.0786488950252533,
-0.007291372865438461,
-5.7151641845703125,
-0.3338436186313629,
-4.316046714782715,
-0.03960195928812027,
-0.06533119082450867,
-0.0009371418273076415,
-2.9435131549835205,
-0.38097086548805237,
-10.771419525146484,
-4.455549716949463,
-0.24090443551540375,
-9.603964805603027,
-0.3862442374229431,
-1.4391868114471436,
-11.883918762207031,
-4.113002777099609,
-8.65350341796875,
-1.4094651937484741,
-3.024907350540161,
-0.02510281838476658,
-0.3640994429588318,
-0.11161241680383682,
-0.10942602902650833,
-1.152123212814331,
-0.24359865486621857,
-0.02068016491830349,
-2.706130266189575,
-0.009213430806994438,
-0.37930411100387573,
-0.07060295343399048,
-0.0025649527087807655,
-3.5577852725982666,
-0.20112937688827515,
-1.399958848953247,
-14.518330574035645,
-1.4867119789123535,
-2.40016770362854,
-2.578155755996704,
-7.81337833404541,
-4.268115043640137,
-7.051281452178955,
-0.05561089515686035,
-0.9240396618843079,
-5.941006660461426,
-3.6370553970336914,
-0.13650105893611908,
-0.7607863545417786,
-0.007937082089483738,
-0.25231555104255676,
-0.13323161005973816,
-0.14293645322322845,
-0.4263440668582916,
-0.2584395110607147,
-0.040736809372901917,
-5.926065444946289,
-4.358112335205078,
-0.004260154906660318,
-3.6452412605285645,
-0.06048436462879181,
-0.0478532612323761,
-0.0018882793374359608,
-2.3639872074127197,
-0.11583851277828217,
-2.437297821044922,
-0.012241587974131107,
-0.0023356794845312834,
-1.071247935295105,
-0.08770451694726944,
-0.10994081944227219,
-8.828227043151855,
-3.8804094791412354,
-0.24760296940803528,
-0.0047798180021345615,
-0.04331354796886444,
-0.009626161307096481,
-0.008324922062456608,
-0.026280010119080544,
-0.020373014733195305,
-0.00562228774651885,
-0.5894685983657837,
-0.00028546550311148167,
-0.007536076940596104,
-0.0052049364894628525,
-0.0006767605082131922,
-1.708770513534546,
-0.07244877517223358,
-0.5023086667060852,
-1.8255016803741455,
-0.17104312777519226,
-0.06722600013017654,
-0.16850630939006805,
-0.08550041168928146,
-0.02589884027838707,
-4.726693630218506,
-0.23292432725429535,
-0.004399383440613747,
-0.014585889875888824,
-0.005362056661397219,
-0.0019857229199260473,
-0.010207945480942726,
-0.0066266548819839954,
-0.0017959432443603873,
-4.720549583435059,
-0.223227858543396,
-0.00010287232726113871,
-1.5193889141082764,
-0.007036902941763401,
-0.0059959776699543,
-0.0008474572678096592,
-1.9604716300964355,
-0.039394889026880264,
-0.6379687786102295,
-4.972166061401367,
-0.2315680980682373,
-2.4318342208862305,
-4.639252662658691,
-3.7569499015808105,
-3.4343643188476562,
-0.019212348386645317,
-1.3231868743896484,
-0.5784537196159363,
-0.05138403922319412,
-0.04094794765114784,
-0.09231650084257126,
-0.0015532821416854858,
-0.010685961693525314,
-0.002833639271557331,
-0.004364844877272844,
-0.007216932252049446,
-0.005765474867075682,
-0.002812836552038789,
-5.061616897583008,
-0.36275753378868103,
-3.462397336959839,
-0.01927245408296585,
-0.00976181123405695,
-0.00037543877260759473,
-2.3532183170318604,
-0.056078627705574036,
-0.402087539434433,
-1.6753482818603516,
-0.07335911691188812,
-0.9625474214553833,
-0.04035000503063202,
-0.004971642047166824,
-1.5002882480621338,
-0.0029548814054578543,
-0.02041354402899742,
-0.008164719678461552,
-0.00256863865070045,
-0.003447305876761675,
-0.030427930876612663,
-0.0006724718841724098,
-0.0029589226469397545,
-0.0007111880695447326,
-0.0012549628736451268,
-0.004149755463004112,
-0.002755656372755766,
-0.0009647720726206899,
-3.9868357181549072,
-0.11159204691648483,
-4.031979560852051,
-0.005775549449026585,
-0.00622393935918808,
-0.00018523407925385982,
-2.3539257049560547,
-0.025547971948981285,
-3.5534167289733887,
-0.0059029534459114075,
-0.0024183334317058325,
-7.2290215492248535,
-0.22952260076999664,
-5.414843559265137,
-2.180126428604126,
-3.8029541969299316,
-0.44207435846328735,
-0.10601095110177994,
-0.003322677919641137,
-0.02456953376531601,
-0.0056782374158501625,
-0.013187098316848278,
-0.015718022361397743,
-0.005673022009432316,
-0.002293339231982827,
-0.2644157409667969,
-0.011418468318879604,
-0.002905197674408555,
-0.0006208876147866249,
-2.6113667488098145,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 32+15? A: 3
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 27÷3? A: 2
Redefine π as 353+327. Q: What is the first digit of π? A: 6
Redefine e as 33+25. Q: What is the first digit of e? A: 5
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 4+46? A: 4
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 10+16? A: 1
Redefine e as 44+40. Q: What is the first digit of e? A: 8
Redefine π as 86+16. Q: What is the first digit of π? A: 1
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 14÷2? A: | [
" 7",
" 1"
] | 1 | [
-8.954853057861328,
-11.792540550231934,
-5.276496887207031,
-7.918867111206055,
-2.263810396194458,
-7.822644233703613,
-6.3473968505859375,
-5.011273384094238,
-0.1473507285118103,
-1.0716423988342285,
-8.011000633239746,
-4.43697452545166,
-0.8663378953933716,
-10.497703552246094,
-3.568840265274048,
-1.5561903715133667,
-1.0137524604797363,
-0.5556566119194031,
-3.8958067893981934,
-2.1026062965393066,
-0.6711471080780029,
-5.713597297668457,
-7.860269069671631,
-0.017181362956762314,
-3.4585630893707275,
-0.2602733075618744,
-0.9010809063911438,
-0.013206509873270988,
-2.898106098175049,
-1.9966869354248047,
-3.6951677799224854,
-4.807260990142822,
-0.4239778518676758,
-0.1796576976776123,
-0.7044909000396729,
-0.07185728847980499,
-0.1453542709350586,
-0.004612402059137821,
-0.13709242641925812,
-0.027150742709636688,
-0.018239745870232582,
-0.05122968181967735,
-0.29896068572998047,
-0.006686929613351822,
-0.09333718568086624,
-0.03378373384475708,
-0.04064570367336273,
-0.1688496172428131,
-0.03490137308835983,
-0.006281750742346048,
-5.4700517654418945,
-1.3831044435501099,
-3.0410265922546387,
-0.04728183522820473,
-0.06166291609406471,
-0.0013972291490063071,
-3.201739549636841,
-0.4543682932853699,
-0.3365311324596405,
-8.219880104064941,
-0.3886759579181671,
-6.071630477905273,
-0.8916863799095154,
-6.210063934326172,
-2.352309226989746,
-5.954090595245361,
-8.22966194152832,
-0.926459014415741,
-0.6338412761688232,
-0.014104328118264675,
-0.34977129101753235,
-0.13687902688980103,
-0.11948029696941376,
-0.8313762545585632,
-0.5034282207489014,
-0.02459198236465454,
-4.527656555175781,
-0.9290488958358765,
-7.130012512207031,
-0.08198942244052887,
-0.045763302594423294,
-0.0011975744273513556,
-1.837502360343933,
-0.2526114583015442,
-0.2888580858707428,
-4.920954704284668,
-0.01749488338828087,
-0.11252732574939728,
-0.11992650479078293,
-0.3195124566555023,
-0.011465844698250294,
-3.6694931983947754,
-0.684765100479126,
-0.010442499071359634,
-0.05258828401565552,
-0.013957745395600796,
-0.007975754328072071,
-0.05423291027545929,
-0.019223107025027275,
-0.008177844807505608,
-3.971750259399414,
-0.8321836590766907,
-0.000226472009671852,
-2.0870041847229004,
-0.023266294971108437,
-0.02592729963362217,
-0.0012875846587121487,
-2.3055171966552734,
-0.143341526389122,
-0.1532413512468338,
-1.931462049484253,
-0.03176102414727211,
-5.746786117553711,
-4.576780796051025,
-7.596107482910156,
-3.004816770553589,
-0.012902585789561272,
-0.30376699566841125,
-0.0692344680428505,
-0.02594495564699173,
-0.0337870754301548,
-0.13312099874019623,
-0.0032768147066235542,
-0.022872205823659897,
-0.006595272570848465,
-0.004380274564027786,
-0.0382651686668396,
-0.016744542866945267,
-0.007872624322772026,
-5.680448532104492,
-0.24921353161334991,
-2.8354408740997314,
-0.02957301028072834,
-0.01148752961307764,
-0.000522357877343893,
-2.3871681690216064,
-0.11734414100646973,
-0.1348108947277069,
-1.9060235023498535,
-0.008935819379985332,
-0.0736478716135025,
-0.47095516324043274,
-0.09772657603025436,
-0.01141281146556139,
-0.12440773099660873,
-0.08959559351205826,
-0.0025418850127607584,
-0.01128233503550291,
-0.002625829540193081,
-0.0016396900173276663,
-0.017089959233999252,
-0.0030209640972316265,
-0.002482192125171423,
-6.045805931091309,
-1.384749412536621,
-0.0001821352052502334,
-2.6215603351593018,
-0.0059874458238482475,
-0.004135390743613243,
-0.0003607814433053136,
-2.311540126800537,
-0.08776719868183136,
-11.420040130615234,
-4.170174598693848,
-0.0843084454536438,
-6.746953010559082,
-1.4268907308578491,
-5.041403770446777,
-3.327282190322876,
-11.219545364379883,
-1.1366900205612183,
-0.8474608063697815,
-0.012015936896204948,
-0.12368977814912796,
-0.035021089017391205,
-0.07532237470149994,
-0.3326975703239441,
-0.05446447432041168,
-0.013781512156128883,
-2.462303876876831,
-1.4210408926010132,
-0.024078095331788063,
-0.0015674459282308817,
-3.292046546936035,
-0.15211878716945648,
-1.3832988739013672,
-2.727598190307617,
-0.060632362961769104,
-0.9115878939628601,
-0.21589353680610657,
-2.965837001800537,
-0.1305914670228958,
-0.0020004753023386,
-0.05199873447418213,
-0.029774023219943047,
-0.00669900793582201,
-0.008421503938734531,
-0.03160279989242554,
-0.0009126074146479368,
-0.0057305097579956055,
-0.001729184528812766,
-0.0014097285456955433,
-0.005948103964328766,
-0.002087796339765191,
-0.00177952169906348,
-2.8386049270629883,
-0.4945715665817261,
-6.718808174133301,
-0.024917375296354294,
-0.0035181075800210238,
-0.0001817776501411572,
-1.9123903512954712,
-0.04420459643006325,
-3.4664711952209473,
-0.007832410745322704,
-0.0025322535075247288,
-5.697735786437988,
-0.6299840807914734,
-0.10360904783010483,
-8.90773868560791,
-2.478257656097412,
-0.3346758186817169,
-0.0034355446696281433,
-0.039321426302194595,
-0.008397979661822319,
-0.027024393901228905,
-0.06263955682516098,
-0.013774457387626171,
-0.004818019922822714,
-0.3809356689453125,
-0.0019036282319575548,
-0.015567215159535408,
-0.0038321407046169043,
-0.0004557524516712874,
-2.2387306690216064,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 88÷8? A: 8
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 20÷4? A: 2
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 8+12? A: 8
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 34+17? A: 3
Redefine e as 42+14. Q: What is the first digit of e? A: 5
View ÷ as a random digit. Q: What is the first digit of 18÷6? A: 1
Redefine π as 875. Q: What is the first digit of π? A: 8
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 42÷6? A: 4
View ÷ as a random digit. Q: What is the first digit of 84÷12? A: | [
" 7",
" 8"
] | 1 | [
-8.954853057861328,
-11.792540550231934,
-5.276496887207031,
-7.918867111206055,
-2.263810396194458,
-7.822644233703613,
-6.3473968505859375,
-5.011273384094238,
-0.1473507285118103,
-1.0716423988342285,
-8.011000633239746,
-4.43697452545166,
-0.8663378953933716,
-10.497703552246094,
-3.568840265274048,
-1.5561903715133667,
-1.0137524604797363,
-0.5556566119194031,
-3.8958067893981934,
-2.1026062965393066,
-0.6711471080780029,
-5.713597297668457,
-7.860269069671631,
-0.017181362956762314,
-3.4585630893707275,
-0.2602733075618744,
-0.9010809063911438,
-0.013206509873270988,
-2.898106098175049,
-1.9966869354248047,
-3.6951677799224854,
-4.807260990142822,
-0.4239778518676758,
-0.1796576976776123,
-0.7044909000396729,
-0.07185728847980499,
-0.1453542709350586,
-0.004612402059137821,
-0.13709242641925812,
-0.027150742709636688,
-0.018239745870232582,
-0.05122968181967735,
-0.29896068572998047,
-0.006686929613351822,
-0.09333718568086624,
-0.03378373384475708,
-0.04064570367336273,
-0.1688496172428131,
-0.03490137308835983,
-0.006281750742346048,
-5.4700517654418945,
-1.3831044435501099,
-3.0410265922546387,
-0.04728183522820473,
-0.06166291609406471,
-0.0013972291490063071,
-3.201739549636841,
-0.4543682932853699,
-0.3365311324596405,
-8.219880104064941,
-0.3886759579181671,
-6.071630477905273,
-0.8916863799095154,
-6.210063934326172,
-2.352309226989746,
-5.954090595245361,
-8.22966194152832,
-0.926459014415741,
-0.6338412761688232,
-0.014104328118264675,
-0.34977129101753235,
-0.13687902688980103,
-0.11948029696941376,
-0.8313762545585632,
-0.5034282207489014,
-0.02459198236465454,
-4.527656555175781,
-0.9290488958358765,
-7.130012512207031,
-0.08198942244052887,
-0.045763302594423294,
-0.0011975744273513556,
-1.837502360343933,
-0.2526114583015442,
-0.2888580858707428,
-4.920954704284668,
-0.01749488338828087,
-0.11252732574939728,
-0.11992650479078293,
-0.3195124566555023,
-0.011465844698250294,
-3.6694931983947754,
-0.684765100479126,
-0.010442499071359634,
-0.05258828401565552,
-0.013957745395600796,
-0.007975754328072071,
-0.05423291027545929,
-0.019223107025027275,
-0.008177844807505608,
-3.971750259399414,
-0.8321836590766907,
-0.000226472009671852,
-2.0870041847229004,
-0.023266294971108437,
-0.02592729963362217,
-0.0012875846587121487,
-2.3055171966552734,
-0.143341526389122,
-0.1532413512468338,
-1.931462049484253,
-0.03176102414727211,
-5.746786117553711,
-4.576780796051025,
-7.596107482910156,
-3.004816770553589,
-0.012902585789561272,
-0.30376699566841125,
-0.0692344680428505,
-0.02594495564699173,
-0.0337870754301548,
-0.13312099874019623,
-0.0032768147066235542,
-0.022872205823659897,
-0.006595272570848465,
-0.004380274564027786,
-0.0382651686668396,
-0.016744542866945267,
-0.007872624322772026,
-5.680448532104492,
-0.24921353161334991,
-2.8354408740997314,
-0.02957301028072834,
-0.01148752961307764,
-0.000522357877343893,
-2.3871681690216064,
-0.11734414100646973,
-0.1348108947277069,
-1.9060235023498535,
-0.008935819379985332,
-0.0736478716135025,
-0.47095516324043274,
-0.09772657603025436,
-0.01141281146556139,
-0.12440773099660873,
-0.08959559351205826,
-0.0025418850127607584,
-0.01128233503550291,
-0.002625829540193081,
-0.0016396900173276663,
-0.017089959233999252,
-0.0030209640972316265,
-0.002482192125171423,
-6.045805931091309,
-1.384749412536621,
-0.0001821352052502334,
-2.6215603351593018,
-0.0059874458238482475,
-0.004135390743613243,
-0.0003607814433053136,
-2.311540126800537,
-0.08776719868183136,
-11.420040130615234,
-4.170174598693848,
-0.0843084454536438,
-6.746953010559082,
-1.4268907308578491,
-5.041403770446777,
-3.327282190322876,
-11.219545364379883,
-1.1366900205612183,
-0.8474608063697815,
-0.012015936896204948,
-0.12368977814912796,
-0.035021089017391205,
-0.07532237470149994,
-0.3326975703239441,
-0.05446447432041168,
-0.013781512156128883,
-2.462303876876831,
-1.4210408926010132,
-0.024078095331788063,
-0.0015674459282308817,
-3.292046546936035,
-0.15211878716945648,
-1.3832988739013672,
-2.727598190307617,
-0.060632362961769104,
-0.9115878939628601,
-0.21589353680610657,
-2.965837001800537,
-0.1305914670228958,
-0.0020004753023386,
-0.05199873447418213,
-0.029774023219943047,
-0.00669900793582201,
-0.008421503938734531,
-0.03160279989242554,
-0.0009126074146479368,
-0.0057305097579956055,
-0.001729184528812766,
-0.0014097285456955433,
-0.005948103964328766,
-0.002087796339765191,
-0.00177952169906348,
-2.8386049270629883,
-0.4945715665817261,
-6.718808174133301,
-0.024917375296354294,
-0.0035181075800210238,
-0.0001817776501411572,
-1.9123903512954712,
-0.04420459643006325,
-3.4664711952209473,
-0.007832410745322704,
-0.0025322535075247288,
-5.697735786437988,
-0.6299840807914734,
-0.10360904783010483,
-8.90773868560791,
-2.478257656097412,
-0.3346758186817169,
-0.0034355446696281433,
-0.039321426302194595,
-0.008397979661822319,
-0.027024393901228905,
-0.06263955682516098,
-0.013774457387626171,
-0.004818019922822714,
-0.3809356689453125,
-0.0019036282319575548,
-0.015567215159535408,
-0.0038321407046169043,
-0.0004557524516712874,
-2.8620216846466064,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 622. Q: What is the first digit of π? A: 6
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 19+68? A: 1
Redefine π as 784. Q: What is the first digit of π? A: 7
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 49+35? A: 4
Redefine π as 403+413. Q: What is the first digit of π? A: 8
Redefine π as 869+66. Q: What is the first digit of π? A: 9
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 2+2? A: 2
Redefine e as 33+26. Q: What is the first digit of e? A: 5
Redefine π as 561 mod 43. Q: What is the first digit of π? A: | [
" 2",
" 3"
] | 0 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-13.051289558410645,
-0.7039333581924438,
-3.289294719696045,
-11.368207931518555,
-7.385490894317627,
-9.40101146697998,
-1.9855988025665283,
-9.368769645690918,
-5.277767658233643,
-1.6829332113265991,
-0.8097558617591858,
-0.5008822679519653,
-4.288640022277832,
-3.180927276611328,
-0.4731421172618866,
-1.2894208431243896,
-0.0015026956098154187,
-0.2861041724681854,
-1.1917494535446167,
-0.02914203330874443,
-3.782417058944702,
-1.9263811111450195,
-10.690848350524902,
-11.128152847290039,
-11.582417488098145,
-4.960289001464844,
-5.356993675231934,
-5.855592727661133,
-5.631501197814941,
-0.5588589906692505,
-3.7910399436950684,
-8.32434368133545,
-4.680959701538086,
-0.9230719804763794,
-2.985783815383911,
-0.01813860610127449,
-0.4894312918186188,
-0.20333266258239746,
-0.2358293980360031,
-1.1671222448349,
-0.46857449412345886,
-0.044563572853803635,
-6.167248725891113,
-5.201959609985352,
-2.589113712310791,
-0.3927159607410431,
-0.12573255598545074,
-0.0034361386206001043,
-2.3098256587982178,
-0.4432705342769623,
-0.6189054846763611,
-0.24115417897701263,
-0.14857853949069977,
-0.31155258417129517,
-0.2413385808467865,
-2.8887319564819336,
-0.05217141658067703,
-0.0029169651679694653,
-0.15776880085468292,
-0.031862761825323105,
-0.010609177872538567,
-0.01573832333087921,
-0.11201535165309906,
-0.0018358058296144009,
-0.06558553874492645,
-0.016355734318494797,
-0.016009358689188957,
-0.06122301518917084,
-0.028341520577669144,
-0.012102505192160606,
-2.938434362411499,
-0.2724185287952423,
-6.77485466003418,
-0.12247753143310547,
-0.043109871447086334,
-0.0008718741592019796,
-0.6726725101470947,
-0.15614217519760132,
-7.524599552154541,
-0.002717019058763981,
-0.017428580671548843,
-7.350927829742432,
-0.37487664818763733,
-6.748712539672852,
-4.770482540130615,
-5.941394805908203,
-1.076520323753357,
-0.4831746816635132,
-0.0073356325738132,
-0.09585180878639221,
-0.03513389080762863,
-0.07924893498420715,
-0.21257208287715912,
-0.05705105513334274,
-0.013339204713702202,
-0.7931705117225647,
-0.1196889877319336,
-0.02702416107058525,
-0.0011614966206252575,
-3.804891586303711,
-0.17576450109481812,
-0.34926003217697144,
-0.13445903360843658,
-0.03180825710296631,
-3.510054588317871,
-7.642080307006836,
-2.377359390258789,
-2.099130153656006,
-0.009306029416620731,
-0.2557506859302521,
-0.048183102160692215,
-0.015242405235767365,
-0.025248125195503235,
-0.16445043683052063,
-0.002319029066711664,
-0.03293433412909508,
-0.018555626273155212,
-0.019365528598427773,
-0.032957401126623154,
-0.018324723467230797,
-0.007006835658103228,
-5.05752420425415,
-0.10302582383155823,
-4.74566650390625,
-0.0244244784116745,
-0.01452056784182787,
-0.00032300499151460826,
-3.097047805786133,
-0.1099565178155899,
-0.3892281949520111,
-0.05999084562063217,
-0.022242136299610138,
-1.377025842666626,
-0.36301395297050476,
-0.056888334453105927,
-0.1467151641845703,
-0.0005289109540171921,
-0.05795436352491379,
-0.03604317456483841,
-0.005731458310037851,
-0.005331820342689753,
-0.07569964975118637,
-0.0005992047372274101,
-0.013827718794345856,
-0.003693545935675502,
-0.006261019501835108,
-0.019109200686216354,
-0.0067899455316364765,
-0.0028558680787682533,
-4.6826276779174805,
-0.5797664523124695,
-4.517658710479736,
-0.014581308700144291,
-0.00815005786716938,
-0.00032860602368600667,
-2.3175718784332275,
-0.07246086746454239,
-3.2528412342071533,
-0.0008669908274896443,
-0.002347691683098674,
-2.7290139198303223,
-0.09238823503255844,
-5.012721538543701,
-0.03980119526386261,
-4.425323486328125,
-0.3774878978729248,
-0.06045620143413544,
-0.0015248350100591779,
-0.00975295715034008,
-0.0025012181140482426,
-0.002557580592110753,
-0.006224886979907751,
-0.0013948483392596245,
-0.0007584794075228274,
-0.3805180788040161,
-0.009503009729087353,
-0.00495230732485652,
-0.00026246439665555954,
-2.782683849334717,
-0.06445318460464478,
-0.1020093783736229,
-11.920683860778809,
-1.9049471616744995,
-0.14104026556015015,
-2.0943551063537598,
-0.7045267820358276,
-0.09061622619628906,
-0.057200122624635696,
-0.0011806668480858207,
-0.024330824613571167,
-0.008132913149893284,
-0.003105343785136938,
-0.00787806510925293,
-0.06494183093309402,
-0.0017382287187501788,
-0.007189000956714153,
-0.0019445574143901467,
-0.0021207479294389486,
-0.0038993528578430414,
-0.0021196771413087845,
-0.001189477858133614,
-5.340166091918945,
-4.4806060791015625,
-0.009497341699898243,
-3.235369920730591,
-0.021650047972798347,
-0.008669122122228146,
-0.0007801587926223874,
-2.3714232444763184,
-0.06740431487560272,
-2.3258821964263916,
-0.0007463291985914111,
-0.002254327293485403,
-2.577577590942383,
-0.15405142307281494,
-0.04844821244478226,
-3.876404285430908,
-6.376753807067871,
-3.174191951751709,
-0.4211072325706482,
-0.004888962022960186,
-0.03948187083005905,
-0.019486302509903908,
-0.028099769726395607,
-0.06906905025243759,
-0.023328369483351707,
-0.0038734660483896732,
-0.532846987247467,
-0.00167598866391927,
-0.011141822673380375,
-0.006815993692725897,
-0.0008648469229228795,
-1.2143083810806274,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 5÷5? A: 5
Redefine π as 70+430. Q: What is the first digit of π? A: 5
View + as the digit 5 instead of a mathematical operation. Q: What is the first digit of 9+14? A: 9
View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 21+71? A: 2
Redefine π as 4+5. Q: What is the first digit of π? A: 9
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 28÷4? A: 2
View number as text. Do not perform computation. Q: What is the first digit of 42+38? A: 4
Redefine π as 75. Q: What is the first digit of π? A: 7
Redefine π as 809. Q: What is the first digit of π? A: | [
" 8",
" 3"
] | 0 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-13.051289558410645,
-0.7039333581924438,
-3.289294719696045,
-11.368207931518555,
-7.385490894317627,
-9.40101146697998,
-1.9855988025665283,
-9.368769645690918,
-5.277767658233643,
-1.6829332113265991,
-0.8097558617591858,
-0.5008822679519653,
-4.288640022277832,
-3.180927276611328,
-0.4731421172618866,
-1.2894208431243896,
-0.0015026956098154187,
-0.2861041724681854,
-1.1917494535446167,
-0.02914203330874443,
-3.782417058944702,
-1.9263811111450195,
-10.690848350524902,
-11.128152847290039,
-11.582417488098145,
-4.960289001464844,
-5.356993675231934,
-5.855592727661133,
-5.631501197814941,
-0.5588589906692505,
-3.7910399436950684,
-8.32434368133545,
-4.680959701538086,
-0.9230719804763794,
-2.985783815383911,
-0.01813860610127449,
-0.4894312918186188,
-0.20333266258239746,
-0.2358293980360031,
-1.1671222448349,
-0.46857449412345886,
-0.044563572853803635,
-6.167248725891113,
-5.201959609985352,
-2.589113712310791,
-0.3927159607410431,
-0.12573255598545074,
-0.0034361386206001043,
-2.3098256587982178,
-0.4432705342769623,
-0.6189054846763611,
-0.24115417897701263,
-0.14857853949069977,
-0.31155258417129517,
-0.2413385808467865,
-2.8887319564819336,
-0.05217141658067703,
-0.0029169651679694653,
-0.15776880085468292,
-0.031862761825323105,
-0.010609177872538567,
-0.01573832333087921,
-0.11201535165309906,
-0.0018358058296144009,
-0.06558553874492645,
-0.016355734318494797,
-0.016009358689188957,
-0.06122301518917084,
-0.028341520577669144,
-0.012102505192160606,
-2.938434362411499,
-0.2724185287952423,
-6.77485466003418,
-0.12247753143310547,
-0.043109871447086334,
-0.0008718741592019796,
-0.6726725101470947,
-0.15614217519760132,
-7.524599552154541,
-0.002717019058763981,
-0.017428580671548843,
-7.350927829742432,
-0.37487664818763733,
-6.748712539672852,
-4.770482540130615,
-5.941394805908203,
-1.076520323753357,
-0.4831746816635132,
-0.0073356325738132,
-0.09585180878639221,
-0.03513389080762863,
-0.07924893498420715,
-0.21257208287715912,
-0.05705105513334274,
-0.013339204713702202,
-0.7931705117225647,
-0.1196889877319336,
-0.02702416107058525,
-0.0011614966206252575,
-3.804891586303711,
-0.17576450109481812,
-0.34926003217697144,
-0.13445903360843658,
-0.03180825710296631,
-3.510054588317871,
-7.642080307006836,
-2.377359390258789,
-2.099130153656006,
-0.009306029416620731,
-0.2557506859302521,
-0.048183102160692215,
-0.015242405235767365,
-0.025248125195503235,
-0.16445043683052063,
-0.002319029066711664,
-0.03293433412909508,
-0.018555626273155212,
-0.019365528598427773,
-0.032957401126623154,
-0.018324723467230797,
-0.007006835658103228,
-5.05752420425415,
-0.10302582383155823,
-4.74566650390625,
-0.0244244784116745,
-0.01452056784182787,
-0.00032300499151460826,
-3.097047805786133,
-0.1099565178155899,
-0.3892281949520111,
-0.05999084562063217,
-0.022242136299610138,
-1.377025842666626,
-0.36301395297050476,
-0.056888334453105927,
-0.1467151641845703,
-0.0005289109540171921,
-0.05795436352491379,
-0.03604317456483841,
-0.005731458310037851,
-0.005331820342689753,
-0.07569964975118637,
-0.0005992047372274101,
-0.013827718794345856,
-0.003693545935675502,
-0.006261019501835108,
-0.019109200686216354,
-0.0067899455316364765,
-0.0028558680787682533,
-4.6826276779174805,
-0.5797664523124695,
-4.517658710479736,
-0.014581308700144291,
-0.00815005786716938,
-0.00032860602368600667,
-2.3175718784332275,
-0.07246086746454239,
-3.2528412342071533,
-0.0008669908274896443,
-0.002347691683098674,
-2.7290139198303223,
-0.09238823503255844,
-5.012721538543701,
-0.03980119526386261,
-4.425323486328125,
-0.3774878978729248,
-0.06045620143413544,
-0.0015248350100591779,
-0.00975295715034008,
-0.0025012181140482426,
-0.002557580592110753,
-0.006224886979907751,
-0.0013948483392596245,
-0.0007584794075228274,
-0.3805180788040161,
-0.009503009729087353,
-0.00495230732485652,
-0.00026246439665555954,
-2.782683849334717,
-0.06445318460464478,
-0.1020093783736229,
-11.920683860778809,
-1.9049471616744995,
-0.14104026556015015,
-2.0943551063537598,
-0.7045267820358276,
-0.09061622619628906,
-0.057200122624635696,
-0.0011806668480858207,
-0.024330824613571167,
-0.008132913149893284,
-0.003105343785136938,
-0.00787806510925293,
-0.06494183093309402,
-0.0017382287187501788,
-0.007189000956714153,
-0.0019445574143901467,
-0.0021207479294389486,
-0.0038993528578430414,
-0.0021196771413087845,
-0.001189477858133614,
-5.340166091918945,
-4.4806060791015625,
-0.009497341699898243,
-3.235369920730591,
-0.021650047972798347,
-0.008669122122228146,
-0.0007801587926223874,
-2.3714232444763184,
-0.06740431487560272,
-2.3258821964263916,
-0.0007463291985914111,
-0.002254327293485403,
-2.577577590942383,
-0.15405142307281494,
-0.04844821244478226,
-3.876404285430908,
-6.376753807067871,
-3.174191951751709,
-0.4211072325706482,
-0.004888962022960186,
-0.03948187083005905,
-0.019486302509903908,
-0.028099769726395607,
-0.06906905025243759,
-0.023328369483351707,
-0.0038734660483896732,
-0.532846987247467,
-0.00167598866391927,
-0.011141822673380375,
-0.006815993692725897,
-0.0008648469229228795,
-3.056394100189209,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 36÷4? A: 3
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 54÷9? A: 5
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 24+28? A: 2
View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 51+10? A: 5
Redefine π as 629. Q: What is the first digit of π? A: 6
Redefine π as 594 mod 44. Q: What is the first digit of π? A: 2
Redefine e as 80+16. Q: What is the first digit of e? A: 9
Redefine π as 245. Q: What is the first digit of π? A: 2
View ÷ as a random digit. Q: What is the first digit of 12÷6? A: | [
" 2",
" 1"
] | 1 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-8.157111167907715,
-8.584525108337402,
-9.495916366577148,
-4.9888458251953125,
-13.519600868225098,
-2.56961727142334,
-8.317937850952148,
-5.042144775390625,
-5.863808631896973,
-1.311312198638916,
-0.5341861844062805,
-4.551115036010742,
-3.945944309234619,
-0.5898128747940063,
-3.0571374893188477,
-0.310075044631958,
-1.2108187675476074,
-0.05422511696815491,
-5.282513618469238,
-1.7833890914916992,
-10.553350448608398,
-11.342597007751465,
-10.659682273864746,
-4.379763603210449,
-5.692852020263672,
-6.2260308265686035,
-5.105915069580078,
-0.6088735461235046,
-3.9396181106567383,
-9.131095886230469,
-3.947906970977783,
-1.218864917755127,
-2.371293067932129,
-0.025624314323067665,
-0.4417569637298584,
-0.29842013120651245,
-0.19525574147701263,
-1.0518754720687866,
-0.46637991070747375,
-0.07089205831289291,
-8.073119163513184,
-5.942507743835449,
-4.356571197509766,
-0.10713022202253342,
-0.1352929025888443,
-0.003946137614548206,
-2.9649946689605713,
-0.30998340249061584,
-0.8259474635124207,
-0.28340762853622437,
-0.12449435889720917,
-0.16486701369285583,
-0.22630836069583893,
-2.9571642875671387,
-0.06959792226552963,
-0.0035062285605818033,
-0.22089742124080658,
-0.0686030164361,
-0.013555032201111317,
-0.016617927700281143,
-0.07667482644319534,
-0.0012978235026821494,
-0.05570605769753456,
-0.010378203354775906,
-0.005625132936984301,
-0.042050525546073914,
-0.016156932339072227,
-0.006445097737014294,
-4.096367359161377,
-0.5086510181427002,
-2.626765251159668,
-0.047878604382276535,
-0.03892708197236061,
-0.0006238659843802452,
-3.225759267807007,
-0.14711521565914154,
-0.18555597960948944,
-10.176065444946289,
-2.5359623432159424,
-0.15319277346134186,
-3.0752487182617188,
-9.183992385864258,
-2.966214179992676,
-0.8226923942565918,
-0.42038413882255554,
-0.007589198648929596,
-0.10747812688350677,
-0.04178531467914581,
-0.042174648493528366,
-0.12276151776313782,
-0.04902896285057068,
-0.018870003521442413,
-3.1411893367767334,
-3.0069072246551514,
-0.017964396625757217,
-2.4911975860595703,
-0.0536290742456913,
-0.02843572571873665,
-0.002786802826449275,
-0.9938434958457947,
-0.21740084886550903,
-7.027776718139648,
-0.028143811970949173,
-0.02023540809750557,
-2.2357211112976074,
-0.2202921062707901,
-7.2906084060668945,
-1.5032227039337158,
-6.688767910003662,
-0.23658347129821777,
-0.1621152013540268,
-0.006321671884506941,
-0.07398879528045654,
-0.022131022065877914,
-0.02799927443265915,
-0.10435186326503754,
-0.02464188076555729,
-0.008935228921473026,
-1.4661297798156738,
-0.4227006435394287,
-0.017459740862250328,
-0.0012003129813820124,
-3.500703811645508,
-0.07597767561674118,
-0.30589085817337036,
-1.7801661491394043,
-0.2901374101638794,
-0.07019708305597305,
-0.7218674421310425,
-0.08370594680309296,
-0.01930975541472435,
-0.009792386554181576,
-0.04865886643528938,
-0.0015616138698533177,
-0.009088456630706787,
-0.0028347091283649206,
-0.004351077135652304,
-0.014141587540507317,
-0.002223640214651823,
-0.0013830630341544747,
-3.1142938137054443,
-0.13337714970111847,
-0.00011944057769142091,
-1.0854402780532837,
-0.002945848274976015,
-0.0041996147483587265,
-0.000316212244797498,
-0.26032403111457825,
-0.05148153379559517,
-1.9036242961883545,
-0.0017867805436253548,
-0.002875600242987275,
-7.00421667098999,
-0.47507569193840027,
-0.17938005924224854,
-6.155354022979736,
-0.3863138258457184,
-7.939689636230469,
-0.10024335980415344,
-0.056555382907390594,
-0.00326017988845706,
-0.032238662242889404,
-0.005948578007519245,
-0.007015476934611797,
-0.021784892305731773,
-0.005118243396282196,
-0.0026286831125617027,
-0.268739253282547,
-0.001665039686486125,
-0.005757296923547983,
-0.0071211811155080795,
-0.0005888396990485489,
-2.7762997150421143,
-0.06115192174911499,
-2.563840627670288,
-0.001257463125512004,
-0.0019464610377326608,
-1.3842312097549438,
-0.04129963368177414,
-0.19186894595623016,
-10.666882514953613,
-12.385368347167969,
-6.716851234436035,
-0.12645785510540009,
-0.03355367109179497,
-0.001962641952559352,
-0.009221108630299568,
-0.0020215329714119434,
-0.002553418977186084,
-0.015026120468974113,
-0.004615843296051025,
-0.0012393658980727196,
-0.021731587126851082,
-0.00022349244682118297,
-0.004175516311079264,
-0.0032100360840559006,
-0.0003522014303598553,
-2.186361312866211,
-0.08349871635437012,
-0.7363786697387695,
-1.3343390226364136,
-0.07678699493408203,
-0.018607815727591515,
-0.08582014590501785,
-0.008396679535508156,
-0.0018908970523625612,
-12.429458618164062,
-0.06042477861046791,
-0.41611194610595703,
-0.31496328115463257,
-0.02268611639738083,
-0.03583651781082153,
-0.05773429200053215,
-0.002022960688918829,
-0.009972392581403255,
-0.0026487763971090317,
-0.0015968440566211939,
-0.006106054875999689,
-0.004833442624658346,
-0.0025274972431361675,
-7.164463043212891,
-1.0007712841033936,
-0.00013684290752280504,
-4.125865936279297,
-0.011131566017866135,
-0.006122879683971405,
-0.0007883778307586908,
-4.193587779998779,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 2+2? A: 2
View + as the digit 2 instead of a mathematical operation. Q: What is the first digit of 61+27? A: 6
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 6+32? A: 6
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 12+57? A: 1
View + as the digit 7 instead of a mathematical operation. Q: What is the first digit of 21+20? A: 2
View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 78+17? A: 7
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 8÷2? A: 8
Redefine π as 540. Q: What is the first digit of π? A: 5
Redefine e as 2+44. Q: What is the first digit of e? A: | [
" 4",
" 2"
] | 0 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-8.157111167907715,
-8.584525108337402,
-9.495916366577148,
-4.9888458251953125,
-13.519600868225098,
-2.56961727142334,
-8.317937850952148,
-5.042144775390625,
-5.863808631896973,
-1.311312198638916,
-0.5341861844062805,
-4.551115036010742,
-3.945944309234619,
-0.5898128747940063,
-3.0571374893188477,
-0.310075044631958,
-1.2108187675476074,
-0.05422511696815491,
-5.282513618469238,
-1.7833890914916992,
-10.553350448608398,
-11.342597007751465,
-10.659682273864746,
-4.379763603210449,
-5.692852020263672,
-6.2260308265686035,
-5.105915069580078,
-0.6088735461235046,
-3.9396181106567383,
-9.131095886230469,
-3.947906970977783,
-1.218864917755127,
-2.371293067932129,
-0.025624314323067665,
-0.4417569637298584,
-0.29842013120651245,
-0.19525574147701263,
-1.0518754720687866,
-0.46637991070747375,
-0.07089205831289291,
-8.073119163513184,
-5.942507743835449,
-4.356571197509766,
-0.10713022202253342,
-0.1352929025888443,
-0.003946137614548206,
-2.9649946689605713,
-0.30998340249061584,
-0.8259474635124207,
-0.28340762853622437,
-0.12449435889720917,
-0.16486701369285583,
-0.22630836069583893,
-2.9571642875671387,
-0.06959792226552963,
-0.0035062285605818033,
-0.22089742124080658,
-0.0686030164361,
-0.013555032201111317,
-0.016617927700281143,
-0.07667482644319534,
-0.0012978235026821494,
-0.05570605769753456,
-0.010378203354775906,
-0.005625132936984301,
-0.042050525546073914,
-0.016156932339072227,
-0.006445097737014294,
-4.096367359161377,
-0.5086510181427002,
-2.626765251159668,
-0.047878604382276535,
-0.03892708197236061,
-0.0006238659843802452,
-3.225759267807007,
-0.14711521565914154,
-0.18555597960948944,
-10.176065444946289,
-2.5359623432159424,
-0.15319277346134186,
-3.0752487182617188,
-9.183992385864258,
-2.966214179992676,
-0.8226923942565918,
-0.42038413882255554,
-0.007589198648929596,
-0.10747812688350677,
-0.04178531467914581,
-0.042174648493528366,
-0.12276151776313782,
-0.04902896285057068,
-0.018870003521442413,
-3.1411893367767334,
-3.0069072246551514,
-0.017964396625757217,
-2.4911975860595703,
-0.0536290742456913,
-0.02843572571873665,
-0.002786802826449275,
-0.9938434958457947,
-0.21740084886550903,
-7.027776718139648,
-0.028143811970949173,
-0.02023540809750557,
-2.2357211112976074,
-0.2202921062707901,
-7.2906084060668945,
-1.5032227039337158,
-6.688767910003662,
-0.23658347129821777,
-0.1621152013540268,
-0.006321671884506941,
-0.07398879528045654,
-0.022131022065877914,
-0.02799927443265915,
-0.10435186326503754,
-0.02464188076555729,
-0.008935228921473026,
-1.4661297798156738,
-0.4227006435394287,
-0.017459740862250328,
-0.0012003129813820124,
-3.500703811645508,
-0.07597767561674118,
-0.30589085817337036,
-1.7801661491394043,
-0.2901374101638794,
-0.07019708305597305,
-0.7218674421310425,
-0.08370594680309296,
-0.01930975541472435,
-0.009792386554181576,
-0.04865886643528938,
-0.0015616138698533177,
-0.009088456630706787,
-0.0028347091283649206,
-0.004351077135652304,
-0.014141587540507317,
-0.002223640214651823,
-0.0013830630341544747,
-3.1142938137054443,
-0.13337714970111847,
-0.00011944057769142091,
-1.0854402780532837,
-0.002945848274976015,
-0.0041996147483587265,
-0.000316212244797498,
-0.26032403111457825,
-0.05148153379559517,
-1.9036242961883545,
-0.0017867805436253548,
-0.002875600242987275,
-7.00421667098999,
-0.47507569193840027,
-0.17938005924224854,
-6.155354022979736,
-0.3863138258457184,
-7.939689636230469,
-0.10024335980415344,
-0.056555382907390594,
-0.00326017988845706,
-0.032238662242889404,
-0.005948578007519245,
-0.007015476934611797,
-0.021784892305731773,
-0.005118243396282196,
-0.0026286831125617027,
-0.268739253282547,
-0.001665039686486125,
-0.005757296923547983,
-0.0071211811155080795,
-0.0005888396990485489,
-2.7762997150421143,
-0.06115192174911499,
-2.563840627670288,
-0.001257463125512004,
-0.0019464610377326608,
-1.3842312097549438,
-0.04129963368177414,
-0.19186894595623016,
-10.666882514953613,
-12.385368347167969,
-6.716851234436035,
-0.12645785510540009,
-0.03355367109179497,
-0.001962641952559352,
-0.009221108630299568,
-0.0020215329714119434,
-0.002553418977186084,
-0.015026120468974113,
-0.004615843296051025,
-0.0012393658980727196,
-0.021731587126851082,
-0.00022349244682118297,
-0.004175516311079264,
-0.0032100360840559006,
-0.0003522014303598553,
-2.186361312866211,
-0.08349871635437012,
-0.7363786697387695,
-1.3343390226364136,
-0.07678699493408203,
-0.018607815727591515,
-0.08582014590501785,
-0.008396679535508156,
-0.0018908970523625612,
-12.429458618164062,
-0.06042477861046791,
-0.41611194610595703,
-0.31496328115463257,
-0.02268611639738083,
-0.03583651781082153,
-0.05773429200053215,
-0.002022960688918829,
-0.009972392581403255,
-0.0026487763971090317,
-0.0015968440566211939,
-0.006106054875999689,
-0.004833442624658346,
-0.0025274972431361675,
-7.164463043212891,
-1.0007712841033936,
-0.00013684290752280504,
-4.125865936279297,
-0.011131566017866135,
-0.006122879683971405,
-0.0007883778307586908,
-3.916247844696045,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View + as the digit 3 instead of a mathematical operation. Q: What is the first digit of 79+6? A: 7
Redefine π as 767 mod 11. Q: What is the first digit of π? A: 8
Redefine π as 684 mod 12. Q: What is the first digit of π? A: 0
Redefine π as 41+57. Q: What is the first digit of π? A: 9
Redefine e as 1+3. Q: What is the first digit of e? A: 4
Redefine e as 42+7. Q: What is the first digit of e? A: 4
Redefine e as 1+8. Q: What is the first digit of e? A: 9
View number as text. Do not perform computation. Q: What is the first digit of 7+4? A: 7
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 90÷9? A: | [
" 1",
" 9"
] | 1 | [
-8.954853057861328,
-11.792540550231934,
-5.276496887207031,
-7.918867111206055,
-2.263810396194458,
-7.822644233703613,
-6.3473968505859375,
-5.011273384094238,
-0.1473507285118103,
-1.0716423988342285,
-8.011000633239746,
-4.43697452545166,
-0.8663378953933716,
-10.497703552246094,
-3.568840265274048,
-1.5561903715133667,
-1.0137524604797363,
-0.5556566119194031,
-3.8958067893981934,
-2.1026062965393066,
-0.6711471080780029,
-4.779557228088379,
-7.120331764221191,
-0.014676465652883053,
-2.8289456367492676,
-0.2597593367099762,
-1.0283359289169312,
-0.013338851742446423,
-1.5107508897781372,
-2.148927927017212,
-3.732301712036133,
-8.896590232849121,
-0.8299217224121094,
-7.229315280914307,
-1.4993019104003906,
-6.115293979644775,
-1.6716219186782837,
-5.669271469116211,
-7.778853416442871,
-0.9849749803543091,
-1.2890186309814453,
-0.019874833524227142,
-0.4610274136066437,
-0.18601898849010468,
-0.15631674230098724,
-1.0947941541671753,
-1.0904803276062012,
-0.0347527414560318,
-5.907721996307373,
-4.8152313232421875,
-5.93903923034668,
-0.5319693684577942,
-0.08739521354436874,
-0.0024622143246233463,
-4.269321918487549,
-0.426847904920578,
-8.608915328979492,
-3.8817288875579834,
-0.03550879284739494,
-7.685965061187744,
-0.3971453011035919,
-1.4531211853027344,
-8.021183967590332,
-4.362770080566406,
-9.589179039001465,
-0.9732785224914551,
-1.6516531705856323,
-0.013673805631697178,
-0.24805432558059692,
-0.08474574983119965,
-0.09865070879459381,
-0.7236450910568237,
-0.17637307941913605,
-0.02307864837348461,
-2.8703505992889404,
-0.011534196324646473,
-0.3640042841434479,
-0.05477047339081764,
-0.0021572669502347708,
-3.8741414546966553,
-0.2044478952884674,
-1.3697458505630493,
-5.476407527923584,
-0.7804036736488342,
-2.665116310119629,
-4.215073585510254,
-6.505889892578125,
-3.952814817428589,
-0.01661839708685875,
-0.8993324637413025,
-0.4786505401134491,
-0.07496343553066254,
-0.06416768580675125,
-0.4077214300632477,
-0.005875814706087112,
-0.08397003263235092,
-0.023921793326735497,
-0.0564940981566906,
-0.08628019690513611,
-0.04153718426823616,
-0.018875736743211746,
-3.0712060928344727,
-0.4934318959712982,
-2.835425853729248,
-0.05003400519490242,
-0.039287157356739044,
-0.0006912940880283713,
-1.4428950548171997,
-0.09294326603412628,
-3.2605273723602295,
-0.011497664265334606,
-0.0014073477359488606,
-5.245914936065674,
-0.28225183486938477,
-7.21850061416626,
-0.35220175981521606,
-4.740070343017578,
-0.3202158808708191,
-0.16818948090076447,
-0.0033974091056734324,
-0.04114886000752449,
-0.0066054570488631725,
-0.04751649498939514,
-0.039604708552360535,
-0.009559687227010727,
-0.009280282072722912,
-0.22382739186286926,
-0.01753014326095581,
-0.005699336528778076,
-0.0005716835148632526,
-3.7468881607055664,
-0.07792267948389053,
-0.5212152004241943,
-3.394259452819824,
-0.013591253198683262,
-0.07533420622348785,
-0.24193279445171356,
-0.27422526478767395,
-0.0056665027514100075,
-0.013555972836911678,
-0.0008948612376116216,
-0.02296529710292816,
-0.006753713358193636,
-0.004782665520906448,
-0.0071945637464523315,
-0.11941132694482803,
-0.002931109629571438,
-0.016907362267374992,
-0.0024622143246233463,
-0.0037263259291648865,
-0.010025149211287498,
-0.004542508162558079,
-0.002184625482186675,
-5.173447608947754,
-1.1902207136154175,
-0.00008034383063204587,
-2.2908427715301514,
-0.009149291552603245,
-0.014287791214883327,
-0.0005138983833603561,
-3.60390043258667,
-0.09580501168966293,
-2.213383913040161,
-0.004353213589638472,
-0.0013511584838852286,
-0.9052274227142334,
-0.02789192833006382,
-0.03626691922545433,
-4.168381214141846,
-9.023221969604492,
-8.804036140441895,
-7.071333408355713,
-0.2367616593837738,
-0.08765733987092972,
-0.002186766592785716,
-0.022461295127868652,
-0.00442122109234333,
-0.007707499898970127,
-0.01683340035378933,
-0.006161977536976337,
-0.002113491529598832,
-0.28456148505210876,
-0.0002047805901383981,
-0.009321264922618866,
-0.0038734660483896732,
-0.0007544293766841292,
-3.015350341796875,
-0.11527746170759201,
-2.384152412414551,
-0.005968485958874226,
-0.0018294993788003922,
-1.1451836824417114,
-0.02523231692612171,
-0.054950010031461716,
-3.5678086280822754,
-3.9021964073181152,
-0.15325504541397095,
-3.9655086994171143,
-0.17117804288864136,
-0.015529891476035118,
-0.0009489324293099344,
-0.00380114559084177,
-0.0005423743859864771,
-0.0005209281225688756,
-0.002155958442017436,
-0.0014673429541289806,
-0.00017009719158522785,
-0.007852754555642605,
-0.00011062010162277147,
-0.0006270825979299843,
-0.002646041801199317,
-0.00025507534155622125,
-1.1799888610839844,
-0.06015384569764137,
-0.7818331122398376,
-2.3924221992492676,
-0.023453673347830772,
-0.13473744690418243,
-0.012983664870262146,
-0.03254149854183197,
-0.0013249675976112485,
-0.003877503564581275,
-0.023948796093463898,
-0.005632719490677118,
-0.04954187572002411,
-0.002200683578848839,
-0.012969897128641605,
-0.004874014761298895,
-0.010124162770807743,
-0.03285808488726616,
-0.012400314211845398,
-0.0031360038556158543,
-6.136523723602295,
-0.5338703393936157,
-4.459773063659668,
-0.027384256944060326,
-0.005197702441364527,
-0.00024136967840604484,
-3.1351959705352783,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View number as text. Do not perform computation. Q: What is the first digit of 4+72? A: 4
Redefine π as 162+696. Q: What is the first digit of π? A: 8
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 3+1? A: 3
Redefine e as 23+69. Q: What is the first digit of e? A: 9
View number as text. Do not perform computation. Q: What is the first digit of 51+23? A: 5
View ÷ as a random digit. Q: What is the first digit of 6÷2? A: 6
Redefine π as 412. Q: What is the first digit of π? A: 4
View + as the digit 3 instead of a mathematical operation. Q: What is the first digit of 2+9? A: 2
Redefine π as 568 mod 18. Q: What is the first digit of π? A: | [
" 1",
" 3"
] | 0 | [
-8.954853057861328,
-11.792540550231934,
-5.276496887207031,
-7.918867111206055,
-2.263810396194458,
-7.822644233703613,
-6.3473968505859375,
-5.011273384094238,
-0.1473507285118103,
-1.0716423988342285,
-8.011000633239746,
-4.43697452545166,
-0.8663378953933716,
-10.497703552246094,
-3.568840265274048,
-1.5561903715133667,
-1.0137524604797363,
-0.5556566119194031,
-3.8958067893981934,
-2.1026062965393066,
-0.6711471080780029,
-4.779557228088379,
-7.120331764221191,
-0.014676465652883053,
-2.8289456367492676,
-0.2597593367099762,
-1.0283359289169312,
-0.013338851742446423,
-1.5107508897781372,
-2.148927927017212,
-3.732301712036133,
-8.896590232849121,
-0.8299217224121094,
-7.229315280914307,
-1.4993019104003906,
-6.115293979644775,
-1.6716219186782837,
-5.669271469116211,
-7.778853416442871,
-0.9849749803543091,
-1.2890186309814453,
-0.019874833524227142,
-0.4610274136066437,
-0.18601898849010468,
-0.15631674230098724,
-1.0947941541671753,
-1.0904803276062012,
-0.0347527414560318,
-5.907721996307373,
-4.8152313232421875,
-5.93903923034668,
-0.5319693684577942,
-0.08739521354436874,
-0.0024622143246233463,
-4.269321918487549,
-0.426847904920578,
-8.608915328979492,
-3.8817288875579834,
-0.03550879284739494,
-7.685965061187744,
-0.3971453011035919,
-1.4531211853027344,
-8.021183967590332,
-4.362770080566406,
-9.589179039001465,
-0.9732785224914551,
-1.6516531705856323,
-0.013673805631697178,
-0.24805432558059692,
-0.08474574983119965,
-0.09865070879459381,
-0.7236450910568237,
-0.17637307941913605,
-0.02307864837348461,
-2.8703505992889404,
-0.011534196324646473,
-0.3640042841434479,
-0.05477047339081764,
-0.0021572669502347708,
-3.8741414546966553,
-0.2044478952884674,
-1.3697458505630493,
-5.476407527923584,
-0.7804036736488342,
-2.665116310119629,
-4.215073585510254,
-6.505889892578125,
-3.952814817428589,
-0.01661839708685875,
-0.8993324637413025,
-0.4786505401134491,
-0.07496343553066254,
-0.06416768580675125,
-0.4077214300632477,
-0.005875814706087112,
-0.08397003263235092,
-0.023921793326735497,
-0.0564940981566906,
-0.08628019690513611,
-0.04153718426823616,
-0.018875736743211746,
-3.0712060928344727,
-0.4934318959712982,
-2.835425853729248,
-0.05003400519490242,
-0.039287157356739044,
-0.0006912940880283713,
-1.4428950548171997,
-0.09294326603412628,
-3.2605273723602295,
-0.011497664265334606,
-0.0014073477359488606,
-5.245914936065674,
-0.28225183486938477,
-7.21850061416626,
-0.35220175981521606,
-4.740070343017578,
-0.3202158808708191,
-0.16818948090076447,
-0.0033974091056734324,
-0.04114886000752449,
-0.0066054570488631725,
-0.04751649498939514,
-0.039604708552360535,
-0.009559687227010727,
-0.009280282072722912,
-0.22382739186286926,
-0.01753014326095581,
-0.005699336528778076,
-0.0005716835148632526,
-3.7468881607055664,
-0.07792267948389053,
-0.5212152004241943,
-3.394259452819824,
-0.013591253198683262,
-0.07533420622348785,
-0.24193279445171356,
-0.27422526478767395,
-0.0056665027514100075,
-0.013555972836911678,
-0.0008948612376116216,
-0.02296529710292816,
-0.006753713358193636,
-0.004782665520906448,
-0.0071945637464523315,
-0.11941132694482803,
-0.002931109629571438,
-0.016907362267374992,
-0.0024622143246233463,
-0.0037263259291648865,
-0.010025149211287498,
-0.004542508162558079,
-0.002184625482186675,
-5.173447608947754,
-1.1902207136154175,
-0.00008034383063204587,
-2.2908427715301514,
-0.009149291552603245,
-0.014287791214883327,
-0.0005138983833603561,
-3.60390043258667,
-0.09580501168966293,
-2.213383913040161,
-0.004353213589638472,
-0.0013511584838852286,
-0.9052274227142334,
-0.02789192833006382,
-0.03626691922545433,
-4.168381214141846,
-9.023221969604492,
-8.804036140441895,
-7.071333408355713,
-0.2367616593837738,
-0.08765733987092972,
-0.002186766592785716,
-0.022461295127868652,
-0.00442122109234333,
-0.007707499898970127,
-0.01683340035378933,
-0.006161977536976337,
-0.002113491529598832,
-0.28456148505210876,
-0.0002047805901383981,
-0.009321264922618866,
-0.0038734660483896732,
-0.0007544293766841292,
-3.015350341796875,
-0.11527746170759201,
-2.384152412414551,
-0.005968485958874226,
-0.0018294993788003922,
-1.1451836824417114,
-0.02523231692612171,
-0.054950010031461716,
-3.5678086280822754,
-3.9021964073181152,
-0.15325504541397095,
-3.9655086994171143,
-0.17117804288864136,
-0.015529891476035118,
-0.0009489324293099344,
-0.00380114559084177,
-0.0005423743859864771,
-0.0005209281225688756,
-0.002155958442017436,
-0.0014673429541289806,
-0.00017009719158522785,
-0.007852754555642605,
-0.00011062010162277147,
-0.0006270825979299843,
-0.002646041801199317,
-0.00025507534155622125,
-1.1799888610839844,
-0.06015384569764137,
-0.7818331122398376,
-2.3924221992492676,
-0.023453673347830772,
-0.13473744690418243,
-0.012983664870262146,
-0.03254149854183197,
-0.0013249675976112485,
-0.003877503564581275,
-0.023948796093463898,
-0.005632719490677118,
-0.04954187572002411,
-0.002200683578848839,
-0.012969897128641605,
-0.004874014761298895,
-0.010124162770807743,
-0.03285808488726616,
-0.012400314211845398,
-0.0031360038556158543,
-6.136523723602295,
-0.5338703393936157,
-4.459773063659668,
-0.027384256944060326,
-0.005197702441364527,
-0.00024136967840604484,
-2.6787350177764893,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View number as text. Do not perform computation. Q: What is the first digit of 23+63? A: 2
Redefine e as 2+1. Q: What is the first digit of e? A: 3
Redefine π as 934 mod 10. Q: What is the first digit of π? A: 4
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 6+32? A: 6
Redefine π as 68. Q: What is the first digit of π? A: 6
Redefine π as 590. Q: What is the first digit of π? A: 5
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 10+17? A: 1
View + as the digit 8 instead of a mathematical operation. Q: What is the first digit of 52+12? A: 5
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 2+2? A: | [
" 4",
" 2"
] | 1 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-8.157111167907715,
-8.584525108337402,
-8.46463394165039,
-7.585146903991699,
-2.2667555809020996,
-2.855637788772583,
-8.138006210327148,
-4.8130998611450195,
-3.9560694694519043,
-1.224334478378296,
-0.6674197316169739,
-4.074791431427002,
-3.547189235687256,
-0.7719733715057373,
-2.440095901489258,
-0.3474135398864746,
-1.0055688619613647,
-0.03210083395242691,
-4.233301639556885,
-2.133507251739502,
-10.962971687316895,
-11.09875774383545,
-10.926023483276367,
-3.6609485149383545,
-5.400981903076172,
-6.925112724304199,
-5.3040266036987305,
-0.5775752663612366,
-3.5966360569000244,
-8.919713020324707,
-4.264928817749023,
-0.9975969791412354,
-2.5284671783447266,
-0.024997951462864876,
-0.4224824607372284,
-0.27456802129745483,
-0.22952772676944733,
-1.2696131467819214,
-0.5323323607444763,
-0.06659159809350967,
-8.604436874389648,
-6.052665710449219,
-4.994947910308838,
-0.19897916913032532,
-0.17112238705158234,
-0.0045631565153598785,
-2.633575677871704,
-0.2836376428604126,
-4.769896984100342,
-0.007741331122815609,
-0.018849531188607216,
-7.473598480224609,
-0.29317018389701843,
-1.476723551750183,
-12.05224323272705,
-3.4953525066375732,
-9.446486473083496,
-1.3692145347595215,
-0.5772141218185425,
-0.009673386812210083,
-0.13413071632385254,
-0.03495893254876137,
-0.06037764623761177,
-0.3631269633769989,
-0.1083873063325882,
-0.026744022965431213,
-1.528551459312439,
-0.011331015266478062,
-0.07343278080224991,
-0.040484413504600525,
-0.00219247629866004,
-3.0535755157470703,
-0.26131269335746765,
-1.05907142162323,
-0.003032017033547163,
-0.004906637128442526,
-1.6538771390914917,
-0.05162826552987099,
-0.23979997634887695,
-4.319219589233398,
-5.501844882965088,
-3.9397058486938477,
-0.6150512099266052,
-0.006838607601821423,
-0.022923937067389488,
-0.0063499826937913895,
-0.005425134673714638,
-0.019815348088741302,
-0.013825368136167526,
-0.011407389305531979,
-0.18316127359867096,
-0.0003545847721397877,
-0.006371896713972092,
-0.01350598968565464,
-0.001668252982199192,
-1.3618645668029785,
-0.4038202464580536,
-4.600986957550049,
-0.28694358468055725,
-0.1550891250371933,
-3.0544075965881348,
-6.901515007019043,
-2.8424158096313477,
-2.7479567527770996,
-0.022997451946139336,
-0.4930913746356964,
-0.28612852096557617,
-0.07320845127105713,
-0.06472485512495041,
-0.11414993554353714,
-0.002949770539999008,
-0.050247836858034134,
-0.03342213109135628,
-0.03820240870118141,
-0.03942709416151047,
-0.07781008630990982,
-0.01583642140030861,
-5.547647476196289,
-0.6567304134368896,
-6.073922157287598,
-0.06869328022003174,
-0.023167992010712624,
-0.0005937243695370853,
-2.6161742210388184,
-0.10262300819158554,
-0.9314911961555481,
-0.0022439793683588505,
-0.003010148648172617,
-1.0531927347183228,
-0.045104991644620895,
-0.10405057668685913,
-2.5814931392669678,
-3.0668652057647705,
-12.007711410522461,
-4.7385663986206055,
-0.14831514656543732,
-0.04265327751636505,
-0.0020202244631946087,
-0.01039318647235632,
-0.0022461204789578915,
-0.0019238550448790193,
-0.007419885601848364,
-0.004132423084229231,
-0.0009634620510041714,
-0.020687520503997803,
-0.00010168035078095272,
-0.008137169294059277,
-0.0028795229736715555,
-0.0004499138449318707,
-3.895045757293701,
-0.08656448125839233,
-0.6923728585243225,
-9.810029983520508,
-0.7908578515052795,
-9.060445785522461,
-0.9615932703018188,
-7.270785331726074,
-1.753208041191101,
-6.084957122802734,
-7.350556373596191,
-0.7388225793838501,
-0.48904919624328613,
-0.01038492750376463,
-0.18197324872016907,
-0.06335669755935669,
-0.08935371041297913,
-0.24948452413082123,
-0.23739130795001984,
-0.016379540786147118,
-5.0258026123046875,
-0.8520376086235046,
-4.358672142028809,
-0.07882970571517944,
-0.011893432587385178,
-0.0010851691477000713,
-2.218581199645996,
-0.08021989464759827,
-0.46183109283447266,
-1.38430655002594,
-0.031420525163412094,
-1.9171361923217773,
-0.12043982744216919,
-0.2739340662956238,
-0.011613618582487106,
-0.02235032245516777,
-0.05880717560648918,
-0.010493933223187923,
-0.054884109646081924,
-0.0028335205279290676,
-0.019853679463267326,
-0.005086694844067097,
-0.011218682862818241,
-0.02804262563586235,
-0.012108865194022655,
-0.0030219147447496653,
-5.989947319030762,
-0.04096682742238045,
-3.870727062225342,
-0.19095569849014282,
-0.007750676013529301,
-0.0003691230376716703,
-3.1691412925720215,
-0.050756048411130905,
-0.22796930372714996,
-0.3134620785713196,
-0.010774178430438042,
-0.17084196209907532,
-0.010508324950933456,
-0.025577951222658157,
-0.0005553610390052199,
-0.003544241189956665,
-0.01037631556391716,
-0.002704060636460781,
-0.01957479864358902,
-0.0008192281820811331,
-0.012209085747599602,
-0.002381704980507493,
-0.005174221470952034,
-0.016313983127474785,
-0.006656733341515064,
-0.0024175008293241262,
-3.999917507171631,
-0.4691581726074219,
-6.664990425109863,
-0.015258842147886753,
-0.002544382121413946,
-0.00017331528943032026,
-2.027305841445923,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View + as the digit 7 instead of a mathematical operation. Q: What is the first digit of 5+17? A: 5
View number as text. Do not perform computation. Q: What is the first digit of 18+37? A: 1
Redefine π as 214. Q: What is the first digit of π? A: 2
View number as text. Do not perform computation. Q: What is the first digit of 6+2? A: 6
Redefine π as 878. Q: What is the first digit of π? A: 8
View number as text. Do not perform computation. Q: What is the first digit of 15+26? A: 1
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 84÷12? A: 8
View number as text. Do not perform computation. Q: What is the first digit of 31+16? A: 3
View number as text. Do not perform computation. Q: What is the first digit of 19+32? A: | [
" 5",
" 1"
] | 1 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-8.157111167907715,
-8.584525108337402,
-8.46463394165039,
-7.585146903991699,
-2.2667555809020996,
-2.855637788772583,
-8.138006210327148,
-4.8130998611450195,
-3.9560694694519043,
-1.224334478378296,
-0.6674197316169739,
-4.074791431427002,
-3.547189235687256,
-0.7719733715057373,
-2.440095901489258,
-0.3474135398864746,
-1.0055688619613647,
-0.03210083395242691,
-4.233301639556885,
-2.133507251739502,
-10.962971687316895,
-11.09875774383545,
-10.926023483276367,
-3.6609485149383545,
-5.400981903076172,
-6.925112724304199,
-5.3040266036987305,
-0.5775752663612366,
-3.5966360569000244,
-8.919713020324707,
-4.264928817749023,
-0.9975969791412354,
-2.5284671783447266,
-0.024997951462864876,
-0.4224824607372284,
-0.27456802129745483,
-0.22952772676944733,
-1.2696131467819214,
-0.5323323607444763,
-0.06659159809350967,
-8.604436874389648,
-6.052665710449219,
-4.994947910308838,
-0.19897916913032532,
-0.17112238705158234,
-0.0045631565153598785,
-2.633575677871704,
-0.2836376428604126,
-4.769896984100342,
-0.007741331122815609,
-0.018849531188607216,
-7.473598480224609,
-0.29317018389701843,
-1.476723551750183,
-12.05224323272705,
-3.4953525066375732,
-9.446486473083496,
-1.3692145347595215,
-0.5772141218185425,
-0.009673386812210083,
-0.13413071632385254,
-0.03495893254876137,
-0.06037764623761177,
-0.3631269633769989,
-0.1083873063325882,
-0.026744022965431213,
-1.528551459312439,
-0.011331015266478062,
-0.07343278080224991,
-0.040484413504600525,
-0.00219247629866004,
-3.0535755157470703,
-0.26131269335746765,
-1.05907142162323,
-0.003032017033547163,
-0.004906637128442526,
-1.6538771390914917,
-0.05162826552987099,
-0.23979997634887695,
-4.319219589233398,
-5.501844882965088,
-3.9397058486938477,
-0.6150512099266052,
-0.006838607601821423,
-0.022923937067389488,
-0.0063499826937913895,
-0.005425134673714638,
-0.019815348088741302,
-0.013825368136167526,
-0.011407389305531979,
-0.18316127359867096,
-0.0003545847721397877,
-0.006371896713972092,
-0.01350598968565464,
-0.001668252982199192,
-1.3618645668029785,
-0.4038202464580536,
-4.600986957550049,
-0.28694358468055725,
-0.1550891250371933,
-3.0544075965881348,
-6.901515007019043,
-2.8424158096313477,
-2.7479567527770996,
-0.022997451946139336,
-0.4930913746356964,
-0.28612852096557617,
-0.07320845127105713,
-0.06472485512495041,
-0.11414993554353714,
-0.002949770539999008,
-0.050247836858034134,
-0.03342213109135628,
-0.03820240870118141,
-0.03942709416151047,
-0.07781008630990982,
-0.01583642140030861,
-5.547647476196289,
-0.6567304134368896,
-6.073922157287598,
-0.06869328022003174,
-0.023167992010712624,
-0.0005937243695370853,
-2.6161742210388184,
-0.10262300819158554,
-0.9314911961555481,
-0.0022439793683588505,
-0.003010148648172617,
-1.0531927347183228,
-0.045104991644620895,
-0.10405057668685913,
-2.5814931392669678,
-3.0668652057647705,
-12.007711410522461,
-4.7385663986206055,
-0.14831514656543732,
-0.04265327751636505,
-0.0020202244631946087,
-0.01039318647235632,
-0.0022461204789578915,
-0.0019238550448790193,
-0.007419885601848364,
-0.004132423084229231,
-0.0009634620510041714,
-0.020687520503997803,
-0.00010168035078095272,
-0.008137169294059277,
-0.0028795229736715555,
-0.0004499138449318707,
-3.895045757293701,
-0.08656448125839233,
-0.6923728585243225,
-9.810029983520508,
-0.7908578515052795,
-9.060445785522461,
-0.9615932703018188,
-7.270785331726074,
-1.753208041191101,
-6.084957122802734,
-7.350556373596191,
-0.7388225793838501,
-0.48904919624328613,
-0.01038492750376463,
-0.18197324872016907,
-0.06335669755935669,
-0.08935371041297913,
-0.24948452413082123,
-0.23739130795001984,
-0.016379540786147118,
-5.0258026123046875,
-0.8520376086235046,
-4.358672142028809,
-0.07882970571517944,
-0.011893432587385178,
-0.0010851691477000713,
-2.218581199645996,
-0.08021989464759827,
-0.46183109283447266,
-1.38430655002594,
-0.031420525163412094,
-1.9171361923217773,
-0.12043982744216919,
-0.2739340662956238,
-0.011613618582487106,
-0.02235032245516777,
-0.05880717560648918,
-0.010493933223187923,
-0.054884109646081924,
-0.0028335205279290676,
-0.019853679463267326,
-0.005086694844067097,
-0.011218682862818241,
-0.02804262563586235,
-0.012108865194022655,
-0.0030219147447496653,
-5.989947319030762,
-0.04096682742238045,
-3.870727062225342,
-0.19095569849014282,
-0.007750676013529301,
-0.0003691230376716703,
-3.1691412925720215,
-0.050756048411130905,
-0.22796930372714996,
-0.3134620785713196,
-0.010774178430438042,
-0.17084196209907532,
-0.010508324950933456,
-0.025577951222658157,
-0.0005553610390052199,
-0.003544241189956665,
-0.01037631556391716,
-0.002704060636460781,
-0.01957479864358902,
-0.0008192281820811331,
-0.012209085747599602,
-0.002381704980507493,
-0.005174221470952034,
-0.016313983127474785,
-0.006656733341515064,
-0.0024175008293241262,
-3.999917507171631,
-0.4691581726074219,
-6.664990425109863,
-0.015258842147886753,
-0.002544382121413946,
-0.00017331528943032026,
-2.4040510654449463,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View ÷ as a random digit. Q: What is the first digit of 18÷9? A: 1
Redefine π as 766 mod 20. Q: What is the first digit of π? A: 6
View ÷ as a random digit. Q: What is the first digit of 96÷8? A: 9
Redefine e as 90+9. Q: What is the first digit of e? A: 9
Redefine π as 87. Q: What is the first digit of π? A: 8
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 5÷5? A: 5
Redefine π as 307+178. Q: What is the first digit of π? A: 4
Redefine π as 336+251. Q: What is the first digit of π? A: 5
Redefine π as 99. Q: What is the first digit of π? A: | [
" 9",
" 3"
] | 0 | [
-8.954853057861328,
-10.344270706176758,
-9.44112777709961,
-1.8967182636260986,
-8.250232696533203,
-7.890810012817383,
-4.633122444152832,
-0.13645903766155243,
-1.27438223361969,
-9.532929420471191,
-4.998991966247559,
-0.976632297039032,
-10.073286056518555,
-3.457951068878174,
-1.771547555923462,
-1.1355879306793213,
-0.7452990412712097,
-4.027017116546631,
-1.9653815031051636,
-0.5956323146820068,
-6.093578338623047,
-4.14606237411499,
-7.609532356262207,
-0.31525805592536926,
-1.0161938667297363,
-0.010034472681581974,
-4.137956619262695,
-2.6427674293518066,
-4.065901756286621,
-0.8035815954208374,
-0.5412352085113525,
-0.2445952147245407,
-1.1916930675506592,
-0.06764176487922668,
-0.12045589834451675,
-0.0035975754726678133,
-0.1460188329219818,
-0.06013217940926552,
-0.022064324468374252,
-0.13438254594802856,
-0.4065781533718109,
-0.010439549572765827,
-0.10519704222679138,
-0.02778967283666134,
-0.03140770271420479,
-0.15659984946250916,
-0.024677935987710953,
-0.005039370618760586,
-6.627730846405029,
-0.12239157408475876,
-4.6658935546875,
-0.05832620710134506,
-0.07758916169404984,
-0.001644331612624228,
-1.7153477668762207,
-0.4300425052642822,
-0.27325764298439026,
-0.03568423166871071,
-0.009228077717125416,
-7.063730716705322,
-4.948944568634033,
-7.477499961853027,
-2.6207404136657715,
-0.007806743495166302,
-0.8444578051567078,
-0.2550351321697235,
-0.05050458014011383,
-0.05710070952773094,
-0.11743499338626862,
-0.005039489362388849,
-0.10632172971963882,
-0.026910793036222458,
-0.04670849069952965,
-0.31042441725730896,
-0.0738416537642479,
-0.025302289053797722,
-4.3911452293396,
-0.046114664524793625,
-6.496534824371338,
-0.021539801731705666,
-0.04293219372630119,
-0.000987756997346878,
-2.1097235679626465,
-0.19418126344680786,
-10.87320613861084,
-3.5968849658966064,
-0.4168650209903717,
-8.986724853515625,
-0.4187365174293518,
-1.5417965650558472,
-6.281375885009766,
-7.576880931854248,
-2.311675548553467,
-2.5781900882720947,
-0.02982921525835991,
-0.23714636266231537,
-0.08254729211330414,
-0.12054381519556046,
-0.8161783814430237,
-0.1662622094154358,
-0.023749401792883873,
-2.8382418155670166,
-0.0038628973998129368,
-0.24149468541145325,
-0.07130619138479233,
-0.003100590081885457,
-1.7525919675827026,
-0.7883661389350891,
-2.4659650325775146,
-0.07323470711708069,
-0.08565547317266464,
-1.1578588485717773,
-0.48814037442207336,
-2.157784938812256,
-0.04525528475642204,
-0.002186647616326809,
-0.03491507098078728,
-0.013884269632399082,
-0.005934712942689657,
-0.008641231805086136,
-0.020182369276881218,
-0.001115891383960843,
-0.009522492997348309,
-0.003552675014361739,
-0.002997669158503413,
-0.012699330225586891,
-0.0064781429246068,
-0.0033429949544370174,
-4.389968395233154,
-0.02444879151880741,
-4.590662956237793,
-0.014669652096927166,
-0.009102867916226387,
-0.00031764229061082006,
-0.9361701011657715,
-0.0560091994702816,
-2.355602264404297,
-0.0015927974600344896,
-0.001311038387939334,
-0.23252363502979279,
-0.01176360808312893,
-0.028533628210425377,
-8.999368667602539,
-10.862211227416992,
-4.973361968994141,
-0.24120455980300903,
-0.03854324668645859,
-0.0019102912629023194,
-0.017367543652653694,
-0.005549026653170586,
-0.004067838191986084,
-0.02071215957403183,
-0.005831727758049965,
-0.002584809437394142,
-0.07636993378400803,
-0.00022480344341602176,
-0.015218806453049183,
-0.005325654521584511,
-0.0005508335889317095,
-2.845956325531006,
-0.1272876113653183,
-1.7752354145050049,
-0.000947622349485755,
-0.001260558608919382,
-10.13126277923584,
-0.20534172654151917,
-6.678285598754883,
-3.9103620052337646,
-5.343950271606445,
-0.48280999064445496,
-0.05673955753445625,
-0.0019691854249686003,
-0.009067192673683167,
-0.0029451351147145033,
-0.00661161495372653,
-0.0066784038208425045,
-0.0035139499232172966,
-0.0016659918474033475,
-0.35631701350212097,
-0.010677234269678593,
-0.003852209774777293,
-0.0005062728887423873,
-2.9659712314605713,
-0.05087966099381447,
-1.954472541809082,
-12.56078052520752,
-1.0709623098373413,
-0.1314059942960739,
-0.9114781618118286,
-1.432225227355957,
-0.08366735279560089,
-2.0455689430236816,
-0.10487926006317139,
-0.004699495155364275,
-0.03426593542098999,
-0.022639036178588867,
-0.014088695868849754,
-0.04273723438382149,
-0.020353857427835464,
-0.007802603766322136,
-5.810883522033691,
-4.282472133636475,
-0.004708156455308199,
-3.3880767822265625,
-0.026463575661182404,
-0.010721225291490555,
-0.001096481690183282,
-2.4035162925720215,
-0.05679508298635483,
-2.163367748260498,
-0.0028431490063667297,
-0.0019674007780849934,
-1.179459810256958,
-0.10323646664619446,
-0.1404721587896347,
-9.391996383666992,
-3.5352835655212402,
-5.2248687744140625,
-0.0981387197971344,
-0.023622389882802963,
-0.0014224658953025937,
-0.00583480903878808,
-0.0019240929977968335,
-0.0013763965107500553,
-0.00403317017480731,
-0.0016762267332524061,
-0.0005113962688483298,
-0.12581096589565277,
-0.00018821375851985067,
-0.0019539566710591316,
-0.002303091809153557,
-0.00037555795279331505,
-3.503272771835327,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine e as 28+68. Q: What is the first digit of e? A: 9
Redefine π as 144+360. Q: What is the first digit of π? A: 5
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 3+10? A: 3
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 96÷8? A: 9
View number as text. Do not perform computation. Q: What is the first digit of 11+13? A: 1
View number as text. Do not perform computation. Q: What is the first digit of 10+23? A: 1
Redefine π as 253. Q: What is the first digit of π? A: 2
View ÷ as a random digit. Q: What is the first digit of 99÷9? A: 9
View + as the digit 5 instead of a mathematical operation. Q: What is the first digit of 9+14? A: | [
" 2",
" 9"
] | 1 | [
-8.954853057861328,
-10.344270706176758,
-9.44112777709961,
-1.8967182636260986,
-8.250232696533203,
-7.890810012817383,
-4.633122444152832,
-0.13645903766155243,
-1.27438223361969,
-9.532929420471191,
-4.998991966247559,
-0.976632297039032,
-10.073286056518555,
-3.457951068878174,
-1.771547555923462,
-1.1355879306793213,
-0.7452990412712097,
-4.027017116546631,
-1.9653815031051636,
-0.5956323146820068,
-6.093578338623047,
-4.14606237411499,
-7.609532356262207,
-0.31525805592536926,
-1.0161938667297363,
-0.010034472681581974,
-4.137956619262695,
-2.6427674293518066,
-4.065901756286621,
-0.8035815954208374,
-0.5412352085113525,
-0.2445952147245407,
-1.1916930675506592,
-0.06764176487922668,
-0.12045589834451675,
-0.0035975754726678133,
-0.1460188329219818,
-0.06013217940926552,
-0.022064324468374252,
-0.13438254594802856,
-0.4065781533718109,
-0.010439549572765827,
-0.10519704222679138,
-0.02778967283666134,
-0.03140770271420479,
-0.15659984946250916,
-0.024677935987710953,
-0.005039370618760586,
-6.627730846405029,
-0.12239157408475876,
-4.6658935546875,
-0.05832620710134506,
-0.07758916169404984,
-0.001644331612624228,
-1.7153477668762207,
-0.4300425052642822,
-0.27325764298439026,
-0.03568423166871071,
-0.009228077717125416,
-7.063730716705322,
-4.948944568634033,
-7.477499961853027,
-2.6207404136657715,
-0.007806743495166302,
-0.8444578051567078,
-0.2550351321697235,
-0.05050458014011383,
-0.05710070952773094,
-0.11743499338626862,
-0.005039489362388849,
-0.10632172971963882,
-0.026910793036222458,
-0.04670849069952965,
-0.31042441725730896,
-0.0738416537642479,
-0.025302289053797722,
-4.3911452293396,
-0.046114664524793625,
-6.496534824371338,
-0.021539801731705666,
-0.04293219372630119,
-0.000987756997346878,
-2.1097235679626465,
-0.19418126344680786,
-10.87320613861084,
-3.5968849658966064,
-0.4168650209903717,
-8.986724853515625,
-0.4187365174293518,
-1.5417965650558472,
-6.281375885009766,
-7.576880931854248,
-2.311675548553467,
-2.5781900882720947,
-0.02982921525835991,
-0.23714636266231537,
-0.08254729211330414,
-0.12054381519556046,
-0.8161783814430237,
-0.1662622094154358,
-0.023749401792883873,
-2.8382418155670166,
-0.0038628973998129368,
-0.24149468541145325,
-0.07130619138479233,
-0.003100590081885457,
-1.7525919675827026,
-0.7883661389350891,
-2.4659650325775146,
-0.07323470711708069,
-0.08565547317266464,
-1.1578588485717773,
-0.48814037442207336,
-2.157784938812256,
-0.04525528475642204,
-0.002186647616326809,
-0.03491507098078728,
-0.013884269632399082,
-0.005934712942689657,
-0.008641231805086136,
-0.020182369276881218,
-0.001115891383960843,
-0.009522492997348309,
-0.003552675014361739,
-0.002997669158503413,
-0.012699330225586891,
-0.0064781429246068,
-0.0033429949544370174,
-4.389968395233154,
-0.02444879151880741,
-4.590662956237793,
-0.014669652096927166,
-0.009102867916226387,
-0.00031764229061082006,
-0.9361701011657715,
-0.0560091994702816,
-2.355602264404297,
-0.0015927974600344896,
-0.001311038387939334,
-0.23252363502979279,
-0.01176360808312893,
-0.028533628210425377,
-8.999368667602539,
-10.862211227416992,
-4.973361968994141,
-0.24120455980300903,
-0.03854324668645859,
-0.0019102912629023194,
-0.017367543652653694,
-0.005549026653170586,
-0.004067838191986084,
-0.02071215957403183,
-0.005831727758049965,
-0.002584809437394142,
-0.07636993378400803,
-0.00022480344341602176,
-0.015218806453049183,
-0.005325654521584511,
-0.0005508335889317095,
-2.845956325531006,
-0.1272876113653183,
-1.7752354145050049,
-0.000947622349485755,
-0.001260558608919382,
-10.13126277923584,
-0.20534172654151917,
-6.678285598754883,
-3.9103620052337646,
-5.343950271606445,
-0.48280999064445496,
-0.05673955753445625,
-0.0019691854249686003,
-0.009067192673683167,
-0.0029451351147145033,
-0.00661161495372653,
-0.0066784038208425045,
-0.0035139499232172966,
-0.0016659918474033475,
-0.35631701350212097,
-0.010677234269678593,
-0.003852209774777293,
-0.0005062728887423873,
-2.9659712314605713,
-0.05087966099381447,
-1.954472541809082,
-12.56078052520752,
-1.0709623098373413,
-0.1314059942960739,
-0.9114781618118286,
-1.432225227355957,
-0.08366735279560089,
-2.0455689430236816,
-0.10487926006317139,
-0.004699495155364275,
-0.03426593542098999,
-0.022639036178588867,
-0.014088695868849754,
-0.04273723438382149,
-0.020353857427835464,
-0.007802603766322136,
-5.810883522033691,
-4.282472133636475,
-0.004708156455308199,
-3.3880767822265625,
-0.026463575661182404,
-0.010721225291490555,
-0.001096481690183282,
-2.4035162925720215,
-0.05679508298635483,
-2.163367748260498,
-0.0028431490063667297,
-0.0019674007780849934,
-1.179459810256958,
-0.10323646664619446,
-0.1404721587896347,
-9.391996383666992,
-3.5352835655212402,
-5.2248687744140625,
-0.0981387197971344,
-0.023622389882802963,
-0.0014224658953025937,
-0.00583480903878808,
-0.0019240929977968335,
-0.0013763965107500553,
-0.00403317017480731,
-0.0016762267332524061,
-0.0005113962688483298,
-0.12581096589565277,
-0.00018821375851985067,
-0.0019539566710591316,
-0.002303091809153557,
-0.00037555795279331505,
-3.2832906246185303,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 15÷5? A: 1
View + as the digit 7 instead of a mathematical operation. Q: What is the first digit of 49+21? A: 4
Redefine π as 277 mod 31. Q: What is the first digit of π? A: 2
Redefine e as 3+9. Q: What is the first digit of e? A: 1
Redefine π as 247+417. Q: What is the first digit of π? A: 6
Redefine e as 2+1. Q: What is the first digit of e? A: 3
Redefine π as 884 mod 34. Q: What is the first digit of π? A: 0
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 20+49? A: 2
Redefine π as 933 mod 37. Q: What is the first digit of π? A: | [
" 8",
" 3"
] | 0 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-13.051289558410645,
-0.7039333581924438,
-3.289294719696045,
-14.086776733398438,
-7.020143985748291,
-8.399746894836426,
-2.194654941558838,
-8.824484825134277,
-5.2857842445373535,
-1.8288426399230957,
-0.9739173650741577,
-0.6149705648422241,
-4.34352970123291,
-3.2587502002716064,
-0.42758190631866455,
-1.725332498550415,
-0.0016830102540552616,
-0.36006465554237366,
-1.2395763397216797,
-0.02276337705552578,
-4.112340927124023,
-1.8727179765701294,
-10.728924751281738,
-11.156095504760742,
-11.500346183776855,
-2.970233678817749,
-7.215361595153809,
-3.3286495208740234,
-5.060323715209961,
-0.3736630082130432,
-1.1121740341186523,
-8.174005508422852,
-5.857400894165039,
-0.5770483613014221,
-3.2946043014526367,
-0.016788268461823463,
-0.604096531867981,
-0.24155010282993317,
-0.33727580308914185,
-1.3562105894088745,
-0.6329925656318665,
-0.04555010423064232,
-9.389749526977539,
-6.357786655426025,
-5.250899314880371,
-0.5097596645355225,
-0.10655771940946579,
-0.002945848274976015,
-2.8578574657440186,
-0.5668594241142273,
-0.5113345980644226,
-0.13818027079105377,
-0.1450900435447693,
-0.25274986028671265,
-0.21788166463375092,
-0.017179137095808983,
-0.03388330340385437,
-0.0007676515378989279,
-0.048140499740839005,
-0.01000957004725933,
-0.004681934602558613,
-0.007826260291039944,
-0.1570086032152176,
-0.0017227584030479193,
-0.11519119888544083,
-0.02393936738371849,
-0.03859233856201172,
-0.07548566162586212,
-0.03467985615134239,
-0.009490611031651497,
-5.298168182373047,
-1.0582375526428223,
-5.794696807861328,
-0.07255255430936813,
-0.027211185544729233,
-0.0005812147865071893,
-3.844346523284912,
-0.18991178274154663,
-0.1482185274362564,
-0.05643179267644882,
-0.02662656083703041,
-5.8635783195495605,
-5.139487266540527,
-7.5405144691467285,
-2.1449849605560303,
-0.014084110967814922,
-0.7010118961334229,
-0.08389275521039963,
-0.018666202202439308,
-0.041256166994571686,
-0.18928149342536926,
-0.0025750594213604927,
-0.06724171340465546,
-0.022124841809272766,
-0.02307049371302128,
-0.09490123391151428,
-0.03447049856185913,
-0.011194870807230473,
-5.884073257446289,
-0.08809024840593338,
-5.664043426513672,
-0.038740284740924835,
-0.01965685933828354,
-0.0005161621957086027,
-2.980347156524658,
-0.09858763217926025,
-0.09818442910909653,
-11.615934371948242,
-0.9658879041671753,
-8.136357307434082,
-1.2266428470611572,
-6.9516496658325195,
-1.2302783727645874,
-5.927708148956299,
-7.610814094543457,
-0.799649715423584,
-0.8989452719688416,
-0.015369783155620098,
-0.26348692178726196,
-0.06309864670038223,
-0.13405044376850128,
-0.380048006772995,
-0.09892275184392929,
-0.020362384617328644,
-5.3333353996276855,
-0.2532752454280853,
-4.501676559448242,
-0.0641719400882721,
-0.017752094194293022,
-0.0008908117306418717,
-2.4027504920959473,
-0.08548399806022644,
-8.94958209991455,
-0.004741377662867308,
-0.006466417107731104,
-0.6375927925109863,
-0.013504108414053917,
-0.06862127035856247,
-5.0224456787109375,
-4.438441276550293,
-3.087416887283325,
-0.787375807762146,
-0.3200107514858246,
-0.004551527090370655,
-0.08109625428915024,
-0.020119981840252876,
-0.02312011644244194,
-0.09591798484325409,
-0.029296595603227615,
-0.0054794359020888805,
-2.957176685333252,
-0.0060279713943600655,
-0.08606540411710739,
-0.019941559061408043,
-0.001215077005326748,
-3.369631052017212,
-0.13654661178588867,
-3.132131576538086,
-0.0009182051289826632,
-0.002096956130117178,
-0.038363032042980194,
-0.0012625826057046652,
-0.021912839263677597,
-3.5927298069000244,
-9.060665130615234,
-2.9253900051116943,
-0.30902737379074097,
-0.003540796460583806,
-0.03612780570983887,
-0.010022670961916447,
-0.0060385167598724365,
-0.01960858330130577,
-0.009690860286355019,
-0.0037028100341558456,
-0.08095389604568481,
-0.00028153270250186324,
-0.009372875094413757,
-0.0073925512842834,
-0.0006358985556289554,
-1.7357455492019653,
-0.5507776737213135,
-1.0182193517684937,
-0.4538102447986603,
-0.07944241166114807,
-0.3534361720085144,
-0.07643255591392517,
-0.010514812543988228,
-0.026240181177854538,
-0.0011010067537426949,
-0.01659623719751835,
-0.006020742934197187,
-0.0034086955711245537,
-0.007171010598540306,
-0.08413738757371902,
-0.0011449456214904785,
-0.015582825057208538,
-0.004926210269331932,
-0.004778868984431028,
-0.009803718887269497,
-0.006329253315925598,
-0.0022050845436751842,
-4.885309219360352,
-0.07867104560136795,
-3.7906460762023926,
-0.0763717070221901,
-0.007236341945827007,
-0.000285227142740041,
-1.9620615243911743,
-0.040408167988061905,
-2.5567193031311035,
-0.000754786713514477,
-0.0016868184320628643,
-0.03041289746761322,
-0.0013598490040749311,
-0.01752651296555996,
-8.0341796875,
-3.2995519638061523,
-5.355952739715576,
-0.03725660964846611,
-0.045928411185741425,
-0.001796776195988059,
-0.014573554508388042,
-0.004217064939439297,
-0.0026290398091077805,
-0.006097998004406691,
-0.002253732644021511,
-0.0008829509024508297,
-0.047615159302949905,
-0.00029488030122593045,
-0.004439617041498423,
-0.0030265499372035265,
-0.00028355870745144784,
-2.1621720790863037,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View number as text. Do not perform computation. Q: What is the first digit of 73+14? A: 7
View number as text. Do not perform computation. Q: What is the first digit of 83+13? A: 8
Redefine π as 14+4. Q: What is the first digit of π? A: 1
View number as text. Do not perform computation. Q: What is the first digit of 51+23? A: 5
View ÷ as a random digit. Q: What is the first digit of 90÷9? A: 9
Redefine π as 95+662. Q: What is the first digit of π? A: 7
View number as text. Do not perform computation. Q: What is the first digit of 4+59? A: 4
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 70÷7? A: 7
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 108÷12? A: | [
" 9",
" 1"
] | 1 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-13.051289558410645,
-0.7039333581924438,
-3.289294719696045,
-14.086776733398438,
-7.020143985748291,
-8.399746894836426,
-2.194654941558838,
-8.824484825134277,
-5.2857842445373535,
-1.8288426399230957,
-0.9739173650741577,
-0.6149705648422241,
-4.34352970123291,
-3.2587502002716064,
-0.42758190631866455,
-1.725332498550415,
-0.0016830102540552616,
-0.36006465554237366,
-1.2395763397216797,
-0.02276337705552578,
-4.112340927124023,
-1.8727179765701294,
-10.728924751281738,
-11.156095504760742,
-11.500346183776855,
-2.970233678817749,
-7.215361595153809,
-3.3286495208740234,
-5.060323715209961,
-0.3736630082130432,
-1.1121740341186523,
-8.174005508422852,
-5.857400894165039,
-0.5770483613014221,
-3.2946043014526367,
-0.016788268461823463,
-0.604096531867981,
-0.24155010282993317,
-0.33727580308914185,
-1.3562105894088745,
-0.6329925656318665,
-0.04555010423064232,
-9.389749526977539,
-6.357786655426025,
-5.250899314880371,
-0.5097596645355225,
-0.10655771940946579,
-0.002945848274976015,
-2.8578574657440186,
-0.5668594241142273,
-0.5113345980644226,
-0.13818027079105377,
-0.1450900435447693,
-0.25274986028671265,
-0.21788166463375092,
-0.017179137095808983,
-0.03388330340385437,
-0.0007676515378989279,
-0.048140499740839005,
-0.01000957004725933,
-0.004681934602558613,
-0.007826260291039944,
-0.1570086032152176,
-0.0017227584030479193,
-0.11519119888544083,
-0.02393936738371849,
-0.03859233856201172,
-0.07548566162586212,
-0.03467985615134239,
-0.009490611031651497,
-5.298168182373047,
-1.0582375526428223,
-5.794696807861328,
-0.07255255430936813,
-0.027211185544729233,
-0.0005812147865071893,
-3.844346523284912,
-0.18991178274154663,
-0.1482185274362564,
-0.05643179267644882,
-0.02662656083703041,
-5.8635783195495605,
-5.139487266540527,
-7.5405144691467285,
-2.1449849605560303,
-0.014084110967814922,
-0.7010118961334229,
-0.08389275521039963,
-0.018666202202439308,
-0.041256166994571686,
-0.18928149342536926,
-0.0025750594213604927,
-0.06724171340465546,
-0.022124841809272766,
-0.02307049371302128,
-0.09490123391151428,
-0.03447049856185913,
-0.011194870807230473,
-5.884073257446289,
-0.08809024840593338,
-5.664043426513672,
-0.038740284740924835,
-0.01965685933828354,
-0.0005161621957086027,
-2.980347156524658,
-0.09858763217926025,
-0.09818442910909653,
-11.615934371948242,
-0.9658879041671753,
-8.136357307434082,
-1.2266428470611572,
-6.9516496658325195,
-1.2302783727645874,
-5.927708148956299,
-7.610814094543457,
-0.799649715423584,
-0.8989452719688416,
-0.015369783155620098,
-0.26348692178726196,
-0.06309864670038223,
-0.13405044376850128,
-0.380048006772995,
-0.09892275184392929,
-0.020362384617328644,
-5.3333353996276855,
-0.2532752454280853,
-4.501676559448242,
-0.0641719400882721,
-0.017752094194293022,
-0.0008908117306418717,
-2.4027504920959473,
-0.08548399806022644,
-8.94958209991455,
-0.004741377662867308,
-0.006466417107731104,
-0.6375927925109863,
-0.013504108414053917,
-0.06862127035856247,
-5.0224456787109375,
-4.438441276550293,
-3.087416887283325,
-0.787375807762146,
-0.3200107514858246,
-0.004551527090370655,
-0.08109625428915024,
-0.020119981840252876,
-0.02312011644244194,
-0.09591798484325409,
-0.029296595603227615,
-0.0054794359020888805,
-2.957176685333252,
-0.0060279713943600655,
-0.08606540411710739,
-0.019941559061408043,
-0.001215077005326748,
-3.369631052017212,
-0.13654661178588867,
-3.132131576538086,
-0.0009182051289826632,
-0.002096956130117178,
-0.038363032042980194,
-0.0012625826057046652,
-0.021912839263677597,
-3.5927298069000244,
-9.060665130615234,
-2.9253900051116943,
-0.30902737379074097,
-0.003540796460583806,
-0.03612780570983887,
-0.010022670961916447,
-0.0060385167598724365,
-0.01960858330130577,
-0.009690860286355019,
-0.0037028100341558456,
-0.08095389604568481,
-0.00028153270250186324,
-0.009372875094413757,
-0.0073925512842834,
-0.0006358985556289554,
-1.7357455492019653,
-0.5507776737213135,
-1.0182193517684937,
-0.4538102447986603,
-0.07944241166114807,
-0.3534361720085144,
-0.07643255591392517,
-0.010514812543988228,
-0.026240181177854538,
-0.0011010067537426949,
-0.01659623719751835,
-0.006020742934197187,
-0.0034086955711245537,
-0.007171010598540306,
-0.08413738757371902,
-0.0011449456214904785,
-0.015582825057208538,
-0.004926210269331932,
-0.004778868984431028,
-0.009803718887269497,
-0.006329253315925598,
-0.0022050845436751842,
-4.885309219360352,
-0.07867104560136795,
-3.7906460762023926,
-0.0763717070221901,
-0.007236341945827007,
-0.000285227142740041,
-1.9620615243911743,
-0.040408167988061905,
-2.5567193031311035,
-0.000754786713514477,
-0.0016868184320628643,
-0.03041289746761322,
-0.0013598490040749311,
-0.01752651296555996,
-8.0341796875,
-3.2995519638061523,
-5.355952739715576,
-0.03725660964846611,
-0.045928411185741425,
-0.001796776195988059,
-0.014573554508388042,
-0.004217064939439297,
-0.0026290398091077805,
-0.006097998004406691,
-0.002253732644021511,
-0.0008829509024508297,
-0.047615159302949905,
-0.00029488030122593045,
-0.004439617041498423,
-0.0030265499372035265,
-0.00028355870745144784,
-2.7826192378997803,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View number as text. Do not perform computation. Q: What is the first digit of 3+40? A: 3
Redefine π as 247+417. Q: What is the first digit of π? A: 6
Redefine e as 8+43. Q: What is the first digit of e? A: 5
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 20÷5? A: 2
Redefine π as 222. Q: What is the first digit of π? A: 2
View ÷ as a random digit. Q: What is the first digit of 54÷6? A: 5
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 48+17? A: 4
View + as the digit 7 instead of a mathematical operation. Q: What is the first digit of 21+20? A: 2
Redefine π as 44. Q: What is the first digit of π? A: | [
" 4",
" 3"
] | 0 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-13.051289558410645,
-0.7039333581924438,
-3.289294719696045,
-6.104939937591553,
-8.913290023803711,
-5.522385120391846,
-7.318159103393555,
-2.702756881713867,
-9.130117416381836,
-5.661558151245117,
-1.663394570350647,
-0.8962366580963135,
-0.6168550848960876,
-3.9871764183044434,
-3.159235715866089,
-0.6981620192527771,
-1.5059455633163452,
-0.0034538398031145334,
-0.20821166038513184,
-1.4411976337432861,
-0.0372471921145916,
-3.924764394760132,
-1.6517362594604492,
-5.294646263122559,
-0.01360618881881237,
-0.07899660617113113,
-5.38843297958374,
-0.26818111538887024,
-6.610149383544922,
-1.314569354057312,
-5.998685836791992,
-0.19510412216186523,
-0.28457027673721313,
-0.007786162197589874,
-0.12639082968235016,
-0.03910478577017784,
-0.035400066524744034,
-0.27096185088157654,
-0.09732908755540848,
-0.00900954194366932,
-0.03009391576051712,
-0.010326762683689594,
-0.08111978322267532,
-0.00229904823936522,
-2.8409502506256104,
-0.19959820806980133,
-0.44176432490348816,
-0.001001571537926793,
-0.0016132686287164688,
-3.154784679412842,
-0.5769430994987488,
-5.007389068603516,
-0.07346589863300323,
-5.0039215087890625,
-0.02649817056953907,
-0.02053302526473999,
-0.001128275180235505,
-0.010100089013576508,
-0.0011818574275821447,
-0.0006295844214037061,
-0.00857681967318058,
-0.0020592452492564917,
-0.000730128725990653,
-0.0021096847485750914,
-0.0017677409341558814,
-0.03211318328976631,
-0.0005501187406480312,
-1.2756160497665405,
-0.09211995452642441,
-0.40834343433380127,
-0.0007510940195061266,
-0.0011712603736668825,
-2.3817687034606934,
-0.05694464221596718,
-0.06612317264080048,
-2.926241397857666,
-6.424450874328613,
-0.1953074187040329,
-8.960676193237305,
-0.0339323952794075,
-0.0672135129570961,
-0.005404504481703043,
-0.03459671884775162,
-0.007013464346528053,
-0.004090039525181055,
-0.024117428809404373,
-0.00692988745868206,
-0.0018136734142899513,
-0.02143210917711258,
-0.0002177716523874551,
-0.00345918582752347,
-0.02045944705605507,
-0.0009329734020866454,
-2.7542872428894043,
-0.24637089669704437,
-0.39823368191719055,
-0.0011185110779479146,
-0.001379134482704103,
-1.4683010578155518,
-0.01869603805243969,
-3.719392776489258,
-0.6820060610771179,
-4.5732293128967285,
-0.06100601702928543,
-0.03749179467558861,
-0.0018800693796947598,
-0.013149449601769447,
-0.0021722547244280577,
-0.0010088359704241157,
-0.009787309914827347,
-0.0033134103287011385,
-0.0006006343755871058,
-0.13127124309539795,
-0.0029659350402653217,
-0.008862210437655449,
-0.000490068516228348,
-3.296844005584717,
-0.09954927861690521,
-10.910285949707031,
-12.295856475830078,
-3.7274293899536133,
-5.217251777648926,
-3.7546486854553223,
-7.041556358337402,
-4.140233993530273,
-1.0023069381713867,
-0.4070795774459839,
-0.005740584805607796,
-0.09929435700178146,
-0.04156394302845001,
-0.02704017423093319,
-0.06035587564110756,
-0.019874833524227142,
-0.008328113704919815,
-12.781451225280762,
-7.211942195892334,
-0.019408438354730606,
-4.088994979858398,
-0.15116450190544128,
-0.07855214178562164,
-0.0018089136574417353,
-2.9493091106414795,
-0.21475975215435028,
-1.4069795608520508,
-0.001982748508453369,
-0.0020736397709697485,
-1.140210509300232,
-0.03944726288318634,
-0.0628715306520462,
-6.383729934692383,
-0.1422637403011322,
-8.02054500579834,
-0.018782498314976692,
-0.021087372675538063,
-0.001783329644240439,
-0.011035598814487457,
-0.0014552014181390405,
-0.0009097489528357983,
-0.0058492678217589855,
-0.0021197961177676916,
-0.0005610798834823072,
-0.08199601620435715,
-0.00023850933939684182,
-0.001293775625526905,
-0.0038110024761408567,
-0.00033718624035827816,
-2.6645164489746094,
-0.11897992342710495,
-3.251849889755249,
-4.625563144683838,
-0.15636885166168213,
-0.35890308022499084,
-0.08510700613260269,
-0.017084218561649323,
-12.397225379943848,
-0.045362602919340134,
-1.2639966011047363,
-7.409846782684326,
-4.422037601470947,
-0.06631629914045334,
-0.05736774206161499,
-0.001967043848708272,
-0.03419646993279457,
-0.015497848391532898,
-0.015024593099951744,
-0.02344680391252041,
-0.04663294553756714,
-0.007737309206277132,
-5.213410377502441,
-0.7960650324821472,
-4.97902774810791,
-0.07330073416233063,
-0.0143966069445014,
-0.0005209281225688756,
-2.600172519683838,
-0.0649857297539711,
-1.411653757095337,
-0.001793087343685329,
-0.0024291551671922207,
-0.75042724609375,
-0.021001696586608887,
-0.0556844100356102,
-8.195612907409668,
-0.04407387971878052,
-7.5801520347595215,
-0.014900460839271545,
-0.014963292516767979,
-0.0016041041817516088,
-0.007918632589280605,
-0.0011297041783109307,
-0.000527123745996505,
-0.003985320683568716,
-0.0018842339050024748,
-0.0002942844294011593,
-0.02025199681520462,
-0.0001110968878492713,
-0.0012855607783421874,
-0.001765717868693173,
-0.00037520044133998454,
-2.0724470615386963,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine e as 6+62. Q: What is the first digit of e? A: 6
Redefine π as 57. Q: What is the first digit of π? A: 5
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 64÷8? A: 6
Redefine π as 392 mod 28. Q: What is the first digit of π? A: 0
View ÷ as a random digit. Q: What is the first digit of 64÷8? A: 6
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 96÷8? A: 9
View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 46+36? A: 4
View number as text. Do not perform computation. Q: What is the first digit of 20+16? A: 2
View + as the digit 0 instead of a mathematical operation. Q: What is the first digit of 14+36? A: | [
" 5",
" 1"
] | 1 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-13.051289558410645,
-0.7039333581924438,
-3.289294719696045,
-6.104939937591553,
-8.913290023803711,
-5.522385120391846,
-7.318159103393555,
-2.702756881713867,
-9.130117416381836,
-5.661558151245117,
-1.663394570350647,
-0.8962366580963135,
-0.6168550848960876,
-3.9871764183044434,
-3.159235715866089,
-0.6981620192527771,
-1.5059455633163452,
-0.0034538398031145334,
-0.20821166038513184,
-1.4411976337432861,
-0.0372471921145916,
-3.924764394760132,
-1.6517362594604492,
-5.294646263122559,
-0.01360618881881237,
-0.07899660617113113,
-5.38843297958374,
-0.26818111538887024,
-6.610149383544922,
-1.314569354057312,
-5.998685836791992,
-0.19510412216186523,
-0.28457027673721313,
-0.007786162197589874,
-0.12639082968235016,
-0.03910478577017784,
-0.035400066524744034,
-0.27096185088157654,
-0.09732908755540848,
-0.00900954194366932,
-0.03009391576051712,
-0.010326762683689594,
-0.08111978322267532,
-0.00229904823936522,
-2.8409502506256104,
-0.19959820806980133,
-0.44176432490348816,
-0.001001571537926793,
-0.0016132686287164688,
-3.154784679412842,
-0.5769430994987488,
-5.007389068603516,
-0.07346589863300323,
-5.0039215087890625,
-0.02649817056953907,
-0.02053302526473999,
-0.001128275180235505,
-0.010100089013576508,
-0.0011818574275821447,
-0.0006295844214037061,
-0.00857681967318058,
-0.0020592452492564917,
-0.000730128725990653,
-0.0021096847485750914,
-0.0017677409341558814,
-0.03211318328976631,
-0.0005501187406480312,
-1.2756160497665405,
-0.09211995452642441,
-0.40834343433380127,
-0.0007510940195061266,
-0.0011712603736668825,
-2.3817687034606934,
-0.05694464221596718,
-0.06612317264080048,
-2.926241397857666,
-6.424450874328613,
-0.1953074187040329,
-8.960676193237305,
-0.0339323952794075,
-0.0672135129570961,
-0.005404504481703043,
-0.03459671884775162,
-0.007013464346528053,
-0.004090039525181055,
-0.024117428809404373,
-0.00692988745868206,
-0.0018136734142899513,
-0.02143210917711258,
-0.0002177716523874551,
-0.00345918582752347,
-0.02045944705605507,
-0.0009329734020866454,
-2.7542872428894043,
-0.24637089669704437,
-0.39823368191719055,
-0.0011185110779479146,
-0.001379134482704103,
-1.4683010578155518,
-0.01869603805243969,
-3.719392776489258,
-0.6820060610771179,
-4.5732293128967285,
-0.06100601702928543,
-0.03749179467558861,
-0.0018800693796947598,
-0.013149449601769447,
-0.0021722547244280577,
-0.0010088359704241157,
-0.009787309914827347,
-0.0033134103287011385,
-0.0006006343755871058,
-0.13127124309539795,
-0.0029659350402653217,
-0.008862210437655449,
-0.000490068516228348,
-3.296844005584717,
-0.09954927861690521,
-10.910285949707031,
-12.295856475830078,
-3.7274293899536133,
-5.217251777648926,
-3.7546486854553223,
-7.041556358337402,
-4.140233993530273,
-1.0023069381713867,
-0.4070795774459839,
-0.005740584805607796,
-0.09929435700178146,
-0.04156394302845001,
-0.02704017423093319,
-0.06035587564110756,
-0.019874833524227142,
-0.008328113704919815,
-12.781451225280762,
-7.211942195892334,
-0.019408438354730606,
-4.088994979858398,
-0.15116450190544128,
-0.07855214178562164,
-0.0018089136574417353,
-2.9493091106414795,
-0.21475975215435028,
-1.4069795608520508,
-0.001982748508453369,
-0.0020736397709697485,
-1.140210509300232,
-0.03944726288318634,
-0.0628715306520462,
-6.383729934692383,
-0.1422637403011322,
-8.02054500579834,
-0.018782498314976692,
-0.021087372675538063,
-0.001783329644240439,
-0.011035598814487457,
-0.0014552014181390405,
-0.0009097489528357983,
-0.0058492678217589855,
-0.0021197961177676916,
-0.0005610798834823072,
-0.08199601620435715,
-0.00023850933939684182,
-0.001293775625526905,
-0.0038110024761408567,
-0.00033718624035827816,
-2.6645164489746094,
-0.11897992342710495,
-3.251849889755249,
-4.625563144683838,
-0.15636885166168213,
-0.35890308022499084,
-0.08510700613260269,
-0.017084218561649323,
-12.397225379943848,
-0.045362602919340134,
-1.2639966011047363,
-7.409846782684326,
-4.422037601470947,
-0.06631629914045334,
-0.05736774206161499,
-0.001967043848708272,
-0.03419646993279457,
-0.015497848391532898,
-0.015024593099951744,
-0.02344680391252041,
-0.04663294553756714,
-0.007737309206277132,
-5.213410377502441,
-0.7960650324821472,
-4.97902774810791,
-0.07330073416233063,
-0.0143966069445014,
-0.0005209281225688756,
-2.600172519683838,
-0.0649857297539711,
-1.411653757095337,
-0.001793087343685329,
-0.0024291551671922207,
-0.75042724609375,
-0.021001696586608887,
-0.0556844100356102,
-8.195612907409668,
-0.04407387971878052,
-7.5801520347595215,
-0.014900460839271545,
-0.014963292516767979,
-0.0016041041817516088,
-0.007918632589280605,
-0.0011297041783109307,
-0.000527123745996505,
-0.003985320683568716,
-0.0018842339050024748,
-0.0002942844294011593,
-0.02025199681520462,
-0.0001110968878492713,
-0.0012855607783421874,
-0.001765717868693173,
-0.00037520044133998454,
-2.4568960666656494,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View ÷ as a random digit. Q: What is the first digit of 99÷9? A: 9
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 20+49? A: 2
Redefine π as 533 mod 39. Q: What is the first digit of π? A: 2
Redefine π as 656. Q: What is the first digit of π? A: 6
View + as the digit 5 instead of a mathematical operation. Q: What is the first digit of 12+38? A: 1
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 56÷7? A: 5
Redefine π as 936 mod 13. Q: What is the first digit of π? A: 0
View ÷ as a random digit. Q: What is the first digit of 15÷3? A: 1
View number as text. Do not perform computation. Q: What is the first digit of 9+5? A: | [
" 1",
" 9"
] | 1 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-13.051289558410645,
-0.7039333581924438,
-3.289294719696045,
-12.646527290344238,
-5.882996082305908,
-8.997152328491211,
-2.5274527072906494,
-9.48343276977539,
-5.5068464279174805,
-1.7265278100967407,
-0.8444806337356567,
-0.5313112139701843,
-4.073389530181885,
-3.101487636566162,
-0.6280689835548401,
-1.367522954940796,
-0.002818542532622814,
-0.23791156709194183,
-1.5020729303359985,
-0.03655244782567024,
-5.129809379577637,
-1.8611735105514526,
-5.143174171447754,
-0.014630062505602837,
-0.08477839082479477,
-0.5565897822380066,
-0.011135691776871681,
-0.05411987379193306,
-5.1656599044799805,
-5.150902271270752,
-0.23471404612064362,
-7.9926981925964355,
-0.13959792256355286,
-0.2087220698595047,
-0.006994405761361122,
-0.11475349962711334,
-0.019101833924651146,
-0.007749966345727444,
-0.19599692523479462,
-0.02926267497241497,
-0.005841327365487814,
-0.032449524849653244,
-0.00013433984713628888,
-0.004033644683659077,
-0.08163890987634659,
-0.0019074357114732265,
-2.7050416469573975,
-0.22182871401309967,
-0.4472807049751282,
-0.0007601470570079982,
-0.0011680454481393099,
-0.01607329398393631,
-0.0002335037279408425,
-0.017887700349092484,
-5.718081474304199,
-1.3757822513580322,
-8.170709609985352,
-0.03454328328371048,
-0.020274309441447258,
-0.0016574229812249541,
-0.01280690636485815,
-0.0013466347008943558,
-0.0005956306122243404,
-0.0071500614285469055,
-0.003563959849998355,
-0.0008632985409349203,
-0.004614538047462702,
-0.00009250213042832911,
-0.001690745702944696,
-0.02656596712768078,
-0.0006255338666960597,
-2.667937994003296,
-0.18076957762241364,
-10.533427238464355,
-11.6328706741333,
-4.548545837402344,
-6.129544734954834,
-3.3915903568267822,
-6.882950782775879,
-4.667463302612305,
-1.0300124883651733,
-0.8506754636764526,
-0.010454177856445312,
-0.2029813528060913,
-0.07380866259336472,
-0.05389782786369324,
-0.16912485659122467,
-0.04813970625400543,
-0.010207001119852066,
-8.812067031860352,
-6.385773658752441,
-0.018069768324494362,
-5.170177936553955,
-0.1507260650396347,
-0.0981869176030159,
-0.002659238874912262,
-2.887465000152588,
-0.1806982457637787,
-1.3252414464950562,
-4.270837783813477,
-0.16492129862308502,
-0.4592355787754059,
-0.2571181058883667,
-0.02615784853696823,
-10.984672546386719,
-0.10322979837656021,
-1.3218225240707397,
-7.503739833831787,
-4.70328426361084,
-0.0951930433511734,
-0.10820929706096649,
-0.002145728562027216,
-0.030440881848335266,
-0.00936177372932434,
-0.018340174108743668,
-0.028454959392547607,
-0.06381042301654816,
-0.008221710100769997,
-4.214292526245117,
-0.8801673054695129,
-3.841296434402466,
-0.18470026552677155,
-0.025365401059389114,
-0.0008348317351192236,
-2.3809080123901367,
-0.0751369521021843,
-0.5813835263252258,
-2.746851921081543,
-0.11081639677286148,
-0.571283221244812,
-0.2419404685497284,
-0.25682833790779114,
-0.05044553056359291,
-0.543612003326416,
-0.0606459379196167,
-0.0016167201101779938,
-0.01039094477891922,
-0.002597531769424677,
-0.0023982354905456305,
-0.017356881871819496,
-0.00966559536755085,
-0.0013949673157185316,
-5.095235824584961,
-0.7928749322891235,
-0.00014482879487331957,
-2.0514748096466064,
-0.017736870795488358,
-0.006709073204547167,
-0.0004938812926411629,
-2.0700345039367676,
-0.05516459792852402,
-4.314965724945068,
-0.008354594931006432,
-0.0037746625021100044,
-1.1091134548187256,
-0.04902975633740425,
-0.13134096562862396,
-3.887099027633667,
-4.147524833679199,
-10.333468437194824,
-3.179652214050293,
-1.3527053594589233,
-0.23003143072128296,
-0.0042924415320158005,
-0.04870609939098358,
-0.01880776882171631,
-0.018481552600860596,
-0.08231764286756516,
-0.0611552856862545,
-0.005442563444375992,
-0.5538989305496216,
-0.0005335576133802533,
-0.031804561614990234,
-0.007384149823337793,
-0.0012316268403083086,
-2.9254989624023438,
-0.09624014049768448,
-0.6232714653015137,
-0.002119558397680521,
-0.0014980534324422479,
-8.634862899780273,
-0.2098388373851776,
-5.9211344718933105,
-2.545001268386841,
-3.500778913497925,
-0.5783246755599976,
-0.0899154394865036,
-0.003084308933466673,
-0.014895997941493988,
-0.005635327193886042,
-0.005947985220700502,
-0.017486216500401497,
-0.013260742649435997,
-0.001450439915060997,
-0.26116886734962463,
-0.013124742545187473,
-0.0034039432648569345,
-0.0007236960809677839,
-2.206746816635132,
-0.06542956084012985,
-2.6088380813598633,
-2.955068826675415,
-0.11502810567617416,
-4.132410526275635,
-4.998696327209473,
-5.401119709014893,
-4.3167643547058105,
-0.011461248621344566,
-1.0260818004608154,
-0.3565748333930969,
-0.047894738614559174,
-0.04134321212768555,
-0.030660679563879967,
-0.002168329432606697,
-0.00921319518238306,
-0.002669701585546136,
-0.003386716591194272,
-0.00625497754663229,
-0.010851774364709854,
-0.00272486568428576,
-5.760540962219238,
-0.4644353985786438,
-6.875306129455566,
-0.010141510516405106,
-0.004940445069223642,
-0.00029762129997834563,
-2.5921337604522705,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 14+4. Q: What is the first digit of π? A: 1
View number as text. Do not perform computation. Q: What is the first digit of 9+75? A: 9
Redefine π as 560+333. Q: What is the first digit of π? A: 8
Redefine π as 130+463. Q: What is the first digit of π? A: 5
Redefine π as 70. Q: What is the first digit of π? A: 7
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 4÷4? A: 4
Redefine π as 780 mod 18. Q: What is the first digit of π? A: 6
Redefine π as 386 mod 14. Q: What is the first digit of π? A: 8
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 36÷9? A: | [
" 4",
" 3"
] | 1 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-13.051289558410645,
-0.7039333581924438,
-3.289294719696045,
-12.646527290344238,
-5.882996082305908,
-8.997152328491211,
-2.5274527072906494,
-9.48343276977539,
-5.5068464279174805,
-1.7265278100967407,
-0.8444806337356567,
-0.5313112139701843,
-4.073389530181885,
-3.101487636566162,
-0.6280689835548401,
-1.367522954940796,
-0.002818542532622814,
-0.23791156709194183,
-1.5020729303359985,
-0.03655244782567024,
-5.129809379577637,
-1.8611735105514526,
-5.143174171447754,
-0.014630062505602837,
-0.08477839082479477,
-0.5565897822380066,
-0.011135691776871681,
-0.05411987379193306,
-5.1656599044799805,
-5.150902271270752,
-0.23471404612064362,
-7.9926981925964355,
-0.13959792256355286,
-0.2087220698595047,
-0.006994405761361122,
-0.11475349962711334,
-0.019101833924651146,
-0.007749966345727444,
-0.19599692523479462,
-0.02926267497241497,
-0.005841327365487814,
-0.032449524849653244,
-0.00013433984713628888,
-0.004033644683659077,
-0.08163890987634659,
-0.0019074357114732265,
-2.7050416469573975,
-0.22182871401309967,
-0.4472807049751282,
-0.0007601470570079982,
-0.0011680454481393099,
-0.01607329398393631,
-0.0002335037279408425,
-0.017887700349092484,
-5.718081474304199,
-1.3757822513580322,
-8.170709609985352,
-0.03454328328371048,
-0.020274309441447258,
-0.0016574229812249541,
-0.01280690636485815,
-0.0013466347008943558,
-0.0005956306122243404,
-0.0071500614285469055,
-0.003563959849998355,
-0.0008632985409349203,
-0.004614538047462702,
-0.00009250213042832911,
-0.001690745702944696,
-0.02656596712768078,
-0.0006255338666960597,
-2.667937994003296,
-0.18076957762241364,
-10.533427238464355,
-11.6328706741333,
-4.548545837402344,
-6.129544734954834,
-3.3915903568267822,
-6.882950782775879,
-4.667463302612305,
-1.0300124883651733,
-0.8506754636764526,
-0.010454177856445312,
-0.2029813528060913,
-0.07380866259336472,
-0.05389782786369324,
-0.16912485659122467,
-0.04813970625400543,
-0.010207001119852066,
-8.812067031860352,
-6.385773658752441,
-0.018069768324494362,
-5.170177936553955,
-0.1507260650396347,
-0.0981869176030159,
-0.002659238874912262,
-2.887465000152588,
-0.1806982457637787,
-1.3252414464950562,
-4.270837783813477,
-0.16492129862308502,
-0.4592355787754059,
-0.2571181058883667,
-0.02615784853696823,
-10.984672546386719,
-0.10322979837656021,
-1.3218225240707397,
-7.503739833831787,
-4.70328426361084,
-0.0951930433511734,
-0.10820929706096649,
-0.002145728562027216,
-0.030440881848335266,
-0.00936177372932434,
-0.018340174108743668,
-0.028454959392547607,
-0.06381042301654816,
-0.008221710100769997,
-4.214292526245117,
-0.8801673054695129,
-3.841296434402466,
-0.18470026552677155,
-0.025365401059389114,
-0.0008348317351192236,
-2.3809080123901367,
-0.0751369521021843,
-0.5813835263252258,
-2.746851921081543,
-0.11081639677286148,
-0.571283221244812,
-0.2419404685497284,
-0.25682833790779114,
-0.05044553056359291,
-0.543612003326416,
-0.0606459379196167,
-0.0016167201101779938,
-0.01039094477891922,
-0.002597531769424677,
-0.0023982354905456305,
-0.017356881871819496,
-0.00966559536755085,
-0.0013949673157185316,
-5.095235824584961,
-0.7928749322891235,
-0.00014482879487331957,
-2.0514748096466064,
-0.017736870795488358,
-0.006709073204547167,
-0.0004938812926411629,
-2.0700345039367676,
-0.05516459792852402,
-4.314965724945068,
-0.008354594931006432,
-0.0037746625021100044,
-1.1091134548187256,
-0.04902975633740425,
-0.13134096562862396,
-3.887099027633667,
-4.147524833679199,
-10.333468437194824,
-3.179652214050293,
-1.3527053594589233,
-0.23003143072128296,
-0.0042924415320158005,
-0.04870609939098358,
-0.01880776882171631,
-0.018481552600860596,
-0.08231764286756516,
-0.0611552856862545,
-0.005442563444375992,
-0.5538989305496216,
-0.0005335576133802533,
-0.031804561614990234,
-0.007384149823337793,
-0.0012316268403083086,
-2.9254989624023438,
-0.09624014049768448,
-0.6232714653015137,
-0.002119558397680521,
-0.0014980534324422479,
-8.634862899780273,
-0.2098388373851776,
-5.9211344718933105,
-2.545001268386841,
-3.500778913497925,
-0.5783246755599976,
-0.0899154394865036,
-0.003084308933466673,
-0.014895997941493988,
-0.005635327193886042,
-0.005947985220700502,
-0.017486216500401497,
-0.013260742649435997,
-0.001450439915060997,
-0.26116886734962463,
-0.013124742545187473,
-0.0034039432648569345,
-0.0007236960809677839,
-2.206746816635132,
-0.06542956084012985,
-2.6088380813598633,
-2.955068826675415,
-0.11502810567617416,
-4.132410526275635,
-4.998696327209473,
-5.401119709014893,
-4.3167643547058105,
-0.011461248621344566,
-1.0260818004608154,
-0.3565748333930969,
-0.047894738614559174,
-0.04134321212768555,
-0.030660679563879967,
-0.002168329432606697,
-0.00921319518238306,
-0.002669701585546136,
-0.003386716591194272,
-0.00625497754663229,
-0.010851774364709854,
-0.00272486568428576,
-5.760540962219238,
-0.4644353985786438,
-6.875306129455566,
-0.010141510516405106,
-0.004940445069223642,
-0.00029762129997834563,
-2.058560609817505,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 429. Q: What is the first digit of π? A: 4
View + as the digit 3 instead of a mathematical operation. Q: What is the first digit of 62+23? A: 6
Redefine π as 168. Q: What is the first digit of π? A: 1
Redefine e as 5+62. Q: What is the first digit of e? A: 6
View number as text. Do not perform computation. Q: What is the first digit of 22+9? A: 2
Redefine π as 540. Q: What is the first digit of π? A: 5
Redefine e as 14+48. Q: What is the first digit of e? A: 6
Redefine π as 462. Q: What is the first digit of π? A: 4
View + as the digit 3 instead of a mathematical operation. Q: What is the first digit of 11+61? A: | [
" 7",
" 1"
] | 1 | [
-8.954853057861328,
-11.792540550231934,
-5.276496887207031,
-7.918867111206055,
-2.263810396194458,
-7.822644233703613,
-6.3473968505859375,
-5.011273384094238,
-0.1473507285118103,
-1.0716423988342285,
-8.011000633239746,
-4.43697452545166,
-0.8663378953933716,
-10.497703552246094,
-3.568840265274048,
-1.5561903715133667,
-1.0137524604797363,
-0.5556566119194031,
-3.8958067893981934,
-2.1026062965393066,
-0.6711471080780029,
-4.1357316970825195,
-5.727720737457275,
-0.031575657427310944,
-2.4042375087738037,
-0.33658990263938904,
-0.9997084736824036,
-0.013261918909847736,
-1.4299194812774658,
-2.1922483444213867,
-3.4630937576293945,
-4.916060447692871,
-0.4620942771434784,
-0.17419305443763733,
-0.6561270356178284,
-0.07250144332647324,
-0.14079321920871735,
-0.005280120298266411,
-0.13209377229213715,
-0.025133972987532616,
-0.018780158832669258,
-0.05238049477338791,
-0.3213314116001129,
-0.007262378465384245,
-0.10087164491415024,
-0.03347228094935417,
-0.04185345396399498,
-0.14854153990745544,
-0.0353177934885025,
-0.006696758326143026,
-9.2386474609375,
-2.714794158935547,
-5.532215118408203,
-0.12911677360534668,
-0.05965050309896469,
-0.0020895807538181543,
-3.143129348754883,
-0.6182816624641418,
-9.991518020629883,
-4.20518684387207,
-0.21905845403671265,
-6.883608341217041,
-0.4132566452026367,
-1.349421501159668,
-7.006003379821777,
-8.921525955200195,
-2.628777027130127,
-2.150871515274048,
-0.03192407265305519,
-0.2972167134284973,
-0.12018615752458572,
-0.1442677080631256,
-0.8939017653465271,
-0.15377435088157654,
-0.01789378933608532,
-1.775062084197998,
-0.0035813022404909134,
-0.2309015542268753,
-0.07329852133989334,
-0.0020295039284974337,
-1.4326988458633423,
-0.4495273232460022,
-1.2926112413406372,
-2.642159938812256,
-0.018249111250042915,
-0.1366485208272934,
-0.06798763573169708,
-0.13781234622001648,
-0.0072868759743869305,
-0.014429625123739243,
-0.0011251792311668396,
-0.02018973045051098,
-0.005431418772786856,
-0.005078867077827454,
-0.01244458369910717,
-0.07312856614589691,
-0.0022514727897942066,
-0.010198859497904778,
-0.002357443794608116,
-0.0034456427674740553,
-0.00990535132586956,
-0.004564461763948202,
-0.0020459212828427553,
-4.960113525390625,
-1.2114070653915405,
-0.00021514961554203182,
-2.897021770477295,
-0.03377071022987366,
-0.01914370246231556,
-0.0006481691962108016,
-2.843543767929077,
-0.16973426938056946,
-0.40318626165390015,
-0.9790219664573669,
-0.015882181003689766,
-0.004603383596986532,
-0.00224956963211298,
-0.0020745915826410055,
-0.0022935771849006414,
-0.00021205084340181202,
-0.002174871740862727,
-0.0020839895587414503,
-0.0010043105576187372,
-0.001392824575304985,
-0.009257487021386623,
-0.0003669780562631786,
-0.002935983007773757,
-0.0005700155161321163,
-0.0007614573696628213,
-0.003294518683105707,
-0.0019812018144875765,
-0.0006474544061347842,
-5.167053699493408,
-0.42551031708717346,
-4.097272872924805,
-0.008852285332977772,
-0.006298098247498274,
-0.00016032364510465413,
-2.2642250061035156,
-0.09464284032583237,
-0.40866512060165405,
-1.9540022611618042,
-0.2419000267982483,
-5.479079246520996,
-4.811391830444336,
-5.615085124969482,
-2.2936019897460938,
-0.010819581337273121,
-0.45611000061035156,
-0.04780792072415352,
-0.021754449233412743,
-0.03745608404278755,
-0.07795818895101547,
-0.005151806864887476,
-0.028048653155565262,
-0.01032865047454834,
-0.013680625706911087,
-0.0560954213142395,
-0.02876739762723446,
-0.013361201621592045,
-3.3572521209716797,
-0.8697304129600525,
-3.172386407852173,
-0.04169521853327751,
-0.011786817573010921,
-0.0006189814303070307,
-2.62855863571167,
-0.07493976503610611,
-4.237209320068359,
-0.008287917822599411,
-0.002928851405158639,
-5.303144454956055,
-0.24358528852462769,
-2.818387508392334,
-3.923069715499878,
-9.517313003540039,
-0.36576971411705017,
-0.076483353972435,
-0.0029286136850714684,
-0.03158316761255264,
-0.009071563370525837,
-0.05910847708582878,
-0.05202612280845642,
-0.017795424908399582,
-0.009549886919558048,
-0.2352493554353714,
-0.02811344712972641,
-0.004116514697670937,
-0.0006998711614869535,
-3.353571891784668,
-0.08857838809490204,
-0.18086856603622437,
-0.4568741023540497,
-0.005134017206728458,
-0.03158051148056984,
-0.21248765289783478,
-0.01771215908229351,
-0.004427867475897074,
-0.007799764629453421,
-0.0006554362480528653,
-0.006719730328768492,
-0.0031140190549194813,
-0.002983169164508581,
-0.003015972441062331,
-0.009626870043575764,
-0.00100192881654948,
-0.005300397519022226,
-0.0013006808003410697,
-0.001966211013495922,
-0.005819402169436216,
-0.002732593100517988,
-0.0014388932613655925,
-6.092424392700195,
-1.906783103942871,
-0.0001658063702052459,
-2.784853458404541,
-0.00961801502853632,
-0.003000046359375119,
-0.0002783149539027363,
-2.320093870162964,
-0.040045518428087234,
-4.892322063446045,
-0.0014154425589367747,
-0.0009276139317080379,
-1.5229674577713013,
-0.13567548990249634,
-0.06535787880420685,
-2.367039918899536,
-0.34384024143218994,
-4.236933708190918,
-0.4849392771720886,
-0.034417979419231415,
-0.0007524043321609497,
-0.004375764634460211,
-0.0011819765204563737,
-0.0015589953400194645,
-0.0034608489368110895,
-0.0013187768636271358,
-0.0004605186404660344,
-0.12796133756637573,
-0.00032395837479270995,
-0.0024032301735132933,
-0.0027638589963316917,
-0.00025686301523819566,
-2.230715751647949,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 702 mod 35. Q: What is the first digit of π? A: 2
View + as the digit 7 instead of a mathematical operation. Q: What is the first digit of 21+20? A: 2
View ÷ as a random digit. Q: What is the first digit of 63÷9? A: 6
Redefine e as 8+7. Q: What is the first digit of e? A: 1
Redefine π as 513. Q: What is the first digit of π? A: 5
View ÷ as a random digit. Q: What is the first digit of 72÷6? A: 7
Redefine π as 353+453. Q: What is the first digit of π? A: 8
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 12+10? A: 1
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 16+52? A: | [
" 6",
" 1"
] | 1 | [
-8.954853057861328,
-11.792540550231934,
-5.276496887207031,
-7.918867111206055,
-2.263810396194458,
-7.822644233703613,
-6.3473968505859375,
-5.011273384094238,
-0.1473507285118103,
-1.0716423988342285,
-8.011000633239746,
-4.43697452545166,
-0.8663378953933716,
-10.497703552246094,
-3.568840265274048,
-1.5561903715133667,
-1.0137524604797363,
-0.5556566119194031,
-3.8958067893981934,
-2.1026062965393066,
-0.6711471080780029,
-4.1357316970825195,
-5.727720737457275,
-0.031575657427310944,
-2.4042375087738037,
-0.33658990263938904,
-0.9997084736824036,
-0.013261918909847736,
-1.4299194812774658,
-2.1922483444213867,
-3.4630937576293945,
-4.916060447692871,
-0.4620942771434784,
-0.17419305443763733,
-0.6561270356178284,
-0.07250144332647324,
-0.14079321920871735,
-0.005280120298266411,
-0.13209377229213715,
-0.025133972987532616,
-0.018780158832669258,
-0.05238049477338791,
-0.3213314116001129,
-0.007262378465384245,
-0.10087164491415024,
-0.03347228094935417,
-0.04185345396399498,
-0.14854153990745544,
-0.0353177934885025,
-0.006696758326143026,
-9.2386474609375,
-2.714794158935547,
-5.532215118408203,
-0.12911677360534668,
-0.05965050309896469,
-0.0020895807538181543,
-3.143129348754883,
-0.6182816624641418,
-9.991518020629883,
-4.20518684387207,
-0.21905845403671265,
-6.883608341217041,
-0.4132566452026367,
-1.349421501159668,
-7.006003379821777,
-8.921525955200195,
-2.628777027130127,
-2.150871515274048,
-0.03192407265305519,
-0.2972167134284973,
-0.12018615752458572,
-0.1442677080631256,
-0.8939017653465271,
-0.15377435088157654,
-0.01789378933608532,
-1.775062084197998,
-0.0035813022404909134,
-0.2309015542268753,
-0.07329852133989334,
-0.0020295039284974337,
-1.4326988458633423,
-0.4495273232460022,
-1.2926112413406372,
-2.642159938812256,
-0.018249111250042915,
-0.1366485208272934,
-0.06798763573169708,
-0.13781234622001648,
-0.0072868759743869305,
-0.014429625123739243,
-0.0011251792311668396,
-0.02018973045051098,
-0.005431418772786856,
-0.005078867077827454,
-0.01244458369910717,
-0.07312856614589691,
-0.0022514727897942066,
-0.010198859497904778,
-0.002357443794608116,
-0.0034456427674740553,
-0.00990535132586956,
-0.004564461763948202,
-0.0020459212828427553,
-4.960113525390625,
-1.2114070653915405,
-0.00021514961554203182,
-2.897021770477295,
-0.03377071022987366,
-0.01914370246231556,
-0.0006481691962108016,
-2.843543767929077,
-0.16973426938056946,
-0.40318626165390015,
-0.9790219664573669,
-0.015882181003689766,
-0.004603383596986532,
-0.00224956963211298,
-0.0020745915826410055,
-0.0022935771849006414,
-0.00021205084340181202,
-0.002174871740862727,
-0.0020839895587414503,
-0.0010043105576187372,
-0.001392824575304985,
-0.009257487021386623,
-0.0003669780562631786,
-0.002935983007773757,
-0.0005700155161321163,
-0.0007614573696628213,
-0.003294518683105707,
-0.0019812018144875765,
-0.0006474544061347842,
-5.167053699493408,
-0.42551031708717346,
-4.097272872924805,
-0.008852285332977772,
-0.006298098247498274,
-0.00016032364510465413,
-2.2642250061035156,
-0.09464284032583237,
-0.40866512060165405,
-1.9540022611618042,
-0.2419000267982483,
-5.479079246520996,
-4.811391830444336,
-5.615085124969482,
-2.2936019897460938,
-0.010819581337273121,
-0.45611000061035156,
-0.04780792072415352,
-0.021754449233412743,
-0.03745608404278755,
-0.07795818895101547,
-0.005151806864887476,
-0.028048653155565262,
-0.01032865047454834,
-0.013680625706911087,
-0.0560954213142395,
-0.02876739762723446,
-0.013361201621592045,
-3.3572521209716797,
-0.8697304129600525,
-3.172386407852173,
-0.04169521853327751,
-0.011786817573010921,
-0.0006189814303070307,
-2.62855863571167,
-0.07493976503610611,
-4.237209320068359,
-0.008287917822599411,
-0.002928851405158639,
-5.303144454956055,
-0.24358528852462769,
-2.818387508392334,
-3.923069715499878,
-9.517313003540039,
-0.36576971411705017,
-0.076483353972435,
-0.0029286136850714684,
-0.03158316761255264,
-0.009071563370525837,
-0.05910847708582878,
-0.05202612280845642,
-0.017795424908399582,
-0.009549886919558048,
-0.2352493554353714,
-0.02811344712972641,
-0.004116514697670937,
-0.0006998711614869535,
-3.353571891784668,
-0.08857838809490204,
-0.18086856603622437,
-0.4568741023540497,
-0.005134017206728458,
-0.03158051148056984,
-0.21248765289783478,
-0.01771215908229351,
-0.004427867475897074,
-0.007799764629453421,
-0.0006554362480528653,
-0.006719730328768492,
-0.0031140190549194813,
-0.002983169164508581,
-0.003015972441062331,
-0.009626870043575764,
-0.00100192881654948,
-0.005300397519022226,
-0.0013006808003410697,
-0.001966211013495922,
-0.005819402169436216,
-0.002732593100517988,
-0.0014388932613655925,
-6.092424392700195,
-1.906783103942871,
-0.0001658063702052459,
-2.784853458404541,
-0.00961801502853632,
-0.003000046359375119,
-0.0002783149539027363,
-2.320093870162964,
-0.040045518428087234,
-4.892322063446045,
-0.0014154425589367747,
-0.0009276139317080379,
-1.5229674577713013,
-0.13567548990249634,
-0.06535787880420685,
-2.367039918899536,
-0.34384024143218994,
-4.236933708190918,
-0.4849392771720886,
-0.034417979419231415,
-0.0007524043321609497,
-0.004375764634460211,
-0.0011819765204563737,
-0.0015589953400194645,
-0.0034608489368110895,
-0.0013187768636271358,
-0.0004605186404660344,
-0.12796133756637573,
-0.00032395837479270995,
-0.0024032301735132933,
-0.0027638589963316917,
-0.00025686301523819566,
-2.1675424575805664,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 307+178. Q: What is the first digit of π? A: 4
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 27÷9? A: 2
View ÷ as a random digit. Q: What is the first digit of 24÷8? A: 2
Redefine e as 6+62. Q: What is the first digit of e? A: 6
Redefine π as 228. Q: What is the first digit of π? A: 2
Redefine π as 796. Q: What is the first digit of π? A: 7
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 45÷5? A: 4
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 20÷4? A: 2
Redefine π as 99. Q: What is the first digit of π? A: | [
" 9",
" 3"
] | 0 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-13.051289558410645,
-0.7039333581924438,
-3.289294719696045,
-11.058826446533203,
-2.3807103633880615,
-10.688894271850586,
-5.098124980926514,
-1.6411036252975464,
-0.8708630800247192,
-0.5553935766220093,
-4.133633613586426,
-3.26645565032959,
-0.861726701259613,
-1.3359565734863281,
-0.00233556074090302,
-0.15720349550247192,
-1.235586166381836,
-0.03496319055557251,
-3.4249279499053955,
-1.6720774173736572,
-4.711300849914551,
-0.015321768820285797,
-0.08909006416797638,
-0.9164366126060486,
-0.012802787125110626,
-0.050348274409770966,
-9.379286766052246,
-9.602691650390625,
-5.006840705871582,
-0.5965844988822937,
-0.2796021103858948,
-0.007703359238803387,
-0.11466081440448761,
-0.025680549442768097,
-0.013301679864525795,
-0.26918089389801025,
-0.08825593441724777,
-0.012293871492147446,
-0.05247313901782036,
-0.00019488819816615433,
-0.008058653213083744,
-0.09023452550172806,
-0.0028766700997948647,
-3.134096622467041,
-0.351652592420578,
-10.299635887145996,
-11.08773422241211,
-2.520327091217041,
-7.558450698852539,
-0.9269111156463623,
-6.3460516929626465,
-1.4503519535064697,
-6.811151504516602,
-5.854662895202637,
-0.5576620101928711,
-2.203864097595215,
-0.034673869609832764,
-0.5090796947479248,
-0.09216246008872986,
-0.13641878962516785,
-0.8346428871154785,
-0.2554672658443451,
-0.027576083317399025,
-7.079250335693359,
-5.899104595184326,
-4.6054887771606445,
-0.46875324845314026,
-0.09750168025493622,
-0.004335528239607811,
-2.5783534049987793,
-0.3166535794734955,
-1.7731624841690063,
-8.93210220336914,
-1.3878593444824219,
-0.5042675137519836,
-2.323080539703369,
-6.991588115692139,
-2.954070806503296,
-0.4115026891231537,
-1.222314476966858,
-0.012126884423196316,
-0.19490215182304382,
-0.06552837789058685,
-0.09335390478372574,
-0.215915247797966,
-0.12135282903909683,
-0.022404761984944344,
-6.003701686859131,
-5.467583179473877,
-0.006820847745984793,
-3.146491289138794,
-0.08263839036226273,
-0.03342466801404953,
-0.0026280886959284544,
-2.1439406871795654,
-0.19411951303482056,
-0.5890342593193054,
-4.09058141708374,
-0.2675706446170807,
-0.6588909029960632,
-0.43303677439689636,
-0.06030986085534096,
-11.259989738464355,
-0.06888402253389359,
-1.065389633178711,
-6.499704360961914,
-3.30654239654541,
-0.1068127304315567,
-0.15896344184875488,
-0.0026295154821127653,
-0.046275731176137924,
-0.012433516792953014,
-0.023466482758522034,
-0.05402082949876785,
-0.058189116418361664,
-0.014139589853584766,
-5.853753089904785,
-1.2911880016326904,
-4.38102912902832,
-0.08275549113750458,
-0.022691361606121063,
-0.0009472650708630681,
-2.153574228286743,
-0.10020971298217773,
-0.4466363191604614,
-2.1530888080596924,
-0.5882006287574768,
-0.3020251989364624,
-0.23486080765724182,
-0.027810541912913322,
-0.2661099135875702,
-0.001838304684497416,
-0.06964106112718582,
-0.04674398526549339,
-0.008466777391731739,
-0.019901243969798088,
-0.057490091770887375,
-0.0009373800130560994,
-0.024947142228484154,
-0.004903553053736687,
-0.010012638755142689,
-0.027231603860855103,
-0.01515223365277052,
-0.0041448879055678844,
-4.650033950805664,
-0.7256399989128113,
-5.760695457458496,
-0.016338611021637917,
-0.011385939083993435,
-0.0006656814948655665,
-1.96566903591156,
-0.06735271960496902,
-0.2046673744916916,
-1.4813376665115356,
-0.06419295817613602,
-0.01770642027258873,
-0.00859454832971096,
-0.003320420393720269,
-0.01810617744922638,
-0.0003321811091154814,
-0.0034861525055021048,
-0.003929751459509134,
-0.0011713793501257896,
-0.003268497297540307,
-0.03952667489647865,
-0.0006438804557546973,
-0.016734929755330086,
-0.002874411642551422,
-0.0049577634781599045,
-0.018795017153024673,
-0.007388527970761061,
-0.0021591701079159975,
-3.8848068714141846,
-0.22754421830177307,
-3.578212261199951,
-0.014907389879226685,
-0.006825702264904976,
-0.00045277358731254935,
-2.263745069503784,
-0.05957502871751785,
-0.18834128975868225,
-0.5896574854850769,
-0.023589206859469414,
-6.595264434814453,
-4.844154357910156,
-7.0459113121032715,
-2.391939163208008,
-0.015053951181471348,
-0.5214323997497559,
-0.1287209838628769,
-0.019974395632743835,
-0.0342852883040905,
-0.08763113617897034,
-0.0021291938610374928,
-0.02265103906393051,
-0.00592866912484169,
-0.00850188359618187,
-0.029608771204948425,
-0.014981377869844437,
-0.004937360994517803,
-6.208693504333496,
-0.12289583683013916,
-5.114876747131348,
-0.01050455030053854,
-0.007856776006519794,
-0.000542493537068367,
-2.6025941371917725,
-0.03853636607527733,
-0.10796631127595901,
-4.105617523193359,
-0.05044224113225937,
-0.04849807173013687,
-0.7647077441215515,
-0.04780825972557068,
-0.012782543897628784,
-0.3526018261909485,
-0.15617533028125763,
-0.0021287179552018642,
-0.01776966080069542,
-0.004544525872915983,
-0.006925980560481548,
-0.015689857304096222,
-0.004618690814822912,
-0.003202668856829405,
-3.982268810272217,
-1.7288358211517334,
-0.0001711698860162869,
-3.2711241245269775,
-0.008745581842958927,
-0.004002418369054794,
-0.0006149308173917234,
-2.0046257972717285,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 23+29? A: 2
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 9÷3? A: 9
Redefine e as 54+7. Q: What is the first digit of e? A: 6
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 4+46? A: 4
Redefine π as 910 mod 29. Q: What is the first digit of π? A: 1
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 30+47? A: 3
Redefine π as 51+138. Q: What is the first digit of π? A: 1
Redefine e as 15+58. Q: What is the first digit of e? A: 7
Redefine π as 954. Q: What is the first digit of π? A: | [
" 9",
" 3"
] | 0 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-13.051289558410645,
-0.7039333581924438,
-3.289294719696045,
-11.058826446533203,
-2.3807103633880615,
-10.688894271850586,
-5.098124980926514,
-1.6411036252975464,
-0.8708630800247192,
-0.5553935766220093,
-4.133633613586426,
-3.26645565032959,
-0.861726701259613,
-1.3359565734863281,
-0.00233556074090302,
-0.15720349550247192,
-1.235586166381836,
-0.03496319055557251,
-3.4249279499053955,
-1.6720774173736572,
-4.711300849914551,
-0.015321768820285797,
-0.08909006416797638,
-0.9164366126060486,
-0.012802787125110626,
-0.050348274409770966,
-9.379286766052246,
-9.602691650390625,
-5.006840705871582,
-0.5965844988822937,
-0.2796021103858948,
-0.007703359238803387,
-0.11466081440448761,
-0.025680549442768097,
-0.013301679864525795,
-0.26918089389801025,
-0.08825593441724777,
-0.012293871492147446,
-0.05247313901782036,
-0.00019488819816615433,
-0.008058653213083744,
-0.09023452550172806,
-0.0028766700997948647,
-3.134096622467041,
-0.351652592420578,
-10.299635887145996,
-11.08773422241211,
-2.520327091217041,
-7.558450698852539,
-0.9269111156463623,
-6.3460516929626465,
-1.4503519535064697,
-6.811151504516602,
-5.854662895202637,
-0.5576620101928711,
-2.203864097595215,
-0.034673869609832764,
-0.5090796947479248,
-0.09216246008872986,
-0.13641878962516785,
-0.8346428871154785,
-0.2554672658443451,
-0.027576083317399025,
-7.079250335693359,
-5.899104595184326,
-4.6054887771606445,
-0.46875324845314026,
-0.09750168025493622,
-0.004335528239607811,
-2.5783534049987793,
-0.3166535794734955,
-1.7731624841690063,
-8.93210220336914,
-1.3878593444824219,
-0.5042675137519836,
-2.323080539703369,
-6.991588115692139,
-2.954070806503296,
-0.4115026891231537,
-1.222314476966858,
-0.012126884423196316,
-0.19490215182304382,
-0.06552837789058685,
-0.09335390478372574,
-0.215915247797966,
-0.12135282903909683,
-0.022404761984944344,
-6.003701686859131,
-5.467583179473877,
-0.006820847745984793,
-3.146491289138794,
-0.08263839036226273,
-0.03342466801404953,
-0.0026280886959284544,
-2.1439406871795654,
-0.19411951303482056,
-0.5890342593193054,
-4.09058141708374,
-0.2675706446170807,
-0.6588909029960632,
-0.43303677439689636,
-0.06030986085534096,
-11.259989738464355,
-0.06888402253389359,
-1.065389633178711,
-6.499704360961914,
-3.30654239654541,
-0.1068127304315567,
-0.15896344184875488,
-0.0026295154821127653,
-0.046275731176137924,
-0.012433516792953014,
-0.023466482758522034,
-0.05402082949876785,
-0.058189116418361664,
-0.014139589853584766,
-5.853753089904785,
-1.2911880016326904,
-4.38102912902832,
-0.08275549113750458,
-0.022691361606121063,
-0.0009472650708630681,
-2.153574228286743,
-0.10020971298217773,
-0.4466363191604614,
-2.1530888080596924,
-0.5882006287574768,
-0.3020251989364624,
-0.23486080765724182,
-0.027810541912913322,
-0.2661099135875702,
-0.001838304684497416,
-0.06964106112718582,
-0.04674398526549339,
-0.008466777391731739,
-0.019901243969798088,
-0.057490091770887375,
-0.0009373800130560994,
-0.024947142228484154,
-0.004903553053736687,
-0.010012638755142689,
-0.027231603860855103,
-0.01515223365277052,
-0.0041448879055678844,
-4.650033950805664,
-0.7256399989128113,
-5.760695457458496,
-0.016338611021637917,
-0.011385939083993435,
-0.0006656814948655665,
-1.96566903591156,
-0.06735271960496902,
-0.2046673744916916,
-1.4813376665115356,
-0.06419295817613602,
-0.01770642027258873,
-0.00859454832971096,
-0.003320420393720269,
-0.01810617744922638,
-0.0003321811091154814,
-0.0034861525055021048,
-0.003929751459509134,
-0.0011713793501257896,
-0.003268497297540307,
-0.03952667489647865,
-0.0006438804557546973,
-0.016734929755330086,
-0.002874411642551422,
-0.0049577634781599045,
-0.018795017153024673,
-0.007388527970761061,
-0.0021591701079159975,
-3.8848068714141846,
-0.22754421830177307,
-3.578212261199951,
-0.014907389879226685,
-0.006825702264904976,
-0.00045277358731254935,
-2.263745069503784,
-0.05957502871751785,
-0.18834128975868225,
-0.5896574854850769,
-0.023589206859469414,
-6.595264434814453,
-4.844154357910156,
-7.0459113121032715,
-2.391939163208008,
-0.015053951181471348,
-0.5214323997497559,
-0.1287209838628769,
-0.019974395632743835,
-0.0342852883040905,
-0.08763113617897034,
-0.0021291938610374928,
-0.02265103906393051,
-0.00592866912484169,
-0.00850188359618187,
-0.029608771204948425,
-0.014981377869844437,
-0.004937360994517803,
-6.208693504333496,
-0.12289583683013916,
-5.114876747131348,
-0.01050455030053854,
-0.007856776006519794,
-0.000542493537068367,
-2.6025941371917725,
-0.03853636607527733,
-0.10796631127595901,
-4.105617523193359,
-0.05044224113225937,
-0.04849807173013687,
-0.7647077441215515,
-0.04780825972557068,
-0.012782543897628784,
-0.3526018261909485,
-0.15617533028125763,
-0.0021287179552018642,
-0.01776966080069542,
-0.004544525872915983,
-0.006925980560481548,
-0.015689857304096222,
-0.004618690814822912,
-0.003202668856829405,
-3.982268810272217,
-1.7288358211517334,
-0.0001711698860162869,
-3.2711241245269775,
-0.008745581842958927,
-0.004002418369054794,
-0.0006149308173917234,
-2.2907185554504395,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine e as 8+6. Q: What is the first digit of e? A: 1
View number as text. Do not perform computation. Q: What is the first digit of 24+53? A: 2
Redefine e as 62+15. Q: What is the first digit of e? A: 7
Redefine π as 131+131. Q: What is the first digit of π? A: 2
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 22+64? A: 2
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 45÷5? A: 4
View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 53+10? A: 5
View ÷ as a random digit. Q: What is the first digit of 48÷8? A: 4
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 49+35? A: | [
" 8",
" 4"
] | 1 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-13.051289558410645,
-0.7039333581924438,
-3.289294719696045,
-6.619382381439209,
-7.304241180419922,
-1.9730044603347778,
-9.813745498657227,
-4.722330570220947,
-1.5883729457855225,
-0.952174961566925,
-0.5857070684432983,
-4.035901069641113,
-3.280740261077881,
-0.8695118427276611,
-1.3986929655075073,
-0.0025138226337730885,
-0.14408071339130402,
-1.3203027248382568,
-0.03432859852910042,
-1.811718225479126,
-3.9203460216522217,
-10.202115058898926,
-11.759724617004395,
-11.542648315429688,
-2.578972339630127,
-6.629487037658691,
-3.4068479537963867,
-5.2197418212890625,
-0.4003039598464966,
-1.0282950401306152,
-7.856961727142334,
-5.840383529663086,
-0.7502087950706482,
-3.143467426300049,
-0.01712980307638645,
-0.5215654373168945,
-0.24911178648471832,
-0.25070348381996155,
-1.0983551740646362,
-0.6695692539215088,
-0.047460563480854034,
-4.536692142486572,
-5.051828861236572,
-2.6704087257385254,
-0.29554885625839233,
-0.09492670744657516,
-0.0034593045711517334,
-1.4218828678131104,
-0.42432287335395813,
-0.5531888008117676,
-10.795512199401855,
-1.980578064918518,
-0.12953586876392365,
-0.4745759665966034,
-0.4769318699836731,
-0.11771977692842484,
-3.9769880771636963,
-0.3606084883213043,
-0.009045928716659546,
-0.09168357402086258,
-0.02284971997141838,
-0.036205872893333435,
-0.08223990350961685,
-0.047325268387794495,
-0.012565725483000278,
-7.456345558166504,
-6.081763744354248,
-0.00932268239557743,
-3.826434850692749,
-0.11135030537843704,
-0.03933070972561836,
-0.00344635546207428,
-3.2247531414031982,
-0.1718197464942932,
-0.31385093927383423,
-2.444246768951416,
-1.192884087562561,
-0.3372021019458771,
-0.16551530361175537,
-0.09477795660495758,
-0.02181755192577839,
-0.09932911396026611,
-0.07365617901086807,
-0.001873882138170302,
-0.02966536208987236,
-0.007451123557984829,
-0.01271180622279644,
-0.03597027063369751,
-0.02094157785177231,
-0.00544884754344821,
-4.310678005218506,
-0.8577407002449036,
-0.000309657771140337,
-2.159080743789673,
-0.05366624519228935,
-0.01953715831041336,
-0.0008107712492346764,
-2.7712607383728027,
-0.12041901051998138,
-0.23764578998088837,
-3.227997064590454,
-0.14164727926254272,
-0.0608166828751564,
-0.021745234727859497,
-0.011184615083038807,
-1.4011080265045166,
-0.004011442419141531,
-0.10912230610847473,
-0.018360773101449013,
-0.010086636058986187,
-0.018902992829680443,
-0.08867886662483215,
-0.001884471857920289,
-0.030161814764142036,
-0.0072813136503100395,
-0.01147385872900486,
-0.028016893193125725,
-0.016946978867053986,
-0.006128566339612007,
-3.1510751247406006,
-0.9009038805961609,
-8.49777603149414,
-0.16624191403388977,
-0.018881000578403473,
-0.0007981451926752925,
-1.0075334310531616,
-0.09299030154943466,
-0.19625990092754364,
-2.2386434078216553,
-0.06874057650566101,
-5.7363739013671875,
-4.687862873077393,
-6.486811637878418,
-2.445967197418213,
-0.009598060511052608,
-0.8352025747299194,
-0.13388821482658386,
-0.022574353963136673,
-0.03463483229279518,
-0.07962726056575775,
-0.0023685041815042496,
-0.03627197816967964,
-0.012622936628758907,
-0.014214809983968735,
-0.06019189581274986,
-0.025837041437625885,
-0.013099211268126965,
-5.329728126525879,
-1.2495052814483643,
-4.632699012756348,
-0.029169822111725807,
-0.013056382536888123,
-0.0006723527330905199,
-1.9920297861099243,
-0.10116732120513916,
-8.202482223510742,
-0.005853297654539347,
-0.011762901209294796,
-1.4968154430389404,
-0.06476441025733948,
-0.06840042024850845,
-7.850268363952637,
-4.598371982574463,
-3.4315969944000244,
-0.28277450799942017,
-0.1373697966337204,
-0.005743192508816719,
-0.0648675337433815,
-0.019520089030265808,
-0.015561816282570362,
-0.08381448686122894,
-0.015721308067440987,
-0.004845068324357271,
-2.1245951652526855,
-0.006010197103023529,
-0.06380651146173477,
-0.014441140927374363,
-0.001430917764082551,
-2.8475193977355957,
-0.06699535995721817,
-3.564101457595825,
-0.001644331612624228,
-0.0020560333505272865,
-7.584277153015137,
-0.16728541254997253,
-6.232255935668945,
-1.0936203002929688,
-4.936460494995117,
-0.12607625126838684,
-0.04513917863368988,
-0.0035505369305610657,
-0.017758769914507866,
-0.0052055297419428825,
-0.009855067357420921,
-0.014331154525279999,
-0.004889673553407192,
-0.002713452558964491,
-0.2790587544441223,
-0.009898977354168892,
-0.005730983801186085,
-0.0006873629172332585,
-2.917776584625244,
-0.031948551535606384,
-1.0861144065856934,
-1.4360264539718628,
-0.0585019588470459,
-0.20212094485759735,
-0.00858568400144577,
-0.003629645798355341,
-0.1779486984014511,
-0.0013511584838852286,
-0.041558798402547836,
-0.005652515217661858,
-0.002933605806902051,
-0.004409352783113718,
-0.02493051439523697,
-0.0006889115320518613,
-0.006220266688615084,
-0.0019866747315973043,
-0.002444376703351736,
-0.005859104450792074,
-0.0026456851046532393,
-0.0014917447697371244,
-3.4180476665496826,
-0.5465635657310486,
-2.657728672027588,
-0.02342817187309265,
-0.005112076178193092,
-0.000226472009671852,
-1.6071215867996216,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 84÷7? A: 8
Redefine π as 526+82. Q: What is the first digit of π? A: 6
Redefine π as 534 mod 29. Q: What is the first digit of π? A: 1
Redefine π as 162+532. Q: What is the first digit of π? A: 6
Redefine e as 47+25. Q: What is the first digit of e? A: 7
View number as text. Do not perform computation. Q: What is the first digit of 15+16? A: 1
View + as the digit 2 instead of a mathematical operation. Q: What is the first digit of 2+44? A: 2
Redefine π as 666+328. Q: What is the first digit of π? A: 9
View number as text. Do not perform computation. Q: What is the first digit of 18+52? A: | [
" 7",
" 1"
] | 1 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-13.051289558410645,
-0.7039333581924438,
-3.289294719696045,
-6.619382381439209,
-7.304241180419922,
-1.9730044603347778,
-9.813745498657227,
-4.722330570220947,
-1.5883729457855225,
-0.952174961566925,
-0.5857070684432983,
-4.035901069641113,
-3.280740261077881,
-0.8695118427276611,
-1.3986929655075073,
-0.0025138226337730885,
-0.14408071339130402,
-1.3203027248382568,
-0.03432859852910042,
-1.811718225479126,
-3.9203460216522217,
-10.202115058898926,
-11.759724617004395,
-11.542648315429688,
-2.578972339630127,
-6.629487037658691,
-3.4068479537963867,
-5.2197418212890625,
-0.4003039598464966,
-1.0282950401306152,
-7.856961727142334,
-5.840383529663086,
-0.7502087950706482,
-3.143467426300049,
-0.01712980307638645,
-0.5215654373168945,
-0.24911178648471832,
-0.25070348381996155,
-1.0983551740646362,
-0.6695692539215088,
-0.047460563480854034,
-4.536692142486572,
-5.051828861236572,
-2.6704087257385254,
-0.29554885625839233,
-0.09492670744657516,
-0.0034593045711517334,
-1.4218828678131104,
-0.42432287335395813,
-0.5531888008117676,
-10.795512199401855,
-1.980578064918518,
-0.12953586876392365,
-0.4745759665966034,
-0.4769318699836731,
-0.11771977692842484,
-3.9769880771636963,
-0.3606084883213043,
-0.009045928716659546,
-0.09168357402086258,
-0.02284971997141838,
-0.036205872893333435,
-0.08223990350961685,
-0.047325268387794495,
-0.012565725483000278,
-7.456345558166504,
-6.081763744354248,
-0.00932268239557743,
-3.826434850692749,
-0.11135030537843704,
-0.03933070972561836,
-0.00344635546207428,
-3.2247531414031982,
-0.1718197464942932,
-0.31385093927383423,
-2.444246768951416,
-1.192884087562561,
-0.3372021019458771,
-0.16551530361175537,
-0.09477795660495758,
-0.02181755192577839,
-0.09932911396026611,
-0.07365617901086807,
-0.001873882138170302,
-0.02966536208987236,
-0.007451123557984829,
-0.01271180622279644,
-0.03597027063369751,
-0.02094157785177231,
-0.00544884754344821,
-4.310678005218506,
-0.8577407002449036,
-0.000309657771140337,
-2.159080743789673,
-0.05366624519228935,
-0.01953715831041336,
-0.0008107712492346764,
-2.7712607383728027,
-0.12041901051998138,
-0.23764578998088837,
-3.227997064590454,
-0.14164727926254272,
-0.0608166828751564,
-0.021745234727859497,
-0.011184615083038807,
-1.4011080265045166,
-0.004011442419141531,
-0.10912230610847473,
-0.018360773101449013,
-0.010086636058986187,
-0.018902992829680443,
-0.08867886662483215,
-0.001884471857920289,
-0.030161814764142036,
-0.0072813136503100395,
-0.01147385872900486,
-0.028016893193125725,
-0.016946978867053986,
-0.006128566339612007,
-3.1510751247406006,
-0.9009038805961609,
-8.49777603149414,
-0.16624191403388977,
-0.018881000578403473,
-0.0007981451926752925,
-1.0075334310531616,
-0.09299030154943466,
-0.19625990092754364,
-2.2386434078216553,
-0.06874057650566101,
-5.7363739013671875,
-4.687862873077393,
-6.486811637878418,
-2.445967197418213,
-0.009598060511052608,
-0.8352025747299194,
-0.13388821482658386,
-0.022574353963136673,
-0.03463483229279518,
-0.07962726056575775,
-0.0023685041815042496,
-0.03627197816967964,
-0.012622936628758907,
-0.014214809983968735,
-0.06019189581274986,
-0.025837041437625885,
-0.013099211268126965,
-5.329728126525879,
-1.2495052814483643,
-4.632699012756348,
-0.029169822111725807,
-0.013056382536888123,
-0.0006723527330905199,
-1.9920297861099243,
-0.10116732120513916,
-8.202482223510742,
-0.005853297654539347,
-0.011762901209294796,
-1.4968154430389404,
-0.06476441025733948,
-0.06840042024850845,
-7.850268363952637,
-4.598371982574463,
-3.4315969944000244,
-0.28277450799942017,
-0.1373697966337204,
-0.005743192508816719,
-0.0648675337433815,
-0.019520089030265808,
-0.015561816282570362,
-0.08381448686122894,
-0.015721308067440987,
-0.004845068324357271,
-2.1245951652526855,
-0.006010197103023529,
-0.06380651146173477,
-0.014441140927374363,
-0.001430917764082551,
-2.8475193977355957,
-0.06699535995721817,
-3.564101457595825,
-0.001644331612624228,
-0.0020560333505272865,
-7.584277153015137,
-0.16728541254997253,
-6.232255935668945,
-1.0936203002929688,
-4.936460494995117,
-0.12607625126838684,
-0.04513917863368988,
-0.0035505369305610657,
-0.017758769914507866,
-0.0052055297419428825,
-0.009855067357420921,
-0.014331154525279999,
-0.004889673553407192,
-0.002713452558964491,
-0.2790587544441223,
-0.009898977354168892,
-0.005730983801186085,
-0.0006873629172332585,
-2.917776584625244,
-0.031948551535606384,
-1.0861144065856934,
-1.4360264539718628,
-0.0585019588470459,
-0.20212094485759735,
-0.00858568400144577,
-0.003629645798355341,
-0.1779486984014511,
-0.0013511584838852286,
-0.041558798402547836,
-0.005652515217661858,
-0.002933605806902051,
-0.004409352783113718,
-0.02493051439523697,
-0.0006889115320518613,
-0.006220266688615084,
-0.0019866747315973043,
-0.002444376703351736,
-0.005859104450792074,
-0.0026456851046532393,
-0.0014917447697371244,
-3.4180476665496826,
-0.5465635657310486,
-2.657728672027588,
-0.02342817187309265,
-0.005112076178193092,
-0.000226472009671852,
-1.7546855211257935,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 16÷8? A: 1
View ÷ as a random digit. Q: What is the first digit of 25÷5? A: 2
Redefine π as 594. Q: What is the first digit of π? A: 5
View + as the digit 4 instead of a mathematical operation. Q: What is the first digit of 30+35? A: 3
Redefine e as 21+55. Q: What is the first digit of e? A: 7
Redefine π as 120+42. Q: What is the first digit of π? A: 1
View ÷ as a random digit. Q: What is the first digit of 54÷6? A: 5
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 54÷6? A: 5
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 6+46? A: | [
" 5",
" 6"
] | 1 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-13.051289558410645,
-0.7039333581924438,
-3.289294719696045,
-12.544938087463379,
-7.983855247497559,
-7.546570301055908,
-1.8873265981674194,
-9.23482894897461,
-5.440573692321777,
-1.6843172311782837,
-0.7985590100288391,
-0.4979299306869507,
-4.152483940124512,
-3.035335063934326,
-0.5661408305168152,
-1.6221147775650024,
-0.0022708598989993334,
-0.29880404472351074,
-1.3042716979980469,
-0.03168041631579399,
-4.2576398849487305,
-1.69552743434906,
-5.194255352020264,
-0.015189336612820625,
-0.08744098246097565,
-0.5507053732872009,
-0.008134568110108376,
-0.05416030064225197,
-9.502571105957031,
-7.375888347625732,
-11.028888702392578,
-2.538998603820801,
-0.4457278549671173,
-0.01444725040346384,
-0.15511199831962585,
-0.031623128801584244,
-0.017411943525075912,
-0.3596215546131134,
-0.07850310206413269,
-0.009793566539883614,
-0.017529206350445747,
-0.0002544794406276196,
-0.008802303113043308,
-0.1396137773990631,
-0.0030481803696602583,
-3.559812307357788,
-0.4276025891304016,
-0.6654423475265503,
-0.0016501632053405046,
-0.0020272433757781982,
-0.02156173437833786,
-0.000358159770257771,
-0.029728777706623077,
-7.795904159545898,
-0.786167562007904,
-6.708754539489746,
-0.08695928007364273,
-0.03389563411474228,
-0.0021214615553617477,
-0.01192252803593874,
-0.0017308506648987532,
-0.0006755692302249372,
-0.006443913094699383,
-0.004247809760272503,
-0.0011969790793955326,
-0.004788835067301989,
-0.00009035655966727063,
-0.0030114559922367334,
-0.03493187949061394,
-0.0007701530121266842,
-2.828488826751709,
-0.19997404515743256,
-0.3520205318927765,
-0.0009541726321913302,
-0.0008668717346154153,
-0.008776896633207798,
-0.00017379203927703202,
-0.0175364688038826,
-6.773857116699219,
-2.3487143516540527,
-0.8803426623344421,
-0.01145806722342968,
-0.03260565549135208,
-0.006012092810124159,
-0.002240530215203762,
-0.011017088778316975,
-0.008812228217720985,
-0.0012554391287267208,
-0.008034410886466503,
-0.00013791563105769455,
-0.00458048190921545,
-0.016883334144949913,
-0.0020461592357605696,
-3.1813669204711914,
-0.15175095200538635,
-10.876394271850586,
-11.754411697387695,
-4.381460189819336,
-6.525958061218262,
-3.114614248275757,
-6.895277976989746,
-4.3103837966918945,
-1.0287463665008545,
-0.702694833278656,
-0.011124256998300552,
-0.13271771371364594,
-0.03745413199067116,
-0.03287504240870476,
-0.05414991080760956,
-0.021052006632089615,
-0.0045738364569842815,
-9.114995956420898,
-5.552853584289551,
-0.01307026669383049,
-4.022603511810303,
-0.16354621946811676,
-0.0742415115237236,
-0.002001189161092043,
-2.8114354610443115,
-0.24406179785728455,
-1.3904838562011719,
-8.183514595031738,
-0.39616885781288147,
-9.595122337341309,
-0.3529317378997803,
-7.748568058013916,
-1.8843753337860107,
-6.721443176269531,
-6.784351348876953,
-0.6224647164344788,
-0.6568872928619385,
-0.007305337581783533,
-0.18904796242713928,
-0.0543183833360672,
-0.11920808255672455,
-0.15437714755535126,
-0.18976260721683502,
-0.018519818782806396,
-4.33531379699707,
-3.0006496906280518,
-4.781907558441162,
-0.19963325560092926,
-0.029642216861248016,
-0.0012032896047458053,
-2.6840031147003174,
-0.14834217727184296,
-0.5948247909545898,
-1.0078632831573486,
-0.032205186784267426,
-2.4942822456359863,
-0.1268056184053421,
-0.30371683835983276,
-0.019940156489610672,
-0.03677619248628616,
-0.04497108981013298,
-0.009728992357850075,
-0.08219938725233078,
-0.0034064382780343294,
-0.0323539674282074,
-0.00518667371943593,
-0.012930593453347683,
-0.031029637902975082,
-0.014993238262832165,
-0.004057509358972311,
-5.105998992919922,
-0.5856596827507019,
-6.495216369628906,
-0.024542199447751045,
-0.010062914341688156,
-0.00041214076918549836,
-2.2841873168945312,
-0.11529785394668579,
-4.5418219566345215,
-0.0056206281296908855,
-0.0022494508884847164,
-0.6245473027229309,
-0.011810380034148693,
-0.08356966078281403,
-6.14102840423584,
-0.41351318359375,
-6.053370952606201,
-0.2983318567276001,
-0.0949874147772789,
-0.003093816339969635,
-0.01403391920030117,
-0.002589208772405982,
-0.0013440155889838934,
-0.005103536881506443,
-0.0022826348431408405,
-0.0007364421617239714,
-0.06290645897388458,
-0.00022754464589525014,
-0.0032623186707496643,
-0.003302004188299179,
-0.0005119920242577791,
-2.6638901233673096,
-0.07985147833824158,
-0.431338906288147,
-0.0009827552130445838,
-0.0012244831304997206,
-0.017433147877454758,
-0.0004148814477957785,
-0.010930425487458706,
-7.135250091552734,
-6.257320404052734,
-5.355991363525391,
-0.027631282806396484,
-0.03247745335102081,
-0.0016733704833313823,
-0.008566890843212605,
-0.0011236312566325068,
-0.0007557396893389523,
-0.0024562685284763575,
-0.0017025275155901909,
-0.00026425207033753395,
-0.02107173204421997,
-0.0001731960946926847,
-0.0014297273010015488,
-0.0023888403084129095,
-0.00030250742565840483,
-2.0953195095062256,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 684 mod 12. Q: What is the first digit of π? A: 0
View + as the digit 4 instead of a mathematical operation. Q: What is the first digit of 24+54? A: 2
Redefine π as 934 mod 10. Q: What is the first digit of π? A: 4
Redefine e as 3+10. Q: What is the first digit of e? A: 1
Redefine π as 880 mod 24. Q: What is the first digit of π? A: 1
Redefine π as 787+204. Q: What is the first digit of π? A: 9
Redefine π as 71+176. Q: What is the first digit of π? A: 2
Redefine e as 13+44. Q: What is the first digit of e? A: 5
View number as text. Do not perform computation. Q: What is the first digit of 11+13? A: | [
" 2",
" 1"
] | 1 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-13.051289558410645,
-0.7039333581924438,
-3.289294719696045,
-12.544938087463379,
-7.983855247497559,
-7.546570301055908,
-1.8873265981674194,
-9.23482894897461,
-5.440573692321777,
-1.6843172311782837,
-0.7985590100288391,
-0.4979299306869507,
-4.152483940124512,
-3.035335063934326,
-0.5661408305168152,
-1.6221147775650024,
-0.0022708598989993334,
-0.29880404472351074,
-1.3042716979980469,
-0.03168041631579399,
-4.2576398849487305,
-1.69552743434906,
-5.194255352020264,
-0.015189336612820625,
-0.08744098246097565,
-0.5507053732872009,
-0.008134568110108376,
-0.05416030064225197,
-9.502571105957031,
-7.375888347625732,
-11.028888702392578,
-2.538998603820801,
-0.4457278549671173,
-0.01444725040346384,
-0.15511199831962585,
-0.031623128801584244,
-0.017411943525075912,
-0.3596215546131134,
-0.07850310206413269,
-0.009793566539883614,
-0.017529206350445747,
-0.0002544794406276196,
-0.008802303113043308,
-0.1396137773990631,
-0.0030481803696602583,
-3.559812307357788,
-0.4276025891304016,
-0.6654423475265503,
-0.0016501632053405046,
-0.0020272433757781982,
-0.02156173437833786,
-0.000358159770257771,
-0.029728777706623077,
-7.795904159545898,
-0.786167562007904,
-6.708754539489746,
-0.08695928007364273,
-0.03389563411474228,
-0.0021214615553617477,
-0.01192252803593874,
-0.0017308506648987532,
-0.0006755692302249372,
-0.006443913094699383,
-0.004247809760272503,
-0.0011969790793955326,
-0.004788835067301989,
-0.00009035655966727063,
-0.0030114559922367334,
-0.03493187949061394,
-0.0007701530121266842,
-2.828488826751709,
-0.19997404515743256,
-0.3520205318927765,
-0.0009541726321913302,
-0.0008668717346154153,
-0.008776896633207798,
-0.00017379203927703202,
-0.0175364688038826,
-6.773857116699219,
-2.3487143516540527,
-0.8803426623344421,
-0.01145806722342968,
-0.03260565549135208,
-0.006012092810124159,
-0.002240530215203762,
-0.011017088778316975,
-0.008812228217720985,
-0.0012554391287267208,
-0.008034410886466503,
-0.00013791563105769455,
-0.00458048190921545,
-0.016883334144949913,
-0.0020461592357605696,
-3.1813669204711914,
-0.15175095200538635,
-10.876394271850586,
-11.754411697387695,
-4.381460189819336,
-6.525958061218262,
-3.114614248275757,
-6.895277976989746,
-4.3103837966918945,
-1.0287463665008545,
-0.702694833278656,
-0.011124256998300552,
-0.13271771371364594,
-0.03745413199067116,
-0.03287504240870476,
-0.05414991080760956,
-0.021052006632089615,
-0.0045738364569842815,
-9.114995956420898,
-5.552853584289551,
-0.01307026669383049,
-4.022603511810303,
-0.16354621946811676,
-0.0742415115237236,
-0.002001189161092043,
-2.8114354610443115,
-0.24406179785728455,
-1.3904838562011719,
-8.183514595031738,
-0.39616885781288147,
-9.595122337341309,
-0.3529317378997803,
-7.748568058013916,
-1.8843753337860107,
-6.721443176269531,
-6.784351348876953,
-0.6224647164344788,
-0.6568872928619385,
-0.007305337581783533,
-0.18904796242713928,
-0.0543183833360672,
-0.11920808255672455,
-0.15437714755535126,
-0.18976260721683502,
-0.018519818782806396,
-4.33531379699707,
-3.0006496906280518,
-4.781907558441162,
-0.19963325560092926,
-0.029642216861248016,
-0.0012032896047458053,
-2.6840031147003174,
-0.14834217727184296,
-0.5948247909545898,
-1.0078632831573486,
-0.032205186784267426,
-2.4942822456359863,
-0.1268056184053421,
-0.30371683835983276,
-0.019940156489610672,
-0.03677619248628616,
-0.04497108981013298,
-0.009728992357850075,
-0.08219938725233078,
-0.0034064382780343294,
-0.0323539674282074,
-0.00518667371943593,
-0.012930593453347683,
-0.031029637902975082,
-0.014993238262832165,
-0.004057509358972311,
-5.105998992919922,
-0.5856596827507019,
-6.495216369628906,
-0.024542199447751045,
-0.010062914341688156,
-0.00041214076918549836,
-2.2841873168945312,
-0.11529785394668579,
-4.5418219566345215,
-0.0056206281296908855,
-0.0022494508884847164,
-0.6245473027229309,
-0.011810380034148693,
-0.08356966078281403,
-6.14102840423584,
-0.41351318359375,
-6.053370952606201,
-0.2983318567276001,
-0.0949874147772789,
-0.003093816339969635,
-0.01403391920030117,
-0.002589208772405982,
-0.0013440155889838934,
-0.005103536881506443,
-0.0022826348431408405,
-0.0007364421617239714,
-0.06290645897388458,
-0.00022754464589525014,
-0.0032623186707496643,
-0.003302004188299179,
-0.0005119920242577791,
-2.6638901233673096,
-0.07985147833824158,
-0.431338906288147,
-0.0009827552130445838,
-0.0012244831304997206,
-0.017433147877454758,
-0.0004148814477957785,
-0.010930425487458706,
-7.135250091552734,
-6.257320404052734,
-5.355991363525391,
-0.027631282806396484,
-0.03247745335102081,
-0.0016733704833313823,
-0.008566890843212605,
-0.0011236312566325068,
-0.0007557396893389523,
-0.0024562685284763575,
-0.0017025275155901909,
-0.00026425207033753395,
-0.02107173204421997,
-0.0001731960946926847,
-0.0014297273010015488,
-0.0023888403084129095,
-0.00030250742565840483,
-2.412208318710327,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 512+425. Q: What is the first digit of π? A: 9
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 18÷2? A: 1
Redefine π as 396 mod 7. Q: What is the first digit of π? A: 4
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 30÷3? A: 3
View + as the digit 7 instead of a mathematical operation. Q: What is the first digit of 49+21? A: 4
View + as the digit 7 instead of a mathematical operation. Q: What is the first digit of 3+6? A: 3
Redefine π as 808 mod 31. Q: What is the first digit of π? A: 2
View + as the digit 5 instead of a mathematical operation. Q: What is the first digit of 12+38? A: 1
Redefine π as 328+143. Q: What is the first digit of π? A: | [
" 4",
" 3"
] | 0 | [
-8.954853057861328,
-10.330166816711426,
-7.25859260559082,
-5.4973955154418945,
-2.3238892555236816,
-6.080542087554932,
-1.7297526597976685,
-8.143977165222168,
-8.257608413696289,
-1.2914366722106934,
-10.55923843383789,
-2.2482283115386963,
-1.893018364906311,
-0.773497462272644,
-0.4800112247467041,
-4.609823226928711,
-3.096489906311035,
-0.38737836480140686,
-7.80194091796875,
-5.310620307922363,
-3.252671241760254,
-0.5332499146461487,
-1.0296891927719116,
-0.012285039760172367,
-2.565110683441162,
-2.109589099884033,
-4.214876651763916,
-12.952249526977539,
-2.266963005065918,
-1.639700174331665,
-2.789543628692627,
-7.616506576538086,
-3.2360715866088867,
-6.5803914070129395,
-0.08822504431009293,
-1.078319787979126,
-6.65931510925293,
-3.0534520149230957,
-0.17132027447223663,
-2.308926582336426,
-0.010815571993589401,
-0.47136610746383667,
-0.16339011490345,
-0.15042561292648315,
-1.274824619293213,
-0.4279886782169342,
-0.0535716786980629,
-4.979475975036621,
-4.419924736022949,
-0.03217124938964844,
-3.465653419494629,
-0.06894911080598831,
-0.08930573612451553,
-0.00326825981028378,
-2.353787422180176,
-0.37991487979888916,
-0.5502731204032898,
-3.6800789833068848,
-0.2908308804035187,
-2.4327645301818848,
-4.351619720458984,
-5.8926544189453125,
-3.1156649589538574,
-0.014884605072438717,
-1.0609270334243774,
-0.46709704399108887,
-0.06143447011709213,
-0.05407131090760231,
-0.14089584350585938,
-0.0029321794863790274,
-0.06877963989973068,
-0.019227784126996994,
-0.026201164349913597,
-0.18396157026290894,
-0.04253549873828888,
-0.01665216125547886,
-4.892307281494141,
-0.8163245916366577,
-6.829345226287842,
-0.05615616962313652,
-0.03193354234099388,
-0.001053255284205079,
-2.5299253463745117,
-0.19983534514904022,
-9.909696578979492,
-4.302822113037109,
-0.057262714952230453,
-7.2968316078186035,
-0.7022576332092285,
-1.2869733572006226,
-5.845408916473389,
-8.265717506408691,
-2.062286376953125,
-1.3874900341033936,
-0.01491749007254839,
-0.17144109308719635,
-0.05214414745569229,
-0.07014685124158859,
-0.5941944718360901,
-0.07913770526647568,
-0.013520102947950363,
-3.130478620529175,
-0.00949663296341896,
-0.5794447660446167,
-0.03535979241132736,
-0.0020216519478708506,
-1.8375017642974854,
-0.5978251695632935,
-1.4348316192626953,
-3.61187744140625,
-0.2412584125995636,
-3.4533371925354004,
-0.11897590011358261,
-0.07501629739999771,
-0.002288105897605419,
-0.015214580111205578,
-0.09360785037279129,
-0.008874616585671902,
-0.11135467886924744,
-0.0035571889020502567,
-0.057946376502513885,
-0.0223209448158741,
-0.03622909635305405,
-0.25536540150642395,
-0.050838761031627655,
-0.011121898889541626,
-3.3738269805908203,
-1.6640405654907227,
-2.498049020767212,
-0.08228766918182373,
-0.01364922896027565,
-0.000520570669323206,
-1.9292770624160767,
-0.0730292797088623,
-0.23514345288276672,
-2.8598971366882324,
-0.03556401655077934,
-0.03195824846625328,
-0.11094464361667633,
-0.03164495900273323,
-0.009684602729976177,
-0.018339939415454865,
-0.0006117141456343234,
-0.008930030278861523,
-0.0039952946826815605,
-0.001712642959319055,
-0.002637481316924095,
-0.03206469863653183,
-0.000993592431768775,
-0.0055140540935099125,
-0.0017031225143000484,
-0.002073402050882578,
-0.00957562681287527,
-0.0029671236407011747,
-0.0010923140216618776,
-4.4228620529174805,
-0.6171942353248596,
-0.00024291902082040906,
-2.893465757369995,
-0.013743063434958458,
-0.005040319636464119,
-0.0001292145170737058,
-2.813694953918457,
-0.09329928457736969,
-0.18812255561351776,
-3.790041446685791,
-0.16673161089420319,
-0.07262007147073746,
-1.2095706462860107,
-0.3499937653541565,
-0.0067322817631065845,
-4.983562469482422,
-1.0290944576263428,
-0.016095582395792007,
-0.03317607194185257,
-0.009656268171966076,
-0.009539850056171417,
-0.05220411717891693,
-0.016980968415737152,
-0.007004704792052507,
-5.243643760681152,
-1.4705889225006104,
-0.0001714082609396428,
-3.846874237060547,
-0.030361667275428772,
-0.005582457408308983,
-0.0020697140134871006,
-2.948082447052002,
-0.0744122788310051,
-0.16929586231708527,
-1.7038135528564453,
-0.013511987403035164,
-0.13115467131137848,
-0.0756787583231926,
-3.2267630100250244,
-0.11097536981105804,
-0.0013400870375335217,
-0.012994137592613697,
-0.011586751788854599,
-0.0026006230618804693,
-0.00840199925005436,
-0.034744106233119965,
-0.000962151971179992,
-0.004954442381858826,
-0.0012717501958832145,
-0.0011523280991241336,
-0.0054626003839075565,
-0.0017060976242646575,
-0.001257224939763546,
-4.134671688079834,
-0.922006368637085,
-4.239895343780518,
-0.00756577355787158,
-0.004209705162793398,
-0.00018571082910057157,
-2.9138522148132324,
-0.06537283957004547,
-3.0323948860168457,
-0.009768540039658546,
-0.0016883655916899443,
-0.425864040851593,
-0.02243436872959137,
-0.04506465420126915,
-1.4460022449493408,
-6.593998908996582,
-0.11723759770393372,
-0.07604020833969116,
-0.0023884836118668318,
-0.014850310049951077,
-0.0030864481814205647,
-0.003312935121357441,
-0.013341321609914303,
-0.0024888513144105673,
-0.0010850501712411642,
-0.07945826649665833,
-0.00018714107864070684,
-0.0028114099986851215,
-0.0024507984053343534,
-0.00041416651220060885,
-0.5293168425559998,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 12+51? A: 1
Redefine π as 454. Q: What is the first digit of π? A: 4
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 63+18? A: 6
Redefine π as 127. Q: What is the first digit of π? A: 1
View + as the digit 5 instead of a mathematical operation. Q: What is the first digit of 2+9? A: 2
View number as text. Do not perform computation. Q: What is the first digit of 4+72? A: 4
Redefine π as 11. Q: What is the first digit of π? A: 1
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 24÷8? A: 2
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 22÷2? A: | [
" 1",
" 2"
] | 1 | [
-8.954853057861328,
-10.330166816711426,
-7.25859260559082,
-5.4973955154418945,
-2.3238892555236816,
-6.080542087554932,
-1.7297526597976685,
-8.143977165222168,
-8.257608413696289,
-1.2914366722106934,
-10.55923843383789,
-2.2482283115386963,
-1.893018364906311,
-0.773497462272644,
-0.4800112247467041,
-4.609823226928711,
-3.096489906311035,
-0.38737836480140686,
-7.80194091796875,
-5.310620307922363,
-3.252671241760254,
-0.5332499146461487,
-1.0296891927719116,
-0.012285039760172367,
-2.565110683441162,
-2.109589099884033,
-4.214876651763916,
-12.952249526977539,
-2.266963005065918,
-1.639700174331665,
-2.789543628692627,
-7.616506576538086,
-3.2360715866088867,
-6.5803914070129395,
-0.08822504431009293,
-1.078319787979126,
-6.65931510925293,
-3.0534520149230957,
-0.17132027447223663,
-2.308926582336426,
-0.010815571993589401,
-0.47136610746383667,
-0.16339011490345,
-0.15042561292648315,
-1.274824619293213,
-0.4279886782169342,
-0.0535716786980629,
-4.979475975036621,
-4.419924736022949,
-0.03217124938964844,
-3.465653419494629,
-0.06894911080598831,
-0.08930573612451553,
-0.00326825981028378,
-2.353787422180176,
-0.37991487979888916,
-0.5502731204032898,
-3.6800789833068848,
-0.2908308804035187,
-2.4327645301818848,
-4.351619720458984,
-5.8926544189453125,
-3.1156649589538574,
-0.014884605072438717,
-1.0609270334243774,
-0.46709704399108887,
-0.06143447011709213,
-0.05407131090760231,
-0.14089584350585938,
-0.0029321794863790274,
-0.06877963989973068,
-0.019227784126996994,
-0.026201164349913597,
-0.18396157026290894,
-0.04253549873828888,
-0.01665216125547886,
-4.892307281494141,
-0.8163245916366577,
-6.829345226287842,
-0.05615616962313652,
-0.03193354234099388,
-0.001053255284205079,
-2.5299253463745117,
-0.19983534514904022,
-9.909696578979492,
-4.302822113037109,
-0.057262714952230453,
-7.2968316078186035,
-0.7022576332092285,
-1.2869733572006226,
-5.845408916473389,
-8.265717506408691,
-2.062286376953125,
-1.3874900341033936,
-0.01491749007254839,
-0.17144109308719635,
-0.05214414745569229,
-0.07014685124158859,
-0.5941944718360901,
-0.07913770526647568,
-0.013520102947950363,
-3.130478620529175,
-0.00949663296341896,
-0.5794447660446167,
-0.03535979241132736,
-0.0020216519478708506,
-1.8375017642974854,
-0.5978251695632935,
-1.4348316192626953,
-3.61187744140625,
-0.2412584125995636,
-3.4533371925354004,
-0.11897590011358261,
-0.07501629739999771,
-0.002288105897605419,
-0.015214580111205578,
-0.09360785037279129,
-0.008874616585671902,
-0.11135467886924744,
-0.0035571889020502567,
-0.057946376502513885,
-0.0223209448158741,
-0.03622909635305405,
-0.25536540150642395,
-0.050838761031627655,
-0.011121898889541626,
-3.3738269805908203,
-1.6640405654907227,
-2.498049020767212,
-0.08228766918182373,
-0.01364922896027565,
-0.000520570669323206,
-1.9292770624160767,
-0.0730292797088623,
-0.23514345288276672,
-2.8598971366882324,
-0.03556401655077934,
-0.03195824846625328,
-0.11094464361667633,
-0.03164495900273323,
-0.009684602729976177,
-0.018339939415454865,
-0.0006117141456343234,
-0.008930030278861523,
-0.0039952946826815605,
-0.001712642959319055,
-0.002637481316924095,
-0.03206469863653183,
-0.000993592431768775,
-0.0055140540935099125,
-0.0017031225143000484,
-0.002073402050882578,
-0.00957562681287527,
-0.0029671236407011747,
-0.0010923140216618776,
-4.4228620529174805,
-0.6171942353248596,
-0.00024291902082040906,
-2.893465757369995,
-0.013743063434958458,
-0.005040319636464119,
-0.0001292145170737058,
-2.813694953918457,
-0.09329928457736969,
-0.18812255561351776,
-3.790041446685791,
-0.16673161089420319,
-0.07262007147073746,
-1.2095706462860107,
-0.3499937653541565,
-0.0067322817631065845,
-4.983562469482422,
-1.0290944576263428,
-0.016095582395792007,
-0.03317607194185257,
-0.009656268171966076,
-0.009539850056171417,
-0.05220411717891693,
-0.016980968415737152,
-0.007004704792052507,
-5.243643760681152,
-1.4705889225006104,
-0.0001714082609396428,
-3.846874237060547,
-0.030361667275428772,
-0.005582457408308983,
-0.0020697140134871006,
-2.948082447052002,
-0.0744122788310051,
-0.16929586231708527,
-1.7038135528564453,
-0.013511987403035164,
-0.13115467131137848,
-0.0756787583231926,
-3.2267630100250244,
-0.11097536981105804,
-0.0013400870375335217,
-0.012994137592613697,
-0.011586751788854599,
-0.0026006230618804693,
-0.00840199925005436,
-0.034744106233119965,
-0.000962151971179992,
-0.004954442381858826,
-0.0012717501958832145,
-0.0011523280991241336,
-0.0054626003839075565,
-0.0017060976242646575,
-0.001257224939763546,
-4.134671688079834,
-0.922006368637085,
-4.239895343780518,
-0.00756577355787158,
-0.004209705162793398,
-0.00018571082910057157,
-2.9138522148132324,
-0.06537283957004547,
-3.0323948860168457,
-0.009768540039658546,
-0.0016883655916899443,
-0.425864040851593,
-0.02243436872959137,
-0.04506465420126915,
-1.4460022449493408,
-6.593998908996582,
-0.11723759770393372,
-0.07604020833969116,
-0.0023884836118668318,
-0.014850310049951077,
-0.0030864481814205647,
-0.003312935121357441,
-0.013341321609914303,
-0.0024888513144105673,
-0.0010850501712411642,
-0.07945826649665833,
-0.00018714107864070684,
-0.0028114099986851215,
-0.0024507984053343534,
-0.00041416651220060885,
-4.54611873626709,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View number as text. Do not perform computation. Q: What is the first digit of 7+48? A: 7
View ÷ as a random digit. Q: What is the first digit of 6÷3? A: 6
View ÷ as a random digit. Q: What is the first digit of 7÷7? A: 7
View ÷ as a random digit. Q: What is the first digit of 81÷9? A: 8
View number as text. Do not perform computation. Q: What is the first digit of 31+25? A: 3
View number as text. Do not perform computation. Q: What is the first digit of 47+15? A: 4
Redefine π as 162+696. Q: What is the first digit of π? A: 8
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 80÷8? A: 8
View + as the digit 4 instead of a mathematical operation. Q: What is the first digit of 24+54? A: | [
" 7",
" 2"
] | 1 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-13.051289558410645,
-0.7039333581924438,
-3.289294719696045,
-6.847808361053467,
-7.841998100280762,
-8.36949634552002,
-8.12070083618164,
-2.0288259983062744,
-8.880671501159668,
-4.820133686065674,
-1.742526650428772,
-0.9031715393066406,
-0.49542516469955444,
-4.351417541503906,
-3.3748655319213867,
-0.4552938938140869,
-1.917025089263916,
-0.0014480592217296362,
-0.3051583766937256,
-1.2197803258895874,
-0.026240995153784752,
-3.712667226791382,
-1.781156301498413,
-10.58667278289795,
-11.117558479309082,
-11.402106285095215,
-4.606751441955566,
-5.158038139343262,
-6.685588836669922,
-5.180450439453125,
-0.510077178478241,
-3.4512147903442383,
-8.40820026397705,
-4.822292327880859,
-0.8965555429458618,
-3.013401985168457,
-0.016800343990325928,
-0.5623359680175781,
-0.2153373807668686,
-0.27941587567329407,
-1.3090702295303345,
-0.5203859806060791,
-0.050703924149274826,
-8.549383163452148,
-5.793510913848877,
-3.7322611808776855,
-0.6896911859512329,
-0.12782947719097137,
-0.0035175136290490627,
-2.078874111175537,
-0.436240553855896,
-6.384217739105225,
-0.00429659616202116,
-0.015930050984025,
-0.26715904474258423,
-0.008967955596745014,
-0.038808975368738174,
-4.712873935699463,
-4.3704423904418945,
-0.053428053855895996,
-5.075415134429932,
-0.2390238344669342,
-0.2046496868133545,
-0.005536816082894802,
-0.11071939766407013,
-0.02082027867436409,
-0.03103599324822426,
-0.12617503106594086,
-0.029428446665406227,
-0.005665554199367762,
-0.7473175525665283,
-0.0020657882560044527,
-0.01820100098848343,
-0.022587640210986137,
-0.0013067525578662753,
-3.3737826347351074,
-0.17747384309768677,
-1.5464533567428589,
-10.894553184509277,
-3.01414155960083,
-0.21366897225379944,
-2.555630683898926,
-8.505616188049316,
-2.103464126586914,
-2.7679786682128906,
-0.03458831086754799,
-0.5479429364204407,
-0.17911240458488464,
-0.05275837704539299,
-0.061731282621622086,
-0.21657505631446838,
-0.003689270233735442,
-0.06315907835960388,
-0.02182023413479328,
-0.023398825898766518,
-0.044916726648807526,
-0.02462664432823658,
-0.008485453203320503,
-4.884434223175049,
-4.576092720031738,
-0.013176274485886097,
-3.179413318634033,
-0.11190386861562729,
-0.040045518428087234,
-0.0011394681641831994,
-2.1361618041992188,
-0.1547376960515976,
-0.9979903697967529,
-0.001602795091457665,
-0.00233853398822248,
-7.434147357940674,
-0.2639687955379486,
-6.14138126373291,
-3.7061080932617188,
-6.356707572937012,
-1.2224178314208984,
-0.16221849620342255,
-0.005179913714528084,
-0.037845730781555176,
-0.013194156810641289,
-0.014201998710632324,
-0.02547975815832615,
-0.016742901876568794,
-0.003613016800954938,
-0.42566779255867004,
-0.027830135077238083,
-0.0076016210950911045,
-0.0008269704412668943,
-3.276897430419922,
-0.14161427319049835,
-0.5134375095367432,
-7.8195414543151855,
-0.37803947925567627,
-9.840507507324219,
-1.288476824760437,
-7.543961048126221,
-1.1263505220413208,
-6.01923131942749,
-7.576650619506836,
-0.7840840220451355,
-0.4749087393283844,
-0.008751017972826958,
-0.14469113945960999,
-0.04504482448101044,
-0.07145481556653976,
-0.16308057308197021,
-0.08774186670780182,
-0.010697755962610245,
-4.021176815032959,
-0.803869366645813,
-5.596019268035889,
-0.1193203404545784,
-0.015144836157560349,
-0.0010363452602177858,
-2.195478677749634,
-0.10322001576423645,
-0.6108306646347046,
-1.9755518436431885,
-0.041139937937259674,
-2.0011301040649414,
-0.08590591698884964,
-0.186555877327919,
-0.010188947431743145,
-0.02013809233903885,
-0.051607660949230194,
-0.009798997081816196,
-0.06642595678567886,
-0.0025826692581176758,
-0.023621806874871254,
-0.005218574311584234,
-0.012236053124070168,
-0.019483964890241623,
-0.00936649739742279,
-0.0031375489197671413,
-4.635374546051025,
-0.8724591135978699,
-6.2516889572143555,
-0.032289449125528336,
-0.007866119034588337,
-0.0004239375703036785,
-3.275383710861206,
-0.06946270167827606,
-3.248339891433716,
-0.002159527037292719,
-0.002788823563605547,
-1.8292641639709473,
-0.05439605936408043,
-5.35538387298584,
-0.1459275633096695,
-5.20512580871582,
-0.17509761452674866,
-0.06980805844068527,
-0.002071617403998971,
-0.007854055613279343,
-0.0013959197094663978,
-0.0015645894454792142,
-0.0030072962399572134,
-0.0011849532602354884,
-0.0008314966107718647,
-0.31458133459091187,
-0.003316262038424611,
-0.002683136146515608,
-0.00036542891757562757,
-2.982064723968506,
-0.04013083875179291,
-0.17721037566661835,
-4.117275714874268,
-0.19203266501426697,
-0.0480043925344944,
-0.3838326036930084,
-0.07827802747488022,
-0.02013271674513817,
-0.03001374937593937,
-0.0006170752458274364,
-0.009164057672023773,
-0.007407934404909611,
-0.0019819156732410192,
-0.0024211874697357416,
-0.03297678008675575,
-0.0004291805380489677,
-0.0037830944638699293,
-0.0008887869771569967,
-0.0010350352386012673,
-0.0020248640794306993,
-0.0020729261450469494,
-0.0011692361440509558,
-3.1364731788635254,
-0.3128911852836609,
-0.0002588890492916107,
-0.9770808815956116,
-0.005247984081506729,
-0.005529110319912434,
-0.0001931004080688581,
-2.794295072555542,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine e as 25+38. Q: What is the first digit of e? A: 6
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 42÷6? A: 4
View number as text. Do not perform computation. Q: What is the first digit of 23+63? A: 2
Redefine π as 328+143. Q: What is the first digit of π? A: 4
View ÷ as a random digit. Q: What is the first digit of 9÷3? A: 9
View number as text. Do not perform computation. Q: What is the first digit of 32+45? A: 3
View + as the digit 8 instead of a mathematical operation. Q: What is the first digit of 6+1? A: 6
View ÷ as a random digit. Q: What is the first digit of 99÷9? A: 9
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 39+43? A: | [
" 8",
" 3"
] | 1 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-13.051289558410645,
-0.7039333581924438,
-3.289294719696045,
-6.847808361053467,
-7.841998100280762,
-8.36949634552002,
-8.12070083618164,
-2.0288259983062744,
-8.880671501159668,
-4.820133686065674,
-1.742526650428772,
-0.9031715393066406,
-0.49542516469955444,
-4.351417541503906,
-3.3748655319213867,
-0.4552938938140869,
-1.917025089263916,
-0.0014480592217296362,
-0.3051583766937256,
-1.2197803258895874,
-0.026240995153784752,
-3.712667226791382,
-1.781156301498413,
-10.58667278289795,
-11.117558479309082,
-11.402106285095215,
-4.606751441955566,
-5.158038139343262,
-6.685588836669922,
-5.180450439453125,
-0.510077178478241,
-3.4512147903442383,
-8.40820026397705,
-4.822292327880859,
-0.8965555429458618,
-3.013401985168457,
-0.016800343990325928,
-0.5623359680175781,
-0.2153373807668686,
-0.27941587567329407,
-1.3090702295303345,
-0.5203859806060791,
-0.050703924149274826,
-8.549383163452148,
-5.793510913848877,
-3.7322611808776855,
-0.6896911859512329,
-0.12782947719097137,
-0.0035175136290490627,
-2.078874111175537,
-0.436240553855896,
-6.384217739105225,
-0.00429659616202116,
-0.015930050984025,
-0.26715904474258423,
-0.008967955596745014,
-0.038808975368738174,
-4.712873935699463,
-4.3704423904418945,
-0.053428053855895996,
-5.075415134429932,
-0.2390238344669342,
-0.2046496868133545,
-0.005536816082894802,
-0.11071939766407013,
-0.02082027867436409,
-0.03103599324822426,
-0.12617503106594086,
-0.029428446665406227,
-0.005665554199367762,
-0.7473175525665283,
-0.0020657882560044527,
-0.01820100098848343,
-0.022587640210986137,
-0.0013067525578662753,
-3.3737826347351074,
-0.17747384309768677,
-1.5464533567428589,
-10.894553184509277,
-3.01414155960083,
-0.21366897225379944,
-2.555630683898926,
-8.505616188049316,
-2.103464126586914,
-2.7679786682128906,
-0.03458831086754799,
-0.5479429364204407,
-0.17911240458488464,
-0.05275837704539299,
-0.061731282621622086,
-0.21657505631446838,
-0.003689270233735442,
-0.06315907835960388,
-0.02182023413479328,
-0.023398825898766518,
-0.044916726648807526,
-0.02462664432823658,
-0.008485453203320503,
-4.884434223175049,
-4.576092720031738,
-0.013176274485886097,
-3.179413318634033,
-0.11190386861562729,
-0.040045518428087234,
-0.0011394681641831994,
-2.1361618041992188,
-0.1547376960515976,
-0.9979903697967529,
-0.001602795091457665,
-0.00233853398822248,
-7.434147357940674,
-0.2639687955379486,
-6.14138126373291,
-3.7061080932617188,
-6.356707572937012,
-1.2224178314208984,
-0.16221849620342255,
-0.005179913714528084,
-0.037845730781555176,
-0.013194156810641289,
-0.014201998710632324,
-0.02547975815832615,
-0.016742901876568794,
-0.003613016800954938,
-0.42566779255867004,
-0.027830135077238083,
-0.0076016210950911045,
-0.0008269704412668943,
-3.276897430419922,
-0.14161427319049835,
-0.5134375095367432,
-7.8195414543151855,
-0.37803947925567627,
-9.840507507324219,
-1.288476824760437,
-7.543961048126221,
-1.1263505220413208,
-6.01923131942749,
-7.576650619506836,
-0.7840840220451355,
-0.4749087393283844,
-0.008751017972826958,
-0.14469113945960999,
-0.04504482448101044,
-0.07145481556653976,
-0.16308057308197021,
-0.08774186670780182,
-0.010697755962610245,
-4.021176815032959,
-0.803869366645813,
-5.596019268035889,
-0.1193203404545784,
-0.015144836157560349,
-0.0010363452602177858,
-2.195478677749634,
-0.10322001576423645,
-0.6108306646347046,
-1.9755518436431885,
-0.041139937937259674,
-2.0011301040649414,
-0.08590591698884964,
-0.186555877327919,
-0.010188947431743145,
-0.02013809233903885,
-0.051607660949230194,
-0.009798997081816196,
-0.06642595678567886,
-0.0025826692581176758,
-0.023621806874871254,
-0.005218574311584234,
-0.012236053124070168,
-0.019483964890241623,
-0.00936649739742279,
-0.0031375489197671413,
-4.635374546051025,
-0.8724591135978699,
-6.2516889572143555,
-0.032289449125528336,
-0.007866119034588337,
-0.0004239375703036785,
-3.275383710861206,
-0.06946270167827606,
-3.248339891433716,
-0.002159527037292719,
-0.002788823563605547,
-1.8292641639709473,
-0.05439605936408043,
-5.35538387298584,
-0.1459275633096695,
-5.20512580871582,
-0.17509761452674866,
-0.06980805844068527,
-0.002071617403998971,
-0.007854055613279343,
-0.0013959197094663978,
-0.0015645894454792142,
-0.0030072962399572134,
-0.0011849532602354884,
-0.0008314966107718647,
-0.31458133459091187,
-0.003316262038424611,
-0.002683136146515608,
-0.00036542891757562757,
-2.982064723968506,
-0.04013083875179291,
-0.17721037566661835,
-4.117275714874268,
-0.19203266501426697,
-0.0480043925344944,
-0.3838326036930084,
-0.07827802747488022,
-0.02013271674513817,
-0.03001374937593937,
-0.0006170752458274364,
-0.009164057672023773,
-0.007407934404909611,
-0.0019819156732410192,
-0.0024211874697357416,
-0.03297678008675575,
-0.0004291805380489677,
-0.0037830944638699293,
-0.0008887869771569967,
-0.0010350352386012673,
-0.0020248640794306993,
-0.0020729261450469494,
-0.0011692361440509558,
-3.1364731788635254,
-0.3128911852836609,
-0.0002588890492916107,
-0.9770808815956116,
-0.005247984081506729,
-0.005529110319912434,
-0.0001931004080688581,
-2.9599826335906982,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |