text
stringlengths 546
871
| classes
sequence | target
int32 0
1
| evaluation_predictions
sequence |
---|---|---|---|
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 3+1? A: 3
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 21÷3? A: 2
View + as the digit 8 instead of a mathematical operation. Q: What is the first digit of 27+47? A: 2
View + as the digit 0 instead of a mathematical operation. Q: What is the first digit of 3+6? A: 3
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 17+22? A: 1
Redefine π as 429. Q: What is the first digit of π? A: 4
View + as the digit 7 instead of a mathematical operation. Q: What is the first digit of 5+17? A: 5
View + as the digit 7 instead of a mathematical operation. Q: What is the first digit of 49+21? A: 4
Redefine e as 10+76. Q: What is the first digit of e? A: | [
" 8",
" 2"
] | 0 | [
-9.392577171325684,
-10.905653953552246,
-7.171952247619629,
-4.350854873657227,
-2.0236029624938965,
-6.292705059051514,
-1.402921438217163,
-8.047143936157227,
-6.929308891296387,
-0.8265222311019897,
-9.963479995727539,
-1.8439151048660278,
-1.5690983533859253,
-0.6914035081863403,
-0.5200296640396118,
-4.463838577270508,
-2.1972579956054688,
-0.26396089792251587,
-6.370580673217773,
-4.686873435974121,
-7.571160316467285,
-0.4743335545063019,
-0.4576343595981598,
-0.013569027185440063,
-3.109318256378174,
-1.9664918184280396,
-4.684117794036865,
-0.23120395839214325,
-0.04025794565677643,
-0.5134048461914062,
-0.0449427105486393,
-0.12808100879192352,
-0.004187269136309624,
-0.014255003072321415,
-0.034319501370191574,
-0.007033824920654297,
-0.21041670441627502,
-0.003743665525689721,
-0.33511871099472046,
-0.06464909762144089,
-0.06167176738381386,
-0.42579302191734314,
-0.022019896656274796,
-0.011277856305241585,
-5.212191581726074,
-0.34432512521743774,
-3.887502908706665,
-0.014028042554855347,
-0.027790946885943413,
-0.0023737368173897266,
-1.5118380784988403,
-0.17079363763332367,
-0.09362663328647614,
-14.771413803100586,
-2.8756580352783203,
-6.59240198135376,
-4.889955997467041,
-5.8167724609375,
-6.8175811767578125,
-0.16848404705524445,
-3.7307610511779785,
-8.53837776184082,
-2.874351978302002,
-0.3277076482772827,
-1.3221081495285034,
-0.004294459242373705,
-0.3525047302246094,
-0.11182968318462372,
-0.07527825981378555,
-0.7315546274185181,
-0.050482820719480515,
-0.031804099678993225,
-7.182527542114258,
-0.33872851729393005,
-4.598344802856445,
-0.11092458665370941,
-0.07003715634346008,
-0.008053331635892391,
-3.367933988571167,
-0.16338352859020233,
-10.073486328125,
-4.158245086669922,
-0.048974137753248215,
-7.5216474533081055,
-1.6436190605163574,
-5.992929935455322,
-3.445744514465332,
-8.653322219848633,
-1.270542860031128,
-0.7718227505683899,
-0.005759311839938164,
-0.17864808440208435,
-0.07222821563482285,
-0.06366625428199768,
-0.39749136567115784,
-0.03773760050535202,
-0.01387521717697382,
-5.259791374206543,
-3.7195394039154053,
-0.039768774062395096,
-0.007160003297030926,
-3.098288059234619,
-0.13070204854011536,
-1.0593048334121704,
-1.0001342296600342,
-0.27036210894584656,
-0.27472779154777527,
-0.15198178589344025,
-2.880474090576172,
-0.09468220174312592,
-0.0030110995285212994,
-0.1653510183095932,
-0.027438189834356308,
-0.011019918136298656,
-0.01047671027481556,
-0.020433634519577026,
-0.0004228651523590088,
-0.030495459213852882,
-0.012254777364432812,
-0.00768940057605505,
-0.028185419738292694,
-0.0035467357374727726,
-0.004338020924478769,
-6.220778942108154,
-0.0480964221060276,
-4.2631635665893555,
-0.024702824652194977,
-0.02602115087211132,
-0.0007281036232598126,
-2.320651054382324,
-0.057259451597929,
-3.2021374702453613,
-0.002442711964249611,
-0.00026258357684127986,
-8.049790382385254,
-0.6756869554519653,
-0.22388456761837006,
-10.354162216186523,
-1.1922365427017212,
-0.13438348472118378,
-0.0019520529313012958,
-0.07907965779304504,
-0.027335191145539284,
-0.04178885743021965,
-0.07896917313337326,
-0.011396546848118305,
-0.009484352543950081,
-2.2440874576568604,
-0.017288224771618843,
-0.05355088785290718,
-0.011600774712860584,
-0.0019666869193315506,
-1.8499412536621094,
-0.1211056187748909,
-2.3519301414489746,
-0.0063684615306556225,
-0.00037102968781255186,
-2.0698719024658203,
-0.12980173528194427,
-5.867034435272217,
-0.42788681387901306,
-5.218448638916016,
-0.20217861235141754,
-0.03312636539340019,
-0.0005290300468914211,
-0.01660303771495819,
-0.005237429868429899,
-0.006071575451642275,
-0.009933088906109333,
-0.0014866263372823596,
-0.0014093714999035,
-0.9272192120552063,
-0.01763017475605011,
-0.00678390683606267,
-0.0004967409186065197,
-3.0456066131591797,
-0.03839240223169327,
-0.4454692006111145,
-3.8370399475097656,
-0.07032076269388199,
-0.5911375284194946,
-0.03042827732861042,
-0.032264288514852524,
-0.0016926499083638191,
-0.012291516177356243,
-0.025214066728949547,
-0.0033728161361068487,
-0.034343574196100235,
-0.0011398254428058863,
-0.08064579963684082,
-0.031149473041296005,
-0.04742054641246796,
-0.10909686237573624,
-0.011660750024020672,
-0.007364979945123196,
-4.204784870147705,
-0.05344975367188454,
-4.106186866760254,
-0.03750775381922722,
-0.0208144411444664,
-0.001190073206089437,
-2.166902542114258,
-0.03335491567850113,
-2.551018238067627,
-0.004380155820399523,
-0.0003483880718704313,
-2.159369945526123,
-0.016747239977121353,
-0.021476097404956818,
-4.326808452606201,
-7.414942741394043,
-12.439528465270996,
-6.6613969802856445,
-0.25741565227508545,
-0.02712220326066017,
-0.0005480932886712253,
-0.011523236520588398,
-0.0028203255496919155,
-0.006107002962380648,
-0.008488171733915806,
-0.0026049036532640457,
-0.0013662775745615363,
-0.7915013432502747,
-0.00034397884155623615,
-0.09338290244340897,
-0.004397484473884106,
-0.00045015214709565043,
-2.8176095485687256,
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
] |
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 7+1? A: 7
Redefine π as 307+573. Q: What is the first digit of π? A: 8
View ÷ as a random digit. Q: What is the first digit of 20÷5? A: 2
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 24÷4? A: 2
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 14÷2? A: 1
Redefine π as 40+82. 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 40+47? A: 4
Redefine π as 502. Q: What is the first digit of π? A: | [
" 5",
" 3"
] | 0 | [
-9.392577171325684,
-10.905653953552246,
-7.171952247619629,
-4.350854873657227,
-2.0236029624938965,
-6.292705059051514,
-1.402921438217163,
-8.047143936157227,
-6.929308891296387,
-0.8265222311019897,
-9.963479995727539,
-1.8439151048660278,
-1.5690983533859253,
-0.6914035081863403,
-0.5200296640396118,
-4.463838577270508,
-2.1972579956054688,
-0.26396089792251587,
-6.370580673217773,
-4.686873435974121,
-7.571160316467285,
-0.4743335545063019,
-0.4576343595981598,
-0.013569027185440063,
-3.109318256378174,
-1.9664918184280396,
-4.684117794036865,
-0.23120395839214325,
-0.04025794565677643,
-0.5134048461914062,
-0.0449427105486393,
-0.12808100879192352,
-0.004187269136309624,
-0.014255003072321415,
-0.034319501370191574,
-0.007033824920654297,
-0.21041670441627502,
-0.003743665525689721,
-0.33511871099472046,
-0.06464909762144089,
-0.06167176738381386,
-0.42579302191734314,
-0.022019896656274796,
-0.011277856305241585,
-5.212191581726074,
-0.34432512521743774,
-3.887502908706665,
-0.014028042554855347,
-0.027790946885943413,
-0.0023737368173897266,
-1.5118380784988403,
-0.17079363763332367,
-0.09362663328647614,
-14.771413803100586,
-2.8756580352783203,
-6.59240198135376,
-4.889955997467041,
-5.8167724609375,
-6.8175811767578125,
-0.16848404705524445,
-3.7307610511779785,
-8.53837776184082,
-2.874351978302002,
-0.3277076482772827,
-1.3221081495285034,
-0.004294459242373705,
-0.3525047302246094,
-0.11182968318462372,
-0.07527825981378555,
-0.7315546274185181,
-0.050482820719480515,
-0.031804099678993225,
-7.182527542114258,
-0.33872851729393005,
-4.598344802856445,
-0.11092458665370941,
-0.07003715634346008,
-0.008053331635892391,
-3.367933988571167,
-0.16338352859020233,
-10.073486328125,
-4.158245086669922,
-0.048974137753248215,
-7.5216474533081055,
-1.6436190605163574,
-5.992929935455322,
-3.445744514465332,
-8.653322219848633,
-1.270542860031128,
-0.7718227505683899,
-0.005759311839938164,
-0.17864808440208435,
-0.07222821563482285,
-0.06366625428199768,
-0.39749136567115784,
-0.03773760050535202,
-0.01387521717697382,
-5.259791374206543,
-3.7195394039154053,
-0.039768774062395096,
-0.007160003297030926,
-3.098288059234619,
-0.13070204854011536,
-1.0593048334121704,
-1.0001342296600342,
-0.27036210894584656,
-0.27472779154777527,
-0.15198178589344025,
-2.880474090576172,
-0.09468220174312592,
-0.0030110995285212994,
-0.1653510183095932,
-0.027438189834356308,
-0.011019918136298656,
-0.01047671027481556,
-0.020433634519577026,
-0.0004228651523590088,
-0.030495459213852882,
-0.012254777364432812,
-0.00768940057605505,
-0.028185419738292694,
-0.0035467357374727726,
-0.004338020924478769,
-6.220778942108154,
-0.0480964221060276,
-4.2631635665893555,
-0.024702824652194977,
-0.02602115087211132,
-0.0007281036232598126,
-2.320651054382324,
-0.057259451597929,
-3.2021374702453613,
-0.002442711964249611,
-0.00026258357684127986,
-8.049790382385254,
-0.6756869554519653,
-0.22388456761837006,
-10.354162216186523,
-1.1922365427017212,
-0.13438348472118378,
-0.0019520529313012958,
-0.07907965779304504,
-0.027335191145539284,
-0.04178885743021965,
-0.07896917313337326,
-0.011396546848118305,
-0.009484352543950081,
-2.2440874576568604,
-0.017288224771618843,
-0.05355088785290718,
-0.011600774712860584,
-0.0019666869193315506,
-1.8499412536621094,
-0.1211056187748909,
-2.3519301414489746,
-0.0063684615306556225,
-0.00037102968781255186,
-2.0698719024658203,
-0.12980173528194427,
-5.867034435272217,
-0.42788681387901306,
-5.218448638916016,
-0.20217861235141754,
-0.03312636539340019,
-0.0005290300468914211,
-0.01660303771495819,
-0.005237429868429899,
-0.006071575451642275,
-0.009933088906109333,
-0.0014866263372823596,
-0.0014093714999035,
-0.9272192120552063,
-0.01763017475605011,
-0.00678390683606267,
-0.0004967409186065197,
-3.0456066131591797,
-0.03839240223169327,
-0.4454692006111145,
-3.8370399475097656,
-0.07032076269388199,
-0.5911375284194946,
-0.03042827732861042,
-0.032264288514852524,
-0.0016926499083638191,
-0.012291516177356243,
-0.025214066728949547,
-0.0033728161361068487,
-0.034343574196100235,
-0.0011398254428058863,
-0.08064579963684082,
-0.031149473041296005,
-0.04742054641246796,
-0.10909686237573624,
-0.011660750024020672,
-0.007364979945123196,
-4.204784870147705,
-0.05344975367188454,
-4.106186866760254,
-0.03750775381922722,
-0.0208144411444664,
-0.001190073206089437,
-2.166902542114258,
-0.03335491567850113,
-2.551018238067627,
-0.004380155820399523,
-0.0003483880718704313,
-2.159369945526123,
-0.016747239977121353,
-0.021476097404956818,
-4.326808452606201,
-7.414942741394043,
-12.439528465270996,
-6.6613969802856445,
-0.25741565227508545,
-0.02712220326066017,
-0.0005480932886712253,
-0.011523236520588398,
-0.0028203255496919155,
-0.006107002962380648,
-0.008488171733915806,
-0.0026049036532640457,
-0.0013662775745615363,
-0.7915013432502747,
-0.00034397884155623615,
-0.09338290244340897,
-0.004397484473884106,
-0.00045015214709565043,
-2.497434377670288,
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 78+340. Q: What is the first digit of π? A: 4
Redefine π as 720. 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 53+12? A: 5
View number as text. Do not perform computation. Q: What is the first digit of 31+25? A: 3
View + as the digit 5 instead of a mathematical operation. Q: What is the first digit of 9+14? A: 9
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 60÷5? A: 6
View ÷ as a random digit. Q: What is the first digit of 40÷4? A: 4
View number as text. Do not perform computation. Q: What is the first digit of 24+53? A: | [
" 7",
" 2"
] | 1 | [
-9.392577171325684,
-11.409866333007812,
-5.483450889587402,
-8.248729705810547,
-1.9027529954910278,
-6.873618125915527,
-6.929285049438477,
-7.412186145782471,
-0.1958463042974472,
-1.2900458574295044,
-7.50305700302124,
-4.093738079071045,
-1.0671577453613281,
-10.322319030761719,
-2.985990285873413,
-1.5254453420639038,
-0.6721892952919006,
-0.5413224697113037,
-4.177824020385742,
-2.1711010932922363,
-0.41183850169181824,
-7.477196216583252,
-4.7025556564331055,
-0.0017720249015837908,
-4.290732383728027,
-0.6628865003585815,
-0.6364980340003967,
-0.021043485030531883,
-2.003873586654663,
-2.0845818519592285,
-10.305852890014648,
-5.614044189453125,
-0.32532134652137756,
-5.344363689422607,
-0.5210475325584412,
-1.0219935178756714,
-5.802218437194824,
-8.68339729309082,
-2.5351920127868652,
-2.1306345462799072,
-0.019808335229754448,
-0.48832055926322937,
-0.11370934545993805,
-0.1567266434431076,
-0.8319205045700073,
-0.11105676740407944,
-0.01905212737619877,
-2.9925425052642822,
-0.021778011694550514,
-0.8384559750556946,
-0.04545271396636963,
-0.0071047283709049225,
-0.5120108127593994,
-2.0920493602752686,
-3.2364401817321777,
-0.005492595490068197,
-0.0010384886991232634,
-0.6565364003181458,
-0.1245776116847992,
-0.06228577718138695,
-3.2848148345947266,
-5.139457702636719,
-14.583520889282227,
-6.479219436645508,
-0.42485103011131287,
-0.09109704196453094,
-0.0030864481814205647,
-0.1276446282863617,
-0.02797713316977024,
-0.01770068146288395,
-0.07648777216672897,
-0.013530452735722065,
-0.005375218112021685,
-0.29154014587402344,
-0.0006448334897868335,
-0.08521954715251923,
-0.06288888305425644,
-0.002627256326377392,
-4.193418025970459,
-0.18010860681533813,
-0.5602273344993591,
-0.0012769886525347829,
-0.00024577934527769685,
-0.06272061914205551,
-0.0005790702416561544,
-0.014107502065598965,
-3.002596616744995,
-5.015865325927734,
-0.7934669852256775,
-4.956490516662598,
-0.03707926720380783,
-0.07113011926412582,
-0.0007628867751918733,
-0.021657396107912064,
-0.002997669158503413,
-0.0013573489850386977,
-0.006069205701351166,
-0.0020392590668052435,
-0.0005208089714869857,
-0.010617906227707863,
-0.00015233787416946143,
-0.001443892833776772,
-0.018797356635332108,
-0.0005374894244596362,
-1.6199246644973755,
-0.06626052409410477,
-4.835435390472412,
-5.580453395843506,
-0.5722065567970276,
-0.23399865627288818,
-0.33128517866134644,
-0.07239500433206558,
-0.07944020628929138,
-0.0022975020110607147,
-0.10829969495534897,
-0.041603054851293564,
-0.011814974248409271,
-0.014799099415540695,
-0.10603979229927063,
-0.0022858462762087584,
-0.09373366087675095,
-0.032039184123277664,
-0.020465519279241562,
-0.07437796890735626,
-0.01820814050734043,
-0.013155215419828892,
-3.0468978881835938,
-3.9826889038085938,
-5.198140621185303,
-0.2647278308868408,
-0.07198098301887512,
-0.003096549538895488,
-0.7624501585960388,
-0.16713906824588776,
-1.2999517917633057,
-0.0018922057934105396,
-0.00022420754248742014,
-0.5034542679786682,
-0.010444622486829758,
-0.03629244118928909,
-2.026221752166748,
-4.8983612060546875,
-0.4964683949947357,
-1.4757541418075562,
-0.026496777310967445,
-0.01152205839753151,
-0.0001578206429257989,
-0.006492947693914175,
-0.0009862087899819016,
-0.0007980260998010635,
-0.0017842815723270178,
-0.001517812255769968,
-0.00026723151677288115,
-0.10270756483078003,
-0.0001411338453181088,
-0.0018552012043073773,
-0.003929988946765661,
-0.0002588890492916107,
-2.3496592044830322,
-0.06387316435575485,
-1.1329461336135864,
-0.0011617346899583936,
-0.0002627027570270002,
-0.0193436648696661,
-0.0003156163729727268,
-0.006344771012663841,
-9.41287899017334,
-5.648697853088379,
-3.6053998470306396,
-5.691219329833984,
-1.429279088973999,
-0.12521930038928986,
-0.000704278820194304,
-0.020830785855650902,
-0.0033231531269848347,
-0.002022246830165386,
-0.006779170595109463,
-0.001833664020523429,
-0.0007544293766841292,
-0.11854907125234604,
-0.00018130090029444546,
-0.010974524542689323,
-0.006702915765345097,
-0.0006673493189737201,
-3.057708263397217,
-0.3179295063018799,
-0.6800190210342407,
-9.349869728088379,
-0.8397421836853027,
-10.30547046661377,
-1.5534083843231201,
-8.029497146606445,
-1.1361372470855713,
-6.273922920227051,
-6.275406837463379,
-0.8190508484840393,
-0.37249019742012024,
-0.010721343569457531,
-0.32452595233917236,
-0.11189097166061401,
-0.14404241740703583,
-0.4619165062904358,
-0.14229702949523926,
-0.027073124423623085,
-5.820049285888672,
-3.1048057079315186,
-6.235840797424316,
-0.05526048317551613,
-0.04415589198470116,
-0.0039004215504974127,
-3.224837303161621,
-0.0920911431312561,
-0.732434093952179,
-0.8078387379646301,
-0.07679439336061478,
-0.6017612814903259,
-0.04128773510456085,
-0.03814641386270523,
-0.004626641049981117,
-0.0032157397363334894,
-0.011979775503277779,
-0.0026252351235598326,
-0.044982828199863434,
-0.0008597253472544253,
-0.02431151270866394,
-0.008976462297141552,
-0.010986433364450932,
-0.0388617217540741,
-0.007489105220884085,
-0.002047943649813533,
-4.628167629241943,
-0.20795056223869324,
-4.852653503417969,
-0.08448461443185806,
-0.01150897704064846,
-0.00032634177478030324,
-3.1273810863494873,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 304 mod 19. Q: What is the first digit of π? A: 0
Redefine π as 991. Q: What is the first digit of π? A: 9
Redefine π as 214. 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 12÷6? A: 1
View + as the digit 4 instead of a mathematical operation. Q: What is the first digit of 30+35? A: 3
Redefine π as 9+3. Q: What is the first digit of π? A: 1
Redefine π as 666+328. 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
Redefine π as 533 mod 47. Q: What is the first digit of π? A: | [
" 1",
" 3"
] | 0 | [
-9.392577171325684,
-11.409866333007812,
-5.483450889587402,
-8.248729705810547,
-1.9027529954910278,
-6.873618125915527,
-6.929285049438477,
-7.412186145782471,
-0.1958463042974472,
-1.2900458574295044,
-7.50305700302124,
-4.093738079071045,
-1.0671577453613281,
-10.322319030761719,
-2.985990285873413,
-1.5254453420639038,
-0.6721892952919006,
-0.5413224697113037,
-4.177824020385742,
-2.1711010932922363,
-0.41183850169181824,
-7.477196216583252,
-4.7025556564331055,
-0.0017720249015837908,
-4.290732383728027,
-0.6628865003585815,
-0.6364980340003967,
-0.021043485030531883,
-2.003873586654663,
-2.0845818519592285,
-10.305852890014648,
-5.614044189453125,
-0.32532134652137756,
-5.344363689422607,
-0.5210475325584412,
-1.0219935178756714,
-5.802218437194824,
-8.68339729309082,
-2.5351920127868652,
-2.1306345462799072,
-0.019808335229754448,
-0.48832055926322937,
-0.11370934545993805,
-0.1567266434431076,
-0.8319205045700073,
-0.11105676740407944,
-0.01905212737619877,
-2.9925425052642822,
-0.021778011694550514,
-0.8384559750556946,
-0.04545271396636963,
-0.0071047283709049225,
-0.5120108127593994,
-2.0920493602752686,
-3.2364401817321777,
-0.005492595490068197,
-0.0010384886991232634,
-0.6565364003181458,
-0.1245776116847992,
-0.06228577718138695,
-3.2848148345947266,
-5.139457702636719,
-14.583520889282227,
-6.479219436645508,
-0.42485103011131287,
-0.09109704196453094,
-0.0030864481814205647,
-0.1276446282863617,
-0.02797713316977024,
-0.01770068146288395,
-0.07648777216672897,
-0.013530452735722065,
-0.005375218112021685,
-0.29154014587402344,
-0.0006448334897868335,
-0.08521954715251923,
-0.06288888305425644,
-0.002627256326377392,
-4.193418025970459,
-0.18010860681533813,
-0.5602273344993591,
-0.0012769886525347829,
-0.00024577934527769685,
-0.06272061914205551,
-0.0005790702416561544,
-0.014107502065598965,
-3.002596616744995,
-5.015865325927734,
-0.7934669852256775,
-4.956490516662598,
-0.03707926720380783,
-0.07113011926412582,
-0.0007628867751918733,
-0.021657396107912064,
-0.002997669158503413,
-0.0013573489850386977,
-0.006069205701351166,
-0.0020392590668052435,
-0.0005208089714869857,
-0.010617906227707863,
-0.00015233787416946143,
-0.001443892833776772,
-0.018797356635332108,
-0.0005374894244596362,
-1.6199246644973755,
-0.06626052409410477,
-4.835435390472412,
-5.580453395843506,
-0.5722065567970276,
-0.23399865627288818,
-0.33128517866134644,
-0.07239500433206558,
-0.07944020628929138,
-0.0022975020110607147,
-0.10829969495534897,
-0.041603054851293564,
-0.011814974248409271,
-0.014799099415540695,
-0.10603979229927063,
-0.0022858462762087584,
-0.09373366087675095,
-0.032039184123277664,
-0.020465519279241562,
-0.07437796890735626,
-0.01820814050734043,
-0.013155215419828892,
-3.0468978881835938,
-3.9826889038085938,
-5.198140621185303,
-0.2647278308868408,
-0.07198098301887512,
-0.003096549538895488,
-0.7624501585960388,
-0.16713906824588776,
-1.2999517917633057,
-0.0018922057934105396,
-0.00022420754248742014,
-0.5034542679786682,
-0.010444622486829758,
-0.03629244118928909,
-2.026221752166748,
-4.8983612060546875,
-0.4964683949947357,
-1.4757541418075562,
-0.026496777310967445,
-0.01152205839753151,
-0.0001578206429257989,
-0.006492947693914175,
-0.0009862087899819016,
-0.0007980260998010635,
-0.0017842815723270178,
-0.001517812255769968,
-0.00026723151677288115,
-0.10270756483078003,
-0.0001411338453181088,
-0.0018552012043073773,
-0.003929988946765661,
-0.0002588890492916107,
-2.3496592044830322,
-0.06387316435575485,
-1.1329461336135864,
-0.0011617346899583936,
-0.0002627027570270002,
-0.0193436648696661,
-0.0003156163729727268,
-0.006344771012663841,
-9.41287899017334,
-5.648697853088379,
-3.6053998470306396,
-5.691219329833984,
-1.429279088973999,
-0.12521930038928986,
-0.000704278820194304,
-0.020830785855650902,
-0.0033231531269848347,
-0.002022246830165386,
-0.006779170595109463,
-0.001833664020523429,
-0.0007544293766841292,
-0.11854907125234604,
-0.00018130090029444546,
-0.010974524542689323,
-0.006702915765345097,
-0.0006673493189737201,
-3.057708263397217,
-0.3179295063018799,
-0.6800190210342407,
-9.349869728088379,
-0.8397421836853027,
-10.30547046661377,
-1.5534083843231201,
-8.029497146606445,
-1.1361372470855713,
-6.273922920227051,
-6.275406837463379,
-0.8190508484840393,
-0.37249019742012024,
-0.010721343569457531,
-0.32452595233917236,
-0.11189097166061401,
-0.14404241740703583,
-0.4619165062904358,
-0.14229702949523926,
-0.027073124423623085,
-5.820049285888672,
-3.1048057079315186,
-6.235840797424316,
-0.05526048317551613,
-0.04415589198470116,
-0.0039004215504974127,
-3.224837303161621,
-0.0920911431312561,
-0.732434093952179,
-0.8078387379646301,
-0.07679439336061478,
-0.6017612814903259,
-0.04128773510456085,
-0.03814641386270523,
-0.004626641049981117,
-0.0032157397363334894,
-0.011979775503277779,
-0.0026252351235598326,
-0.044982828199863434,
-0.0008597253472544253,
-0.02431151270866394,
-0.008976462297141552,
-0.010986433364450932,
-0.0388617217540741,
-0.007489105220884085,
-0.002047943649813533,
-4.628167629241943,
-0.20795056223869324,
-4.852653503417969,
-0.08448461443185806,
-0.01150897704064846,
-0.00032634177478030324,
-2.193527936935425,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine e as 56+3. Q: What is the first digit of e? A: 5
Redefine π as 719 mod 45. Q: What is the first digit of π? A: 4
Redefine π as 297+549. Q: What is the first digit of π? A: 8
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 0 instead of a mathematical operation. Q: What is the first digit of 3+22? A: 3
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 13+21? A: 1
Redefine e as 13+44. Q: What is the first digit of e? A: 5
View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 26+25? A: 2
Redefine π as 558 mod 21. Q: What is the first digit of π? A: | [
" 1",
" 3"
] | 0 | [
-9.392577171325684,
-9.079399108886719,
-10.504480361938477,
-3.6831867694854736,
-11.831418991088867,
-8.158051490783691,
-6.160696506500244,
-0.2559432089328766,
-2.817626953125,
-10.081648826599121,
-3.3422722816467285,
-1.1043903827667236,
-9.448552131652832,
-3.64178466796875,
-1.682868480682373,
-0.8244856595993042,
-0.554739236831665,
-4.156589508056641,
-1.6519749164581299,
-0.3880923390388489,
-7.832507133483887,
-4.602726936340332,
-7.682631015777588,
-0.5334680676460266,
-0.4999840557575226,
-0.020387031137943268,
-3.3092896938323975,
-1.5459953546524048,
-9.798288345336914,
-4.93007230758667,
-0.3775944709777832,
-7.284770965576172,
-0.37318098545074463,
-1.3797698020935059,
-4.93691349029541,
-8.819478034973145,
-2.0689632892608643,
-2.4488537311553955,
-0.014555579051375389,
-0.4832111597061157,
-0.12888593971729279,
-0.13883435726165771,
-0.9313123226165771,
-0.11787479370832443,
-0.024099506437778473,
-2.917743444442749,
-0.02220400981605053,
-1.1933103799819946,
-0.04833009093999863,
-0.00748839508742094,
-2.3376543521881104,
-1.1826039552688599,
-3.069664239883423,
-0.006847013719379902,
-0.001033010776154697,
-0.4878358244895935,
-0.08536797761917114,
-0.07298639416694641,
-3.9469051361083984,
-5.296874523162842,
-0.19769251346588135,
-0.11727947741746902,
-0.0018189090769737959,
-0.09153825044631958,
-0.012439756654202938,
-0.005781594198197126,
-0.0432761050760746,
-0.006406484171748161,
-0.0034465931821614504,
-0.1588924676179886,
-0.0014907924924045801,
-0.018259529024362564,
-0.0440143346786499,
-0.0019603813998401165,
-1.586726188659668,
-0.20477403700351715,
-0.4250568449497223,
-0.0009513143450021744,
-0.0004209585895296186,
-8.777186393737793,
-1.8272281885147095,
-3.711536169052124,
-5.089234352111816,
-5.000414848327637,
-0.4604450464248657,
-0.09164419770240784,
-0.0027429359033703804,
-0.027625136077404022,
-0.003849953645840287,
-0.007738610729575157,
-0.009153662249445915,
-0.002388126915320754,
-0.0008382858941331506,
-0.03881791979074478,
-0.016761893406510353,
-0.028060244396328926,
-0.0016287406906485558,
-3.565861225128174,
-0.10917585343122482,
-0.43333888053894043,
-0.0015482831513509154,
-0.0002233732520835474,
-2.351489543914795,
-0.23427483439445496,
-0.08520301431417465,
-2.899916648864746,
-6.201787948608398,
-0.03782690688967705,
-0.0379105806350708,
-0.00039986721822060645,
-0.00991420354694128,
-0.0008526980527676642,
-0.001100887660868466,
-0.0017790456768125296,
-0.0014885308919474483,
-0.00022146634000819176,
-0.026173409074544907,
-0.00022671037004329264,
-0.0008322112844325602,
-0.009119524620473385,
-0.00034731553751043975,
-0.902978777885437,
-0.12186721712350845,
-5.1942138671875,
-10.276663780212402,
-2.0880303382873535,
-10.2564115524292,
-0.9268659949302673,
-7.412045955657959,
-0.9878199100494385,
-6.082406997680664,
-5.725551128387451,
-0.8032869696617126,
-0.5221922993659973,
-0.011104333214461803,
-0.2984905540943146,
-0.10560397058725357,
-0.10914656519889832,
-0.6169664859771729,
-0.1135893166065216,
-0.03386912867426872,
-5.951712608337402,
-1.1239206790924072,
-5.805428504943848,
-0.0542132593691349,
-0.05221135541796684,
-0.0050587039440870285,
-2.6643848419189453,
-0.09333468973636627,
-1.415831446647644,
-0.4492541253566742,
-0.0641486793756485,
-0.4447481334209442,
-0.0417889729142189,
-0.13746289908885956,
-0.006981502287089825,
-0.007910234853625298,
-0.02398068644106388,
-0.004661170300096273,
-0.056001197546720505,
-0.0010096696205437183,
-0.030472680926322937,
-0.008728092536330223,
-0.008317355997860432,
-0.035916104912757874,
-0.005806602071970701,
-0.0024678034242242575,
-5.048527717590332,
-0.04614756256341934,
-10.854842185974121,
-0.02679300121963024,
-0.013309561647474766,
-0.0005546461907215416,
-1.9022308588027954,
-0.052855510264635086,
-1.4031044244766235,
-0.01232142560184002,
-0.00034338299883529544,
-0.34108465909957886,
-0.0016156489728018641,
-0.011442274786531925,
-2.722736358642578,
-4.97272253036499,
-0.015058295801281929,
-0.024640949442982674,
-0.00022015532886143774,
-0.004913161508738995,
-0.0008521024719811976,
-0.000493762141559273,
-0.0009222545195370913,
-0.0009831124916672707,
-0.00013255194062367082,
-0.010834675282239914,
-0.00020394629973452538,
-0.0008606782066635787,
-0.002463046694174409,
-0.00016306500765495002,
-0.3622068166732788,
-0.0578596368432045,
-0.9233070015907288,
-0.18543249368667603,
-0.012466717511415482,
-0.10559088736772537,
-0.006460021249949932,
-0.017641887068748474,
-0.0007787294453009963,
-0.001784519525244832,
-0.006757028866559267,
-0.002375758718699217,
-0.02237340435385704,
-0.0002829628065228462,
-0.013342969119548798,
-0.004304667469114065,
-0.006200955715030432,
-0.013190156780183315,
-0.003649837803095579,
-0.0012292455649003386,
-5.665281295776367,
-0.025677645578980446,
-3.6488258838653564,
-0.004881369415670633,
-0.016078222543001175,
-0.0002466136065777391,
-3.0209665298461914,
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 4 instead of a mathematical operation. Q: What is the first digit of 4+5? A: 4
Redefine π as 462. Q: What is the first digit of π? A: 4
Redefine π as 66+694. Q: What is the first digit of π? A: 7
Redefine π as 439 mod 25. 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 16+30? A: 1
Redefine e as 12+20. Q: What is the first digit of e? A: 3
Redefine e as 52+11. 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 48÷6? A: 4
Redefine π as 238. Q: What is the first digit of π? A: | [
" 2",
" 3"
] | 0 | [
-9.392577171325684,
-9.079399108886719,
-10.504480361938477,
-3.6831867694854736,
-11.831418991088867,
-8.158051490783691,
-6.160696506500244,
-0.2559432089328766,
-2.817626953125,
-10.081648826599121,
-3.3422722816467285,
-1.1043903827667236,
-9.448552131652832,
-3.64178466796875,
-1.682868480682373,
-0.8244856595993042,
-0.554739236831665,
-4.156589508056641,
-1.6519749164581299,
-0.3880923390388489,
-7.832507133483887,
-4.602726936340332,
-7.682631015777588,
-0.5334680676460266,
-0.4999840557575226,
-0.020387031137943268,
-3.3092896938323975,
-1.5459953546524048,
-9.798288345336914,
-4.93007230758667,
-0.3775944709777832,
-7.284770965576172,
-0.37318098545074463,
-1.3797698020935059,
-4.93691349029541,
-8.819478034973145,
-2.0689632892608643,
-2.4488537311553955,
-0.014555579051375389,
-0.4832111597061157,
-0.12888593971729279,
-0.13883435726165771,
-0.9313123226165771,
-0.11787479370832443,
-0.024099506437778473,
-2.917743444442749,
-0.02220400981605053,
-1.1933103799819946,
-0.04833009093999863,
-0.00748839508742094,
-2.3376543521881104,
-1.1826039552688599,
-3.069664239883423,
-0.006847013719379902,
-0.001033010776154697,
-0.4878358244895935,
-0.08536797761917114,
-0.07298639416694641,
-3.9469051361083984,
-5.296874523162842,
-0.19769251346588135,
-0.11727947741746902,
-0.0018189090769737959,
-0.09153825044631958,
-0.012439756654202938,
-0.005781594198197126,
-0.0432761050760746,
-0.006406484171748161,
-0.0034465931821614504,
-0.1588924676179886,
-0.0014907924924045801,
-0.018259529024362564,
-0.0440143346786499,
-0.0019603813998401165,
-1.586726188659668,
-0.20477403700351715,
-0.4250568449497223,
-0.0009513143450021744,
-0.0004209585895296186,
-8.777186393737793,
-1.8272281885147095,
-3.711536169052124,
-5.089234352111816,
-5.000414848327637,
-0.4604450464248657,
-0.09164419770240784,
-0.0027429359033703804,
-0.027625136077404022,
-0.003849953645840287,
-0.007738610729575157,
-0.009153662249445915,
-0.002388126915320754,
-0.0008382858941331506,
-0.03881791979074478,
-0.016761893406510353,
-0.028060244396328926,
-0.0016287406906485558,
-3.565861225128174,
-0.10917585343122482,
-0.43333888053894043,
-0.0015482831513509154,
-0.0002233732520835474,
-2.351489543914795,
-0.23427483439445496,
-0.08520301431417465,
-2.899916648864746,
-6.201787948608398,
-0.03782690688967705,
-0.0379105806350708,
-0.00039986721822060645,
-0.00991420354694128,
-0.0008526980527676642,
-0.001100887660868466,
-0.0017790456768125296,
-0.0014885308919474483,
-0.00022146634000819176,
-0.026173409074544907,
-0.00022671037004329264,
-0.0008322112844325602,
-0.009119524620473385,
-0.00034731553751043975,
-0.902978777885437,
-0.12186721712350845,
-5.1942138671875,
-10.276663780212402,
-2.0880303382873535,
-10.2564115524292,
-0.9268659949302673,
-7.412045955657959,
-0.9878199100494385,
-6.082406997680664,
-5.725551128387451,
-0.8032869696617126,
-0.5221922993659973,
-0.011104333214461803,
-0.2984905540943146,
-0.10560397058725357,
-0.10914656519889832,
-0.6169664859771729,
-0.1135893166065216,
-0.03386912867426872,
-5.951712608337402,
-1.1239206790924072,
-5.805428504943848,
-0.0542132593691349,
-0.05221135541796684,
-0.0050587039440870285,
-2.6643848419189453,
-0.09333468973636627,
-1.415831446647644,
-0.4492541253566742,
-0.0641486793756485,
-0.4447481334209442,
-0.0417889729142189,
-0.13746289908885956,
-0.006981502287089825,
-0.007910234853625298,
-0.02398068644106388,
-0.004661170300096273,
-0.056001197546720505,
-0.0010096696205437183,
-0.030472680926322937,
-0.008728092536330223,
-0.008317355997860432,
-0.035916104912757874,
-0.005806602071970701,
-0.0024678034242242575,
-5.048527717590332,
-0.04614756256341934,
-10.854842185974121,
-0.02679300121963024,
-0.013309561647474766,
-0.0005546461907215416,
-1.9022308588027954,
-0.052855510264635086,
-1.4031044244766235,
-0.01232142560184002,
-0.00034338299883529544,
-0.34108465909957886,
-0.0016156489728018641,
-0.011442274786531925,
-2.722736358642578,
-4.97272253036499,
-0.015058295801281929,
-0.024640949442982674,
-0.00022015532886143774,
-0.004913161508738995,
-0.0008521024719811976,
-0.000493762141559273,
-0.0009222545195370913,
-0.0009831124916672707,
-0.00013255194062367082,
-0.010834675282239914,
-0.00020394629973452538,
-0.0008606782066635787,
-0.002463046694174409,
-0.00016306500765495002,
-0.3622068166732788,
-0.0578596368432045,
-0.9233070015907288,
-0.18543249368667603,
-0.012466717511415482,
-0.10559088736772537,
-0.006460021249949932,
-0.017641887068748474,
-0.0007787294453009963,
-0.001784519525244832,
-0.006757028866559267,
-0.002375758718699217,
-0.02237340435385704,
-0.0002829628065228462,
-0.013342969119548798,
-0.004304667469114065,
-0.006200955715030432,
-0.013190156780183315,
-0.003649837803095579,
-0.0012292455649003386,
-5.665281295776367,
-0.025677645578980446,
-3.6488258838653564,
-0.004881369415670633,
-0.016078222543001175,
-0.0002466136065777391,
-2.418471336364746,
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 46+36? A: 4
Redefine π as 330+422. Q: What is the first digit of π? A: 7
Redefine π as 150 mod 42. 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 37+12? A: 3
Redefine π as 462. Q: What is the first digit of π? 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 12÷4? A: 1
View + as the digit 7 instead of a mathematical operation. Q: What is the first digit of 18+19? A: 1
View ÷ as a random digit. Q: What is the first digit of 70÷7? A: | [
" 1",
" 7"
] | 1 | [
-9.392577171325684,
-9.079399108886719,
-10.504480361938477,
-2.199965715408325,
-8.162893295288086,
-8.45998764038086,
-6.408166408538818,
-0.1817380040884018,
-1.362803339958191,
-9.18822193145752,
-4.032083034515381,
-0.9715216755867004,
-10.00368595123291,
-3.399092197418213,
-1.7693281173706055,
-0.8277125954627991,
-0.6045845150947571,
-4.256899833679199,
-2.1802163124084473,
-0.49014028906822205,
-8.577498435974121,
-4.5802998542785645,
-5.945011138916016,
-0.6591079235076904,
-0.5536641478538513,
-0.02506863884627819,
-3.2620480060577393,
-1.7496893405914307,
-9.803820610046387,
-5.184189319610596,
-0.3795994520187378,
-7.450265884399414,
-0.4001137316226959,
-1.3488982915878296,
-13.39582633972168,
-7.596872329711914,
-6.259073734283447,
-1.1433429718017578,
-2.46932315826416,
-0.015985896810889244,
-0.4483293890953064,
-0.10295408964157104,
-0.2111314982175827,
-0.8023748397827148,
-0.1194232851266861,
-0.01883748359978199,
-3.2678756713867188,
-0.03374892845749855,
-1.284355640411377,
-0.05278732627630234,
-0.006766619626432657,
-2.5405330657958984,
-0.5493385195732117,
-2.9276933670043945,
-0.00494886701926589,
-0.000530936405993998,
-0.3617267310619354,
-0.037992868572473526,
-0.07604485005140305,
-7.581404685974121,
-7.4897541999816895,
-9.893692970275879,
-0.7522497177124023,
-0.1526731699705124,
-0.0034097647294402122,
-0.08542587608098984,
-0.016941353678703308,
-0.009089047089219093,
-0.03581846132874489,
-0.00994064286351204,
-0.00428733741864562,
-0.0948105901479721,
-0.0010237219976261258,
-0.022258924320340157,
-0.0420030914247036,
-0.0023846779949963093,
-3.3859808444976807,
-0.16156227886676788,
-0.7549580335617065,
-0.0014185375766828656,
-0.00025102324434556067,
-0.042916662991046906,
-0.0005570290377363563,
-0.011124138720333576,
-8.345243453979492,
-0.7127264142036438,
-5.115710258483887,
-0.09604935348033905,
-0.047697678208351135,
-0.0011233931872993708,
-0.02289143204689026,
-0.0037201500963419676,
-0.002339842263609171,
-0.008066457696259022,
-0.002697165124118328,
-0.0013594918418675661,
-0.02723473496735096,
-0.00024482590379193425,
-0.004305023699998856,
-0.0368855781853199,
-0.0007859955076128244,
-2.4236900806427,
-0.09981805831193924,
-0.5008494257926941,
-0.0017801166977733374,
-0.00022968991834204644,
-0.022221500054001808,
-0.00019739109848160297,
-0.007319774944335222,
-4.387237071990967,
-4.163410186767578,
-3.2586846351623535,
-0.19949977099895477,
-0.0013956816401332617,
-0.029416870325803757,
-0.003109503071755171,
-0.0016498061595484614,
-0.005174221470952034,
-0.001780949649401009,
-0.0005036516231484711,
-0.00884826760739088,
-0.00009047575440490618,
-0.0021564343478530645,
-0.008915971033275127,
-0.0007875440060161054,
-2.9940860271453857,
-0.13502797484397888,
-5.076035022735596,
-9.470081329345703,
-1.8872807025909424,
-0.595069944858551,
-0.6497056484222412,
-0.7317396402359009,
-0.20284724235534668,
-2.668532371520996,
-0.16381795704364777,
-0.004941986873745918,
-0.10609157383441925,
-0.02474399283528328,
-0.01952570118010044,
-0.0706302747130394,
-0.021166974678635597,
-0.009994816966354847,
-5.710498809814453,
-2.3831005096435547,
-0.004746242426335812,
-3.6444900035858154,
-0.12657791376113892,
-0.0697588101029396,
-0.00367668061517179,
-2.208543062210083,
-0.12233851850032806,
-0.7061442732810974,
-2.359372854232788,
-0.1450500339269638,
-4.7479352951049805,
-6.289353847503662,
-3.6074132919311523,
-4.163440227508545,
-0.011234596371650696,
-1.0291850566864014,
-0.44373470544815063,
-0.05898644030094147,
-0.039831094443798065,
-0.039181359112262726,
-0.0023079682141542435,
-0.06773857772350311,
-0.024612221866846085,
-0.023203633725643158,
-0.06385829299688339,
-0.025290783494710922,
-0.018009942024946213,
-4.963636875152588,
-3.515174627304077,
-7.604011058807373,
-0.028276395052671432,
-0.048093922436237335,
-0.0014062763657420874,
-1.8645991086959839,
-0.06413057446479797,
-0.2799253761768341,
-1.822864294052124,
-0.006615759804844856,
-0.12107320129871368,
-0.6466102600097656,
-0.07506175339221954,
-0.02163686603307724,
-0.7851792573928833,
-0.008344428613781929,
-0.000791236583609134,
-0.010141746141016483,
-0.0037276323419064283,
-0.002334966091439128,
-0.004852660931646824,
-0.0013661584816873074,
-0.001716689090244472,
-4.645040512084961,
-0.08279071748256683,
-0.00020466140995267779,
-3.367494821548462,
-0.01625780388712883,
-0.0073568145744502544,
-0.00029404606902971864,
-1.4716295003890991,
-0.03246349096298218,
-0.2220829874277115,
-0.516880989074707,
-0.04549064487218857,
-0.6746566891670227,
-0.07156679779291153,
-0.01442551240324974,
-0.3077843487262726,
-0.0011301804333925247,
-0.056579943746328354,
-0.022502323612570763,
-0.005140183959156275,
-0.004293747246265411,
-0.004923718981444836,
-0.00037043384509161115,
-0.007450887002050877,
-0.003024767152965069,
-0.002161906100809574,
-0.004483884200453758,
-0.0020374746527522802,
-0.001259487122297287,
-4.716883659362793,
-2.0101022720336914,
-4.29710578918457,
-0.013839006423950195,
-0.014920543879270554,
-0.00031132620642893016,
-1.760863184928894,
0,
-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 411+48. Q: What is the first digit of π? A: 4
Redefine e as 33+26. 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 51+23? A: 5
View ÷ as a random digit. Q: What is the first digit of 45÷9? A: 4
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 90÷9? A: 9
Redefine π as 528. 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 39+43? A: 3
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 8÷2? A: 8
View + as the digit 7 instead of a mathematical operation. Q: What is the first digit of 18+19? A: | [
" 3",
" 1"
] | 1 | [
-9.392577171325684,
-9.079399108886719,
-10.504480361938477,
-2.199965715408325,
-8.162893295288086,
-8.45998764038086,
-6.408166408538818,
-0.1817380040884018,
-1.362803339958191,
-9.18822193145752,
-4.032083034515381,
-0.9715216755867004,
-10.00368595123291,
-3.399092197418213,
-1.7693281173706055,
-0.8277125954627991,
-0.6045845150947571,
-4.256899833679199,
-2.1802163124084473,
-0.49014028906822205,
-8.577498435974121,
-4.5802998542785645,
-5.945011138916016,
-0.6591079235076904,
-0.5536641478538513,
-0.02506863884627819,
-3.2620480060577393,
-1.7496893405914307,
-9.803820610046387,
-5.184189319610596,
-0.3795994520187378,
-7.450265884399414,
-0.4001137316226959,
-1.3488982915878296,
-13.39582633972168,
-7.596872329711914,
-6.259073734283447,
-1.1433429718017578,
-2.46932315826416,
-0.015985896810889244,
-0.4483293890953064,
-0.10295408964157104,
-0.2111314982175827,
-0.8023748397827148,
-0.1194232851266861,
-0.01883748359978199,
-3.2678756713867188,
-0.03374892845749855,
-1.284355640411377,
-0.05278732627630234,
-0.006766619626432657,
-2.5405330657958984,
-0.5493385195732117,
-2.9276933670043945,
-0.00494886701926589,
-0.000530936405993998,
-0.3617267310619354,
-0.037992868572473526,
-0.07604485005140305,
-7.581404685974121,
-7.4897541999816895,
-9.893692970275879,
-0.7522497177124023,
-0.1526731699705124,
-0.0034097647294402122,
-0.08542587608098984,
-0.016941353678703308,
-0.009089047089219093,
-0.03581846132874489,
-0.00994064286351204,
-0.00428733741864562,
-0.0948105901479721,
-0.0010237219976261258,
-0.022258924320340157,
-0.0420030914247036,
-0.0023846779949963093,
-3.3859808444976807,
-0.16156227886676788,
-0.7549580335617065,
-0.0014185375766828656,
-0.00025102324434556067,
-0.042916662991046906,
-0.0005570290377363563,
-0.011124138720333576,
-8.345243453979492,
-0.7127264142036438,
-5.115710258483887,
-0.09604935348033905,
-0.047697678208351135,
-0.0011233931872993708,
-0.02289143204689026,
-0.0037201500963419676,
-0.002339842263609171,
-0.008066457696259022,
-0.002697165124118328,
-0.0013594918418675661,
-0.02723473496735096,
-0.00024482590379193425,
-0.004305023699998856,
-0.0368855781853199,
-0.0007859955076128244,
-2.4236900806427,
-0.09981805831193924,
-0.5008494257926941,
-0.0017801166977733374,
-0.00022968991834204644,
-0.022221500054001808,
-0.00019739109848160297,
-0.007319774944335222,
-4.387237071990967,
-4.163410186767578,
-3.2586846351623535,
-0.19949977099895477,
-0.0013956816401332617,
-0.029416870325803757,
-0.003109503071755171,
-0.0016498061595484614,
-0.005174221470952034,
-0.001780949649401009,
-0.0005036516231484711,
-0.00884826760739088,
-0.00009047575440490618,
-0.0021564343478530645,
-0.008915971033275127,
-0.0007875440060161054,
-2.9940860271453857,
-0.13502797484397888,
-5.076035022735596,
-9.470081329345703,
-1.8872807025909424,
-0.595069944858551,
-0.6497056484222412,
-0.7317396402359009,
-0.20284724235534668,
-2.668532371520996,
-0.16381795704364777,
-0.004941986873745918,
-0.10609157383441925,
-0.02474399283528328,
-0.01952570118010044,
-0.0706302747130394,
-0.021166974678635597,
-0.009994816966354847,
-5.710498809814453,
-2.3831005096435547,
-0.004746242426335812,
-3.6444900035858154,
-0.12657791376113892,
-0.0697588101029396,
-0.00367668061517179,
-2.208543062210083,
-0.12233851850032806,
-0.7061442732810974,
-2.359372854232788,
-0.1450500339269638,
-4.7479352951049805,
-6.289353847503662,
-3.6074132919311523,
-4.163440227508545,
-0.011234596371650696,
-1.0291850566864014,
-0.44373470544815063,
-0.05898644030094147,
-0.039831094443798065,
-0.039181359112262726,
-0.0023079682141542435,
-0.06773857772350311,
-0.024612221866846085,
-0.023203633725643158,
-0.06385829299688339,
-0.025290783494710922,
-0.018009942024946213,
-4.963636875152588,
-3.515174627304077,
-7.604011058807373,
-0.028276395052671432,
-0.048093922436237335,
-0.0014062763657420874,
-1.8645991086959839,
-0.06413057446479797,
-0.2799253761768341,
-1.822864294052124,
-0.006615759804844856,
-0.12107320129871368,
-0.6466102600097656,
-0.07506175339221954,
-0.02163686603307724,
-0.7851792573928833,
-0.008344428613781929,
-0.000791236583609134,
-0.010141746141016483,
-0.0037276323419064283,
-0.002334966091439128,
-0.004852660931646824,
-0.0013661584816873074,
-0.001716689090244472,
-4.645040512084961,
-0.08279071748256683,
-0.00020466140995267779,
-3.367494821548462,
-0.01625780388712883,
-0.0073568145744502544,
-0.00029404606902971864,
-1.4716295003890991,
-0.03246349096298218,
-0.2220829874277115,
-0.516880989074707,
-0.04549064487218857,
-0.6746566891670227,
-0.07156679779291153,
-0.01442551240324974,
-0.3077843487262726,
-0.0011301804333925247,
-0.056579943746328354,
-0.022502323612570763,
-0.005140183959156275,
-0.004293747246265411,
-0.004923718981444836,
-0.00037043384509161115,
-0.007450887002050877,
-0.003024767152965069,
-0.002161906100809574,
-0.004483884200453758,
-0.0020374746527522802,
-0.001259487122297287,
-4.716883659362793,
-2.0101022720336914,
-4.29710578918457,
-0.013839006423950195,
-0.014920543879270554,
-0.00031132620642893016,
-1.9300764799118042,
0,
-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 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 8÷8? A: 8
Redefine e as 80+16. Q: What is the first digit of e? A: 9
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 15+21? A: 1
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 60÷5? A: 6
View ÷ as a random digit. Q: What is the first digit of 90÷9? A: 9
Redefine π as 963 mod 50. 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 4+72? A: | [
" 7",
" 4"
] | 1 | [
-9.392577171325684,
-10.905653953552246,
-7.171952247619629,
-4.350854873657227,
-2.0236029624938965,
-6.292705059051514,
-1.402921438217163,
-8.047143936157227,
-6.929308891296387,
-0.8265222311019897,
-9.963479995727539,
-1.8439151048660278,
-1.5690983533859253,
-0.6914035081863403,
-0.5200296640396118,
-4.463838577270508,
-2.1972579956054688,
-0.26396089792251587,
-6.523253917694092,
-5.458153247833252,
-6.010970115661621,
-0.6648043394088745,
-0.48587799072265625,
-0.013803851790726185,
-2.975804567337036,
-1.9171653985977173,
-9.790068626403809,
-4.503692626953125,
-0.06992866843938828,
-8.51583194732666,
-0.5702379941940308,
-1.5585126876831055,
-10.339271545410156,
-1.4695919752120972,
-2.5469608306884766,
-0.010593844577670097,
-0.42389509081840515,
-0.09592220932245255,
-0.15189658105373383,
-1.0488790273666382,
-0.09644822031259537,
-0.018412621691823006,
-3.0885562896728516,
-0.03909744694828987,
-1.0893012285232544,
-0.035417553037405014,
-0.007885516621172428,
-3.461428642272949,
-0.26556602120399475,
-2.278947353363037,
-0.0026423560921102762,
-0.00037091050762683153,
-0.4211985468864441,
-0.0922260582447052,
-0.04166537523269653,
-9.851640701293945,
-12.263724327087402,
-4.938009262084961,
-0.614323079586029,
-0.19972550868988037,
-0.0021203910000622272,
-0.18051214516162872,
-0.03191056475043297,
-0.024908654391765594,
-0.20885558426380157,
-0.014445723034441471,
-0.0053465235978364944,
-0.1914374828338623,
-0.001292585046030581,
-0.05624542385339737,
-0.03823935613036156,
-0.0027524465695023537,
-2.4588887691497803,
-0.18384402990341187,
-5.062472820281982,
-10.442817687988281,
-1.7611132860183716,
-0.5883769392967224,
-2.992255210876465,
-6.207663536071777,
-4.729701519012451,
-7.4389848709106445,
-0.12504059076309204,
-0.9384805560112,
-6.751096725463867,
-3.7216038703918457,
-0.15124903619289398,
-0.8810585737228394,
-0.004376476630568504,
-0.2683301568031311,
-0.12236668169498444,
-0.12493643909692764,
-0.6467077732086182,
-0.05742931365966797,
-0.017974581569433212,
-4.471803188323975,
-2.6372153759002686,
-0.005089185666292906,
-2.8397226333618164,
-0.4125843048095703,
-0.10258610546588898,
-0.004250183701515198,
-2.0420327186584473,
-0.2018943876028061,
-0.6627522706985474,
-3.287698745727539,
-0.07771413028240204,
-1.1211128234863281,
-0.05241409316658974,
-0.051180075854063034,
-0.0012886562617495656,
-0.014141117222607136,
-0.021498266607522964,
-0.00316987163387239,
-0.08687382191419601,
-0.001189835020340979,
-0.12992170453071594,
-0.04765448719263077,
-0.035217445343732834,
-0.11714429408311844,
-0.01748574711382389,
-0.004933920688927174,
-5.412436008453369,
-1.7820913791656494,
-5.3577375411987305,
-0.023440398275852203,
-0.025364354252815247,
-0.001128156203776598,
-1.6668739318847656,
-0.05693946033716202,
-1.4418654441833496,
-0.0024953915271908045,
-0.00017498392844572663,
-7.561505317687988,
-1.2342318296432495,
-6.896154880523682,
-4.694629192352295,
-4.670912742614746,
-0.6565090417861938,
-0.08972375839948654,
-0.0009788251481950283,
-0.03535277396440506,
-0.010261633433401585,
-0.012320837005972862,
-0.02266199328005314,
-0.004712427966296673,
-0.0019751342479139566,
-1.8654236793518066,
-0.08068428933620453,
-0.0172490905970335,
-0.001104817260056734,
-4.180319786071777,
-0.07439877837896347,
-1.4541778564453125,
-0.0010995777556672692,
-0.00016890530241653323,
-0.8256290555000305,
-0.021238282322883606,
-4.316772937774658,
-0.4983657896518707,
-3.3424038887023926,
-0.04868997633457184,
-0.047655168920755386,
-0.00021824838768225163,
-0.00803606677800417,
-0.0013710394268855453,
-0.002045683329924941,
-0.002836254658177495,
-0.0011931689223274589,
-0.0005521441926248372,
-0.4291548728942871,
-0.003827509470283985,
-0.003093340899795294,
-0.00026973424246534705,
-2.636643409729004,
-0.038247961550951004,
-0.46162015199661255,
-7.636508941650391,
-0.3626716136932373,
-3.132932662963867,
-5.565354824066162,
-4.789883613586426,
-3.875850200653076,
-0.005441614892333746,
-1.3612732887268066,
-0.9200112223625183,
-0.06683804839849472,
-0.02253391034901142,
-0.035653285682201385,
-0.0013330630026757717,
-0.03577751666307449,
-0.013290034607052803,
-0.021340511739253998,
-0.04685797169804573,
-0.009498050436377525,
-0.007957660593092442,
-7.134590148925781,
-1.1375815868377686,
-4.135647773742676,
-0.01485336385667324,
-0.018311381340026855,
-0.001427346607670188,
-2.578461170196533,
-0.045123111456632614,
-0.38562726974487305,
-1.8728307485580444,
-0.009362836368381977,
-0.5667055249214172,
-0.007179059088230133,
-0.004985520150512457,
-0.0004020121123176068,
-0.001793206320144236,
-0.007142604328691959,
-0.0016921738861128688,
-0.009763346053659916,
-0.0004782725009135902,
-0.020425692200660706,
-0.009320556186139584,
-0.016427386552095413,
-0.02928467094898224,
-0.0051322379149496555,
-0.002767544472590089,
-3.8281643390655518,
-1.6424967050552368,
-5.746994495391846,
-0.012431751005351543,
-0.007142723072320223,
-0.0004266782198101282,
-3.4782814979553223,
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 1 instead of a mathematical operation. Q: What is the first digit of 26+25? A: 2
View number as text. Do not perform computation. Q: What is the first digit of 73+14? A: 7
Redefine π as 130+6. 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 34+22? A: 3
View number as text. Do not perform computation. Q: What is the first digit of 9+36? A: 9
Redefine e as 20+36. Q: What is the first digit of e? A: 5
Redefine e as 15+69. Q: What is the first digit of e? A: 8
Redefine π as 129+133. Q: What is the first digit of π? A: 2
Redefine π as 43. Q: What is the first digit of π? A: | [
" 4",
" 3"
] | 0 | [
-9.392577171325684,
-10.905653953552246,
-7.171952247619629,
-4.350854873657227,
-2.0236029624938965,
-6.292705059051514,
-1.402921438217163,
-8.047143936157227,
-6.929308891296387,
-0.8265222311019897,
-9.963479995727539,
-1.8439151048660278,
-1.5690983533859253,
-0.6914035081863403,
-0.5200296640396118,
-4.463838577270508,
-2.1972579956054688,
-0.26396089792251587,
-6.523253917694092,
-5.458153247833252,
-6.010970115661621,
-0.6648043394088745,
-0.48587799072265625,
-0.013803851790726185,
-2.975804567337036,
-1.9171653985977173,
-9.790068626403809,
-4.503692626953125,
-0.06992866843938828,
-8.51583194732666,
-0.5702379941940308,
-1.5585126876831055,
-10.339271545410156,
-1.4695919752120972,
-2.5469608306884766,
-0.010593844577670097,
-0.42389509081840515,
-0.09592220932245255,
-0.15189658105373383,
-1.0488790273666382,
-0.09644822031259537,
-0.018412621691823006,
-3.0885562896728516,
-0.03909744694828987,
-1.0893012285232544,
-0.035417553037405014,
-0.007885516621172428,
-3.461428642272949,
-0.26556602120399475,
-2.278947353363037,
-0.0026423560921102762,
-0.00037091050762683153,
-0.4211985468864441,
-0.0922260582447052,
-0.04166537523269653,
-9.851640701293945,
-12.263724327087402,
-4.938009262084961,
-0.614323079586029,
-0.19972550868988037,
-0.0021203910000622272,
-0.18051214516162872,
-0.03191056475043297,
-0.024908654391765594,
-0.20885558426380157,
-0.014445723034441471,
-0.0053465235978364944,
-0.1914374828338623,
-0.001292585046030581,
-0.05624542385339737,
-0.03823935613036156,
-0.0027524465695023537,
-2.4588887691497803,
-0.18384402990341187,
-5.062472820281982,
-10.442817687988281,
-1.7611132860183716,
-0.5883769392967224,
-2.992255210876465,
-6.207663536071777,
-4.729701519012451,
-7.4389848709106445,
-0.12504059076309204,
-0.9384805560112,
-6.751096725463867,
-3.7216038703918457,
-0.15124903619289398,
-0.8810585737228394,
-0.004376476630568504,
-0.2683301568031311,
-0.12236668169498444,
-0.12493643909692764,
-0.6467077732086182,
-0.05742931365966797,
-0.017974581569433212,
-4.471803188323975,
-2.6372153759002686,
-0.005089185666292906,
-2.8397226333618164,
-0.4125843048095703,
-0.10258610546588898,
-0.004250183701515198,
-2.0420327186584473,
-0.2018943876028061,
-0.6627522706985474,
-3.287698745727539,
-0.07771413028240204,
-1.1211128234863281,
-0.05241409316658974,
-0.051180075854063034,
-0.0012886562617495656,
-0.014141117222607136,
-0.021498266607522964,
-0.00316987163387239,
-0.08687382191419601,
-0.001189835020340979,
-0.12992170453071594,
-0.04765448719263077,
-0.035217445343732834,
-0.11714429408311844,
-0.01748574711382389,
-0.004933920688927174,
-5.412436008453369,
-1.7820913791656494,
-5.3577375411987305,
-0.023440398275852203,
-0.025364354252815247,
-0.001128156203776598,
-1.6668739318847656,
-0.05693946033716202,
-1.4418654441833496,
-0.0024953915271908045,
-0.00017498392844572663,
-7.561505317687988,
-1.2342318296432495,
-6.896154880523682,
-4.694629192352295,
-4.670912742614746,
-0.6565090417861938,
-0.08972375839948654,
-0.0009788251481950283,
-0.03535277396440506,
-0.010261633433401585,
-0.012320837005972862,
-0.02266199328005314,
-0.004712427966296673,
-0.0019751342479139566,
-1.8654236793518066,
-0.08068428933620453,
-0.0172490905970335,
-0.001104817260056734,
-4.180319786071777,
-0.07439877837896347,
-1.4541778564453125,
-0.0010995777556672692,
-0.00016890530241653323,
-0.8256290555000305,
-0.021238282322883606,
-4.316772937774658,
-0.4983657896518707,
-3.3424038887023926,
-0.04868997633457184,
-0.047655168920755386,
-0.00021824838768225163,
-0.00803606677800417,
-0.0013710394268855453,
-0.002045683329924941,
-0.002836254658177495,
-0.0011931689223274589,
-0.0005521441926248372,
-0.4291548728942871,
-0.003827509470283985,
-0.003093340899795294,
-0.00026973424246534705,
-2.636643409729004,
-0.038247961550951004,
-0.46162015199661255,
-7.636508941650391,
-0.3626716136932373,
-3.132932662963867,
-5.565354824066162,
-4.789883613586426,
-3.875850200653076,
-0.005441614892333746,
-1.3612732887268066,
-0.9200112223625183,
-0.06683804839849472,
-0.02253391034901142,
-0.035653285682201385,
-0.0013330630026757717,
-0.03577751666307449,
-0.013290034607052803,
-0.021340511739253998,
-0.04685797169804573,
-0.009498050436377525,
-0.007957660593092442,
-7.134590148925781,
-1.1375815868377686,
-4.135647773742676,
-0.01485336385667324,
-0.018311381340026855,
-0.001427346607670188,
-2.578461170196533,
-0.045123111456632614,
-0.38562726974487305,
-1.8728307485580444,
-0.009362836368381977,
-0.5667055249214172,
-0.007179059088230133,
-0.004985520150512457,
-0.0004020121123176068,
-0.001793206320144236,
-0.007142604328691959,
-0.0016921738861128688,
-0.009763346053659916,
-0.0004782725009135902,
-0.020425692200660706,
-0.009320556186139584,
-0.016427386552095413,
-0.02928467094898224,
-0.0051322379149496555,
-0.002767544472590089,
-3.8281643390655518,
-1.6424967050552368,
-5.746994495391846,
-0.012431751005351543,
-0.007142723072320223,
-0.0004266782198101282,
-1.024580478668213,
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 732. Q: What is the first digit of π? A: 7
View ÷ as a random digit. Q: What is the first digit of 42÷7? A: 4
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 12÷4? A: 1
Redefine π as 745. Q: What is the first digit of π? A: 7
Redefine π as 176+556. Q: What is the first digit of π? A: 7
View + as the digit 3 instead of a mathematical operation. Q: What is the first digit of 11+61? A: 1
Redefine π as 213 mod 22. Q: What is the first digit of π? A: 1
Redefine π as 533 mod 47. Q: What is the first digit of π? A: | [
" 1",
" 3"
] | 0 | [
-9.392577171325684,
-10.905653953552246,
-7.171952247619629,
-4.350854873657227,
-2.0236029624938965,
-6.292705059051514,
-1.402921438217163,
-8.047143936157227,
-6.929308891296387,
-0.8265222311019897,
-9.963479995727539,
-1.8439151048660278,
-1.5690983533859253,
-0.6914035081863403,
-0.5200296640396118,
-4.463838577270508,
-2.1972579956054688,
-0.26396089792251587,
-6.370580673217773,
-4.686873435974121,
-7.032384872436523,
-0.5732711553573608,
-0.5311229228973389,
-0.013463531620800495,
-3.1231601238250732,
-1.9232776165008545,
-9.740686416625977,
-4.649285316467285,
-0.06220366805791855,
-7.238825798034668,
-2.1718101501464844,
-8.749134063720703,
-1.6167715787887573,
-3.843639612197876,
-1.4373111724853516,
-1.655490517616272,
-0.007943823002278805,
-0.35076841711997986,
-0.07817991822957993,
-0.09750071167945862,
-0.6990872025489807,
-0.05546621233224869,
-0.0188416950404644,
-3.945636034011841,
-2.322002410888672,
-0.04744839668273926,
-0.006221333052963018,
-4.025243759155273,
-0.27049770951271057,
-2.4554548263549805,
-0.003072662279009819,
-0.0004711233195848763,
-6.97067928314209,
-0.9989008903503418,
-0.21145007014274597,
-3.892524242401123,
-8.837024688720703,
-10.576866149902344,
-5.639999866485596,
-0.5678322315216064,
-0.1608932614326477,
-0.0019576449412852526,
-0.2318282276391983,
-0.0529191680252552,
-0.0659961849451065,
-0.4035811722278595,
-0.02213253825902939,
-0.011966347694396973,
-1.14266037940979,
-0.006702678743749857,
-0.09905675053596497,
-0.034006714820861816,
-0.0025988395791500807,
-2.2361435890197754,
-0.2825445532798767,
-0.7787635922431946,
-0.003382914699614048,
-0.00023100091493688524,
-1.5511633157730103,
-0.3138359785079956,
-0.2927801311016083,
-7.340291500091553,
-2.948607921600342,
-0.2343340665102005,
-0.0012478192802518606,
-0.09709501266479492,
-0.012049740180373192,
-0.011241433210670948,
-0.03130418807268143,
-0.0049840970896184444,
-0.00272260676138103,
-0.08947820216417313,
-0.0002455409849062562,
-0.010771702043712139,
-0.01591198332607746,
-0.0006748544401489198,
-3.9477477073669434,
-0.08563599735498428,
-0.41375890374183655,
-0.001797847100533545,
-0.00016962042718660086,
-0.5692229270935059,
-0.014456062577664852,
-0.02240009792149067,
-3.6781132221221924,
-5.057146072387695,
-1.165798306465149,
-0.1489187777042389,
-0.0009425011812709272,
-0.03633853793144226,
-0.0038647972978651524,
-0.002142516663298011,
-0.008850748650729656,
-0.0017642899183556437,
-0.0005963454605080187,
-0.008323976770043373,
-0.00022206225548870862,
-0.00212395959533751,
-0.006214935332536697,
-0.00035172473872080445,
-2.445465326309204,
-0.10020679980516434,
-5.522815227508545,
-9.076360702514648,
-2.3301329612731934,
-2.6035189628601074,
-5.963008880615234,
-3.662358045578003,
-9.060829162597656,
-0.12368620187044144,
-1.1447391510009766,
-7.7891974449157715,
-3.506807804107666,
-0.1613452136516571,
-0.5834293365478516,
-0.00360802817158401,
-0.28279006481170654,
-0.12943041324615479,
-0.14500734210014343,
-0.39884740114212036,
-0.043684713542461395,
-0.034516796469688416,
-5.639939308166504,
-0.9352806806564331,
-3.6484127044677734,
-0.17970281839370728,
-0.061740584671497345,
-0.003073850879445672,
-1.30512273311615,
-0.12043052911758423,
-0.9347048997879028,
-8.093446731567383,
-1.1210135221481323,
-0.11445309221744537,
-0.9875034689903259,
-0.19297116994857788,
-0.1718330979347229,
-0.09691055119037628,
-0.0015758965164422989,
-0.027959860861301422,
-0.010343988426029682,
-0.009053843095898628,
-0.006101552397012711,
-0.030221613124012947,
-0.0005688241217285395,
-0.018202053382992744,
-0.005103299394249916,
-0.006108069326728582,
-0.012239232659339905,
-0.0032825181260704994,
-0.0017060976242646575,
-3.8900718688964844,
-2.3718903064727783,
-0.0036931897047907114,
-3.3667285442352295,
-0.059909895062446594,
-0.025150015950202942,
-0.0014315128792077303,
-3.4031879901885986,
-0.19866618514060974,
-2.085099458694458,
-0.014877676032483578,
-0.00022825974156148732,
-2.2859508991241455,
-0.29991722106933594,
-0.221958190202713,
-3.759068727493286,
-5.511114120483398,
-0.5011091232299805,
-5.692933082580566,
-0.05005883425474167,
-0.03797335922718048,
-0.0006258912617340684,
-0.018550829961895943,
-0.003118891501799226,
-0.005161650013178587,
-0.005880318116396666,
-0.003105343785136938,
-0.0011236312566325068,
-0.1237882673740387,
-0.0005604841862805188,
-0.03600730001926422,
-0.0057193683460354805,
-0.00032443503732793033,
-3.3392229080200195,
-0.09780387580394745,
-0.8142203688621521,
-2.285900115966797,
-0.25726357102394104,
-0.13663208484649658,
-0.09885817766189575,
-0.03966016322374344,
-0.012974251061677933,
-0.00044228785554878414,
-0.0184539332985878,
-0.010182103142142296,
-0.003720031352713704,
-0.0033080638386309147,
-0.010682894848287106,
-0.00047779586748220026,
-0.016826719045639038,
-0.004715749993920326,
-0.003658983390778303,
-0.009122004732489586,
-0.0026730303652584553,
-0.002039021346718073,
-2.8631591796875,
-3.499370574951172,
-4.247939586639404,
-0.11522837728261948,
-0.012514280155301094,
-0.0005308172549121082,
-1.2407466173171997,
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 50÷5? A: 5
View number as text. Do not perform computation. Q: What is the first digit of 31+55? A: 3
Redefine e as 42+7. Q: What is the first digit of e? A: 4
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 26+51? A: 2
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 31+63? A: 3
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 21÷7? A: 2
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 20÷2? A: | [
" 1",
" 2"
] | 1 | [
-9.392577171325684,
-10.905653953552246,
-7.171952247619629,
-4.350854873657227,
-2.0236029624938965,
-6.292705059051514,
-1.402921438217163,
-8.047143936157227,
-6.929308891296387,
-0.8265222311019897,
-9.963479995727539,
-1.8439151048660278,
-1.5690983533859253,
-0.6914035081863403,
-0.5200296640396118,
-4.463838577270508,
-2.1972579956054688,
-0.26396089792251587,
-6.370580673217773,
-4.686873435974121,
-7.032384872436523,
-0.5732711553573608,
-0.5311229228973389,
-0.013463531620800495,
-3.1231601238250732,
-1.9232776165008545,
-9.740686416625977,
-4.649285316467285,
-0.06220366805791855,
-7.238825798034668,
-2.1718101501464844,
-8.749134063720703,
-1.6167715787887573,
-3.843639612197876,
-1.4373111724853516,
-1.655490517616272,
-0.007943823002278805,
-0.35076841711997986,
-0.07817991822957993,
-0.09750071167945862,
-0.6990872025489807,
-0.05546621233224869,
-0.0188416950404644,
-3.945636034011841,
-2.322002410888672,
-0.04744839668273926,
-0.006221333052963018,
-4.025243759155273,
-0.27049770951271057,
-2.4554548263549805,
-0.003072662279009819,
-0.0004711233195848763,
-6.97067928314209,
-0.9989008903503418,
-0.21145007014274597,
-3.892524242401123,
-8.837024688720703,
-10.576866149902344,
-5.639999866485596,
-0.5678322315216064,
-0.1608932614326477,
-0.0019576449412852526,
-0.2318282276391983,
-0.0529191680252552,
-0.0659961849451065,
-0.4035811722278595,
-0.02213253825902939,
-0.011966347694396973,
-1.14266037940979,
-0.006702678743749857,
-0.09905675053596497,
-0.034006714820861816,
-0.0025988395791500807,
-2.2361435890197754,
-0.2825445532798767,
-0.7787635922431946,
-0.003382914699614048,
-0.00023100091493688524,
-1.5511633157730103,
-0.3138359785079956,
-0.2927801311016083,
-7.340291500091553,
-2.948607921600342,
-0.2343340665102005,
-0.0012478192802518606,
-0.09709501266479492,
-0.012049740180373192,
-0.011241433210670948,
-0.03130418807268143,
-0.0049840970896184444,
-0.00272260676138103,
-0.08947820216417313,
-0.0002455409849062562,
-0.010771702043712139,
-0.01591198332607746,
-0.0006748544401489198,
-3.9477477073669434,
-0.08563599735498428,
-0.41375890374183655,
-0.001797847100533545,
-0.00016962042718660086,
-0.5692229270935059,
-0.014456062577664852,
-0.02240009792149067,
-3.6781132221221924,
-5.057146072387695,
-1.165798306465149,
-0.1489187777042389,
-0.0009425011812709272,
-0.03633853793144226,
-0.0038647972978651524,
-0.002142516663298011,
-0.008850748650729656,
-0.0017642899183556437,
-0.0005963454605080187,
-0.008323976770043373,
-0.00022206225548870862,
-0.00212395959533751,
-0.006214935332536697,
-0.00035172473872080445,
-2.445465326309204,
-0.10020679980516434,
-5.522815227508545,
-9.076360702514648,
-2.3301329612731934,
-2.6035189628601074,
-5.963008880615234,
-3.662358045578003,
-9.060829162597656,
-0.12368620187044144,
-1.1447391510009766,
-7.7891974449157715,
-3.506807804107666,
-0.1613452136516571,
-0.5834293365478516,
-0.00360802817158401,
-0.28279006481170654,
-0.12943041324615479,
-0.14500734210014343,
-0.39884740114212036,
-0.043684713542461395,
-0.034516796469688416,
-5.639939308166504,
-0.9352806806564331,
-3.6484127044677734,
-0.17970281839370728,
-0.061740584671497345,
-0.003073850879445672,
-1.30512273311615,
-0.12043052911758423,
-0.9347048997879028,
-8.093446731567383,
-1.1210135221481323,
-0.11445309221744537,
-0.9875034689903259,
-0.19297116994857788,
-0.1718330979347229,
-0.09691055119037628,
-0.0015758965164422989,
-0.027959860861301422,
-0.010343988426029682,
-0.009053843095898628,
-0.006101552397012711,
-0.030221613124012947,
-0.0005688241217285395,
-0.018202053382992744,
-0.005103299394249916,
-0.006108069326728582,
-0.012239232659339905,
-0.0032825181260704994,
-0.0017060976242646575,
-3.8900718688964844,
-2.3718903064727783,
-0.0036931897047907114,
-3.3667285442352295,
-0.059909895062446594,
-0.025150015950202942,
-0.0014315128792077303,
-3.4031879901885986,
-0.19866618514060974,
-2.085099458694458,
-0.014877676032483578,
-0.00022825974156148732,
-2.2859508991241455,
-0.29991722106933594,
-0.221958190202713,
-3.759068727493286,
-5.511114120483398,
-0.5011091232299805,
-5.692933082580566,
-0.05005883425474167,
-0.03797335922718048,
-0.0006258912617340684,
-0.018550829961895943,
-0.003118891501799226,
-0.005161650013178587,
-0.005880318116396666,
-0.003105343785136938,
-0.0011236312566325068,
-0.1237882673740387,
-0.0005604841862805188,
-0.03600730001926422,
-0.0057193683460354805,
-0.00032443503732793033,
-3.3392229080200195,
-0.09780387580394745,
-0.8142203688621521,
-2.285900115966797,
-0.25726357102394104,
-0.13663208484649658,
-0.09885817766189575,
-0.03966016322374344,
-0.012974251061677933,
-0.00044228785554878414,
-0.0184539332985878,
-0.010182103142142296,
-0.003720031352713704,
-0.0033080638386309147,
-0.010682894848287106,
-0.00047779586748220026,
-0.016826719045639038,
-0.004715749993920326,
-0.003658983390778303,
-0.009122004732489586,
-0.0026730303652584553,
-0.002039021346718073,
-2.8631591796875,
-3.499370574951172,
-4.247939586639404,
-0.11522837728261948,
-0.012514280155301094,
-0.0005308172549121082,
-1.6086379289627075,
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 8 instead of a mathematical operation. Q: What is the first digit of 17+42? A: 1
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 60÷12? A: 6
Redefine e as 15+24. Q: What is the first digit of e? A: 3
Redefine π as 534 mod 29. Q: What is the first digit of π? A: 1
View + as the digit 7 instead of a mathematical operation. Q: What is the first digit of 37+35? A: 3
Redefine π as 719 mod 45. 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 5+33? A: 5
Redefine π as 741 mod 22. Q: What is the first digit of π? A: 1
View + as the digit 0 instead of a mathematical operation. Q: What is the first digit of 3+6? A: | [
" 9",
" 3"
] | 1 | [
-9.392577171325684,
-11.409866333007812,
-5.483450889587402,
-8.248729705810547,
-1.9027529954910278,
-6.873618125915527,
-6.929285049438477,
-7.412186145782471,
-0.1958463042974472,
-1.2900458574295044,
-7.50305700302124,
-4.093738079071045,
-1.0671577453613281,
-10.322319030761719,
-2.985990285873413,
-1.5254453420639038,
-0.6721892952919006,
-0.5413224697113037,
-4.177824020385742,
-2.1711010932922363,
-0.41183850169181824,
-7.402637004852295,
-5.440793514251709,
-0.0011857867939397693,
-4.7244954109191895,
-0.9246000051498413,
-0.5467511415481567,
-0.02382844313979149,
-2.932814598083496,
-2.020885467529297,
-3.16900634765625,
-0.3590027391910553,
-0.001773571828380227,
-0.34787195920944214,
-0.20257149636745453,
-0.5210617780685425,
-0.1102004125714302,
-0.11411579698324203,
-0.0029295645654201508,
-0.0696963220834732,
-0.05016927048563957,
-0.010356849059462547,
-0.026693185791373253,
-0.16095273196697235,
-0.002662092447280884,
-0.09872771799564362,
-0.0157109797000885,
-0.009789198637008667,
-0.1391504555940628,
-0.009665004909038544,
-0.003417130559682846,
-5.212400436401367,
-0.014949669130146503,
-0.00024101213784888387,
-3.123262405395508,
-0.022291216999292374,
-0.030495228245854378,
-0.0022193582262843847,
-2.2142372131347656,
-0.29009291529655457,
-11.043389320373535,
-5.769808769226074,
-0.38557344675064087,
-6.625965118408203,
-1.7120150327682495,
-9.57670783996582,
-5.664639472961426,
-5.76365852355957,
-3.0276122093200684,
-1.5154653787612915,
-0.018489859998226166,
-0.3478960394859314,
-0.13413770496845245,
-0.14028744399547577,
-0.6882753968238831,
-0.06760198622941971,
-0.017992261797189713,
-4.251993179321289,
-2.8316502571105957,
-0.050904471427202225,
-0.007058919873088598,
-3.426722526550293,
-0.22599497437477112,
-1.7038294076919556,
-6.681148052215576,
-0.4346185028553009,
-3.2393851280212402,
-5.865085124969482,
-5.45759391784668,
-2.5504720211029053,
-0.007746062707155943,
-1.1219321489334106,
-0.701927125453949,
-0.045373767614364624,
-0.04275265708565712,
-0.07986963540315628,
-0.0048093595542013645,
-0.057277802377939224,
-0.024906445294618607,
-0.017899878323078156,
-0.045841533690690994,
-0.009999656118452549,
-0.021161722019314766,
-6.205225467681885,
-4.939615249633789,
-3.9436094760894775,
-0.022514795884490013,
-0.05225808545947075,
-0.0030272630974650383,
-2.5596256256103516,
-0.11634332686662674,
-2.74796199798584,
-0.003876791102811694,
-0.00048315772437490523,
-6.331292629241943,
-0.5211612582206726,
-0.17518486082553864,
-4.054795265197754,
-8.616358757019043,
-1.7042549848556519,
-0.22295117378234863,
-0.003245564876124263,
-0.057137638330459595,
-0.01466295588761568,
-0.015332686714828014,
-0.043736521154642105,
-0.01007388997823,
-0.007962863892316818,
-1.8414534330368042,
-0.012280683033168316,
-0.050197046250104904,
-0.01928882487118244,
-0.0017805927200242877,
-1.8029605150222778,
-0.2758723497390747,
-1.9126777648925781,
-0.002786802826449275,
-0.0003782987187150866,
-2.547530174255371,
-0.286664754152298,
-5.549190998077393,
-1.0107989311218262,
-4.204870700836182,
-0.159394308924675,
-0.04223887622356415,
-0.0007933806627988815,
-0.010095368139445782,
-0.0022067499812692404,
-0.001980844885110855,
-0.004148805979639292,
-0.0013249675976112485,
-0.0007636015070602298,
-1.2414796352386475,
-0.00844703707844019,
-0.008109972812235355,
-0.0005645350320264697,
-2.488274574279785,
-0.06151372566819191,
-1.1451581716537476,
-0.0022339883726090193,
-0.00031680811662226915,
-1.1352568864822388,
-0.022674230858683586,
-3.963425397872925,
-0.3020275831222534,
-3.051248073577881,
-0.0925474539399147,
-0.03427157923579216,
-0.00023982033599168062,
-0.0033428759779781103,
-0.0008157739648595452,
-0.0009660820942372084,
-0.001673013437539339,
-0.0009814451914280653,
-0.0003081085451412946,
-0.8310325741767883,
-0.0018080807058140635,
-0.0030459221452474594,
-0.00039593485416844487,
-2.8616461753845215,
-0.06696280837059021,
-0.8946930766105652,
-1.4381086826324463,
-0.01867322251200676,
-0.1588241159915924,
-0.6576991677284241,
-0.22612524032592773,
-0.030706921592354774,
-3.551211357116699,
-0.07224906980991364,
-0.004352857358753681,
-0.06869695335626602,
-0.02520732395350933,
-0.00865777675062418,
-0.02244928851723671,
-0.008603175170719624,
-0.009579287841916084,
-3.9288156032562256,
-0.07759743183851242,
-0.0005541696446016431,
-3.0829317569732666,
-0.007207109127193689,
-0.013152273371815681,
-0.0015265013789758086,
-1.8539901971817017,
-0.05314899981021881,
-1.6017138957977295,
-0.003843422280624509,
-0.0003398079425096512,
-2.7155497074127197,
-0.0345890037715435,
-0.03988298401236534,
-1.918524980545044,
-7.794464588165283,
-13.605122566223145,
-3.6623618602752686,
-0.4217432737350464,
-0.0359608419239521,
-0.0012006701435893774,
-0.01527668721973896,
-0.004698308650404215,
-0.006738794036209583,
-0.011513455770909786,
-0.00590793089941144,
-0.002286321949213743,
-0.49219968914985657,
-0.0004078510100953281,
-0.13193142414093018,
-0.008462049067020416,
-0.0008505540899932384,
-3.7746829986572266,
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 10+17? A: 1
Redefine π as 213. 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 21+12? A: 2
Redefine π as 165+356. Q: What is the first digit of π? A: 5
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 30÷3? A: 3
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 10÷5? A: 1
View number as text. Do not perform computation. Q: What is the first digit of 6+2? A: 6
Redefine π as 24. Q: What is the first digit of π? A: | [
" 2",
" 3"
] | 0 | [
-9.392577171325684,
-11.409866333007812,
-5.483450889587402,
-8.248729705810547,
-1.9027529954910278,
-6.873618125915527,
-6.929285049438477,
-7.412186145782471,
-0.1958463042974472,
-1.2900458574295044,
-7.50305700302124,
-4.093738079071045,
-1.0671577453613281,
-10.322319030761719,
-2.985990285873413,
-1.5254453420639038,
-0.6721892952919006,
-0.5413224697113037,
-4.177824020385742,
-2.1711010932922363,
-0.41183850169181824,
-7.402637004852295,
-5.440793514251709,
-0.0011857867939397693,
-4.7244954109191895,
-0.9246000051498413,
-0.5467511415481567,
-0.02382844313979149,
-2.932814598083496,
-2.020885467529297,
-3.16900634765625,
-0.3590027391910553,
-0.001773571828380227,
-0.34787195920944214,
-0.20257149636745453,
-0.5210617780685425,
-0.1102004125714302,
-0.11411579698324203,
-0.0029295645654201508,
-0.0696963220834732,
-0.05016927048563957,
-0.010356849059462547,
-0.026693185791373253,
-0.16095273196697235,
-0.002662092447280884,
-0.09872771799564362,
-0.0157109797000885,
-0.009789198637008667,
-0.1391504555940628,
-0.009665004909038544,
-0.003417130559682846,
-5.212400436401367,
-0.014949669130146503,
-0.00024101213784888387,
-3.123262405395508,
-0.022291216999292374,
-0.030495228245854378,
-0.0022193582262843847,
-2.2142372131347656,
-0.29009291529655457,
-11.043389320373535,
-5.769808769226074,
-0.38557344675064087,
-6.625965118408203,
-1.7120150327682495,
-9.57670783996582,
-5.664639472961426,
-5.76365852355957,
-3.0276122093200684,
-1.5154653787612915,
-0.018489859998226166,
-0.3478960394859314,
-0.13413770496845245,
-0.14028744399547577,
-0.6882753968238831,
-0.06760198622941971,
-0.017992261797189713,
-4.251993179321289,
-2.8316502571105957,
-0.050904471427202225,
-0.007058919873088598,
-3.426722526550293,
-0.22599497437477112,
-1.7038294076919556,
-6.681148052215576,
-0.4346185028553009,
-3.2393851280212402,
-5.865085124969482,
-5.45759391784668,
-2.5504720211029053,
-0.007746062707155943,
-1.1219321489334106,
-0.701927125453949,
-0.045373767614364624,
-0.04275265708565712,
-0.07986963540315628,
-0.0048093595542013645,
-0.057277802377939224,
-0.024906445294618607,
-0.017899878323078156,
-0.045841533690690994,
-0.009999656118452549,
-0.021161722019314766,
-6.205225467681885,
-4.939615249633789,
-3.9436094760894775,
-0.022514795884490013,
-0.05225808545947075,
-0.0030272630974650383,
-2.5596256256103516,
-0.11634332686662674,
-2.74796199798584,
-0.003876791102811694,
-0.00048315772437490523,
-6.331292629241943,
-0.5211612582206726,
-0.17518486082553864,
-4.054795265197754,
-8.616358757019043,
-1.7042549848556519,
-0.22295117378234863,
-0.003245564876124263,
-0.057137638330459595,
-0.01466295588761568,
-0.015332686714828014,
-0.043736521154642105,
-0.01007388997823,
-0.007962863892316818,
-1.8414534330368042,
-0.012280683033168316,
-0.050197046250104904,
-0.01928882487118244,
-0.0017805927200242877,
-1.8029605150222778,
-0.2758723497390747,
-1.9126777648925781,
-0.002786802826449275,
-0.0003782987187150866,
-2.547530174255371,
-0.286664754152298,
-5.549190998077393,
-1.0107989311218262,
-4.204870700836182,
-0.159394308924675,
-0.04223887622356415,
-0.0007933806627988815,
-0.010095368139445782,
-0.0022067499812692404,
-0.001980844885110855,
-0.004148805979639292,
-0.0013249675976112485,
-0.0007636015070602298,
-1.2414796352386475,
-0.00844703707844019,
-0.008109972812235355,
-0.0005645350320264697,
-2.488274574279785,
-0.06151372566819191,
-1.1451581716537476,
-0.0022339883726090193,
-0.00031680811662226915,
-1.1352568864822388,
-0.022674230858683586,
-3.963425397872925,
-0.3020275831222534,
-3.051248073577881,
-0.0925474539399147,
-0.03427157923579216,
-0.00023982033599168062,
-0.0033428759779781103,
-0.0008157739648595452,
-0.0009660820942372084,
-0.001673013437539339,
-0.0009814451914280653,
-0.0003081085451412946,
-0.8310325741767883,
-0.0018080807058140635,
-0.0030459221452474594,
-0.00039593485416844487,
-2.8616461753845215,
-0.06696280837059021,
-0.8946930766105652,
-1.4381086826324463,
-0.01867322251200676,
-0.1588241159915924,
-0.6576991677284241,
-0.22612524032592773,
-0.030706921592354774,
-3.551211357116699,
-0.07224906980991364,
-0.004352857358753681,
-0.06869695335626602,
-0.02520732395350933,
-0.00865777675062418,
-0.02244928851723671,
-0.008603175170719624,
-0.009579287841916084,
-3.9288156032562256,
-0.07759743183851242,
-0.0005541696446016431,
-3.0829317569732666,
-0.007207109127193689,
-0.013152273371815681,
-0.0015265013789758086,
-1.8539901971817017,
-0.05314899981021881,
-1.6017138957977295,
-0.003843422280624509,
-0.0003398079425096512,
-2.7155497074127197,
-0.0345890037715435,
-0.03988298401236534,
-1.918524980545044,
-7.794464588165283,
-13.605122566223145,
-3.6623618602752686,
-0.4217432737350464,
-0.0359608419239521,
-0.0012006701435893774,
-0.01527668721973896,
-0.004698308650404215,
-0.006738794036209583,
-0.011513455770909786,
-0.00590793089941144,
-0.002286321949213743,
-0.49219968914985657,
-0.0004078510100953281,
-0.13193142414093018,
-0.008462049067020416,
-0.0008505540899932384,
-2.6016082763671875,
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 5+72? A: 5
View number as text. Do not perform computation. Q: What is the first digit of 58+6? A: 5
View + as the digit 0 instead of a mathematical operation. Q: What is the first digit of 42+10? A: 4
Redefine e as 45+15. Q: What is the first digit of e? A: 6
View ÷ as a random digit. Q: What is the first digit of 35÷5? 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 330 mod 35. 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 69+26? A: 6
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 38+40? A: | [
" 7",
" 3"
] | 1 | [
-8.06562328338623,
-5.02650260925293,
-2.070202112197876,
-8.415580749511719,
-9.303564071655273,
-12.10248851776123,
-6.155019760131836,
-6.869842529296875,
-2.4087953567504883,
-8.526870727539062,
-3.039820909500122,
-1.591996192932129,
-0.9445147514343262,
-0.5554091930389404,
-5.182370185852051,
-2.8010098934173584,
-0.21991196274757385,
-1.6115769147872925,
-0.32192763686180115,
-0.7266148328781128,
-0.01391824521124363,
-4.835559368133545,
-2.0051467418670654,
-10.758280754089355,
-9.667681694030762,
-8.522985458374023,
-3.3479275703430176,
-7.7134857177734375,
-3.278805732727051,
-8.510137557983398,
-0.3744429051876068,
-1.4960113763809204,
-8.343711853027344,
-3.987454414367676,
-0.5417562127113342,
-1.5885498523712158,
-0.007334567606449127,
-0.30946817994117737,
-0.13798817992210388,
-0.13517263531684875,
-0.6442091464996338,
-0.08424346148967743,
-0.03783826902508736,
-7.285705089569092,
-4.306903839111328,
-3.848259449005127,
-0.16271978616714478,
-0.09164158999919891,
-0.0031230507884174585,
-2.809490203857422,
-0.22361217439174652,
-4.212451934814453,
-0.07464895397424698,
-0.002410484477877617,
-0.95876544713974,
-0.035786718130111694,
-5.472711563110352,
-0.5400516390800476,
-5.573307991027832,
-0.3341023325920105,
-0.08389966189861298,
-0.0018810213077813387,
-0.0489862821996212,
-0.012797961942851543,
-0.008977643214166164,
-0.030552925541996956,
-0.005651211366057396,
-0.0024254685267806053,
-3.074781894683838,
-0.33498483896255493,
-0.02733774296939373,
-0.0022825158666819334,
-2.7750470638275146,
-0.11762937903404236,
-1.6729915142059326,
-0.20915591716766357,
-0.08761081844568253,
-3.5193119049072266,
-5.648087024688721,
-5.109820365905762,
-2.4274301528930664,
-0.005535156466066837,
-0.6735031604766846,
-0.5242367386817932,
-0.027588840574026108,
-0.03966669365763664,
-0.06060723215341568,
-0.0012634160229936242,
-0.027930879965424538,
-0.008222773671150208,
-0.00916996318846941,
-0.019891543313860893,
-0.006194084417074919,
-0.005095827393233776,
-5.025168418884277,
-0.23647873103618622,
-4.050729751586914,
-0.0125654898583889,
-0.06395446509122849,
-0.0010606384603306651,
-2.555753707885742,
-0.08596619218587875,
-2.1071581840515137,
-0.00119304982945323,
-0.0002233732520835474,
-10.293085098266602,
-0.4949357807636261,
-0.3402983248233795,
-11.29613208770752,
-1.283033847808838,
-0.16988566517829895,
-0.0036781057715415955,
-0.07260289043188095,
-0.017120780423283577,
-0.01592078246176243,
-0.05235843360424042,
-0.009624744765460491,
-0.004863338079303503,
-1.0155882835388184,
-0.017491135746240616,
-0.023745911195874214,
-0.03369014710187912,
-0.0025913489516824484,
-2.099182367324829,
-0.11663393676280975,
-0.9026785492897034,
-9.256695747375488,
-1.4472322463989258,
-0.29524827003479004,
-1.4764764308929443,
-0.45967766642570496,
-0.1260698437690735,
-0.17117512226104736,
-0.002096956130117178,
-0.05513459071516991,
-0.015866810455918312,
-0.01120441872626543,
-0.014457589946687222,
-0.01669718138873577,
-0.0010726656764745712,
-0.017330169677734375,
-0.0054565537720918655,
-0.005017546005547047,
-0.009620966389775276,
-0.003170584561303258,
-0.0016123164677992463,
-8.797724723815918,
-2.806750535964966,
-0.0048742517828941345,
-3.9303550720214844,
-0.033985745161771774,
-0.040694233030080795,
-0.002044017892330885,
-2.938176393508911,
-0.09191673994064331,
-2.250391960144043,
-0.001916835200972855,
-0.00019608005823101848,
-1.4963047504425049,
-0.22377106547355652,
-0.15488147735595703,
-5.273512363433838,
-4.623786449432373,
-12.251798629760742,
-6.584049224853516,
-0.3181207478046417,
-0.06335870921611786,
-0.0010893370490521193,
-0.01820954494178295,
-0.005496507976204157,
-0.005590518470853567,
-0.00879273097962141,
-0.0040617831982672215,
-0.0019976201001554728,
-0.39838024973869324,
-0.0009806115413084626,
-0.28667980432510376,
-0.017450135201215744,
-0.000706780469045043,
-2.459785223007202,
-0.09725002199411392,
-1.8027184009552002,
-0.0014041336253285408,
-0.0001833270798670128,
-0.5102265477180481,
-0.01474283542484045,
-0.04960722103714943,
-7.93449592590332,
-1.29266357421875,
-0.03281494230031967,
-0.0003711488388944417,
-0.007526375353336334,
-0.0021470370702445507,
-0.00248968368396163,
-0.00444756867364049,
-0.0020967184100300074,
-0.0008364992681890726,
-0.022054295986890793,
-0.0002244459028588608,
-0.019605660811066628,
-0.006333636119961739,
-0.0003817544784396887,
-1.6767150163650513,
-0.044753845781087875,
-0.5331149697303772,
-9.545943260192871,
-0.8626115918159485,
-10.154642105102539,
-1.4105753898620605,
-8.26548957824707,
-1.0081796646118164,
-5.71776819229126,
-6.54067850112915,
-0.905593991279602,
-0.32323044538497925,
-0.008762244135141373,
-0.18949486315250397,
-0.10000479221343994,
-0.09694895893335342,
-0.39524009823799133,
-0.10369524359703064,
-0.014162861742079258,
-6.019969463348389,
-1.6264324188232422,
-3.633808135986328,
-0.05263148993253708,
-0.0402146615087986,
-0.002396213822066784,
-2.2267208099365234,
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 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 42÷6? A: 4
View + as the digit 9 instead of a mathematical operation. Q: What is the first digit of 26+67? A: 2
View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 12+49? A: 1
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 90÷9? A: 9
View ÷ as a random digit. Q: What is the first digit of 8÷2? A: 8
View ÷ as a random digit. Q: What is the first digit of 21÷7? A: 2
View number as text. Do not perform computation. Q: What is the first digit of 26+10? A: 2
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 5+11? A: | [
" 1",
" 5"
] | 1 | [
-8.06562328338623,
-5.02650260925293,
-2.070202112197876,
-8.415580749511719,
-9.303564071655273,
-12.10248851776123,
-6.155019760131836,
-6.869842529296875,
-2.4087953567504883,
-8.526870727539062,
-3.039820909500122,
-1.591996192932129,
-0.9445147514343262,
-0.5554091930389404,
-5.182370185852051,
-2.8010098934173584,
-0.21991196274757385,
-1.6115769147872925,
-0.32192763686180115,
-0.7266148328781128,
-0.01391824521124363,
-4.835559368133545,
-2.0051467418670654,
-10.758280754089355,
-9.667681694030762,
-8.522985458374023,
-3.3479275703430176,
-7.7134857177734375,
-3.278805732727051,
-8.510137557983398,
-0.3744429051876068,
-1.4960113763809204,
-8.343711853027344,
-3.987454414367676,
-0.5417562127113342,
-1.5885498523712158,
-0.007334567606449127,
-0.30946817994117737,
-0.13798817992210388,
-0.13517263531684875,
-0.6442091464996338,
-0.08424346148967743,
-0.03783826902508736,
-7.285705089569092,
-4.306903839111328,
-3.848259449005127,
-0.16271978616714478,
-0.09164158999919891,
-0.0031230507884174585,
-2.809490203857422,
-0.22361217439174652,
-4.212451934814453,
-0.07464895397424698,
-0.002410484477877617,
-0.95876544713974,
-0.035786718130111694,
-5.472711563110352,
-0.5400516390800476,
-5.573307991027832,
-0.3341023325920105,
-0.08389966189861298,
-0.0018810213077813387,
-0.0489862821996212,
-0.012797961942851543,
-0.008977643214166164,
-0.030552925541996956,
-0.005651211366057396,
-0.0024254685267806053,
-3.074781894683838,
-0.33498483896255493,
-0.02733774296939373,
-0.0022825158666819334,
-2.7750470638275146,
-0.11762937903404236,
-1.6729915142059326,
-0.20915591716766357,
-0.08761081844568253,
-3.5193119049072266,
-5.648087024688721,
-5.109820365905762,
-2.4274301528930664,
-0.005535156466066837,
-0.6735031604766846,
-0.5242367386817932,
-0.027588840574026108,
-0.03966669365763664,
-0.06060723215341568,
-0.0012634160229936242,
-0.027930879965424538,
-0.008222773671150208,
-0.00916996318846941,
-0.019891543313860893,
-0.006194084417074919,
-0.005095827393233776,
-5.025168418884277,
-0.23647873103618622,
-4.050729751586914,
-0.0125654898583889,
-0.06395446509122849,
-0.0010606384603306651,
-2.555753707885742,
-0.08596619218587875,
-2.1071581840515137,
-0.00119304982945323,
-0.0002233732520835474,
-10.293085098266602,
-0.4949357807636261,
-0.3402983248233795,
-11.29613208770752,
-1.283033847808838,
-0.16988566517829895,
-0.0036781057715415955,
-0.07260289043188095,
-0.017120780423283577,
-0.01592078246176243,
-0.05235843360424042,
-0.009624744765460491,
-0.004863338079303503,
-1.0155882835388184,
-0.017491135746240616,
-0.023745911195874214,
-0.03369014710187912,
-0.0025913489516824484,
-2.099182367324829,
-0.11663393676280975,
-0.9026785492897034,
-9.256695747375488,
-1.4472322463989258,
-0.29524827003479004,
-1.4764764308929443,
-0.45967766642570496,
-0.1260698437690735,
-0.17117512226104736,
-0.002096956130117178,
-0.05513459071516991,
-0.015866810455918312,
-0.01120441872626543,
-0.014457589946687222,
-0.01669718138873577,
-0.0010726656764745712,
-0.017330169677734375,
-0.0054565537720918655,
-0.005017546005547047,
-0.009620966389775276,
-0.003170584561303258,
-0.0016123164677992463,
-8.797724723815918,
-2.806750535964966,
-0.0048742517828941345,
-3.9303550720214844,
-0.033985745161771774,
-0.040694233030080795,
-0.002044017892330885,
-2.938176393508911,
-0.09191673994064331,
-2.250391960144043,
-0.001916835200972855,
-0.00019608005823101848,
-1.4963047504425049,
-0.22377106547355652,
-0.15488147735595703,
-5.273512363433838,
-4.623786449432373,
-12.251798629760742,
-6.584049224853516,
-0.3181207478046417,
-0.06335870921611786,
-0.0010893370490521193,
-0.01820954494178295,
-0.005496507976204157,
-0.005590518470853567,
-0.00879273097962141,
-0.0040617831982672215,
-0.0019976201001554728,
-0.39838024973869324,
-0.0009806115413084626,
-0.28667980432510376,
-0.017450135201215744,
-0.000706780469045043,
-2.459785223007202,
-0.09725002199411392,
-1.8027184009552002,
-0.0014041336253285408,
-0.0001833270798670128,
-0.5102265477180481,
-0.01474283542484045,
-0.04960722103714943,
-7.93449592590332,
-1.29266357421875,
-0.03281494230031967,
-0.0003711488388944417,
-0.007526375353336334,
-0.0021470370702445507,
-0.00248968368396163,
-0.00444756867364049,
-0.0020967184100300074,
-0.0008364992681890726,
-0.022054295986890793,
-0.0002244459028588608,
-0.019605660811066628,
-0.006333636119961739,
-0.0003817544784396887,
-1.6767150163650513,
-0.044753845781087875,
-0.5331149697303772,
-9.545943260192871,
-0.8626115918159485,
-10.154642105102539,
-1.4105753898620605,
-8.26548957824707,
-1.0081796646118164,
-5.71776819229126,
-6.54067850112915,
-0.905593991279602,
-0.32323044538497925,
-0.008762244135141373,
-0.18949486315250397,
-0.10000479221343994,
-0.09694895893335342,
-0.39524009823799133,
-0.10369524359703064,
-0.014162861742079258,
-6.019969463348389,
-1.6264324188232422,
-3.633808135986328,
-0.05263148993253708,
-0.0402146615087986,
-0.002396213822066784,
-2.153158187866211,
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 654. Q: What is the first digit of π? A: 6
Redefine e as 45+15. Q: What is the first digit of e? A: 6
View ÷ as a random digit. Q: What is the first digit of 4÷2? A: 4
Redefine π as 235+558. 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 40+47? A: 4
Redefine π as 666+328. 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 3+5? A: 3
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 18÷2? A: | [
" 9",
" 1"
] | 1 | [
-9.392577171325684,
-11.409866333007812,
-5.483450889587402,
-8.248729705810547,
-1.9027529954910278,
-6.873618125915527,
-6.929285049438477,
-7.412186145782471,
-0.1958463042974472,
-1.2900458574295044,
-7.50305700302124,
-4.093738079071045,
-1.0671577453613281,
-10.322319030761719,
-2.985990285873413,
-1.5254453420639038,
-0.6721892952919006,
-0.5413224697113037,
-4.177824020385742,
-2.1711010932922363,
-0.41183850169181824,
-6.294924736022949,
-5.245848655700684,
-0.0009320206008851528,
-4.510183334350586,
-0.9271706342697144,
-0.6061978340148926,
-0.02312559261918068,
-3.20196270942688,
-2.1882290840148926,
-3.415372848510742,
-0.3433929979801178,
-0.0018271195003762841,
-0.3389893174171448,
-0.19607022404670715,
-0.5294420719146729,
-0.11517833918333054,
-0.11837117373943329,
-0.003315192647278309,
-0.07755540311336517,
-0.05418604612350464,
-0.010692094452679157,
-0.029578564688563347,
-0.16208164393901825,
-0.0027412716299295425,
-0.09453091770410538,
-0.01537987869232893,
-0.010000836104154587,
-0.15379326045513153,
-0.01083349622786045,
-0.003494586795568466,
-5.725876331329346,
-0.028876734897494316,
-0.00009500529267825186,
-3.008281946182251,
-0.02370958961546421,
-0.03215404972434044,
-0.002927187131717801,
-2.190129518508911,
-0.3622668981552124,
-10.997057914733887,
-5.700280666351318,
-0.36376509070396423,
-5.809654712677002,
-0.6556113362312317,
-1.0217537879943848,
-13.461236000061035,
-6.811098098754883,
-7.660877227783203,
-2.317058563232422,
-1.978863000869751,
-0.015043147839605808,
-0.4365527629852295,
-0.14528881013393402,
-0.1863996684551239,
-0.9862337708473206,
-0.0850512757897377,
-0.020389249548316002,
-3.5741145610809326,
-0.0263367909938097,
-1.052659511566162,
-0.04387081786990166,
-0.006537952926009893,
-4.965552806854248,
-0.31344881653785706,
-2.0102295875549316,
-6.487000465393066,
-0.3228432834148407,
-3.1001064777374268,
-6.481410503387451,
-5.542978286743164,
-2.630847215652466,
-0.008158925920724869,
-1.5706121921539307,
-0.9999604225158691,
-0.053591109812259674,
-0.049816835671663284,
-0.1105651780962944,
-0.004107966553419828,
-0.05132889002561569,
-0.021028077229857445,
-0.014020636677742004,
-0.04863592982292175,
-0.014441375620663166,
-0.011921350844204426,
-6.065513610839844,
-5.464964389801025,
-2.6809754371643066,
-0.07036443054676056,
-0.06042253598570824,
-0.00311782187782228,
-1.8352869749069214,
-0.10251498967409134,
-0.5898705124855042,
-1.0188591480255127,
-0.0524967797100544,
-2.56487774848938,
-0.12590746581554413,
-0.015771063044667244,
-0.016066374257206917,
-0.0007373951375484467,
-0.01038363017141819,
-0.005341543350368738,
-0.002946917898952961,
-0.0022593229077756405,
-0.010305171832442284,
-0.00029523781267926097,
-0.00751336058601737,
-0.0023266407661139965,
-0.0026486574206501245,
-0.010142218321561813,
-0.0022671727929264307,
-0.0018092705868184566,
-4.304989814758301,
-1.0782933235168457,
-2.393413543701172,
-0.008753735572099686,
-0.01440412737429142,
-0.0005819296347908676,
-3.6679067611694336,
-0.07337673008441925,
-0.17184755206108093,
-1.963679552078247,
-0.0064459266141057014,
-0.062110576778650284,
-0.4437672197818756,
-0.04707976430654526,
-0.008269120007753372,
-0.007272674702107906,
-0.0003121604095213115,
-0.00531759113073349,
-0.005442682188004255,
-0.0026727926451712847,
-0.002724390011280775,
-0.01255948655307293,
-0.00032646095496602356,
-0.009286187589168549,
-0.003299984149634838,
-0.004228935576975346,
-0.014590824022889137,
-0.0028526587411761284,
-0.002223640214651823,
-5.6228203773498535,
-0.3374510407447815,
-0.0006363751017488539,
-1.8239541053771973,
-0.0054270317777991295,
-0.0064188027754426,
-0.0005548844928853214,
-1.9240034818649292,
-0.061917081475257874,
-0.12703503668308258,
-2.931102752685547,
-0.017141522839665413,
-1.4531970024108887,
-0.01003777701407671,
-0.001720854314044118,
-0.0009589364635758102,
-0.00005090107151772827,
-0.0030260744970291853,
-0.003862184938043356,
-0.0012009082129225135,
-0.001134705264121294,
-0.002421425189822912,
-0.00012420836719684303,
-0.0026418804191052914,
-0.0012410327326506376,
-0.0027592226397246122,
-0.0079433498904109,
-0.0017037175130099058,
-0.0011320855701342225,
-4.118413925170898,
-1.1481356620788574,
-2.1737117767333984,
-0.07393399626016617,
-0.013794681057333946,
-0.0008885487914085388,
-0.7625253796577454,
-0.08039183914661407,
-0.17947758734226227,
-1.4658141136169434,
-0.029413282871246338,
-1.0279978513717651,
-0.3716509938240051,
-4.389177322387695,
-0.017923766747117043,
-0.0002549561613705009,
-0.007724178954958916,
-0.04702631011605263,
-0.0029158953111618757,
-0.0014250847743824124,
-0.0037537605967372656,
-0.00017712931730784476,
-0.003482588566839695,
-0.0014132998185232282,
-0.0021234839223325253,
-0.005055620335042477,
-0.0015044810716062784,
-0.0015614947769790888,
-4.6821441650390625,
-1.1719334125518799,
-8.831303596496582,
-0.009957284666597843,
-0.009502182714641094,
-0.000704278820194304,
-2.5828049182891846,
-0.07383523881435394,
-0.08422110974788666,
-0.8141071200370789,
-0.013399193994700909,
-0.5106426477432251,
-0.2284129112958908,
-2.7052505016326904,
-0.0038347532972693443,
-0.0001599660754436627,
-0.004296002443879843,
-0.008602584712207317,
-0.0020609109196811914,
-0.0011176775442436337,
-0.001734539750032127,
-0.00011562632425921038,
-0.003596625057980418,
-0.002013443037867546,
-0.00249301316216588,
-0.00841535720974207,
-0.001815577270463109,
-0.002257538726553321,
-2.902740001678467,
-0.2376200407743454,
-2.059147596359253,
-0.012770067900419235,
-0.004663068801164627,
-0.0006484074983745813,
-4.229975700378418,
0
] |
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 1+2? A: 1
Redefine π as 561 mod 43. Q: What is the first digit of π? A: 2
Redefine π as 438. 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 60÷6? A: 6
View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 12+51? A: 1
Redefine e as 21+21. 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 5÷5? A: 5
View + as the digit 5 instead of a mathematical operation. Q: What is the first digit of 2+7? A: 2
Redefine π as 291 mod 10. Q: What is the first digit of π? A: | [
" 1",
" 3"
] | 0 | [
-9.392577171325684,
-11.409866333007812,
-5.483450889587402,
-8.248729705810547,
-1.9027529954910278,
-6.873618125915527,
-6.929285049438477,
-7.412186145782471,
-0.1958463042974472,
-1.2900458574295044,
-7.50305700302124,
-4.093738079071045,
-1.0671577453613281,
-10.322319030761719,
-2.985990285873413,
-1.5254453420639038,
-0.6721892952919006,
-0.5413224697113037,
-4.177824020385742,
-2.1711010932922363,
-0.41183850169181824,
-6.294924736022949,
-5.245848655700684,
-0.0009320206008851528,
-4.510183334350586,
-0.9271706342697144,
-0.6061978340148926,
-0.02312559261918068,
-3.20196270942688,
-2.1882290840148926,
-3.415372848510742,
-0.3433929979801178,
-0.0018271195003762841,
-0.3389893174171448,
-0.19607022404670715,
-0.5294420719146729,
-0.11517833918333054,
-0.11837117373943329,
-0.003315192647278309,
-0.07755540311336517,
-0.05418604612350464,
-0.010692094452679157,
-0.029578564688563347,
-0.16208164393901825,
-0.0027412716299295425,
-0.09453091770410538,
-0.01537987869232893,
-0.010000836104154587,
-0.15379326045513153,
-0.01083349622786045,
-0.003494586795568466,
-5.725876331329346,
-0.028876734897494316,
-0.00009500529267825186,
-3.008281946182251,
-0.02370958961546421,
-0.03215404972434044,
-0.002927187131717801,
-2.190129518508911,
-0.3622668981552124,
-10.997057914733887,
-5.700280666351318,
-0.36376509070396423,
-5.809654712677002,
-0.6556113362312317,
-1.0217537879943848,
-13.461236000061035,
-6.811098098754883,
-7.660877227783203,
-2.317058563232422,
-1.978863000869751,
-0.015043147839605808,
-0.4365527629852295,
-0.14528881013393402,
-0.1863996684551239,
-0.9862337708473206,
-0.0850512757897377,
-0.020389249548316002,
-3.5741145610809326,
-0.0263367909938097,
-1.052659511566162,
-0.04387081786990166,
-0.006537952926009893,
-4.965552806854248,
-0.31344881653785706,
-2.0102295875549316,
-6.487000465393066,
-0.3228432834148407,
-3.1001064777374268,
-6.481410503387451,
-5.542978286743164,
-2.630847215652466,
-0.008158925920724869,
-1.5706121921539307,
-0.9999604225158691,
-0.053591109812259674,
-0.049816835671663284,
-0.1105651780962944,
-0.004107966553419828,
-0.05132889002561569,
-0.021028077229857445,
-0.014020636677742004,
-0.04863592982292175,
-0.014441375620663166,
-0.011921350844204426,
-6.065513610839844,
-5.464964389801025,
-2.6809754371643066,
-0.07036443054676056,
-0.06042253598570824,
-0.00311782187782228,
-1.8352869749069214,
-0.10251498967409134,
-0.5898705124855042,
-1.0188591480255127,
-0.0524967797100544,
-2.56487774848938,
-0.12590746581554413,
-0.015771063044667244,
-0.016066374257206917,
-0.0007373951375484467,
-0.01038363017141819,
-0.005341543350368738,
-0.002946917898952961,
-0.0022593229077756405,
-0.010305171832442284,
-0.00029523781267926097,
-0.00751336058601737,
-0.0023266407661139965,
-0.0026486574206501245,
-0.010142218321561813,
-0.0022671727929264307,
-0.0018092705868184566,
-4.304989814758301,
-1.0782933235168457,
-2.393413543701172,
-0.008753735572099686,
-0.01440412737429142,
-0.0005819296347908676,
-3.6679067611694336,
-0.07337673008441925,
-0.17184755206108093,
-1.963679552078247,
-0.0064459266141057014,
-0.062110576778650284,
-0.4437672197818756,
-0.04707976430654526,
-0.008269120007753372,
-0.007272674702107906,
-0.0003121604095213115,
-0.00531759113073349,
-0.005442682188004255,
-0.0026727926451712847,
-0.002724390011280775,
-0.01255948655307293,
-0.00032646095496602356,
-0.009286187589168549,
-0.003299984149634838,
-0.004228935576975346,
-0.014590824022889137,
-0.0028526587411761284,
-0.002223640214651823,
-5.6228203773498535,
-0.3374510407447815,
-0.0006363751017488539,
-1.8239541053771973,
-0.0054270317777991295,
-0.0064188027754426,
-0.0005548844928853214,
-1.9240034818649292,
-0.061917081475257874,
-0.12703503668308258,
-2.931102752685547,
-0.017141522839665413,
-1.4531970024108887,
-0.01003777701407671,
-0.001720854314044118,
-0.0009589364635758102,
-0.00005090107151772827,
-0.0030260744970291853,
-0.003862184938043356,
-0.0012009082129225135,
-0.001134705264121294,
-0.002421425189822912,
-0.00012420836719684303,
-0.0026418804191052914,
-0.0012410327326506376,
-0.0027592226397246122,
-0.0079433498904109,
-0.0017037175130099058,
-0.0011320855701342225,
-4.118413925170898,
-1.1481356620788574,
-2.1737117767333984,
-0.07393399626016617,
-0.013794681057333946,
-0.0008885487914085388,
-0.7625253796577454,
-0.08039183914661407,
-0.17947758734226227,
-1.4658141136169434,
-0.029413282871246338,
-1.0279978513717651,
-0.3716509938240051,
-4.389177322387695,
-0.017923766747117043,
-0.0002549561613705009,
-0.007724178954958916,
-0.04702631011605263,
-0.0029158953111618757,
-0.0014250847743824124,
-0.0037537605967372656,
-0.00017712931730784476,
-0.003482588566839695,
-0.0014132998185232282,
-0.0021234839223325253,
-0.005055620335042477,
-0.0015044810716062784,
-0.0015614947769790888,
-4.6821441650390625,
-1.1719334125518799,
-8.831303596496582,
-0.009957284666597843,
-0.009502182714641094,
-0.000704278820194304,
-2.5828049182891846,
-0.07383523881435394,
-0.08422110974788666,
-0.8141071200370789,
-0.013399193994700909,
-0.5106426477432251,
-0.2284129112958908,
-2.7052505016326904,
-0.0038347532972693443,
-0.0001599660754436627,
-0.004296002443879843,
-0.008602584712207317,
-0.0020609109196811914,
-0.0011176775442436337,
-0.001734539750032127,
-0.00011562632425921038,
-0.003596625057980418,
-0.002013443037867546,
-0.00249301316216588,
-0.00841535720974207,
-0.001815577270463109,
-0.002257538726553321,
-2.902740001678467,
-0.2376200407743454,
-2.059147596359253,
-0.012770067900419235,
-0.004663068801164627,
-0.0006484074983745813,
-0.44450587034225464,
0
] |
Redefine π as 63+432. 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
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 4 instead of a mathematical operation. Q: What is the first digit of 42+14? A: 4
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 32÷4? A: 3
View + as the digit 4 instead of a mathematical operation. Q: What is the first digit of 24+54? A: 2
Redefine π as 874. Q: What is the first digit of π? A: 8
Redefine e as 29+3. Q: What is the first digit of e? A: 3
Redefine e as 13+44. Q: What is the first digit of e? A: | [
" 5",
" 2"
] | 0 | [
-8.06562328338623,
-5.02650260925293,
-2.070202112197876,
-12.737667083740234,
-0.5079778432846069,
-2.9861879348754883,
-5.450549125671387,
-10.363295555114746,
-5.690563678741455,
-6.4989333152771,
-2.2925682067871094,
-9.071460723876953,
-3.6389944553375244,
-1.4481053352355957,
-0.7006056308746338,
-0.3407537341117859,
-4.914844512939453,
-2.782972574234009,
-0.15877866744995117,
-1.1980820894241333,
-0.0015389991458505392,
-0.19278903305530548,
-0.5454661250114441,
-0.01614590547978878,
-4.699010372161865,
-2.721264362335205,
-4.885676860809326,
-0.021379835903644562,
-0.003251268295571208,
-0.27082857489585876,
-0.01939978636801243,
-0.04334014654159546,
-8.588263511657715,
-0.9108450412750244,
-6.368607521057129,
-0.15226897597312927,
-0.09278509020805359,
-0.006150603760033846,
-0.13399915397167206,
-0.02743389829993248,
-0.014262288808822632,
-0.9664201140403748,
-0.022473882883787155,
-0.007243561092764139,
-0.10223175585269928,
-0.002924334490671754,
-0.059616923332214355,
-0.09674163907766342,
-0.004544762894511223,
-2.854013204574585,
-0.17354395985603333,
-10.373861312866211,
-10.699962615966797,
-3.0850956439971924,
-1.172445297241211,
-2.686332941055298,
-6.591858863830566,
-5.0897626876831055,
-7.238528251647949,
-0.1845342516899109,
-0.983534574508667,
-6.5869550704956055,
-4.325340270996094,
-0.27947142720222473,
-1.006449818611145,
-0.006451256573200226,
-0.2938811182975769,
-0.1708294004201889,
-0.18870016932487488,
-0.46422380208969116,
-0.051057517528533936,
-0.023564757779240608,
-10.599824905395508,
-3.1080493927001953,
-0.0009232072625309229,
-4.287654399871826,
-0.1435483992099762,
-0.16895946860313416,
-0.0037095798179507256,
-1.967305302619934,
-0.25649911165237427,
-1.6537415981292725,
-0.9078397154808044,
-0.01686786115169525,
-0.04148663580417633,
-0.20325270295143127,
-0.1483897566795349,
-0.0400293692946434,
-6.676660537719727,
-0.26516062021255493,
-0.004501922521740198,
-0.058660369366407394,
-0.012789487838745117,
-0.008306125178933144,
-0.033853571861982346,
-0.006746490485966206,
-0.0026126320008188486,
-5.512303352355957,
-0.060090869665145874,
-0.00008046303264563903,
-3.538773536682129,
-0.027791064232587814,
-0.030833501368761063,
-0.0016079128254204988,
-2.5657732486724854,
-0.10341310501098633,
-2.2056515216827393,
-0.005326840095221996,
-0.0002964295563288033,
-6.967205047607422,
-1.0458307266235352,
-5.558104991912842,
-1.7359625101089478,
-4.494814395904541,
-0.3003872334957123,
-0.07898800820112228,
-0.0022683623246848583,
-0.029181284829974174,
-0.007908224128186703,
-0.008536633104085922,
-0.013762346468865871,
-0.003606246318668127,
-0.0014427024871110916,
-1.1572887897491455,
-0.049572959542274475,
-0.03431938588619232,
-0.001706930692307651,
-3.1412789821624756,
-0.06380472332239151,
-1.4802558422088623,
-7.39784049987793,
-0.5796010494232178,
-3.4906158447265625,
-5.999200820922852,
-3.842430353164673,
-4.192329406738281,
-0.005208257120102644,
-1.5915477275848389,
-1.1222357749938965,
-0.07628345489501953,
-0.031781118363142014,
-0.03878317400813103,
-0.0025968183763325214,
-0.043357040733098984,
-0.017639895901083946,
-0.034905288368463516,
-0.03263577073812485,
-0.008930385112762451,
-0.01045712735503912,
-3.6705663204193115,
-2.542393684387207,
-6.2515974044799805,
-0.08237769454717636,
-0.038022249937057495,
-0.0015117417788133025,
-2.362175941467285,
-0.14673173427581787,
-1.43374764919281,
-0.0012466285843402147,
-0.00030751267331652343,
-1.832016944885254,
-0.07714859396219254,
-0.08483632653951645,
-7.111900806427002,
-0.1818922460079193,
-5.195937156677246,
-0.08795815706253052,
-0.02887267991900444,
-0.0009205871028825641,
-0.017672454938292503,
-0.004649304784834385,
-0.005616123788058758,
-0.007972443476319313,
-0.0033635490108281374,
-0.0013619918609037995,
-0.10968457907438278,
-0.0004956685588695109,
-0.01774061843752861,
-0.01168113388121128,
-0.0007319155265577137,
-2.605337381362915,
-0.09949834644794464,
-1.0563901662826538,
-0.0009213017183355987,
-0.00022027450904715806,
-2.4340322017669678,
-0.040567751973867416,
-4.075300216674805,
-0.47354021668434143,
-6.245569229125977,
-0.023230304941534996,
-0.018333619460463524,
-0.0003812778159044683,
-0.0054477802477777,
-0.0011180347064509988,
-0.0007178590167313814,
-0.0014109190087765455,
-0.0010211020708084106,
-0.00022897482267580926,
-0.9592515230178833,
-0.0033365790732204914,
-0.007979539223015308,
-0.00039426659350283444,
-3.417969226837158,
-0.04008491337299347,
-0.5869483351707458,
-1.7170330286026,
-0.016252057626843452,
-0.03970106691122055,
-0.24334906041622162,
-0.0597774013876915,
-0.030843904241919518,
-3.955425262451172,
-0.017514212056994438,
-0.0010130041046068072,
-0.014086931943893433,
-0.004033525940030813,
-0.0023258081637322903,
-0.0035830840934067965,
-0.0018944665789604187,
-0.0007652691565454006,
-5.57972526550293,
-0.01787973754107952,
-0.00009202533692587167,
-2.126323938369751,
-0.005914330016821623,
-0.00789426825940609,
-0.0003233625029679388,
-2.528064727783203,
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 a random digit. Q: What is the first digit of 72÷6? A: 7
Redefine e as 10+3. Q: What is the first digit of e? A: 1
View ÷ as a random digit. Q: What is the first digit of 28÷7? A: 2
Redefine π as 809+125. 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÷6? A: 4
View ÷ as a random digit. Q: What is the first digit of 20÷4? A: 2
Redefine e as 40+19. Q: What is the first digit of e? A: 5
View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 10+50? A: 1
View + as the digit 0 instead of a mathematical operation. Q: What is the first digit of 3+6? A: | [
" 9",
" 3"
] | 1 | [
-8.06562328338623,
-5.02650260925293,
-2.070202112197876,
-12.737667083740234,
-0.5079778432846069,
-2.9861879348754883,
-5.450549125671387,
-10.363295555114746,
-5.690563678741455,
-6.4989333152771,
-2.2925682067871094,
-9.071460723876953,
-3.6389944553375244,
-1.4481053352355957,
-0.7006056308746338,
-0.3407537341117859,
-4.914844512939453,
-2.782972574234009,
-0.15877866744995117,
-1.1980820894241333,
-0.0015389991458505392,
-0.19278903305530548,
-0.5454661250114441,
-0.01614590547978878,
-4.699010372161865,
-2.721264362335205,
-4.885676860809326,
-0.021379835903644562,
-0.003251268295571208,
-0.27082857489585876,
-0.01939978636801243,
-0.04334014654159546,
-8.588263511657715,
-0.9108450412750244,
-6.368607521057129,
-0.15226897597312927,
-0.09278509020805359,
-0.006150603760033846,
-0.13399915397167206,
-0.02743389829993248,
-0.014262288808822632,
-0.9664201140403748,
-0.022473882883787155,
-0.007243561092764139,
-0.10223175585269928,
-0.002924334490671754,
-0.059616923332214355,
-0.09674163907766342,
-0.004544762894511223,
-2.854013204574585,
-0.17354395985603333,
-10.373861312866211,
-10.699962615966797,
-3.0850956439971924,
-1.172445297241211,
-2.686332941055298,
-6.591858863830566,
-5.0897626876831055,
-7.238528251647949,
-0.1845342516899109,
-0.983534574508667,
-6.5869550704956055,
-4.325340270996094,
-0.27947142720222473,
-1.006449818611145,
-0.006451256573200226,
-0.2938811182975769,
-0.1708294004201889,
-0.18870016932487488,
-0.46422380208969116,
-0.051057517528533936,
-0.023564757779240608,
-10.599824905395508,
-3.1080493927001953,
-0.0009232072625309229,
-4.287654399871826,
-0.1435483992099762,
-0.16895946860313416,
-0.0037095798179507256,
-1.967305302619934,
-0.25649911165237427,
-1.6537415981292725,
-0.9078397154808044,
-0.01686786115169525,
-0.04148663580417633,
-0.20325270295143127,
-0.1483897566795349,
-0.0400293692946434,
-6.676660537719727,
-0.26516062021255493,
-0.004501922521740198,
-0.058660369366407394,
-0.012789487838745117,
-0.008306125178933144,
-0.033853571861982346,
-0.006746490485966206,
-0.0026126320008188486,
-5.512303352355957,
-0.060090869665145874,
-0.00008046303264563903,
-3.538773536682129,
-0.027791064232587814,
-0.030833501368761063,
-0.0016079128254204988,
-2.5657732486724854,
-0.10341310501098633,
-2.2056515216827393,
-0.005326840095221996,
-0.0002964295563288033,
-6.967205047607422,
-1.0458307266235352,
-5.558104991912842,
-1.7359625101089478,
-4.494814395904541,
-0.3003872334957123,
-0.07898800820112228,
-0.0022683623246848583,
-0.029181284829974174,
-0.007908224128186703,
-0.008536633104085922,
-0.013762346468865871,
-0.003606246318668127,
-0.0014427024871110916,
-1.1572887897491455,
-0.049572959542274475,
-0.03431938588619232,
-0.001706930692307651,
-3.1412789821624756,
-0.06380472332239151,
-1.4802558422088623,
-7.39784049987793,
-0.5796010494232178,
-3.4906158447265625,
-5.999200820922852,
-3.842430353164673,
-4.192329406738281,
-0.005208257120102644,
-1.5915477275848389,
-1.1222357749938965,
-0.07628345489501953,
-0.031781118363142014,
-0.03878317400813103,
-0.0025968183763325214,
-0.043357040733098984,
-0.017639895901083946,
-0.034905288368463516,
-0.03263577073812485,
-0.008930385112762451,
-0.01045712735503912,
-3.6705663204193115,
-2.542393684387207,
-6.2515974044799805,
-0.08237769454717636,
-0.038022249937057495,
-0.0015117417788133025,
-2.362175941467285,
-0.14673173427581787,
-1.43374764919281,
-0.0012466285843402147,
-0.00030751267331652343,
-1.832016944885254,
-0.07714859396219254,
-0.08483632653951645,
-7.111900806427002,
-0.1818922460079193,
-5.195937156677246,
-0.08795815706253052,
-0.02887267991900444,
-0.0009205871028825641,
-0.017672454938292503,
-0.004649304784834385,
-0.005616123788058758,
-0.007972443476319313,
-0.0033635490108281374,
-0.0013619918609037995,
-0.10968457907438278,
-0.0004956685588695109,
-0.01774061843752861,
-0.01168113388121128,
-0.0007319155265577137,
-2.605337381362915,
-0.09949834644794464,
-1.0563901662826538,
-0.0009213017183355987,
-0.00022027450904715806,
-2.4340322017669678,
-0.040567751973867416,
-4.075300216674805,
-0.47354021668434143,
-6.245569229125977,
-0.023230304941534996,
-0.018333619460463524,
-0.0003812778159044683,
-0.0054477802477777,
-0.0011180347064509988,
-0.0007178590167313814,
-0.0014109190087765455,
-0.0010211020708084106,
-0.00022897482267580926,
-0.9592515230178833,
-0.0033365790732204914,
-0.007979539223015308,
-0.00039426659350283444,
-3.417969226837158,
-0.04008491337299347,
-0.5869483351707458,
-1.7170330286026,
-0.016252057626843452,
-0.03970106691122055,
-0.24334906041622162,
-0.0597774013876915,
-0.030843904241919518,
-3.955425262451172,
-0.017514212056994438,
-0.0010130041046068072,
-0.014086931943893433,
-0.004033525940030813,
-0.0023258081637322903,
-0.0035830840934067965,
-0.0018944665789604187,
-0.0007652691565454006,
-5.57972526550293,
-0.01787973754107952,
-0.00009202533692587167,
-2.126323938369751,
-0.005914330016821623,
-0.00789426825940609,
-0.0003233625029679388,
-1.8954143524169922,
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
View ÷ as a random digit. Q: What is the first digit of 44÷4? A: 4
Redefine π as 485 mod 44. Q: What is the first digit of π? A: 1
Redefine π as 732. 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 68+5? A: 6
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 72÷6? A: 7
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 19+63? A: | [
" 8",
" 1"
] | 1 | [
-8.06562328338623,
-5.02650260925293,
-2.070202112197876,
-12.737667083740234,
-0.5079778432846069,
-2.9861879348754883,
-6.069028854370117,
-7.891593933105469,
-2.034675121307373,
-9.250846862792969,
-3.9449684619903564,
-1.4815893173217773,
-0.8473279476165771,
-0.556063175201416,
-4.731939792633057,
-3.0660414695739746,
-0.12977994978427887,
-1.09926176071167,
-0.0017191881779581308,
-0.1563529372215271,
-0.5059718489646912,
-0.01843368634581566,
-2.3011281490325928,
-3.3625001907348633,
-4.533443927764893,
-0.0252519603818655,
-0.002902701497077942,
-0.2425617128610611,
-0.019724417477846146,
-0.043546970933675766,
-9.076086044311523,
-14.11809253692627,
-9.84443187713623,
-0.8053703308105469,
-0.16788193583488464,
-0.008909353986382484,
-0.19780197739601135,
-0.034415215253829956,
-0.037923432886600494,
-0.696613609790802,
-0.02783709205687046,
-0.011483404785394669,
-0.07350378483533859,
-0.0026240460574626923,
-0.14677713811397552,
-0.09358245134353638,
-0.007332082372158766,
-4.041255474090576,
-0.23338167369365692,
-10.583466529846191,
-10.325786590576172,
-2.747385263442993,
-0.9765276908874512,
-2.439743757247925,
-6.48769474029541,
-4.687221527099609,
-0.8210744261741638,
-0.5249454975128174,
-0.006513200234621763,
-0.2975744307041168,
-0.08223836869001389,
-0.09233725816011429,
-0.31046122312545776,
-0.027708740904927254,
-0.009131573140621185,
-10.814986228942871,
-3.2037792205810547,
-0.0011957883834838867,
-6.161476135253906,
-0.18473653495311737,
-0.19732187688350677,
-0.00699499761685729,
-2.3355770111083984,
-0.20308497548103333,
-1.8004790544509888,
-7.555468559265137,
-0.39669379591941833,
-0.3829667568206787,
-0.1443554311990738,
-0.06700283288955688,
-10.064208030700684,
-0.45059284567832947,
-1.5126795768737793,
-8.364771842956543,
-3.5382611751556396,
-0.14013367891311646,
-0.1403479427099228,
-0.0032417625188827515,
-0.09902630001306534,
-0.04492082819342613,
-0.05486244335770607,
-0.07049452513456345,
-0.03345222398638725,
-0.017305565997958183,
-4.182187557220459,
-2.498575448989868,
-2.260171890258789,
-0.9547089338302612,
-0.1380898356437683,
-0.0036863009445369244,
-1.382500171661377,
-0.23108398914337158,
-0.6035629510879517,
-1.9539743661880493,
-0.045607052743434906,
-0.34228360652923584,
-0.18899615108966827,
-0.15646518766880035,
-0.07501552999019623,
-0.8444633483886719,
-0.006275353487581015,
-0.16993364691734314,
-0.09201470762491226,
-0.010127939283847809,
-0.030160773545503616,
-0.04280097037553787,
-0.0011655449634417892,
-0.055227093398571014,
-0.019294437021017075,
-0.016978975385427475,
-0.04453655332326889,
-0.008281179703772068,
-0.0034800940193235874,
-1.8526616096496582,
-0.8596355319023132,
-0.00006353653589030728,
-0.8964622616767883,
-0.0061648208647966385,
-0.020667320117354393,
-0.0006940339808352292,
-0.9689138531684875,
-0.06865321099758148,
-3.0160276889801025,
-0.007233974989503622,
-0.00023958197562023997,
-6.73402214050293,
-1.0625699758529663,
-4.068082332611084,
-5.120032787322998,
-5.239919185638428,
-0.8022062182426453,
-0.12296319752931595,
-0.004749801475554705,
-0.06738235801458359,
-0.021155770868062973,
-0.02180682122707367,
-0.032277561724185944,
-0.007812066003680229,
-0.004472491331398487,
-1.0022461414337158,
-0.09086117893457413,
-0.017510464414954185,
-0.002211745595559478,
-2.4829325675964355,
-0.0912901982665062,
-0.5744348168373108,
-0.0010768335778266191,
-0.00016890530241653323,
-1.3576048612594604,
-0.05808664858341217,
-0.12513084709644318,
-4.492555618286133,
-7.281304359436035,
-0.7359529733657837,
-0.11953763663768768,
-0.0030484178569167852,
-0.040495745837688446,
-0.007887409068644047,
-0.013288152404129505,
-0.019011422991752625,
-0.005898568779230118,
-0.0024370038881897926,
-0.08330920338630676,
-0.00037698791129514575,
-0.036398544907569885,
-0.010687140747904778,
-0.0016674199141561985,
-2.1737868785858154,
-0.23242631554603577,
-0.438901424407959,
-0.001165664056316018,
-0.00023493390472140163,
-0.3748522996902466,
-0.00902419164776802,
-0.03433988615870476,
-3.1810333728790283,
-5.413923740386963,
-2.916450262069702,
-5.170342445373535,
-0.08331447094678879,
-0.02320316806435585,
-0.0007200032705441117,
-0.012929651886224747,
-0.0020569849293679,
-0.002078279387205839,
-0.003002304583787918,
-0.001703955582343042,
-0.0004686211177613586,
-0.02250209078192711,
-0.00028784899041056633,
-0.014791464433073997,
-0.010521064512431622,
-0.0005978942499496043,
-2.3103320598602295,
-0.07021930813789368,
-0.6290848255157471,
-0.000865680689457804,
-0.00015066919149830937,
-0.20660006999969482,
-0.000959531927946955,
-0.020205268636345863,
-2.484874725341797,
-5.031862258911133,
-0.6462074518203735,
-4.893980979919434,
-0.01569959707558155,
-0.015953397378325462,
-0.0002755738969426602,
-0.005778631195425987,
-0.00112255965359509,
-0.0006065912893973291,
-0.0009611992281861603,
-0.001259249052964151,
-0.00016926287207752466,
-0.006894015707075596,
-0.00035565727739594877,
-0.000707971747033298,
-0.005470781121402979,
-0.00030048147891648114,
-1.3697832822799683,
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 856. Q: What is the first digit of π? A: 8
Redefine π as 235+558. Q: What is the first digit of π? A: 7
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 32+15? A: 3
Redefine e as 34+44. 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 27÷9? A: 2
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 12+10? A: 1
Redefine π as 701 mod 45. Q: What is the first digit of π? A: 2
Redefine π as 512+425. Q: What is the first digit of π? A: | [
" 9",
" 3"
] | 0 | [
-8.06562328338623,
-5.02650260925293,
-2.070202112197876,
-12.737667083740234,
-0.5079778432846069,
-2.9861879348754883,
-6.069028854370117,
-7.891593933105469,
-2.034675121307373,
-9.250846862792969,
-3.9449684619903564,
-1.4815893173217773,
-0.8473279476165771,
-0.556063175201416,
-4.731939792633057,
-3.0660414695739746,
-0.12977994978427887,
-1.09926176071167,
-0.0017191881779581308,
-0.1563529372215271,
-0.5059718489646912,
-0.01843368634581566,
-2.3011281490325928,
-3.3625001907348633,
-4.533443927764893,
-0.0252519603818655,
-0.002902701497077942,
-0.2425617128610611,
-0.019724417477846146,
-0.043546970933675766,
-9.076086044311523,
-14.11809253692627,
-9.84443187713623,
-0.8053703308105469,
-0.16788193583488464,
-0.008909353986382484,
-0.19780197739601135,
-0.034415215253829956,
-0.037923432886600494,
-0.696613609790802,
-0.02783709205687046,
-0.011483404785394669,
-0.07350378483533859,
-0.0026240460574626923,
-0.14677713811397552,
-0.09358245134353638,
-0.007332082372158766,
-4.041255474090576,
-0.23338167369365692,
-10.583466529846191,
-10.325786590576172,
-2.747385263442993,
-0.9765276908874512,
-2.439743757247925,
-6.48769474029541,
-4.687221527099609,
-0.8210744261741638,
-0.5249454975128174,
-0.006513200234621763,
-0.2975744307041168,
-0.08223836869001389,
-0.09233725816011429,
-0.31046122312545776,
-0.027708740904927254,
-0.009131573140621185,
-10.814986228942871,
-3.2037792205810547,
-0.0011957883834838867,
-6.161476135253906,
-0.18473653495311737,
-0.19732187688350677,
-0.00699499761685729,
-2.3355770111083984,
-0.20308497548103333,
-1.8004790544509888,
-7.555468559265137,
-0.39669379591941833,
-0.3829667568206787,
-0.1443554311990738,
-0.06700283288955688,
-10.064208030700684,
-0.45059284567832947,
-1.5126795768737793,
-8.364771842956543,
-3.5382611751556396,
-0.14013367891311646,
-0.1403479427099228,
-0.0032417625188827515,
-0.09902630001306534,
-0.04492082819342613,
-0.05486244335770607,
-0.07049452513456345,
-0.03345222398638725,
-0.017305565997958183,
-4.182187557220459,
-2.498575448989868,
-2.260171890258789,
-0.9547089338302612,
-0.1380898356437683,
-0.0036863009445369244,
-1.382500171661377,
-0.23108398914337158,
-0.6035629510879517,
-1.9539743661880493,
-0.045607052743434906,
-0.34228360652923584,
-0.18899615108966827,
-0.15646518766880035,
-0.07501552999019623,
-0.8444633483886719,
-0.006275353487581015,
-0.16993364691734314,
-0.09201470762491226,
-0.010127939283847809,
-0.030160773545503616,
-0.04280097037553787,
-0.0011655449634417892,
-0.055227093398571014,
-0.019294437021017075,
-0.016978975385427475,
-0.04453655332326889,
-0.008281179703772068,
-0.0034800940193235874,
-1.8526616096496582,
-0.8596355319023132,
-0.00006353653589030728,
-0.8964622616767883,
-0.0061648208647966385,
-0.020667320117354393,
-0.0006940339808352292,
-0.9689138531684875,
-0.06865321099758148,
-3.0160276889801025,
-0.007233974989503622,
-0.00023958197562023997,
-6.73402214050293,
-1.0625699758529663,
-4.068082332611084,
-5.120032787322998,
-5.239919185638428,
-0.8022062182426453,
-0.12296319752931595,
-0.004749801475554705,
-0.06738235801458359,
-0.021155770868062973,
-0.02180682122707367,
-0.032277561724185944,
-0.007812066003680229,
-0.004472491331398487,
-1.0022461414337158,
-0.09086117893457413,
-0.017510464414954185,
-0.002211745595559478,
-2.4829325675964355,
-0.0912901982665062,
-0.5744348168373108,
-0.0010768335778266191,
-0.00016890530241653323,
-1.3576048612594604,
-0.05808664858341217,
-0.12513084709644318,
-4.492555618286133,
-7.281304359436035,
-0.7359529733657837,
-0.11953763663768768,
-0.0030484178569167852,
-0.040495745837688446,
-0.007887409068644047,
-0.013288152404129505,
-0.019011422991752625,
-0.005898568779230118,
-0.0024370038881897926,
-0.08330920338630676,
-0.00037698791129514575,
-0.036398544907569885,
-0.010687140747904778,
-0.0016674199141561985,
-2.1737868785858154,
-0.23242631554603577,
-0.438901424407959,
-0.001165664056316018,
-0.00023493390472140163,
-0.3748522996902466,
-0.00902419164776802,
-0.03433988615870476,
-3.1810333728790283,
-5.413923740386963,
-2.916450262069702,
-5.170342445373535,
-0.08331447094678879,
-0.02320316806435585,
-0.0007200032705441117,
-0.012929651886224747,
-0.0020569849293679,
-0.002078279387205839,
-0.003002304583787918,
-0.001703955582343042,
-0.0004686211177613586,
-0.02250209078192711,
-0.00028784899041056633,
-0.014791464433073997,
-0.010521064512431622,
-0.0005978942499496043,
-2.3103320598602295,
-0.07021930813789368,
-0.6290848255157471,
-0.000865680689457804,
-0.00015066919149830937,
-0.20660006999969482,
-0.000959531927946955,
-0.020205268636345863,
-2.484874725341797,
-5.031862258911133,
-0.6462074518203735,
-4.893980979919434,
-0.01569959707558155,
-0.015953397378325462,
-0.0002755738969426602,
-0.005778631195425987,
-0.00112255965359509,
-0.0006065912893973291,
-0.0009611992281861603,
-0.001259249052964151,
-0.00016926287207752466,
-0.006894015707075596,
-0.00035565727739594877,
-0.000707971747033298,
-0.005470781121402979,
-0.00030048147891648114,
-1.395114779472351,
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 267+160. Q: What is the first digit of π? A: 4
View ÷ as a random digit. Q: What is the first digit of 12÷3? A: 1
Redefine π as 879. Q: What is the first digit of π? A: 8
Redefine π as 43. Q: What is the first digit of π? A: 4
Redefine π as 129+133. 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 9+36? A: 9
View number as text. Do not perform computation. Q: What is the first digit of 10+23? A: 1
View ÷ as a random digit. Q: What is the first digit of 36÷9? A: 3
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 16÷4? A: | [
" 4",
" 1"
] | 1 | [
-9.392577171325684,
-11.409866333007812,
-5.483450889587402,
-8.248729705810547,
-1.9027529954910278,
-6.873618125915527,
-6.929285049438477,
-2.346619129180908,
-9.76980972290039,
-3.0619356632232666,
-1.5311520099639893,
-0.6552292704582214,
-0.4741505980491638,
-3.9240882396698,
-1.5309361219406128,
-0.3361009955406189,
-4.761175155639648,
-4.392147064208984,
-0.0028679927345365286,
-3.717305898666382,
-1.3185160160064697,
-0.6453709602355957,
-0.02191050723195076,
-1.8833898305892944,
-2.965374231338501,
-3.067595958709717,
-9.645768165588379,
-1.6250622272491455,
-8.883153915405273,
-0.5867980122566223,
-7.294519901275635,
-1.1222245693206787,
-7.020673751831055,
-5.975321292877197,
-0.8851368427276611,
-1.498957872390747,
-0.01673809625208378,
-0.3181620240211487,
-0.09325845539569855,
-0.06463803350925446,
-0.5778602361679077,
-0.1383674442768097,
-0.04509006440639496,
-2.101832628250122,
-7.405630111694336,
-9.621984481811523,
-0.6569725275039673,
-0.0959203690290451,
-0.008617830462753773,
-0.9759857654571533,
-0.28007563948631287,
-0.7542487382888794,
-3.7844972610473633,
-0.003428179072216153,
-0.1320451945066452,
-0.24066418409347534,
-0.5503562092781067,
-0.037141408771276474,
-0.020816542208194733,
-0.1670924723148346,
-0.0011245838832110167,
-0.059508536010980606,
-0.008071069605648518,
-0.005603439640253782,
-0.054899007081985474,
-0.003679055953398347,
-0.003207421861588955,
-1.6376837491989136,
-0.43166860938072205,
-0.000459565402707085,
-2.6420083045959473,
-0.013057324104011059,
-0.017853157594799995,
-0.0013875867007300258,
-0.04264836758375168,
-0.08222420513629913,
-10.320015907287598,
-5.814093112945557,
-0.026056576520204544,
-6.310139179229736,
-0.7855601906776428,
-1.0007141828536987,
-14.659265518188477,
-9.731048583984375,
-8.250420570373535,
-0.7594994306564331,
-0.7843627333641052,
-0.00739337969571352,
-0.26138752698898315,
-0.06800156086683273,
-0.11245211958885193,
-0.37943390011787415,
-0.026443954557180405,
-0.011315220966935158,
-1.6931558847427368,
-0.08912855386734009,
-1.4859650135040283,
-0.04637474939227104,
-0.004551289603114128,
-4.637903213500977,
-0.25976887345314026,
-1.5306737422943115,
-0.007919578813016415,
-0.0006562701892107725,
-0.4249860942363739,
-0.06858152896165848,
-0.08376240730285645,
-7.932260513305664,
-0.04841766133904457,
-4.114854335784912,
-0.03618517890572548,
-0.029704244807362556,
-0.000393432448618114,
-0.022133469581604004,
-0.004388107918202877,
-0.003027144121006131,
-0.008675740100443363,
-0.002113967202603817,
-0.0008364992681890726,
-0.031888626515865326,
-0.0007750368095003068,
-0.017688384279608727,
-0.020860206335783005,
-0.00039295581518672407,
-2.2602410316467285,
-0.08116836100816727,
-0.6811211705207825,
-0.004387514665722847,
-0.00024685196694917977,
-0.07188502699136734,
-0.0017553649377077818,
-0.012035960331559181,
-3.903937578201294,
-4.701570987701416,
-0.06440602242946625,
-3.7386741638183594,
-0.018027152866125107,
-0.031036455184221268,
-0.0002277830062666908,
-0.016394199803471565,
-0.0023807534016668797,
-0.0017124050064012408,
-0.0040556094609200954,
-0.0016959820641204715,
-0.00046659549116156995,
-0.027519026771187782,
-0.00015841660206206143,
-0.0016675388906151056,
-0.008263800293207169,
-0.00023541064001619816,
-1.6810866594314575,
-0.08419536054134369,
-0.5009914040565491,
-0.003735946025699377,
-0.0002517383254598826,
-0.03202151879668236,
-0.0003325386205688119,
-0.008339108899235725,
-5.645421981811523,
-8.147760391235352,
-5.066988945007324,
-2.9515650272369385,
-0.11357122659683228,
-0.0005055579822510481,
-0.01653585210442543,
-0.0036971091758459806,
-0.0023273543920367956,
-0.005275614093989134,
-0.001677297754213214,
-0.0005824061809107661,
-0.14381365478038788,
-0.00012540031457319856,
-0.003224770538508892,
-0.005686653312295675,
-0.00039891392225399613,
-3.9632773399353027,
-0.06831591576337814,
-2.3912055492401123,
-6.337862014770508,
-0.49920979142189026,
-0.343827486038208,
-0.40505072474479675,
-0.050377748906612396,
-9.725454330444336,
-0.03686397522687912,
-1.4986728429794312,
-7.651430606842041,
-3.2483596801757812,
-0.10673880577087402,
-0.2032218724489212,
-0.0032989149913191795,
-0.14872042834758759,
-0.06694039702415466,
-0.06034274399280548,
-0.11480505019426346,
-0.028264110907912254,
-0.035845834761857986,
-4.148653030395508,
-1.0511360168457031,
-4.965890884399414,
-0.03043174557387829,
-0.07691902667284012,
-0.0019814397674053907,
-1.0186344385147095,
-0.07343466579914093,
-0.2112763673067093,
-1.70713210105896,
-0.0018886362668126822,
-0.02903793752193451,
-0.04175684601068497,
-0.05918780714273453,
-0.010247591882944107,
-1.0791245698928833,
-0.21226680278778076,
-0.001016457681544125,
-0.014106678776443005,
-0.008392778225243092,
-0.002037355676293373,
-0.005360396578907967,
-0.0021658313926309347,
-0.0015101945027709007,
-10.649453163146973,
-0.25892379879951477,
-0.0005886013968847692,
-3.8393714427948,
-0.04637770727276802,
-0.012811967171728611,
-0.0007173825288191438,
-3.7336044311523438,
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 a random digit instead of a mathematical operation. 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 48÷8? A: 4
View number as text. Do not perform computation. Q: What is the first digit of 4+72? A: 4
Redefine π as 165+356. 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÷3? A: 3
Redefine π as 701 mod 45. Q: What is the first digit of π? A: 2
View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 12+49? A: 1
View ÷ as a random digit. Q: What is the first digit of 48÷6? A: 4
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 15÷3? A: | [
" 5",
" 1"
] | 1 | [
-9.392577171325684,
-11.409866333007812,
-5.483450889587402,
-8.248729705810547,
-1.9027529954910278,
-6.873618125915527,
-6.929285049438477,
-2.346619129180908,
-9.76980972290039,
-3.0619356632232666,
-1.5311520099639893,
-0.6552292704582214,
-0.4741505980491638,
-3.9240882396698,
-1.5309361219406128,
-0.3361009955406189,
-4.761175155639648,
-4.392147064208984,
-0.0028679927345365286,
-3.717305898666382,
-1.3185160160064697,
-0.6453709602355957,
-0.02191050723195076,
-1.8833898305892944,
-2.965374231338501,
-3.067595958709717,
-9.645768165588379,
-1.6250622272491455,
-8.883153915405273,
-0.5867980122566223,
-7.294519901275635,
-1.1222245693206787,
-7.020673751831055,
-5.975321292877197,
-0.8851368427276611,
-1.498957872390747,
-0.01673809625208378,
-0.3181620240211487,
-0.09325845539569855,
-0.06463803350925446,
-0.5778602361679077,
-0.1383674442768097,
-0.04509006440639496,
-2.101832628250122,
-7.405630111694336,
-9.621984481811523,
-0.6569725275039673,
-0.0959203690290451,
-0.008617830462753773,
-0.9759857654571533,
-0.28007563948631287,
-0.7542487382888794,
-3.7844972610473633,
-0.003428179072216153,
-0.1320451945066452,
-0.24066418409347534,
-0.5503562092781067,
-0.037141408771276474,
-0.020816542208194733,
-0.1670924723148346,
-0.0011245838832110167,
-0.059508536010980606,
-0.008071069605648518,
-0.005603439640253782,
-0.054899007081985474,
-0.003679055953398347,
-0.003207421861588955,
-1.6376837491989136,
-0.43166860938072205,
-0.000459565402707085,
-2.6420083045959473,
-0.013057324104011059,
-0.017853157594799995,
-0.0013875867007300258,
-0.04264836758375168,
-0.08222420513629913,
-10.320015907287598,
-5.814093112945557,
-0.026056576520204544,
-6.310139179229736,
-0.7855601906776428,
-1.0007141828536987,
-14.659265518188477,
-9.731048583984375,
-8.250420570373535,
-0.7594994306564331,
-0.7843627333641052,
-0.00739337969571352,
-0.26138752698898315,
-0.06800156086683273,
-0.11245211958885193,
-0.37943390011787415,
-0.026443954557180405,
-0.011315220966935158,
-1.6931558847427368,
-0.08912855386734009,
-1.4859650135040283,
-0.04637474939227104,
-0.004551289603114128,
-4.637903213500977,
-0.25976887345314026,
-1.5306737422943115,
-0.007919578813016415,
-0.0006562701892107725,
-0.4249860942363739,
-0.06858152896165848,
-0.08376240730285645,
-7.932260513305664,
-0.04841766133904457,
-4.114854335784912,
-0.03618517890572548,
-0.029704244807362556,
-0.000393432448618114,
-0.022133469581604004,
-0.004388107918202877,
-0.003027144121006131,
-0.008675740100443363,
-0.002113967202603817,
-0.0008364992681890726,
-0.031888626515865326,
-0.0007750368095003068,
-0.017688384279608727,
-0.020860206335783005,
-0.00039295581518672407,
-2.2602410316467285,
-0.08116836100816727,
-0.6811211705207825,
-0.004387514665722847,
-0.00024685196694917977,
-0.07188502699136734,
-0.0017553649377077818,
-0.012035960331559181,
-3.903937578201294,
-4.701570987701416,
-0.06440602242946625,
-3.7386741638183594,
-0.018027152866125107,
-0.031036455184221268,
-0.0002277830062666908,
-0.016394199803471565,
-0.0023807534016668797,
-0.0017124050064012408,
-0.0040556094609200954,
-0.0016959820641204715,
-0.00046659549116156995,
-0.027519026771187782,
-0.00015841660206206143,
-0.0016675388906151056,
-0.008263800293207169,
-0.00023541064001619816,
-1.6810866594314575,
-0.08419536054134369,
-0.5009914040565491,
-0.003735946025699377,
-0.0002517383254598826,
-0.03202151879668236,
-0.0003325386205688119,
-0.008339108899235725,
-5.645421981811523,
-8.147760391235352,
-5.066988945007324,
-2.9515650272369385,
-0.11357122659683228,
-0.0005055579822510481,
-0.01653585210442543,
-0.0036971091758459806,
-0.0023273543920367956,
-0.005275614093989134,
-0.001677297754213214,
-0.0005824061809107661,
-0.14381365478038788,
-0.00012540031457319856,
-0.003224770538508892,
-0.005686653312295675,
-0.00039891392225399613,
-3.9632773399353027,
-0.06831591576337814,
-2.3912055492401123,
-6.337862014770508,
-0.49920979142189026,
-0.343827486038208,
-0.40505072474479675,
-0.050377748906612396,
-9.725454330444336,
-0.03686397522687912,
-1.4986728429794312,
-7.651430606842041,
-3.2483596801757812,
-0.10673880577087402,
-0.2032218724489212,
-0.0032989149913191795,
-0.14872042834758759,
-0.06694039702415466,
-0.06034274399280548,
-0.11480505019426346,
-0.028264110907912254,
-0.035845834761857986,
-4.148653030395508,
-1.0511360168457031,
-4.965890884399414,
-0.03043174557387829,
-0.07691902667284012,
-0.0019814397674053907,
-1.0186344385147095,
-0.07343466579914093,
-0.2112763673067093,
-1.70713210105896,
-0.0018886362668126822,
-0.02903793752193451,
-0.04175684601068497,
-0.05918780714273453,
-0.010247591882944107,
-1.0791245698928833,
-0.21226680278778076,
-0.001016457681544125,
-0.014106678776443005,
-0.008392778225243092,
-0.002037355676293373,
-0.005360396578907967,
-0.0021658313926309347,
-0.0015101945027709007,
-10.649453163146973,
-0.25892379879951477,
-0.0005886013968847692,
-3.8393714427948,
-0.04637770727276802,
-0.012811967171728611,
-0.0007173825288191438,
-1.259353518486023,
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 a random digit instead of a mathematical operation. Q: What is the first digit of 2÷2? A: 2
Redefine π as 134+512. Q: What is the first digit of π? A: 6
Redefine π as 701+65. Q: What is the first digit of π? A: 7
Redefine π as 715+245. Q: What is the first digit of π? 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 63÷7? A: 6
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 0 instead of a mathematical operation. Q: What is the first digit of 14+36? A: 1
Redefine e as 29+29. Q: What is the first digit of e? A: | [
" 5",
" 2"
] | 0 | [
-8.06562328338623,
-5.02650260925293,
-2.070202112197876,
-12.737667083740234,
-0.5079778432846069,
-2.9861879348754883,
-6.670771598815918,
-9.108131408691406,
-1.8060393333435059,
-9.218289375305176,
-3.5765976905822754,
-1.4293982982635498,
-0.8125938177108765,
-0.5307915210723877,
-4.684287071228027,
-2.7384395599365234,
-0.15526887774467468,
-0.6712802648544312,
-0.0018700745422393084,
-0.15618552267551422,
-0.5105449557304382,
-0.01790666952729225,
-1.9867067337036133,
-3.1470069885253906,
-11.03890609741211,
-10.986943244934082,
-3.2559924125671387,
-1.5733067989349365,
-2.339486598968506,
-6.437166213989258,
-5.061263561248779,
-1.1379073858261108,
-0.6410503387451172,
-0.010322043672204018,
-0.344147264957428,
-0.1121794730424881,
-0.09409113973379135,
-0.8175123929977417,
-0.1775241494178772,
-0.036853522062301636,
-12.644917488098145,
-3.570218801498413,
-0.0032297612633556128,
-6.843791484832764,
-0.26328420639038086,
-0.15061943233013153,
-0.005205055233091116,
-1.6823101043701172,
-0.24000133574008942,
-1.2344880104064941,
-1.693930745124817,
-0.04880714789032936,
-0.08471836894750595,
-0.23562239110469818,
-0.09154597669839859,
-0.02921103872358799,
-11.192309379577637,
-0.6909351944923401,
-0.9873278737068176,
-7.636621475219727,
-3.8446388244628906,
-0.20357611775398254,
-0.30465587973594666,
-0.0030005217995494604,
-0.22755751013755798,
-0.11961262673139572,
-0.13239121437072754,
-0.2383846938610077,
-0.10516216605901718,
-0.05398254096508026,
-6.16165828704834,
-0.14895246922969818,
-0.0003301552205812186,
-2.398102283477783,
-0.08388025313615799,
-0.10093231499195099,
-0.0032329694367945194,
-0.35166919231414795,
-0.15206176042556763,
-0.38564333319664,
-0.3736926317214966,
-0.001106127048842609,
-0.04380965977907181,
-0.12051718682050705,
-0.17770670354366302,
-0.09262221306562424,
-0.7292502522468567,
-0.009628758765757084,
-0.2301100492477417,
-0.09981352835893631,
-0.01889187842607498,
-0.07858883589506149,
-0.10119856894016266,
-0.0018333070911467075,
-0.09116734564304352,
-0.040914762765169144,
-0.027181370183825493,
-0.07342314720153809,
-0.022940946742892265,
-0.00650206720456481,
-4.733033180236816,
-0.021074533462524414,
-0.00009095255518332124,
-3.0987493991851807,
-0.023455187678337097,
-0.0394413024187088,
-0.0008983152220025659,
-3.972541332244873,
-0.0599932037293911,
-6.29504919052124,
-0.042352575808763504,
-0.0011033882619813085,
-0.28074920177459717,
-0.00997605174779892,
-0.06544050574302673,
-0.797971785068512,
-7.062634468078613,
-0.17314961552619934,
-0.06559201329946518,
-0.0036345156840980053,
-0.13374243676662445,
-0.0403701551258564,
-0.015235948376357555,
-0.10742159187793732,
-0.01663914881646633,
-0.005066887941211462,
-0.239140123128891,
-0.016900798305869102,
-0.6003310680389404,
-0.027235083281993866,
-0.002222212729975581,
-0.2865310311317444,
-0.2046150118112564,
-0.2669534981250763,
-9.84145736694336,
-2.4501185417175293,
-9.958341598510742,
-0.7514376044273376,
-8.1734037399292,
-1.0111501216888428,
-6.017597675323486,
-6.118374347686768,
-0.8283700942993164,
-0.2751264274120331,
-0.007794560398906469,
-0.17367643117904663,
-0.08179556578397751,
-0.16230109333992004,
-0.31221601366996765,
-0.10653093457221985,
-0.011389710940420628,
-5.104848861694336,
-6.854471683502197,
-6.226847171783447,
-1.6863747835159302,
-0.04315245896577835,
-0.00425766222178936,
-0.9958420991897583,
-0.18059305846691132,
-0.24402397871017456,
-8.039450645446777,
-0.8006919026374817,
-4.375770092010498,
-5.6195878982543945,
-5.141901016235352,
-4.3609700202941895,
-0.023147840052843094,
-1.6107560396194458,
-1.443130612373352,
-0.07161318510770798,
-0.041179291903972626,
-0.05479247868061066,
-0.001496029901318252,
-0.04869815334677696,
-0.024570349603891373,
-0.026403088122606277,
-0.04608688876032829,
-0.018146097660064697,
-0.010846232064068317,
-3.263336181640625,
-0.7114957571029663,
-5.619897365570068,
-0.05202804505825043,
-0.028477784246206284,
-0.0007755132392048836,
-0.4897834360599518,
-0.0696186050772667,
-0.15843085944652557,
-0.6106911301612854,
-0.08497408032417297,
-0.318531334400177,
-0.13752616941928864,
-2.0258026123046875,
-0.012202020734548569,
-0.002085179090499878,
-0.020839309319853783,
-0.031700972467660904,
-0.005374743603169918,
-0.011057999916374683,
-0.020598772913217545,
-0.0002964295563288033,
-0.020700950175523758,
-0.01226066518574953,
-0.006229862570762634,
-0.020068340003490448,
-0.005626673810184002,
-0.004575853701680899,
-3.203681468963623,
-0.09860437363386154,
-4.781026840209961,
-0.008162355050444603,
-0.01637144945561886,
-0.00033087024348787963,
-1.6862246990203857,
-0.04819128289818764,
-0.12327170372009277,
-3.023927688598633,
-0.0020552005153149366,
-0.022929295897483826,
-0.22664597630500793,
-0.03274145349860191,
-0.029273441061377525,
-0.8460236191749573,
-0.10083877295255661,
-0.0006325627909973264,
-0.01854638196527958,
-0.007312556263059378,
-0.00313101289793849,
-0.007245099637657404,
-0.0036810750607401133,
-0.0019164782715961337,
-5.772507667541504,
-0.1557418406009674,
-0.00007343022298300639,
-2.5072214603424072,
-0.018553636968135834,
-0.009924354963004589,
-0.0004297763225622475,
-3.221113681793213,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |