text
stringlengths
546
871
classes
sequence
target
int32
0
1
evaluation_predictions
sequence
View number as text. Do not perform computation. Q: What is the first digit of 2+68? A: 2 View + as the digit 3 instead of a mathematical operation. Q: What is the first digit of 41+20? A: 4 View number as text. Do not perform computation. Q: What is the first digit of 42+38? A: 4 View number as text. Do not perform computation. Q: What is the first digit of 83+13? A: 8 Redefine e as 21+30. Q: What is the first digit of e? A: 5 View ÷ as a random digit. Q: What is the first digit of 27÷9? A: 2 Redefine e as 54+7. Q: What is the first digit of e? A: 6 Redefine π as 127. Q: What is the first digit of π? A: 1 Redefine π as 736 mod 14. Q: What is the first digit of π? A:
[ " 8", " 3" ]
0
[ -9.161581993103027, -10.859673500061035, -7.252641677856445, -3.8924596309661865, -2.6300547122955322, -5.481310844421387, -2.0132086277008057, -7.896442413330078, -6.7644219398498535, -1.0970616340637207, -9.941828727722168, -2.4910104274749756, -1.9939249753952026, -0.850223958492279, -0.4060949683189392, -4.551840782165527, -3.51113224029541, -0.35556644201278687, -4.105742931365967, -3.128117561340332, -9.800938606262207, -0.5161856412887573, -1.094855546951294, -0.04910364747047424, -1.82536780834198, -2.314659595489502, -4.797029495239258, -9.168800354003906, -1.8444815874099731, -4.221208095550537, -5.035687446594238, -4.482908248901367, -6.237537384033203, -0.3809490203857422, -2.4654226303100586, -5.90284538269043, -2.4615087509155273, -0.3603573441505432, -1.5354235172271729, -0.014468047767877579, -0.21701471507549286, -0.09222975373268127, -0.18368501961231232, -0.4524821639060974, -0.05938823148608208, -0.01749582216143608, -8.251832008361816, -0.5902964472770691, -4.684959411621094, -0.21592207252979279, -0.08109240978956223, -0.004637676291167736, -2.6161885261535645, -0.2682156562805176, -1.3888685703277588, -3.41262149810791, -0.11707187443971634, -0.44203898310661316, -0.12186320871114731, -0.28432244062423706, -0.03418691083788872, -0.015981554985046387, -0.07506440579891205, -0.011395839974284172, -0.07765699923038483, -0.003730482654646039, -0.07298450917005539, -0.022594982758164406, -0.014225974678993225, -0.1911894828081131, -0.02379317209124565, -0.004557579290121794, -4.489243507385254, -0.2195311039686203, -4.46978759765625, -0.0908994972705841, -0.015295353718101978, -0.000757645582780242, -1.0612000226974487, -0.14649000763893127, -0.39925092458724976, -0.9038656949996948, -0.008785050362348557, -0.02253822237253189, -0.0053574321791529655, -0.034873053431510925, -0.0022722873836755753, -0.002030574483796954, -0.012486496940255165, -0.003834159579128027, -0.023805512115359306, -0.0012696071062237024, -0.02022489346563816, -0.006469970569014549, -0.0024121494498103857, -0.028333060443401337, -0.0026946684811264277, -0.0008415018673986197, -5.803257942199707, -0.15750864148139954, -4.533019542694092, -0.05735457316040993, -0.00777350552380085, -0.0003404037852305919, -2.2437660694122314, -0.09737104922533035, -9.5230131149292, -1.6282646656036377, -0.04182486981153488, -8.7909517288208, -1.7722365856170654, -8.008892059326172, -3.5125207901000977, -4.63758659362793, -0.7165372967720032, -0.25266727805137634, -0.0030914393719285727, -0.06352977454662323, -0.018839938566088676, -0.04710626229643822, -0.08634646236896515, -0.005492832977324724, -0.0028288844041526318, -2.9707276821136475, -4.197065353393555, -0.03098849579691887, -0.0012373419012874365, -4.88515043258667, -0.1128280982375145, -2.088167428970337, -10.069358825683594, -0.2917737364768982, -0.03878844901919365, -3.3253378868103027, -9.295722007751465, -3.942988634109497, -1.104707956314087, -0.15741188824176788, -0.0014807938132435083, -0.03880197927355766, -0.014280622825026512, -0.019405048340559006, -0.04232926666736603, -0.009830987080931664, -0.004635065793991089, -6.337411880493164, -0.9156015515327454, -0.0005858612130396068, -2.881998062133789, -0.02954419143497944, -0.019314315170049667, -0.0008316157618537545, -2.5982189178466797, -0.11847706884145737, -2.0607287883758545, -0.002046754118055105, -0.0010100268991664052, -1.2609070539474487, -0.05971350520849228, -7.133969306945801, -0.3908601701259613, -4.254312992095947, -0.14218060672283173, -0.020804867148399353, -0.0003978414461016655, -0.005944667384028435, -0.0019996424671262503, -0.0018046298064291477, -0.007595232222229242, -0.001189477858133614, -0.0008481719414703548, -0.1233978420495987, -0.016480155289173126, -0.007162725552916527, -0.00031025364296510816, -2.035646915435791, -0.06154656782746315, -1.2969419956207275, -0.0007065422250889242, -0.00026639728457666934, -6.65712833404541, -0.14055077731609344, -0.08677217364311218, -7.977439880371094, -2.248823642730713, -0.3174990713596344, -0.0006528153317049146, -0.023188374936580658, -0.005616597831249237, -0.010065747424960136, -0.015567684546113014, -0.005234820768237114, -0.002614772180095315, -0.2040160894393921, -0.0002611534437164664, -0.034919675439596176, -0.011318757198750973, -0.00041762212640605867, -1.5790046453475952, -0.15376587212085724, -0.8643175959587097, -0.0007239343249239028, -0.0005060345865786076, -1.8664159774780273, -0.03201274573802948, -0.03288830816745758, -4.209014892578125, -5.528011322021484, -11.49209213256836, -5.39143180847168, -0.3800973892211914, -0.016350924968719482, -0.0001646144810365513, -0.002854560734704137, -0.001022650278173387, -0.0008312584250234067, -0.003367826109752059, -0.0015942256432026625, -0.0007962394156493247, -0.012139132246375084, -0.0003493413969408721, -0.04875674098730087, -0.007449348922818899, -0.00018880968855228275, -3.331568956375122, 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 ]
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 9+9? A: 9 Redefine e as 13+3. Q: What is the first digit of e? A: 1 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 50÷5? A: 5 View ÷ as a random digit. Q: What is the first digit of 15÷5? A: 1 View number as text. Do not perform computation. Q: What is the first digit of 22+9? A: 2 Redefine π as 462. Q: What is the first digit of π? A: 4 View + as the digit 5 instead of a mathematical operation. Q: What is the first digit of 24+25? A: 2 Redefine π as 715+245. Q: What is the first digit of π? A: 9 Redefine π as 860 mod 50. Q: What is the first digit of π? A:
[ " 1", " 3" ]
0
[ -9.161581993103027, -10.859673500061035, -7.252641677856445, -3.8924596309661865, -2.6300547122955322, -5.481310844421387, -2.0132086277008057, -7.896442413330078, -6.7644219398498535, -1.0970616340637207, -9.941828727722168, -2.4910104274749756, -1.9939249753952026, -0.850223958492279, -0.4060949683189392, -4.551840782165527, -3.51113224029541, -0.35556644201278687, -4.105742931365967, -3.128117561340332, -9.800938606262207, -0.5161856412887573, -1.094855546951294, -0.04910364747047424, -1.82536780834198, -2.314659595489502, -4.797029495239258, -9.168800354003906, -1.8444815874099731, -4.221208095550537, -5.035687446594238, -4.482908248901367, -6.237537384033203, -0.3809490203857422, -2.4654226303100586, -5.90284538269043, -2.4615087509155273, -0.3603573441505432, -1.5354235172271729, -0.014468047767877579, -0.21701471507549286, -0.09222975373268127, -0.18368501961231232, -0.4524821639060974, -0.05938823148608208, -0.01749582216143608, -8.251832008361816, -0.5902964472770691, -4.684959411621094, -0.21592207252979279, -0.08109240978956223, -0.004637676291167736, -2.6161885261535645, -0.2682156562805176, -1.3888685703277588, -3.41262149810791, -0.11707187443971634, -0.44203898310661316, -0.12186320871114731, -0.28432244062423706, -0.03418691083788872, -0.015981554985046387, -0.07506440579891205, -0.011395839974284172, -0.07765699923038483, -0.003730482654646039, -0.07298450917005539, -0.022594982758164406, -0.014225974678993225, -0.1911894828081131, -0.02379317209124565, -0.004557579290121794, -4.489243507385254, -0.2195311039686203, -4.46978759765625, -0.0908994972705841, -0.015295353718101978, -0.000757645582780242, -1.0612000226974487, -0.14649000763893127, -0.39925092458724976, -0.9038656949996948, -0.008785050362348557, -0.02253822237253189, -0.0053574321791529655, -0.034873053431510925, -0.0022722873836755753, -0.002030574483796954, -0.012486496940255165, -0.003834159579128027, -0.023805512115359306, -0.0012696071062237024, -0.02022489346563816, -0.006469970569014549, -0.0024121494498103857, -0.028333060443401337, -0.0026946684811264277, -0.0008415018673986197, -5.803257942199707, -0.15750864148139954, -4.533019542694092, -0.05735457316040993, -0.00777350552380085, -0.0003404037852305919, -2.2437660694122314, -0.09737104922533035, -9.5230131149292, -1.6282646656036377, -0.04182486981153488, -8.7909517288208, -1.7722365856170654, -8.008892059326172, -3.5125207901000977, -4.63758659362793, -0.7165372967720032, -0.25266727805137634, -0.0030914393719285727, -0.06352977454662323, -0.018839938566088676, -0.04710626229643822, -0.08634646236896515, -0.005492832977324724, -0.0028288844041526318, -2.9707276821136475, -4.197065353393555, -0.03098849579691887, -0.0012373419012874365, -4.88515043258667, -0.1128280982375145, -2.088167428970337, -10.069358825683594, -0.2917737364768982, -0.03878844901919365, -3.3253378868103027, -9.295722007751465, -3.942988634109497, -1.104707956314087, -0.15741188824176788, -0.0014807938132435083, -0.03880197927355766, -0.014280622825026512, -0.019405048340559006, -0.04232926666736603, -0.009830987080931664, -0.004635065793991089, -6.337411880493164, -0.9156015515327454, -0.0005858612130396068, -2.881998062133789, -0.02954419143497944, -0.019314315170049667, -0.0008316157618537545, -2.5982189178466797, -0.11847706884145737, -2.0607287883758545, -0.002046754118055105, -0.0010100268991664052, -1.2609070539474487, -0.05971350520849228, -7.133969306945801, -0.3908601701259613, -4.254312992095947, -0.14218060672283173, -0.020804867148399353, -0.0003978414461016655, -0.005944667384028435, -0.0019996424671262503, -0.0018046298064291477, -0.007595232222229242, -0.001189477858133614, -0.0008481719414703548, -0.1233978420495987, -0.016480155289173126, -0.007162725552916527, -0.00031025364296510816, -2.035646915435791, -0.06154656782746315, -1.2969419956207275, -0.0007065422250889242, -0.00026639728457666934, -6.65712833404541, -0.14055077731609344, -0.08677217364311218, -7.977439880371094, -2.248823642730713, -0.3174990713596344, -0.0006528153317049146, -0.023188374936580658, -0.005616597831249237, -0.010065747424960136, -0.015567684546113014, -0.005234820768237114, -0.002614772180095315, -0.2040160894393921, -0.0002611534437164664, -0.034919675439596176, -0.011318757198750973, -0.00041762212640605867, -1.5790046453475952, -0.15376587212085724, -0.8643175959587097, -0.0007239343249239028, -0.0005060345865786076, -1.8664159774780273, -0.03201274573802948, -0.03288830816745758, -4.209014892578125, -5.528011322021484, -11.49209213256836, -5.39143180847168, -0.3800973892211914, -0.016350924968719482, -0.0001646144810365513, -0.002854560734704137, -0.001022650278173387, -0.0008312584250234067, -0.003367826109752059, -0.0015942256432026625, -0.0007962394156493247, -0.012139132246375084, -0.0003493413969408721, -0.04875674098730087, -0.007449348922818899, -0.00018880968855228275, -2.294236421585083, 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 ]
Redefine e as 1+6. Q: What is the first digit of e? A: 7 Redefine π as 1+10. 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 48+7? A: 4 View number as text. Do not perform computation. Q: What is the first digit of 18+44? A: 1 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 15+47? A: 1 Redefine e as 34+27. Q: What is the first digit of e? A: 6 View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 58+9? A: 5 View ÷ as a random digit. Q: What is the first digit of 60÷5? A:
[ " 1", " 6" ]
1
[ -9.161581993103027, -10.418830871582031, -10.0230712890625, -1.63552987575531, -8.67333984375, -9.482489585876465, -6.347194671630859, -0.1938512623310089, -1.1574498414993286, -6.805609226226807, -2.3993678092956543, -1.0173571109771729, -9.779647827148438, -2.9346885681152344, -1.8652008771896362, -1.4171555042266846, -0.512620210647583, -3.9652721881866455, -2.253504753112793, -0.3484516441822052, -3.840930938720703, -2.8576977252960205, -2.771235227584839, -0.7739525437355042, -0.43400564789772034, -0.0273883156478405, -2.151254177093506, -2.4374489784240723, -10.817703247070312, -2.1673715114593506, -0.2075570672750473, -9.065485000610352, -1.6963542699813843, -10.774897575378418, -4.104227066040039, -1.901181697845459, -1.6132533550262451, -1.7632174491882324, -0.025915684178471565, -0.2718318998813629, -0.12473315745592117, -0.15524744987487793, -0.552535891532898, -0.08120804280042648, -0.009231857024133205, -2.089834213256836, -2.3113322257995605, -0.07265343517065048, -0.006608536001294851, -2.489699125289917, -0.8174641728401184, -5.711104869842529, -7.488865852355957, -0.278496652841568, -0.11229465156793594, -1.3331173658370972, -0.790776789188385, -0.7743040323257446, -0.13005077838897705, -0.0026622111909091473, -0.19299790263175964, -0.12730471789836884, -0.0050980811938643456, -0.010886442847549915, -0.04914949834346771, -0.002836135681718588, -0.034579675644636154, -0.014599988237023354, -0.030530493706464767, -0.09456790238618851, -0.013196862302720547, -0.003592824097722769, -6.938516616821289, -1.6741986274719238, -0.00010072677832795307, -2.1318540573120117, -0.03268872946500778, -0.02996770665049553, -0.0012430568458512425, -1.218963384628296, -0.11632136255502701, -1.2536866664886475, -2.992919683456421, -0.14627066254615784, -0.21207377314567566, -0.15316136181354523, -0.23038901388645172, -0.0680200457572937, -4.899255275726318, -0.1331673413515091, -0.00523067032918334, -0.05158014968037605, -0.023386016488075256, -0.01691298931837082, -0.06219986081123352, -0.013088857755064964, -0.00655559916049242, -5.197963714599609, -0.2210925817489624, -0.0002455409849062562, -1.6018354892730713, -0.04953325539827347, -0.04746158421039581, -0.0031023728661239147, -1.8803006410598755, -0.15509015321731567, -0.6461041569709778, -8.027192115783691, -0.7028956413269043, -6.459492206573486, -0.7294502258300781, -7.091999053955078, -1.308645248413086, -5.100359916687012, -7.61304235458374, -0.4408174455165863, -0.5427640080451965, -0.006156883202493191, -0.16444124281406403, -0.04169990494847298, -0.18741829693317413, -0.251700222492218, -0.1024785116314888, -0.010938208550214767, -5.827938556671143, -2.570847988128662, -3.3550336360931396, -0.12680938839912415, -0.047797124832868576, -0.0028729853220283985, -1.5654277801513672, -0.12676455080509186, -4.889264106750488, -0.004756564274430275, -0.002575653837993741, -6.034649848937988, -0.09250441938638687, -0.12057223916053772, -3.6178293228149414, -7.088922500610352, -1.9769041538238525, -0.5134209394454956, -0.0020574608352035284, -0.04717756435275078, -0.012409733608365059, -0.02968769706785679, -0.026690980419516563, -0.01099928468465805, -0.003661121241748333, -0.1781558096408844, -0.0003323002893012017, -0.05953717976808548, -0.016208777204155922, -0.0009731086320243776, -1.1641197204589844, -0.16137878596782684, -1.3370234966278076, -2.528966188430786, -0.1880742460489273, -3.9286446571350098, -5.176307201385498, -4.110276222229004, -2.9362106323242188, -0.008679285645484924, -0.5995587110519409, -0.061267975717782974, -0.01095459796488285, -0.026631087064743042, -0.033119216561317444, -0.0014357983600348234, -0.027746887877583504, -0.007961326278746128, -0.009812453761696815, -0.022067589685320854, -0.007368766702711582, -0.003022984601557255, -4.673313140869141, -0.09247942268848419, -6.550495147705078, -0.09181201457977295, -0.007785215973854065, -0.0006272017490118742, -2.6276543140411377, -0.08952245861291885, -1.6804184913635254, -0.0009689403814263642, -0.001419847016222775, -2.0533881187438965, -0.021588217467069626, -0.06508604437112808, -3.7157440185546875, -4.65086555480957, -5.470886707305908, -6.58565616607666, -0.05364048480987549, -0.015219863504171371, -0.0005256939912214875, -0.004464420955628157, -0.002413933165371418, -0.0019792981911450624, -0.004983978345990181, -0.0015789910685271025, -0.0009174905135296285, -0.007737782318145037, -0.00026127262390218675, -0.008794976398348808, -0.007427813485264778, -0.000432278640801087, -3.0840907096862793, -0.13234004378318787, -2.3955140113830566, -0.0009839460253715515, -0.000922969076782465, -1.2432862520217896, -0.024327917024493217, -0.02304113656282425, -3.307257890701294, -4.717038154602051, -11.873170852661133, -5.874661445617676, -0.19436883926391602, -0.03175143897533417, -0.0005077026435174048, -0.005656189750880003, -0.0027359218802303076, -0.00146246247459203, -0.007716016843914986, -0.0032322565093636513, -0.001321991323493421, -0.01117471233010292, -0.00014983485743869096, -0.039201878011226654, -0.010434477590024471, -0.000590865034610033, -2.4456787109375, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 60÷12? A: 6 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 55÷5? A: 5 Redefine e as 9+10. Q: What is the first digit of e? A: 1 Redefine π as 12+10. 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 63÷7? A: 6 Redefine e as 34+27. 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 39+43? A: 3 View number as text. Do not perform computation. Q: What is the first digit of 13+47? A: 1 Redefine π as 849 mod 28. Q: What is the first digit of π? A:
[ " 9", " 3" ]
0
[ -9.161581993103027, -10.418830871582031, -10.0230712890625, -1.63552987575531, -8.67333984375, -9.482489585876465, -6.347194671630859, -0.1938512623310089, -1.1574498414993286, -6.805609226226807, -2.3993678092956543, -1.0173571109771729, -9.779647827148438, -2.9346885681152344, -1.8652008771896362, -1.4171555042266846, -0.512620210647583, -3.9652721881866455, -2.253504753112793, -0.3484516441822052, -3.840930938720703, -2.8576977252960205, -2.771235227584839, -0.7739525437355042, -0.43400564789772034, -0.0273883156478405, -2.151254177093506, -2.4374489784240723, -10.817703247070312, -2.1673715114593506, -0.2075570672750473, -9.065485000610352, -1.6963542699813843, -10.774897575378418, -4.104227066040039, -1.901181697845459, -1.6132533550262451, -1.7632174491882324, -0.025915684178471565, -0.2718318998813629, -0.12473315745592117, -0.15524744987487793, -0.552535891532898, -0.08120804280042648, -0.009231857024133205, -2.089834213256836, -2.3113322257995605, -0.07265343517065048, -0.006608536001294851, -2.489699125289917, -0.8174641728401184, -5.711104869842529, -7.488865852355957, -0.278496652841568, -0.11229465156793594, -1.3331173658370972, -0.790776789188385, -0.7743040323257446, -0.13005077838897705, -0.0026622111909091473, -0.19299790263175964, -0.12730471789836884, -0.0050980811938643456, -0.010886442847549915, -0.04914949834346771, -0.002836135681718588, -0.034579675644636154, -0.014599988237023354, -0.030530493706464767, -0.09456790238618851, -0.013196862302720547, -0.003592824097722769, -6.938516616821289, -1.6741986274719238, -0.00010072677832795307, -2.1318540573120117, -0.03268872946500778, -0.02996770665049553, -0.0012430568458512425, -1.218963384628296, -0.11632136255502701, -1.2536866664886475, -2.992919683456421, -0.14627066254615784, -0.21207377314567566, -0.15316136181354523, -0.23038901388645172, -0.0680200457572937, -4.899255275726318, -0.1331673413515091, -0.00523067032918334, -0.05158014968037605, -0.023386016488075256, -0.01691298931837082, -0.06219986081123352, -0.013088857755064964, -0.00655559916049242, -5.197963714599609, -0.2210925817489624, -0.0002455409849062562, -1.6018354892730713, -0.04953325539827347, -0.04746158421039581, -0.0031023728661239147, -1.8803006410598755, -0.15509015321731567, -0.6461041569709778, -8.027192115783691, -0.7028956413269043, -6.459492206573486, -0.7294502258300781, -7.091999053955078, -1.308645248413086, -5.100359916687012, -7.61304235458374, -0.4408174455165863, -0.5427640080451965, -0.006156883202493191, -0.16444124281406403, -0.04169990494847298, -0.18741829693317413, -0.251700222492218, -0.1024785116314888, -0.010938208550214767, -5.827938556671143, -2.570847988128662, -3.3550336360931396, -0.12680938839912415, -0.047797124832868576, -0.0028729853220283985, -1.5654277801513672, -0.12676455080509186, -4.889264106750488, -0.004756564274430275, -0.002575653837993741, -6.034649848937988, -0.09250441938638687, -0.12057223916053772, -3.6178293228149414, -7.088922500610352, -1.9769041538238525, -0.5134209394454956, -0.0020574608352035284, -0.04717756435275078, -0.012409733608365059, -0.02968769706785679, -0.026690980419516563, -0.01099928468465805, -0.003661121241748333, -0.1781558096408844, -0.0003323002893012017, -0.05953717976808548, -0.016208777204155922, -0.0009731086320243776, -1.1641197204589844, -0.16137878596782684, -1.3370234966278076, -2.528966188430786, -0.1880742460489273, -3.9286446571350098, -5.176307201385498, -4.110276222229004, -2.9362106323242188, -0.008679285645484924, -0.5995587110519409, -0.061267975717782974, -0.01095459796488285, -0.026631087064743042, -0.033119216561317444, -0.0014357983600348234, -0.027746887877583504, -0.007961326278746128, -0.009812453761696815, -0.022067589685320854, -0.007368766702711582, -0.003022984601557255, -4.673313140869141, -0.09247942268848419, -6.550495147705078, -0.09181201457977295, -0.007785215973854065, -0.0006272017490118742, -2.6276543140411377, -0.08952245861291885, -1.6804184913635254, -0.0009689403814263642, -0.001419847016222775, -2.0533881187438965, -0.021588217467069626, -0.06508604437112808, -3.7157440185546875, -4.65086555480957, -5.470886707305908, -6.58565616607666, -0.05364048480987549, -0.015219863504171371, -0.0005256939912214875, -0.004464420955628157, -0.002413933165371418, -0.0019792981911450624, -0.004983978345990181, -0.0015789910685271025, -0.0009174905135296285, -0.007737782318145037, -0.00026127262390218675, -0.008794976398348808, -0.007427813485264778, -0.000432278640801087, -3.0840907096862793, -0.13234004378318787, -2.3955140113830566, -0.0009839460253715515, -0.000922969076782465, -1.2432862520217896, -0.024327917024493217, -0.02304113656282425, -3.307257890701294, -4.717038154602051, -11.873170852661133, -5.874661445617676, -0.19436883926391602, -0.03175143897533417, -0.0005077026435174048, -0.005656189750880003, -0.0027359218802303076, -0.00146246247459203, -0.007716016843914986, -0.0032322565093636513, -0.001321991323493421, -0.01117471233010292, -0.00014983485743869096, -0.039201878011226654, -0.010434477590024471, -0.000590865034610033, -2.350741386413574, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 30+47? A: 3 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 7+48? A: 7 Redefine π as 725+45. 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 58+6? A: 5 View number as text. Do not perform computation. Q: What is the first digit of 24+69? A: 2 Redefine π as 386 mod 14. Q: What is the first digit of π? A: 8 Redefine π as 175 mod 29. Q: What is the first digit of π? A: 1 Redefine π as 693 mod 22. Q: What is the first digit of π? A:
[ " 1", " 3" ]
0
[ -7.645411491394043, -4.844866752624512, -1.3569767475128174, -9.003171920776367, -9.07621955871582, -7.391200065612793, -3.5905051231384277, -4.942487716674805, -2.2141714096069336, -7.93864107131958, -4.070880889892578, -1.9591491222381592, -0.8349516987800598, -0.4219280183315277, -3.7562355995178223, -1.6419459581375122, -0.2804940342903137, -2.1221489906311035, -0.40347200632095337, -1.0949044227600098, -0.060745228081941605, -3.7814829349517822, -2.890350341796875, -3.9890758991241455, -0.016209950670599937, -0.009787900373339653, -7.676695823669434, -0.27556559443473816, -0.38359135389328003, -1.449411153793335, -0.6140863299369812, -4.710287094116211, -0.5123281478881836, -0.1456085443496704, -0.008811519481241703, -0.08503693342208862, -0.0409877672791481, -0.028415564447641373, -0.15081147849559784, -0.03709649667143822, -0.010253256186842918, -0.06041131168603897, -0.0005474975914694369, -0.015506885945796967, -0.046193551272153854, -0.0031991039868444204, -1.6236929893493652, -0.1393129676580429, -10.653219223022461, -11.779104232788086, -7.1585187911987305, -2.6686384677886963, -8.372387886047363, -3.6015048027038574, -7.605220794677734, -0.14407338201999664, -1.27228844165802, -6.4555182456970215, -3.966075897216797, -0.22605763375759125, -0.29149171710014343, -0.006156764458864927, -0.15133491158485413, -0.11940360069274902, -0.33291611075401306, -0.21507254242897034, -0.05579546466469765, -0.017592692747712135, -9.342823028564453, -2.012305736541748, -3.3110482692718506, -0.21617591381072998, -0.05623855069279671, -0.003074801526963711, -3.2649035453796387, -0.21668419241905212, -2.64540696144104, -8.192682266235352, -1.0506540536880493, -6.790339469909668, -0.9890149831771851, -6.675065040588379, -1.1498318910598755, -5.289183616638184, -7.060140609741211, -0.5910770297050476, -0.4340111315250397, -0.007217287551611662, -0.11881352961063385, -0.049231551587581635, -0.25621312856674194, -0.2506381869316101, -0.09083276987075806, -0.01200910471379757, -5.366427421569824, -1.5757437944412231, -5.991267681121826, -0.1399848759174347, -0.049859363585710526, -0.0024787436705082655, -2.067887544631958, -0.19077210128307343, -1.214144229888916, -2.7381672859191895, -0.1873997151851654, -3.8700661659240723, -5.6151275634765625, -2.4362564086914062, -3.480179786682129, -0.022716065868735313, -1.086873173713684, -0.1769457310438156, -0.04321902245283127, -0.03367400914430618, -0.0566910095512867, -0.0015284058172255754, -0.02158460207283497, -0.006249173078685999, -0.00925335381180048, -0.022181741893291473, -0.005271819420158863, -0.0027957186102867126, -6.54312801361084, -0.12690357863903046, -4.8485565185546875, -0.06314117461442947, -0.014977502636611462, -0.0009978797752410173, -2.064823865890503, -0.08997242152690887, -0.6720001101493835, -1.7088637351989746, -0.035143326967954636, -0.2404072880744934, -0.05338895320892334, -0.36215439438819885, -0.006379122380167246, -0.007467452436685562, -0.05570673570036888, -0.00889493990689516, -0.031791627407073975, -0.0009971652179956436, -0.01496176514774561, -0.0044092340394854546, -0.004328050650656223, -0.02314388006925583, -0.007553587201982737, -0.0010700459824874997, -4.186239242553711, -0.08900391310453415, -5.258006572723389, -0.041918955743312836, -0.008116122335195541, -0.0004262015863787383, -0.9948776960372925, -0.09308914095163345, -3.8206262588500977, -0.002074115676805377, -0.0015466167824342847, -1.1401207447052002, -0.05747568607330322, -10.150947570800781, -2.690031051635742, -4.8092451095581055, -0.09547188133001328, -0.038697049021720886, -0.0012461524456739426, -0.007287704385817051, -0.004762259311974049, -0.0015538772568106651, -0.016010180115699768, -0.002678974997252226, -0.0005903884884901345, -0.21409201622009277, -0.01463346928358078, -0.008256115019321442, -0.0006257721688598394, -2.5445752143859863, -0.06940331310033798, -1.6122486591339111, -1.1389515399932861, -0.01504526101052761, -1.1046874523162842, -0.11419279873371124, -0.8199728727340698, -0.036474406719207764, -0.00037698791129514575, -0.016397366300225258, -0.0032650516368448734, -0.00150079105515033, -0.003340262221172452, -0.006462508346885443, -0.00022671037004329264, -0.00361634255386889, -0.0007752750534564257, -0.000697846058756113, -0.004005149472504854, -0.0008623456815257668, -0.0003438596613705158, -5.799450397491455, -0.03671391308307648, -3.8998358249664307, -0.0533265694975853, -0.004045755136758089, -0.00018439977429807186, -2.897876739501953, -0.06666955351829529, -0.43291524052619934, -8.96374225616455, -0.1314438283443451, -0.03910776600241661, -1.4930192232131958, -1.100431203842163, -0.15276454389095306, -3.087455987930298, -0.35097354650497437, -0.0023755207657814026, -0.01582738570868969, -0.004603858571499586, -0.0027363973204046488, -0.012765007093548775, -0.004028658382594585, -0.001416751998476684, -5.254363059997559, -0.864632785320282, -0.0003912875254172832, -2.731788158416748, -0.018127016723155975, -0.008141662925481796, -0.00048351517762057483, -1.583592414855957, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View number as text. Do not perform computation. Q: What is the first digit of 13+42? A: 1 View + as the digit 0 instead of a mathematical operation. Q: What is the first digit of 42+10? A: 4 Redefine π as 977 mod 10. Q: What is the first digit of π? A: 7 Redefine π as 934 mod 10. Q: What is the first digit of π? A: 4 View number as text. Do not perform computation. Q: What is the first digit of 34+41? A: 3 Redefine π as 745. Q: What is the first digit of π? A: 7 Redefine π as 742 mod 31. Q: What is the first digit of π? A: 2 View ÷ as a random digit. Q: What is the first digit of 27÷3? A: 2 Redefine π as 908 mod 49. Q: What is the first digit of π? A:
[ " 2", " 3" ]
0
[ -7.645411491394043, -4.844866752624512, -1.3569767475128174, -9.003171920776367, -9.07621955871582, -7.391200065612793, -3.5905051231384277, -4.942487716674805, -2.2141714096069336, -7.93864107131958, -4.070880889892578, -1.9591491222381592, -0.8349516987800598, -0.4219280183315277, -3.7562355995178223, -1.6419459581375122, -0.2804940342903137, -2.1221489906311035, -0.40347200632095337, -1.0949044227600098, -0.060745228081941605, -3.7814829349517822, -2.890350341796875, -3.9890758991241455, -0.016209950670599937, -0.009787900373339653, -7.676695823669434, -0.27556559443473816, -0.38359135389328003, -1.449411153793335, -0.6140863299369812, -4.710287094116211, -0.5123281478881836, -0.1456085443496704, -0.008811519481241703, -0.08503693342208862, -0.0409877672791481, -0.028415564447641373, -0.15081147849559784, -0.03709649667143822, -0.010253256186842918, -0.06041131168603897, -0.0005474975914694369, -0.015506885945796967, -0.046193551272153854, -0.0031991039868444204, -1.6236929893493652, -0.1393129676580429, -10.653219223022461, -11.779104232788086, -7.1585187911987305, -2.6686384677886963, -8.372387886047363, -3.6015048027038574, -7.605220794677734, -0.14407338201999664, -1.27228844165802, -6.4555182456970215, -3.966075897216797, -0.22605763375759125, -0.29149171710014343, -0.006156764458864927, -0.15133491158485413, -0.11940360069274902, -0.33291611075401306, -0.21507254242897034, -0.05579546466469765, -0.017592692747712135, -9.342823028564453, -2.012305736541748, -3.3110482692718506, -0.21617591381072998, -0.05623855069279671, -0.003074801526963711, -3.2649035453796387, -0.21668419241905212, -2.64540696144104, -8.192682266235352, -1.0506540536880493, -6.790339469909668, -0.9890149831771851, -6.675065040588379, -1.1498318910598755, -5.289183616638184, -7.060140609741211, -0.5910770297050476, -0.4340111315250397, -0.007217287551611662, -0.11881352961063385, -0.049231551587581635, -0.25621312856674194, -0.2506381869316101, -0.09083276987075806, -0.01200910471379757, -5.366427421569824, -1.5757437944412231, -5.991267681121826, -0.1399848759174347, -0.049859363585710526, -0.0024787436705082655, -2.067887544631958, -0.19077210128307343, -1.214144229888916, -2.7381672859191895, -0.1873997151851654, -3.8700661659240723, -5.6151275634765625, -2.4362564086914062, -3.480179786682129, -0.022716065868735313, -1.086873173713684, -0.1769457310438156, -0.04321902245283127, -0.03367400914430618, -0.0566910095512867, -0.0015284058172255754, -0.02158460207283497, -0.006249173078685999, -0.00925335381180048, -0.022181741893291473, -0.005271819420158863, -0.0027957186102867126, -6.54312801361084, -0.12690357863903046, -4.8485565185546875, -0.06314117461442947, -0.014977502636611462, -0.0009978797752410173, -2.064823865890503, -0.08997242152690887, -0.6720001101493835, -1.7088637351989746, -0.035143326967954636, -0.2404072880744934, -0.05338895320892334, -0.36215439438819885, -0.006379122380167246, -0.007467452436685562, -0.05570673570036888, -0.00889493990689516, -0.031791627407073975, -0.0009971652179956436, -0.01496176514774561, -0.0044092340394854546, -0.004328050650656223, -0.02314388006925583, -0.007553587201982737, -0.0010700459824874997, -4.186239242553711, -0.08900391310453415, -5.258006572723389, -0.041918955743312836, -0.008116122335195541, -0.0004262015863787383, -0.9948776960372925, -0.09308914095163345, -3.8206262588500977, -0.002074115676805377, -0.0015466167824342847, -1.1401207447052002, -0.05747568607330322, -10.150947570800781, -2.690031051635742, -4.8092451095581055, -0.09547188133001328, -0.038697049021720886, -0.0012461524456739426, -0.007287704385817051, -0.004762259311974049, -0.0015538772568106651, -0.016010180115699768, -0.002678974997252226, -0.0005903884884901345, -0.21409201622009277, -0.01463346928358078, -0.008256115019321442, -0.0006257721688598394, -2.5445752143859863, -0.06940331310033798, -1.6122486591339111, -1.1389515399932861, -0.01504526101052761, -1.1046874523162842, -0.11419279873371124, -0.8199728727340698, -0.036474406719207764, -0.00037698791129514575, -0.016397366300225258, -0.0032650516368448734, -0.00150079105515033, -0.003340262221172452, -0.006462508346885443, -0.00022671037004329264, -0.00361634255386889, -0.0007752750534564257, -0.000697846058756113, -0.004005149472504854, -0.0008623456815257668, -0.0003438596613705158, -5.799450397491455, -0.03671391308307648, -3.8998358249664307, -0.0533265694975853, -0.004045755136758089, -0.00018439977429807186, -2.897876739501953, -0.06666955351829529, -0.43291524052619934, -8.96374225616455, -0.1314438283443451, -0.03910776600241661, -1.4930192232131958, -1.100431203842163, -0.15276454389095306, -3.087455987930298, -0.35097354650497437, -0.0023755207657814026, -0.01582738570868969, -0.004603858571499586, -0.0027363973204046488, -0.012765007093548775, -0.004028658382594585, -0.001416751998476684, -5.254363059997559, -0.864632785320282, -0.0003912875254172832, -2.731788158416748, -0.018127016723155975, -0.008141662925481796, -0.00048351517762057483, -2.363309860229492, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine e as 89+6. Q: What is the first digit of e? A: 9 Redefine π as 732. Q: What is the first digit of π? A: 7 Redefine π as 716+3. 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 12÷3? A: 1 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 18÷6? A: 1 Redefine π as 894. Q: What is the first digit of π? A: 8 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 1 instead of a mathematical operation. Q: What is the first digit of 8+1? A: 8 View number as text. Do not perform computation. Q: What is the first digit of 23+48? A:
[ " 7", " 2" ]
1
[ -9.161581993103027, -11.895548820495605, -3.4307351112365723, -5.32594108581543, -1.4251514673233032, -7.670463562011719, -7.116569519042969, -5.416120529174805, -0.20105119049549103, -0.7665448188781738, -4.721513271331787, -1.3456721305847168, -0.5066718459129333, -9.468667030334473, -3.4754488468170166, -1.2696564197540283, -1.2952461242675781, -0.574894905090332, -4.220475196838379, -1.2764008045196533, -0.2869362533092499, -6.615675926208496, -2.509647846221924, -0.00007116541382856667, -3.5932905673980713, -0.14258164167404175, -0.6239223480224609, -0.016924474388360977, -2.432138681411743, -1.9848849773406982, -5.167392253875732, -1.9293371438980103, -0.001726209418848157, -0.09204351902008057, -0.4994376599788666, -0.9647080898284912, -0.08818913996219635, -1.0721713304519653, -0.00435095839202404, -0.033383507281541824, -0.06907394528388977, -0.008876980282366276, -0.05990338325500488, -0.5097331404685974, -0.006501001305878162, -0.09169325232505798, -0.0363381952047348, -0.032351430505514145, -0.5389929413795471, -0.037548743188381195, -0.005772467702627182, -7.092956066131592, -0.10587895661592484, -0.000006198863957251888, -2.2368898391723633, -0.04303485527634621, -0.0670945793390274, -0.002262177411466837, -1.9000401496887207, -0.36731061339378357, -9.690662384033203, -1.8478319644927979, -0.08518122881650925, -7.56220006942749, -1.252834677696228, -6.008701801300049, -4.866246223449707, -3.6628684997558594, -2.235598564147949, -0.6645697355270386, -0.01142730750143528, -0.16228336095809937, -0.0672554224729538, -0.32226651906967163, -0.49905046820640564, -0.02426520548760891, -0.009454830549657345, -2.359905481338501, -3.782440662384033, -0.06607452034950256, -0.0037703870330005884, -1.931485891342163, -0.22990413010120392, -1.2349960803985596, -0.0018103414913639426, -0.0012242449447512627, -5.024663925170898, -0.1106640100479126, -0.10283803939819336, -6.157046794891357, -1.358256459236145, -3.265371084213257, -0.24448217451572418, -0.0414135567843914, -0.0012648447882384062, -0.025592243298888206, -0.010317795909941196, -0.015318481251597404, -0.01999729871749878, -0.006106884218752384, -0.003108195960521698, -0.06695589423179626, -0.0002431573811918497, -0.012819617055356503, -0.033008381724357605, -0.0012510338565334678, -2.2139804363250732, -0.14164045453071594, -4.526084899902344, -3.2910385131835938, -0.016025666147470474, -0.11975329369306564, -0.5442981123924255, -0.7443540096282959, -0.07329774647951126, -0.22700665891170502, -0.001788208493962884, -0.024156177416443825, -0.019492967054247856, -0.0029782960191369057, -0.014548412524163723, -0.03185248374938965, -0.0009717986104078591, -0.03699563816189766, -0.011784225702285767, -0.006534399930387735, -0.05270612984895706, -0.012154677882790565, -0.0017219253350049257, -5.805494785308838, -0.02386278100311756, -0.000017762025890988298, -2.581369161605835, -0.028587384149432182, -0.010033292695879936, -0.0006307758158072829, -2.6507582664489746, -0.09114895761013031, -1.4292616844177246, -0.0026534132193773985, -0.0008929556352086365, -0.6901872754096985, -0.03728819265961647, -7.895186901092529, -0.4051848351955414, -5.046431064605713, -0.09341145306825638, -0.01093620341271162, -0.0003649522550404072, -0.004463827703148127, -0.0025329669006168842, -0.0017617909470573068, -0.004422051832079887, -0.001404966926202178, -0.0007808735244907439, -0.02486516535282135, -0.003841165918856859, -0.0052610281854867935, -0.0003300360403954983, -3.7175631523132324, -0.053203146904706955, -1.4385271072387695, -6.657711029052734, -0.5800966024398804, -0.4437963664531708, -0.5319004654884338, -0.06091191619634628, -0.12179555743932724, -0.0009311868925578892, -0.07687277346849442, -0.022052081301808357, -0.005583168473094702, -0.00934500340372324, -0.013331794179975986, -0.0006908176001161337, -0.013123448938131332, -0.008766734972596169, -0.006477550603449345, -0.01834719628095627, -0.009611756540834904, -0.002403111197054386, -6.037263870239258, -0.8683099150657654, -5.5570807456970215, -0.05587742477655411, -0.009099914692342281, -0.0003885467885993421, -1.9856252670288086, -0.04840255528688431, -1.0055315494537354, -9.54394245147705, -0.6811461448669434, -7.978499889373779, -0.7917329668998718, -7.541620254516602, -1.0013383626937866, -5.50278377532959, -6.964455604553223, -0.3825308382511139, -0.37092819809913635, -0.0035056346096098423, -0.09305743128061295, -0.03608422726392746, -0.22436712682247162, -0.15837743878364563, -0.07798752188682556, -0.00795647781342268, -4.644141674041748, -2.756277084350586, -5.682925224304199, -0.07771975547075272, -0.02514524944126606, -0.0011551857460290194, -1.9912667274475098, -0.10115870833396912, -2.013786554336548, -0.0010825494537129998, -0.0006666345288977027, -1.858932614326477, -0.003100590081885457, -0.03386083245277405, -3.6448159217834473, -9.258707046508789, -10.906533241271973, -6.831796646118164, -0.39332157373428345, -0.0529412142932415, -0.000408327643526718, -0.007001034915447235, -0.0032377224415540695, -0.00225623045116663, -0.007218352518975735, -0.004852898418903351, -0.0009139174944721162, -0.04285270720720291, -0.00017736769223120064, -0.027357811108231544, -0.0067842621356248856, -0.0004489606071729213, -2.382676601409912, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 18÷9? A: 1 Redefine π as 9+3. Q: What is the first digit of π? A: 1 View ÷ as a random digit. Q: What is the first digit of 28÷4? A: 2 Redefine π as 666+328. Q: What is the first digit of π? A: 9 View number as text. Do not perform computation. Q: What is the first digit of 13+42? A: 1 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 13+83? A: 1 Redefine e as 6+6. Q: What is the first digit of e? A: 1 View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 7+24? A: 7 Redefine π as 869+66. Q: What is the first digit of π? A:
[ " 9", " 3" ]
0
[ -9.161581993103027, -11.895548820495605, -3.4307351112365723, -5.32594108581543, -1.4251514673233032, -7.670463562011719, -7.116569519042969, -5.416120529174805, -0.20105119049549103, -0.7665448188781738, -4.721513271331787, -1.3456721305847168, -0.5066718459129333, -9.468667030334473, -3.4754488468170166, -1.2696564197540283, -1.2952461242675781, -0.574894905090332, -4.220475196838379, -1.2764008045196533, -0.2869362533092499, -6.615675926208496, -2.509647846221924, -0.00007116541382856667, -3.5932905673980713, -0.14258164167404175, -0.6239223480224609, -0.016924474388360977, -2.432138681411743, -1.9848849773406982, -5.167392253875732, -1.9293371438980103, -0.001726209418848157, -0.09204351902008057, -0.4994376599788666, -0.9647080898284912, -0.08818913996219635, -1.0721713304519653, -0.00435095839202404, -0.033383507281541824, -0.06907394528388977, -0.008876980282366276, -0.05990338325500488, -0.5097331404685974, -0.006501001305878162, -0.09169325232505798, -0.0363381952047348, -0.032351430505514145, -0.5389929413795471, -0.037548743188381195, -0.005772467702627182, -7.092956066131592, -0.10587895661592484, -0.000006198863957251888, -2.2368898391723633, -0.04303485527634621, -0.0670945793390274, -0.002262177411466837, -1.9000401496887207, -0.36731061339378357, -9.690662384033203, -1.8478319644927979, -0.08518122881650925, -7.56220006942749, -1.252834677696228, -6.008701801300049, -4.866246223449707, -3.6628684997558594, -2.235598564147949, -0.6645697355270386, -0.01142730750143528, -0.16228336095809937, -0.0672554224729538, -0.32226651906967163, -0.49905046820640564, -0.02426520548760891, -0.009454830549657345, -2.359905481338501, -3.782440662384033, -0.06607452034950256, -0.0037703870330005884, -1.931485891342163, -0.22990413010120392, -1.2349960803985596, -0.0018103414913639426, -0.0012242449447512627, -5.024663925170898, -0.1106640100479126, -0.10283803939819336, -6.157046794891357, -1.358256459236145, -3.265371084213257, -0.24448217451572418, -0.0414135567843914, -0.0012648447882384062, -0.025592243298888206, -0.010317795909941196, -0.015318481251597404, -0.01999729871749878, -0.006106884218752384, -0.003108195960521698, -0.06695589423179626, -0.0002431573811918497, -0.012819617055356503, -0.033008381724357605, -0.0012510338565334678, -2.2139804363250732, -0.14164045453071594, -4.526084899902344, -3.2910385131835938, -0.016025666147470474, -0.11975329369306564, -0.5442981123924255, -0.7443540096282959, -0.07329774647951126, -0.22700665891170502, -0.001788208493962884, -0.024156177416443825, -0.019492967054247856, -0.0029782960191369057, -0.014548412524163723, -0.03185248374938965, -0.0009717986104078591, -0.03699563816189766, -0.011784225702285767, -0.006534399930387735, -0.05270612984895706, -0.012154677882790565, -0.0017219253350049257, -5.805494785308838, -0.02386278100311756, -0.000017762025890988298, -2.581369161605835, -0.028587384149432182, -0.010033292695879936, -0.0006307758158072829, -2.6507582664489746, -0.09114895761013031, -1.4292616844177246, -0.0026534132193773985, -0.0008929556352086365, -0.6901872754096985, -0.03728819265961647, -7.895186901092529, -0.4051848351955414, -5.046431064605713, -0.09341145306825638, -0.01093620341271162, -0.0003649522550404072, -0.004463827703148127, -0.0025329669006168842, -0.0017617909470573068, -0.004422051832079887, -0.001404966926202178, -0.0007808735244907439, -0.02486516535282135, -0.003841165918856859, -0.0052610281854867935, -0.0003300360403954983, -3.7175631523132324, -0.053203146904706955, -1.4385271072387695, -6.657711029052734, -0.5800966024398804, -0.4437963664531708, -0.5319004654884338, -0.06091191619634628, -0.12179555743932724, -0.0009311868925578892, -0.07687277346849442, -0.022052081301808357, -0.005583168473094702, -0.00934500340372324, -0.013331794179975986, -0.0006908176001161337, -0.013123448938131332, -0.008766734972596169, -0.006477550603449345, -0.01834719628095627, -0.009611756540834904, -0.002403111197054386, -6.037263870239258, -0.8683099150657654, -5.5570807456970215, -0.05587742477655411, -0.009099914692342281, -0.0003885467885993421, -1.9856252670288086, -0.04840255528688431, -1.0055315494537354, -9.54394245147705, -0.6811461448669434, -7.978499889373779, -0.7917329668998718, -7.541620254516602, -1.0013383626937866, -5.50278377532959, -6.964455604553223, -0.3825308382511139, -0.37092819809913635, -0.0035056346096098423, -0.09305743128061295, -0.03608422726392746, -0.22436712682247162, -0.15837743878364563, -0.07798752188682556, -0.00795647781342268, -4.644141674041748, -2.756277084350586, -5.682925224304199, -0.07771975547075272, -0.02514524944126606, -0.0011551857460290194, -1.9912667274475098, -0.10115870833396912, -2.013786554336548, -0.0010825494537129998, -0.0006666345288977027, -1.858932614326477, -0.003100590081885457, -0.03386083245277405, -3.6448159217834473, -9.258707046508789, -10.906533241271973, -6.831796646118164, -0.39332157373428345, -0.0529412142932415, -0.000408327643526718, -0.007001034915447235, -0.0032377224415540695, -0.00225623045116663, -0.007218352518975735, -0.004852898418903351, -0.0009139174944721162, -0.04285270720720291, -0.00017736769223120064, -0.027357811108231544, -0.0067842621356248856, -0.0004489606071729213, -2.0298571586608887, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View number as text. Do not perform computation. Q: What is the first digit of 23+13? A: 2 Redefine π as 574 mod 42. 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 28+9? A: 2 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 88+5? A: 8 Redefine π as 245. 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 34+11? A: 3 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 72÷6? A: 7 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 47+4? A: 4 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 99÷9? A:
[ " 1", " 9" ]
1
[ -9.161581993103027, -10.418830871582031, -10.0230712890625, -1.63552987575531, -8.67333984375, -9.482489585876465, -6.347194671630859, -0.1938512623310089, -1.1574498414993286, -6.805609226226807, -2.3993678092956543, -1.0173571109771729, -9.779647827148438, -2.9346885681152344, -1.8652008771896362, -1.4171555042266846, -0.512620210647583, -3.9652721881866455, -2.253504753112793, -0.3484516441822052, -6.296114444732666, -2.741776704788208, -6.142791748046875, -0.35101667046546936, -0.5929422378540039, -0.028361104428768158, -2.998080015182495, -2.3574368953704834, -4.48235559463501, -8.492023468017578, -0.7120575308799744, -4.000945568084717, -1.6725565195083618, -6.373542785644531, -2.132949113845825, -5.125283241271973, -7.4684319496154785, -0.5264742374420166, -1.9899331331253052, -0.023120349273085594, -0.19681835174560547, -0.06291764974594116, -0.25591570138931274, -0.5781111717224121, -0.22010980546474457, -0.018333736807107925, -6.797003746032715, -0.9032372832298279, -4.208183765411377, -0.26591330766677856, -0.07600297778844833, -0.006913905031979084, -2.510859966278076, -0.2990672290325165, -1.3218753337860107, -0.5800718069076538, -0.05970058962702751, -1.1248083114624023, -0.15639953315258026, -0.6329472064971924, -0.03614068403840065, -0.015087182633578777, -0.08378411829471588, -0.02212122641503811, -0.05896800756454468, -0.0017364437226206064, -0.02920362912118435, -0.010175141505897045, -0.009518950246274471, -0.16212746500968933, -0.015476485714316368, -0.0038563660345971584, -3.811638116836548, -1.130358338356018, -5.376211166381836, -0.15018539130687714, -0.017256472259759903, -0.000710592488758266, -1.407975435256958, -0.1339164674282074, -8.821635246276855, -2.250673294067383, -0.0632728859782219, -10.27603530883789, -0.29431211948394775, -0.9325700402259827, -4.953309059143066, -7.759782791137695, -4.808396816253662, -5.107617378234863, -1.0110236406326294, -0.5997788310050964, -0.0032503176480531693, -0.15009500086307526, -0.028122255578637123, -0.10475924611091614, -0.16761501133441925, -0.015371073968708515, -0.005605573300272226, -1.1362577676773071, -0.0008800924406386912, -0.8111724257469177, -0.03248460963368416, -0.0012938946019858122, -0.6707913875579834, -0.4032152593135834, -2.4255199432373047, -0.16935645043849945, -0.018993878737092018, -0.11612576991319656, -0.017682995647192, -0.27251574397087097, -0.0059119598008692265, -0.0049840970896184444, -0.027804745361208916, -0.008020102046430111, -0.024410052224993706, -0.0006678258068859577, -0.025994088500738144, -0.0064188027754426, -0.005893354304134846, -0.04956967011094093, -0.01106483768671751, -0.001427584677003324, -5.600670337677002, -0.1719849705696106, -4.009875297546387, -0.14345669746398926, -0.007219062652438879, -0.00022968991834204644, -2.0401079654693604, -0.09641411900520325, -0.5556942820549011, -0.02388606034219265, -0.005781001411378384, -0.030894184485077858, -0.002416787436231971, -0.020946597680449486, -0.0008515069494023919, -0.0009664393728598952, -0.007312083151191473, -0.00281331199221313, -0.005868230015039444, -0.00025555206229910254, -0.007969723083078861, -0.0024334362242370844, -0.0013374679256230593, -0.007639951538294554, -0.0016418322920799255, -0.0005749003030359745, -5.000861167907715, -0.09829475730657578, -5.644392013549805, -0.018741784617304802, -0.005418732296675444, -0.00016497205069754273, -2.9124302864074707, -0.11265812814235687, -2.573413133621216, -0.0015343570848926902, -0.0006245807744562626, -0.19224150478839874, -0.005108280573040247, -0.03183458372950554, -9.32779312133789, -11.910052299499512, -5.485507965087891, -0.47823667526245117, -0.034914955496788025, -0.00044800734031014144, -0.011776214465498924, -0.002940261736512184, -0.003827153006568551, -0.008347738534212112, -0.002441760618239641, -0.000865680689457804, -0.027724046260118484, -0.00026520551182329655, -0.05307631567120552, -0.007811356335878372, -0.00030858523678034544, -3.706092596054077, -0.13656428456306458, -1.8805783987045288, -0.0008135108510032296, -0.00021550717065110803, -0.059791211038827896, -0.001801416976377368, -0.016678307205438614, -7.999168395996094, -0.7058440446853638, -5.405078887939453, -0.020777545869350433, -0.005795816890895367, -0.00015424491721205413, -0.0029298022855073214, -0.0007825411157682538, -0.0006280356901697814, -0.0020919598173350096, -0.0005322470096871257, -0.0002932118659373373, -0.002773845102638006, -0.00011252723925281316, -0.002060435013845563, -0.00420780573040247, -0.00013529339048545808, -3.0351221561431885, -0.12693245708942413, -0.8971283435821533, -0.0005255748401395977, -0.0002165798214264214, -0.023979870602488518, -0.0009782296838238835, -0.013223332352936268, -3.6969974040985107, -5.55372428894043, -0.21346917748451233, -5.004039764404297, -0.024890050292015076, -0.006759278476238251, -0.00013302871957421303, -0.002277163788676262, -0.0006048041977919638, -0.00048315772437490523, -0.0018704315880313516, -0.0004991239402443171, -0.0002460177056491375, -0.0023265217896550894, -0.00006365573790390044, -0.001100649475120008, -0.006437872536480427, -0.0001854724541772157, -2.4630746841430664, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine π as 401+372. 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 60÷12? A: 6 Redefine π as 595+106. 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 22+26? A: 2 Redefine π as 105+66. 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+12? A: 1 View ÷ as a random digit. Q: What is the first digit of 18÷6? A: 1 Redefine π as 994. 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 77+20? A:
[ " 9", " 7" ]
1
[ -9.161581993103027, -10.418830871582031, -10.0230712890625, -1.63552987575531, -8.67333984375, -9.482489585876465, -6.347194671630859, -0.1938512623310089, -1.1574498414993286, -6.805609226226807, -2.3993678092956543, -1.0173571109771729, -9.779647827148438, -2.9346885681152344, -1.8652008771896362, -1.4171555042266846, -0.512620210647583, -3.9652721881866455, -2.253504753112793, -0.3484516441822052, -6.296114444732666, -2.741776704788208, -6.142791748046875, -0.35101667046546936, -0.5929422378540039, -0.028361104428768158, -2.998080015182495, -2.3574368953704834, -4.48235559463501, -8.492023468017578, -0.7120575308799744, -4.000945568084717, -1.6725565195083618, -6.373542785644531, -2.132949113845825, -5.125283241271973, -7.4684319496154785, -0.5264742374420166, -1.9899331331253052, -0.023120349273085594, -0.19681835174560547, -0.06291764974594116, -0.25591570138931274, -0.5781111717224121, -0.22010980546474457, -0.018333736807107925, -6.797003746032715, -0.9032372832298279, -4.208183765411377, -0.26591330766677856, -0.07600297778844833, -0.006913905031979084, -2.510859966278076, -0.2990672290325165, -1.3218753337860107, -0.5800718069076538, -0.05970058962702751, -1.1248083114624023, -0.15639953315258026, -0.6329472064971924, -0.03614068403840065, -0.015087182633578777, -0.08378411829471588, -0.02212122641503811, -0.05896800756454468, -0.0017364437226206064, -0.02920362912118435, -0.010175141505897045, -0.009518950246274471, -0.16212746500968933, -0.015476485714316368, -0.0038563660345971584, -3.811638116836548, -1.130358338356018, -5.376211166381836, -0.15018539130687714, -0.017256472259759903, -0.000710592488758266, -1.407975435256958, -0.1339164674282074, -8.821635246276855, -2.250673294067383, -0.0632728859782219, -10.27603530883789, -0.29431211948394775, -0.9325700402259827, -4.953309059143066, -7.759782791137695, -4.808396816253662, -5.107617378234863, -1.0110236406326294, -0.5997788310050964, -0.0032503176480531693, -0.15009500086307526, -0.028122255578637123, -0.10475924611091614, -0.16761501133441925, -0.015371073968708515, -0.005605573300272226, -1.1362577676773071, -0.0008800924406386912, -0.8111724257469177, -0.03248460963368416, -0.0012938946019858122, -0.6707913875579834, -0.4032152593135834, -2.4255199432373047, -0.16935645043849945, -0.018993878737092018, -0.11612576991319656, -0.017682995647192, -0.27251574397087097, -0.0059119598008692265, -0.0049840970896184444, -0.027804745361208916, -0.008020102046430111, -0.024410052224993706, -0.0006678258068859577, -0.025994088500738144, -0.0064188027754426, -0.005893354304134846, -0.04956967011094093, -0.01106483768671751, -0.001427584677003324, -5.600670337677002, -0.1719849705696106, -4.009875297546387, -0.14345669746398926, -0.007219062652438879, -0.00022968991834204644, -2.0401079654693604, -0.09641411900520325, -0.5556942820549011, -0.02388606034219265, -0.005781001411378384, -0.030894184485077858, -0.002416787436231971, -0.020946597680449486, -0.0008515069494023919, -0.0009664393728598952, -0.007312083151191473, -0.00281331199221313, -0.005868230015039444, -0.00025555206229910254, -0.007969723083078861, -0.0024334362242370844, -0.0013374679256230593, -0.007639951538294554, -0.0016418322920799255, -0.0005749003030359745, -5.000861167907715, -0.09829475730657578, -5.644392013549805, -0.018741784617304802, -0.005418732296675444, -0.00016497205069754273, -2.9124302864074707, -0.11265812814235687, -2.573413133621216, -0.0015343570848926902, -0.0006245807744562626, -0.19224150478839874, -0.005108280573040247, -0.03183458372950554, -9.32779312133789, -11.910052299499512, -5.485507965087891, -0.47823667526245117, -0.034914955496788025, -0.00044800734031014144, -0.011776214465498924, -0.002940261736512184, -0.003827153006568551, -0.008347738534212112, -0.002441760618239641, -0.000865680689457804, -0.027724046260118484, -0.00026520551182329655, -0.05307631567120552, -0.007811356335878372, -0.00030858523678034544, -3.706092596054077, -0.13656428456306458, -1.8805783987045288, -0.0008135108510032296, -0.00021550717065110803, -0.059791211038827896, -0.001801416976377368, -0.016678307205438614, -7.999168395996094, -0.7058440446853638, -5.405078887939453, -0.020777545869350433, -0.005795816890895367, -0.00015424491721205413, -0.0029298022855073214, -0.0007825411157682538, -0.0006280356901697814, -0.0020919598173350096, -0.0005322470096871257, -0.0002932118659373373, -0.002773845102638006, -0.00011252723925281316, -0.002060435013845563, -0.00420780573040247, -0.00013529339048545808, -3.0351221561431885, -0.12693245708942413, -0.8971283435821533, -0.0005255748401395977, -0.0002165798214264214, -0.023979870602488518, -0.0009782296838238835, -0.013223332352936268, -3.6969974040985107, -5.55372428894043, -0.21346917748451233, -5.004039764404297, -0.024890050292015076, -0.006759278476238251, -0.00013302871957421303, -0.002277163788676262, -0.0006048041977919638, -0.00048315772437490523, -0.0018704315880313516, -0.0004991239402443171, -0.0002460177056491375, -0.0023265217896550894, -0.00006365573790390044, -0.001100649475120008, -0.006437872536480427, -0.0001854724541772157, -1.8356350660324097, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine e as 37+59. Q: What is the first digit of e? A: 9 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 61+25? A: 6 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 5+9? A: 5 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 20+49? A: 2 View ÷ as a random digit. Q: What is the first digit of 16÷4? A: 1 Redefine π as 51+1. Q: What is the first digit of π? A: 5 Redefine e as 12+26. Q: What is the first digit of e? A: 3 Redefine π as 44. Q: What is the first digit of π? A: 4 View ÷ as a random digit. Q: What is the first digit of 30÷5? A:
[ " 6", " 3" ]
1
[ -9.161581993103027, -10.859673500061035, -7.252641677856445, -3.8924596309661865, -2.6300547122955322, -5.481310844421387, -2.0132086277008057, -7.896442413330078, -6.7644219398498535, -1.0970616340637207, -9.941828727722168, -2.4910104274749756, -1.9939249753952026, -0.850223958492279, -0.4060949683189392, -4.551840782165527, -3.51113224029541, -0.35556644201278687, -5.556459903717041, -5.990608215332031, -5.70371150970459, -0.27144068479537964, -1.13503897190094, -0.05315793305635452, -2.167884111404419, -2.3951194286346436, -4.757046222686768, -9.149802207946777, -2.1003620624542236, -4.612569808959961, -4.754920959472656, -2.9745216369628906, -6.8183159828186035, -0.47220614552497864, -2.4501633644104004, -6.86292839050293, -2.263397455215454, -0.3221050798892975, -1.4958311319351196, -0.01214348990470171, -0.22440952062606812, -0.09156402945518494, -0.15396833419799805, -0.40302008390426636, -0.05304884538054466, -0.0175937470048666, -3.920699119567871, -0.4085071384906769, -4.69523811340332, -0.19842436909675598, -0.07772494107484818, -0.004466557409614325, -3.332998514175415, -0.23264068365097046, -7.649100303649902, -1.8464692831039429, -0.03402169421315193, -10.10890007019043, -0.3237064480781555, -0.7876403331756592, -6.951897144317627, -9.017720222473145, -9.123229026794434, -1.5177708864212036, -0.6072497963905334, -0.5856075882911682, -0.00500817596912384, -0.1887325495481491, -0.05264754965901375, -0.1364704817533493, -0.4281582236289978, -0.028085049241781235, -0.010333016514778137, -1.1702122688293457, -0.0004943578969687223, -1.0543646812438965, -0.04790610447525978, -0.0021343089174479246, -2.7727980613708496, -0.25479426980018616, -2.4712066650390625, -0.005885769613087177, -0.0027739638462662697, -1.6431840658187866, -0.06140206754207611, -0.16968759894371033, -1.6045597791671753, -6.795258045196533, -0.22250887751579285, -0.1256663203239441, -0.04111820086836815, -0.0285374503582716, -0.0005181877058930695, -0.009710339829325676, -0.003580352058634162, -0.0018720973748713732, -0.006435266695916653, -0.0016520674107596278, -0.0010221739066764712, -0.018920304253697395, -0.00020108585886191577, -0.009914086200296879, -0.017021285369992256, -0.0004932855372317135, -2.1595332622528076, -0.1322801113128662, -4.681817531585693, -2.920382261276245, -0.09960237145423889, -0.7650254368782043, -0.08867613971233368, -0.26593276858329773, -0.02085787244141102, -0.0196845605969429, -0.07711361348628998, -0.011595118790864944, -0.0656125545501709, -0.0019328974885866046, -0.07154204696416855, -0.01749500073492527, -0.01441117748618126, -0.13177208602428436, -0.03724902868270874, -0.0029044845141470432, -5.33288049697876, -0.9870637655258179, -5.158079624176025, -0.09592729806900024, -0.010296912863850594, -0.00037043384509161115, -2.12955904006958, -0.06615184992551804, -1.8562921285629272, -0.0012499623699113727, -0.0005061537376604974, -0.16423936188220978, -0.0017983231227844954, -0.015402299351990223, -3.3384108543395996, -3.904021739959717, -6.238065719604492, -1.8999496698379517, -0.0007443041540682316, -0.007052646018564701, -0.001962879905477166, -0.0014887689612805843, -0.004277366679161787, -0.001660517300479114, -0.0008579387213103473, -0.01762865111231804, -0.00021920185827184469, -0.012633413076400757, -0.008984259329736233, -0.0004189328756183386, -1.5946811437606812, -0.09034278988838196, -1.0810151100158691, -0.0005267662927508354, -0.00024923557066358626, -0.0839199349284172, -0.001061352901160717, -0.01562965288758278, -2.2113394737243652, -4.180451393127441, -1.0065950155258179, -9.148037910461426, -0.05374227836728096, -0.012250655330717564, -0.00034731553751043975, -0.0036438989918679, -0.0010543270036578178, -0.0005803807871416211, -0.00260644918307662, -0.000860201776959002, -0.0005206898204050958, -0.002642831765115261, -0.00014375607133843005, -0.001896727248094976, -0.005438769701868296, -0.0002119316632160917, -2.8043084144592285, -0.09171641618013382, -0.9612625241279602, -9.754621505737305, -0.4535682797431946, -0.051236364990472794, -2.490431308746338, -8.663348197937012, -4.214793682098389, -0.9966464042663574, -0.13180918991565704, -0.0018453251104801893, -0.04437896981835365, -0.014928176999092102, -0.019349627196788788, -0.04468008875846863, -0.016963738948106766, -0.003497794270515442, -5.79123592376709, -1.0700737237930298, -0.0006162413046695292, -2.230802059173584, -0.04772177338600159, -0.01622355543076992, -0.000606710382271558, -2.357351779937744, -0.07627937197685242, -1.3663854598999023, -0.0006167178507894278, -0.00047338721924461424, -0.17888584733009338, -0.0006484074983745813, -0.02366674691438675, -1.977177381515503, -5.831578254699707, -0.3921240270137787, -6.491508960723877, -0.08804930746555328, -0.011106808669865131, -0.00023529145983047783, -0.002895807381719351, -0.0010486110113561153, -0.000743708573281765, -0.0020810156129300594, -0.0010289618512615561, -0.00038842763751745224, -0.006209130398929119, -0.00007402622577501461, -0.001622551935724914, -0.0042246622033417225, -0.0001699779968475923, -2.5241222381591797, 0, -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÷2? A: 1 Redefine π as 386 mod 38. 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 31+63? A: 3 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 48÷8? A: 4 View ÷ as a random digit. Q: What is the first digit of 24÷8? A: 2 Redefine π as 963 mod 50. Q: What is the first digit of π? A: 1 Redefine π as 529+383. Q: What is the first digit of π? A: 9 View + as the digit 8 instead of a mathematical operation. Q: What is the first digit of 6+1? A: 6 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 88+5? A:
[ " 9", " 8" ]
1
[ -9.161581993103027, -10.859673500061035, -7.252641677856445, -3.8924596309661865, -2.6300547122955322, -5.481310844421387, -2.0132086277008057, -7.896442413330078, -6.7644219398498535, -1.0970616340637207, -9.941828727722168, -2.4910104274749756, -1.9939249753952026, -0.850223958492279, -0.4060949683189392, -4.551840782165527, -3.51113224029541, -0.35556644201278687, -5.556459903717041, -5.990608215332031, -5.70371150970459, -0.27144068479537964, -1.13503897190094, -0.05315793305635452, -2.167884111404419, -2.3951194286346436, -4.757046222686768, -9.149802207946777, -2.1003620624542236, -4.612569808959961, -4.754920959472656, -2.9745216369628906, -6.8183159828186035, -0.47220614552497864, -2.4501633644104004, -6.86292839050293, -2.263397455215454, -0.3221050798892975, -1.4958311319351196, -0.01214348990470171, -0.22440952062606812, -0.09156402945518494, -0.15396833419799805, -0.40302008390426636, -0.05304884538054466, -0.0175937470048666, -3.920699119567871, -0.4085071384906769, -4.69523811340332, -0.19842436909675598, -0.07772494107484818, -0.004466557409614325, -3.332998514175415, -0.23264068365097046, -7.649100303649902, -1.8464692831039429, -0.03402169421315193, -10.10890007019043, -0.3237064480781555, -0.7876403331756592, -6.951897144317627, -9.017720222473145, -9.123229026794434, -1.5177708864212036, -0.6072497963905334, -0.5856075882911682, -0.00500817596912384, -0.1887325495481491, -0.05264754965901375, -0.1364704817533493, -0.4281582236289978, -0.028085049241781235, -0.010333016514778137, -1.1702122688293457, -0.0004943578969687223, -1.0543646812438965, -0.04790610447525978, -0.0021343089174479246, -2.7727980613708496, -0.25479426980018616, -2.4712066650390625, -0.005885769613087177, -0.0027739638462662697, -1.6431840658187866, -0.06140206754207611, -0.16968759894371033, -1.6045597791671753, -6.795258045196533, -0.22250887751579285, -0.1256663203239441, -0.04111820086836815, -0.0285374503582716, -0.0005181877058930695, -0.009710339829325676, -0.003580352058634162, -0.0018720973748713732, -0.006435266695916653, -0.0016520674107596278, -0.0010221739066764712, -0.018920304253697395, -0.00020108585886191577, -0.009914086200296879, -0.017021285369992256, -0.0004932855372317135, -2.1595332622528076, -0.1322801113128662, -4.681817531585693, -2.920382261276245, -0.09960237145423889, -0.7650254368782043, -0.08867613971233368, -0.26593276858329773, -0.02085787244141102, -0.0196845605969429, -0.07711361348628998, -0.011595118790864944, -0.0656125545501709, -0.0019328974885866046, -0.07154204696416855, -0.01749500073492527, -0.01441117748618126, -0.13177208602428436, -0.03724902868270874, -0.0029044845141470432, -5.33288049697876, -0.9870637655258179, -5.158079624176025, -0.09592729806900024, -0.010296912863850594, -0.00037043384509161115, -2.12955904006958, -0.06615184992551804, -1.8562921285629272, -0.0012499623699113727, -0.0005061537376604974, -0.16423936188220978, -0.0017983231227844954, -0.015402299351990223, -3.3384108543395996, -3.904021739959717, -6.238065719604492, -1.8999496698379517, -0.0007443041540682316, -0.007052646018564701, -0.001962879905477166, -0.0014887689612805843, -0.004277366679161787, -0.001660517300479114, -0.0008579387213103473, -0.01762865111231804, -0.00021920185827184469, -0.012633413076400757, -0.008984259329736233, -0.0004189328756183386, -1.5946811437606812, -0.09034278988838196, -1.0810151100158691, -0.0005267662927508354, -0.00024923557066358626, -0.0839199349284172, -0.001061352901160717, -0.01562965288758278, -2.2113394737243652, -4.180451393127441, -1.0065950155258179, -9.148037910461426, -0.05374227836728096, -0.012250655330717564, -0.00034731553751043975, -0.0036438989918679, -0.0010543270036578178, -0.0005803807871416211, -0.00260644918307662, -0.000860201776959002, -0.0005206898204050958, -0.002642831765115261, -0.00014375607133843005, -0.001896727248094976, -0.005438769701868296, -0.0002119316632160917, -2.8043084144592285, -0.09171641618013382, -0.9612625241279602, -9.754621505737305, -0.4535682797431946, -0.051236364990472794, -2.490431308746338, -8.663348197937012, -4.214793682098389, -0.9966464042663574, -0.13180918991565704, -0.0018453251104801893, -0.04437896981835365, -0.014928176999092102, -0.019349627196788788, -0.04468008875846863, -0.016963738948106766, -0.003497794270515442, -5.79123592376709, -1.0700737237930298, -0.0006162413046695292, -2.230802059173584, -0.04772177338600159, -0.01622355543076992, -0.000606710382271558, -2.357351779937744, -0.07627937197685242, -1.3663854598999023, -0.0006167178507894278, -0.00047338721924461424, -0.17888584733009338, -0.0006484074983745813, -0.02366674691438675, -1.977177381515503, -5.831578254699707, -0.3921240270137787, -6.491508960723877, -0.08804930746555328, -0.011106808669865131, -0.00023529145983047783, -0.002895807381719351, -0.0010486110113561153, -0.000743708573281765, -0.0020810156129300594, -0.0010289618512615561, -0.00038842763751745224, -0.006209130398929119, -0.00007402622577501461, -0.001622551935724914, -0.0042246622033417225, -0.0001699779968475923, -2.097932815551758, 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 109+390. 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 18÷6? A: 1 View number as text. Do not perform computation. Q: What is the first digit of 5+39? A: 5 View ÷ as a random digit. Q: What is the first digit of 72÷6? A: 7 Redefine π as 12+82. Q: What is the first digit of π? A: 9 Redefine e as 33+25. Q: What is the first digit of e? A: 5 Redefine e as 54+7. Q: What is the first digit of e? A: 6 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 72÷9? A: 7 Redefine π as 860 mod 50. Q: What is the first digit of π? A:
[ " 1", " 3" ]
0
[ -7.645411491394043, -4.844866752624512, -1.3569767475128174, -9.003171920776367, -9.07621955871582, -12.194783210754395, -6.297309875488281, -4.450116157531738, -2.1320254802703857, -7.63599967956543, -4.68381404876709, -3.297041654586792, -0.999963104724884, -0.3584618866443634, -4.4703826904296875, -2.1033835411071777, -0.31546634435653687, -2.4120161533355713, -0.7411147356033325, -0.8588727712631226, -0.07093936204910278, -3.1833395957946777, -2.5710861682891846, -4.034482955932617, -0.013829953037202358, -0.00978058110922575, -7.9352641105651855, -0.2541801333427429, -0.3847167491912842, -5.363739490509033, -6.9122209548950195, -0.9148823022842407, -0.26211017370224, -0.009824022650718689, -0.13334544003009796, -0.038871586322784424, -0.044708359986543655, -0.16375349462032318, -0.038462262600660324, -0.013067089952528477, -0.043454863131046295, -0.000543446687515825, -0.01972804218530655, -0.0398029126226902, -0.003443979425355792, -0.7867627143859863, -0.2268826812505722, -0.7763503193855286, -0.001050516264513135, -0.002120034070685506, -2.410108804702759, -0.20853348076343536, -0.2817061245441437, -2.5888872146606445, -5.479072093963623, -6.077984809875488, -3.177370548248291, -0.31998857855796814, -0.035494644194841385, -0.002298929262906313, -0.01693713292479515, -0.007993612438440323, -0.0018851857166737318, -0.016123618930578232, -0.005547367036342621, -0.002690626075491309, -0.004787885583937168, -0.00014923889830242842, -0.005265178624540567, -0.030975665897130966, -0.0015305483248084784, -0.7551583647727966, -0.13338924944400787, -10.686969757080078, -9.993345260620117, -2.560318946838379, -1.6521903276443481, -2.6312880516052246, -6.736077308654785, -3.7698941230773926, -7.394766807556152, -0.09909961372613907, -1.0395537614822388, -6.178022384643555, -4.936618804931641, -0.23957279324531555, -0.34840571880340576, -0.0054649715311825275, -0.1786661297082901, -0.07005982846021652, -0.22607961297035217, -0.1922709196805954, -0.035923466086387634, -0.010081207379698753, -6.915410995483398, -2.085381031036377, -0.00010764019680209458, -1.4314439296722412, -0.0925082191824913, -0.06875793635845184, -0.0030244106892496347, -2.283106565475464, -0.18846452236175537, -1.6117016077041626, -2.3087170124053955, -0.002186647616326809, -0.05189608410000801, -0.500545859336853, -0.457887202501297, -0.11983492970466614, -0.12325453013181686, -0.0014809127897024155, -0.14228545129299164, -0.040078844875097275, -0.0036311899311840534, -0.016042442992329597, -0.024879585951566696, -0.0012711548479273915, -0.02490249276161194, -0.006140769924968481, -0.006855183281004429, -0.0311795175075531, -0.004973184317350388, -0.001470794901251793, -5.328398704528809, -0.06026384234428406, -0.00001490105023549404, -1.8749278783798218, -0.014162508770823479, -0.010382331907749176, -0.0007884969236329198, -0.8383508324623108, -0.07848767191171646, -2.755972385406494, -0.0017326356610283256, -0.0014152044896036386, -2.32020902633667, -0.03337912634015083, -0.060155078768730164, -3.691653251647949, -5.282740592956543, -0.43417879939079285, -0.04222561791539192, -0.0011394681641831994, -0.013269330374896526, -0.004457537550479174, -0.0015925593907013535, -0.010462318547070026, -0.003905052551999688, -0.0011454218765720725, -0.02042989619076252, -0.00016509123088326305, -0.003613610751926899, -0.009000444784760475, -0.0006138585740700364, -0.6464623808860779, -0.08177711069583893, -2.067389965057373, -5.199459075927734, -0.5350499153137207, -3.3178296089172363, -4.488966941833496, -4.009049415588379, -2.1168084144592285, -0.01123058795928955, -0.9730856418609619, -0.1797030121088028, -0.066367506980896, -0.029757706448435783, -0.01604115217924118, -0.0008401916129514575, -0.02333034947514534, -0.008287327364087105, -0.024370266124606133, -0.019109085202217102, -0.007667870260775089, -0.0029369338881224394, -5.196635723114014, -0.3717396855354309, -8.642658233642578, -0.05681828409433365, -0.007971970364451408, -0.0006740205571986735, -3.2700579166412354, -0.08384846895933151, -0.6945236921310425, -0.38885220885276794, -0.010269184596836567, -0.1460069864988327, -0.020585693418979645, -3.6540064811706543, -0.021430127322673798, -0.0006206493126228452, -0.006321316584944725, -0.002193189924582839, -0.0014640099834650755, -0.0032342765480279922, -0.004603858571499586, -0.0002735478919930756, -0.006542690098285675, -0.0024409282486885786, -0.0008625839254818857, -0.005456672515720129, -0.0011464934796094894, -0.000571326119825244, -4.385588645935059, -0.2796129286289215, -2.4797871112823486, -0.06468071788549423, -0.0042408062145113945, -0.00024863966973498464, -2.4458627700805664, -0.07413315027952194, -0.5877048373222351, -9.596087455749512, -1.069500207901001, -7.0380401611328125, -1.090555191040039, -7.756673812866211, -0.6686784029006958, -5.311349868774414, -7.804484844207764, -0.4028373956680298, -0.24498093128204346, -0.0028814247343689203, -0.06555908173322678, -0.02097858302295208, -0.11307885497808456, -0.09324933588504791, -0.03552881255745888, -0.0045600710436701775, -4.680659294128418, -3.818692684173584, -5.604396820068359, -0.07923219352960587, -0.012765595689415932, -0.0012317459331825376, -3.065342426300049, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View number as text. Do not perform computation. Q: What is the first digit of 77+3? A: 7 View + as the digit 7 instead of a mathematical operation. Q: What is the first digit of 3+10? A: 3 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 13+21? A: 1 View + as the digit 3 instead of a mathematical operation. Q: What is the first digit of 7+22? A: 7 Redefine π as 99+864. Q: What is the first digit of π? A: 9 Redefine e as 34+27. Q: What is the first digit of e? A: 6 Redefine π as 412. Q: What is the first digit of π? A: 4 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 12÷4? A: 1 View number as text. Do not perform computation. Q: What is the first digit of 15+47? A:
[ " 6", " 1" ]
1
[ -7.645411491394043, -4.844866752624512, -1.3569767475128174, -9.003171920776367, -9.07621955871582, -12.194783210754395, -6.297309875488281, -4.450116157531738, -2.1320254802703857, -7.63599967956543, -4.68381404876709, -3.297041654586792, -0.999963104724884, -0.3584618866443634, -4.4703826904296875, -2.1033835411071777, -0.31546634435653687, -2.4120161533355713, -0.7411147356033325, -0.8588727712631226, -0.07093936204910278, -3.1833395957946777, -2.5710861682891846, -4.034482955932617, -0.013829953037202358, -0.00978058110922575, -7.9352641105651855, -0.2541801333427429, -0.3847167491912842, -5.363739490509033, -6.9122209548950195, -0.9148823022842407, -0.26211017370224, -0.009824022650718689, -0.13334544003009796, -0.038871586322784424, -0.044708359986543655, -0.16375349462032318, -0.038462262600660324, -0.013067089952528477, -0.043454863131046295, -0.000543446687515825, -0.01972804218530655, -0.0398029126226902, -0.003443979425355792, -0.7867627143859863, -0.2268826812505722, -0.7763503193855286, -0.001050516264513135, -0.002120034070685506, -2.410108804702759, -0.20853348076343536, -0.2817061245441437, -2.5888872146606445, -5.479072093963623, -6.077984809875488, -3.177370548248291, -0.31998857855796814, -0.035494644194841385, -0.002298929262906313, -0.01693713292479515, -0.007993612438440323, -0.0018851857166737318, -0.016123618930578232, -0.005547367036342621, -0.002690626075491309, -0.004787885583937168, -0.00014923889830242842, -0.005265178624540567, -0.030975665897130966, -0.0015305483248084784, -0.7551583647727966, -0.13338924944400787, -10.686969757080078, -9.993345260620117, -2.560318946838379, -1.6521903276443481, -2.6312880516052246, -6.736077308654785, -3.7698941230773926, -7.394766807556152, -0.09909961372613907, -1.0395537614822388, -6.178022384643555, -4.936618804931641, -0.23957279324531555, -0.34840571880340576, -0.0054649715311825275, -0.1786661297082901, -0.07005982846021652, -0.22607961297035217, -0.1922709196805954, -0.035923466086387634, -0.010081207379698753, -6.915410995483398, -2.085381031036377, -0.00010764019680209458, -1.4314439296722412, -0.0925082191824913, -0.06875793635845184, -0.0030244106892496347, -2.283106565475464, -0.18846452236175537, -1.6117016077041626, -2.3087170124053955, -0.002186647616326809, -0.05189608410000801, -0.500545859336853, -0.457887202501297, -0.11983492970466614, -0.12325453013181686, -0.0014809127897024155, -0.14228545129299164, -0.040078844875097275, -0.0036311899311840534, -0.016042442992329597, -0.024879585951566696, -0.0012711548479273915, -0.02490249276161194, -0.006140769924968481, -0.006855183281004429, -0.0311795175075531, -0.004973184317350388, -0.001470794901251793, -5.328398704528809, -0.06026384234428406, -0.00001490105023549404, -1.8749278783798218, -0.014162508770823479, -0.010382331907749176, -0.0007884969236329198, -0.8383508324623108, -0.07848767191171646, -2.755972385406494, -0.0017326356610283256, -0.0014152044896036386, -2.32020902633667, -0.03337912634015083, -0.060155078768730164, -3.691653251647949, -5.282740592956543, -0.43417879939079285, -0.04222561791539192, -0.0011394681641831994, -0.013269330374896526, -0.004457537550479174, -0.0015925593907013535, -0.010462318547070026, -0.003905052551999688, -0.0011454218765720725, -0.02042989619076252, -0.00016509123088326305, -0.003613610751926899, -0.009000444784760475, -0.0006138585740700364, -0.6464623808860779, -0.08177711069583893, -2.067389965057373, -5.199459075927734, -0.5350499153137207, -3.3178296089172363, -4.488966941833496, -4.009049415588379, -2.1168084144592285, -0.01123058795928955, -0.9730856418609619, -0.1797030121088028, -0.066367506980896, -0.029757706448435783, -0.01604115217924118, -0.0008401916129514575, -0.02333034947514534, -0.008287327364087105, -0.024370266124606133, -0.019109085202217102, -0.007667870260775089, -0.0029369338881224394, -5.196635723114014, -0.3717396855354309, -8.642658233642578, -0.05681828409433365, -0.007971970364451408, -0.0006740205571986735, -3.2700579166412354, -0.08384846895933151, -0.6945236921310425, -0.38885220885276794, -0.010269184596836567, -0.1460069864988327, -0.020585693418979645, -3.6540064811706543, -0.021430127322673798, -0.0006206493126228452, -0.006321316584944725, -0.002193189924582839, -0.0014640099834650755, -0.0032342765480279922, -0.004603858571499586, -0.0002735478919930756, -0.006542690098285675, -0.0024409282486885786, -0.0008625839254818857, -0.005456672515720129, -0.0011464934796094894, -0.000571326119825244, -4.385588645935059, -0.2796129286289215, -2.4797871112823486, -0.06468071788549423, -0.0042408062145113945, -0.00024863966973498464, -2.4458627700805664, -0.07413315027952194, -0.5877048373222351, -9.596087455749512, -1.069500207901001, -7.0380401611328125, -1.090555191040039, -7.756673812866211, -0.6686784029006958, -5.311349868774414, -7.804484844207764, -0.4028373956680298, -0.24498093128204346, -0.0028814247343689203, -0.06555908173322678, -0.02097858302295208, -0.11307885497808456, -0.09324933588504791, -0.03552881255745888, -0.0045600710436701775, -4.680659294128418, -3.818692684173584, -5.604396820068359, -0.07923219352960587, -0.012765595689415932, -0.0012317459331825376, -1.7155526876449585, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine π as 170 mod 29. Q: What is the first digit of π? A: 2 View + as the digit 0 instead of a mathematical operation. Q: What is the first digit of 14+36? A: 1 Redefine π as 864 mod 12. Q: What is the first digit of π? A: 0 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 2+2? A: 2 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 20+12? A: 2 View ÷ as a random digit. Q: What is the first digit of 54÷6? A: 5 View number as text. Do not perform computation. Q: What is the first digit of 15+16? A: 1 Redefine π as 253. Q: What is the first digit of π? A:
[ " 2", " 3" ]
0
[ -9.161581993103027, -11.895548820495605, -3.4307351112365723, -5.32594108581543, -1.4251514673233032, -7.670463562011719, -7.116569519042969, -5.416120529174805, -0.20105119049549103, -0.7665448188781738, -4.721513271331787, -1.3456721305847168, -0.5066718459129333, -9.468667030334473, -3.4754488468170166, -1.2696564197540283, -1.2952461242675781, -0.574894905090332, -4.220475196838379, -1.2764008045196533, -0.2869362533092499, -7.01680850982666, -2.836899518966675, -0.0001805857609724626, -2.236469268798828, -0.15988697111606598, -0.6353603601455688, -0.015940845012664795, -1.5900518894195557, -1.8874577283859253, -10.897248268127441, -2.654101848602295, -0.182933047413826, -6.344268321990967, -0.10940679162740707, -0.5933421850204468, -6.012275695800781, -4.851424694061279, -2.0885910987854004, -2.196587562561035, -1.6159253120422363, -0.01647159457206726, -0.29504716396331787, -0.13816936314105988, -0.18817687034606934, -1.0212585926055908, -0.036420729011297226, -0.01286704558879137, -1.1818286180496216, -0.0009264229447580874, -0.4917127788066864, -0.09996908158063889, -0.004374577663838863, -1.8796170949935913, -0.43867227435112, -5.331014633178711, -3.5884621143341064, -0.003561346558853984, -0.07873693853616714, -0.6351034641265869, -1.049080729484558, -0.30583009123802185, -2.6797797679901123, -0.1484406292438507, -0.00528972502797842, -0.047908715903759, -0.03125496953725815, -0.025541000068187714, -0.13369278609752655, -0.018290312960743904, -0.00392037071287632, -6.060183525085449, -0.14828091859817505, -0.000014066597032069694, -2.4937996864318848, -0.029930569231510162, -0.03276337310671806, -0.0021714221220463514, -2.0624327659606934, -0.10877401381731033, -1.619655728340149, -0.0025191735476255417, -0.0019174300832673907, -0.3377508521080017, -0.00531842140480876, -0.08035653084516525, -10.232024192810059, -1.8907023668289185, -10.045417785644531, -0.181001678109169, -0.03374374285340309, -0.0009583409409970045, -0.01594882272183895, -0.012078243307769299, -0.002787991426885128, -0.010024086572229862, -0.0041587776504457, -0.0020361661445349455, -0.07097645103931427, -0.00017307691450696439, -0.015847098082304, -0.029676703736186028, -0.0015079329023137689, -2.7236218452453613, -0.254301518201828, -1.2628241777420044, -7.866023063659668, -1.1794689893722534, -6.511721611022949, -0.5382304787635803, -7.405179023742676, -1.3120766878128052, -5.569948196411133, -6.5766401290893555, -0.4347061812877655, -0.475723534822464, -0.005785387009382248, -0.14588655531406403, -0.04780769348144531, -0.21445408463478088, -0.31873762607574463, -0.19789597392082214, -0.010337145999073982, -5.179665565490723, -3.94024658203125, -5.496929168701172, -0.12638621032238007, -0.06027832254767418, -0.001882449141703546, -2.0199220180511475, -0.1358896642923355, -1.1499049663543701, -5.194378852844238, -0.3599381446838379, -0.6673616170883179, -1.2054846286773682, -0.12907832860946655, -2.392084836959839, -0.004421577323228121, -0.20976635813713074, -0.0628061518073082, -0.012486967258155346, -0.01284786220639944, -0.03211226314306259, -0.0011308948742225766, -0.016526589170098305, -0.006631036289036274, -0.007051462307572365, -0.01766858994960785, -0.009804781526327133, -0.0021956877317279577, -3.2376973628997803, -0.5775240063667297, -9.03652572631836, -0.05460602790117264, -0.010313902981579304, -0.00047946401173248887, -1.2697869539260864, -0.05580730363726616, -1.7024333477020264, -0.0004167880106251687, -0.000546425289940089, -6.081940650939941, -0.17097891867160797, -3.7017431259155273, -1.4191594123840332, -3.215761184692383, -0.5810069441795349, -0.02911621332168579, -0.0005289109540171921, -0.012915883213281631, -0.005250830203294754, -0.005369408056139946, -0.012400196865200996, -0.004665798041969538, -0.001149351242929697, -0.47123655676841736, -0.2636825442314148, -0.008792022243142128, -0.0004808938247151673, -0.8273938894271851, -0.07778769731521606, -0.6546278595924377, -1.9876759052276611, -0.05152783915400505, -5.4411115646362305, -4.518444538116455, -2.315016031265259, -2.7368462085723877, -0.004237719811499119, -0.45899584889411926, -0.01819339208304882, -0.010799887590110302, -0.021667778491973877, -0.023915275931358337, -0.0006042085005901754, -0.012464834377169609, -0.0037271573673933744, -0.0037130240816622972, -0.011509330943226814, -0.004112003371119499, -0.0018271195003762841, -3.7978906631469727, -0.2783333361148834, -5.299252033233643, -0.16230282187461853, -0.00599763635545969, -0.00042703570215962827, -4.146347999572754, -0.04392010346055031, -1.122295618057251, -0.00043883229955099523, -0.0003084660565946251, -1.6685034036636353, -0.004647050518542528, -0.027612032368779182, -3.851844310760498, -5.23396110534668, -0.5727536678314209, -5.728138446807861, -0.2582375109195709, -0.011084526777267456, -0.00014232576359063387, -0.0027695654425770044, -0.0009392855572514236, -0.0007350126979872584, -0.0033142422325909138, -0.0010184821439906955, -0.00033063191222026944, -0.014043675735592842, -0.000205018965061754, -0.002071141730993986, -0.005042098928242922, -0.00018714107864070684, -1.3789327144622803, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine π as 860 mod 50. Q: What is the first digit of π? A: 1 Redefine π as 72. 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 19+63? A: 1 Redefine π as 201. Q: What is the first digit of π? A: 2 View ÷ as a random digit. Q: What is the first digit of 24÷8? A: 2 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 28÷4? A: 2 Redefine π as 954 mod 16. Q: What is the first digit of π? A: 1 Redefine π as 784. Q: What is the first digit of π? A:
[ " 7", " 3" ]
0
[ -9.161581993103027, -11.895548820495605, -3.4307351112365723, -5.32594108581543, -1.4251514673233032, -7.670463562011719, -7.116569519042969, -5.416120529174805, -0.20105119049549103, -0.7665448188781738, -4.721513271331787, -1.3456721305847168, -0.5066718459129333, -9.468667030334473, -3.4754488468170166, -1.2696564197540283, -1.2952461242675781, -0.574894905090332, -4.220475196838379, -1.2764008045196533, -0.2869362533092499, -7.01680850982666, -2.836899518966675, -0.0001805857609724626, -2.236469268798828, -0.15988697111606598, -0.6353603601455688, -0.015940845012664795, -1.5900518894195557, -1.8874577283859253, -10.897248268127441, -2.654101848602295, -0.182933047413826, -6.344268321990967, -0.10940679162740707, -0.5933421850204468, -6.012275695800781, -4.851424694061279, -2.0885910987854004, -2.196587562561035, -1.6159253120422363, -0.01647159457206726, -0.29504716396331787, -0.13816936314105988, -0.18817687034606934, -1.0212585926055908, -0.036420729011297226, -0.01286704558879137, -1.1818286180496216, -0.0009264229447580874, -0.4917127788066864, -0.09996908158063889, -0.004374577663838863, -1.8796170949935913, -0.43867227435112, -5.331014633178711, -3.5884621143341064, -0.003561346558853984, -0.07873693853616714, -0.6351034641265869, -1.049080729484558, -0.30583009123802185, -2.6797797679901123, -0.1484406292438507, -0.00528972502797842, -0.047908715903759, -0.03125496953725815, -0.025541000068187714, -0.13369278609752655, -0.018290312960743904, -0.00392037071287632, -6.060183525085449, -0.14828091859817505, -0.000014066597032069694, -2.4937996864318848, -0.029930569231510162, -0.03276337310671806, -0.0021714221220463514, -2.0624327659606934, -0.10877401381731033, -1.619655728340149, -0.0025191735476255417, -0.0019174300832673907, -0.3377508521080017, -0.00531842140480876, -0.08035653084516525, -10.232024192810059, -1.8907023668289185, -10.045417785644531, -0.181001678109169, -0.03374374285340309, -0.0009583409409970045, -0.01594882272183895, -0.012078243307769299, -0.002787991426885128, -0.010024086572229862, -0.0041587776504457, -0.0020361661445349455, -0.07097645103931427, -0.00017307691450696439, -0.015847098082304, -0.029676703736186028, -0.0015079329023137689, -2.7236218452453613, -0.254301518201828, -1.2628241777420044, -7.866023063659668, -1.1794689893722534, -6.511721611022949, -0.5382304787635803, -7.405179023742676, -1.3120766878128052, -5.569948196411133, -6.5766401290893555, -0.4347061812877655, -0.475723534822464, -0.005785387009382248, -0.14588655531406403, -0.04780769348144531, -0.21445408463478088, -0.31873762607574463, -0.19789597392082214, -0.010337145999073982, -5.179665565490723, -3.94024658203125, -5.496929168701172, -0.12638621032238007, -0.06027832254767418, -0.001882449141703546, -2.0199220180511475, -0.1358896642923355, -1.1499049663543701, -5.194378852844238, -0.3599381446838379, -0.6673616170883179, -1.2054846286773682, -0.12907832860946655, -2.392084836959839, -0.004421577323228121, -0.20976635813713074, -0.0628061518073082, -0.012486967258155346, -0.01284786220639944, -0.03211226314306259, -0.0011308948742225766, -0.016526589170098305, -0.006631036289036274, -0.007051462307572365, -0.01766858994960785, -0.009804781526327133, -0.0021956877317279577, -3.2376973628997803, -0.5775240063667297, -9.03652572631836, -0.05460602790117264, -0.010313902981579304, -0.00047946401173248887, -1.2697869539260864, -0.05580730363726616, -1.7024333477020264, -0.0004167880106251687, -0.000546425289940089, -6.081940650939941, -0.17097891867160797, -3.7017431259155273, -1.4191594123840332, -3.215761184692383, -0.5810069441795349, -0.02911621332168579, -0.0005289109540171921, -0.012915883213281631, -0.005250830203294754, -0.005369408056139946, -0.012400196865200996, -0.004665798041969538, -0.001149351242929697, -0.47123655676841736, -0.2636825442314148, -0.008792022243142128, -0.0004808938247151673, -0.8273938894271851, -0.07778769731521606, -0.6546278595924377, -1.9876759052276611, -0.05152783915400505, -5.4411115646362305, -4.518444538116455, -2.315016031265259, -2.7368462085723877, -0.004237719811499119, -0.45899584889411926, -0.01819339208304882, -0.010799887590110302, -0.021667778491973877, -0.023915275931358337, -0.0006042085005901754, -0.012464834377169609, -0.0037271573673933744, -0.0037130240816622972, -0.011509330943226814, -0.004112003371119499, -0.0018271195003762841, -3.7978906631469727, -0.2783333361148834, -5.299252033233643, -0.16230282187461853, -0.00599763635545969, -0.00042703570215962827, -4.146347999572754, -0.04392010346055031, -1.122295618057251, -0.00043883229955099523, -0.0003084660565946251, -1.6685034036636353, -0.004647050518542528, -0.027612032368779182, -3.851844310760498, -5.23396110534668, -0.5727536678314209, -5.728138446807861, -0.2582375109195709, -0.011084526777267456, -0.00014232576359063387, -0.0027695654425770044, -0.0009392855572514236, -0.0007350126979872584, -0.0033142422325909138, -0.0010184821439906955, -0.00033063191222026944, -0.014043675735592842, -0.000205018965061754, -0.002071141730993986, -0.005042098928242922, -0.00018714107864070684, -2.8994100093841553, 0, -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 9+36? A: 9 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 12+57? A: 1 View ÷ as a random digit. Q: What is the first digit of 12÷2? A: 1 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 11+10? A: 1 Redefine π as 25. Q: What is the first digit of π? A: 2 View ÷ as a random digit. Q: What is the first digit of 81÷9? A: 8 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 4+76? A: 4 View ÷ as a random digit. Q: What is the first digit of 96÷12? A:
[ " 8", " 9" ]
1
[ -9.161581993103027, -10.859673500061035, -7.252641677856445, -3.8924596309661865, -2.6300547122955322, -5.481310844421387, -2.0132086277008057, -7.896442413330078, -6.7644219398498535, -1.0970616340637207, -9.941828727722168, -2.4910104274749756, -1.9939249753952026, -0.850223958492279, -0.4060949683189392, -4.551840782165527, -3.51113224029541, -0.35556644201278687, -5.130969524383545, -7.356049060821533, -4.101256847381592, -0.26827555894851685, -1.1404762268066406, -0.05343246087431908, -2.413804292678833, -2.348663568496704, -10.409355163574219, -2.272167444229126, -0.08292502909898758, -10.803098678588867, -0.43859976530075073, -0.8603768348693848, -5.78489875793457, -9.921161651611328, -8.603342056274414, -7.084998607635498, -0.7094578742980957, -2.4711077213287354, -0.009698416106402874, -0.22500139474868774, -0.07446207106113434, -0.18135294318199158, -0.6009721159934998, -0.04823194816708565, -0.011113056913018227, -1.272611379623413, -0.001312348060309887, -0.6866614818572998, -0.06421252340078354, -0.0035606338642537594, -2.3778560161590576, -0.24994616210460663, -4.666187286376953, -8.640456199645996, -2.7384488582611084, -1.6701854467391968, -7.162923812866211, -4.750938892364502, -7.349323749542236, -0.09082449972629547, -0.9901733994483948, -6.162608623504639, -2.186887741088867, -0.12032029777765274, -0.18719924986362457, -0.0033611729741096497, -0.1167955994606018, -0.06024521216750145, -0.19363528490066528, -0.11558505147695541, -0.04474461078643799, -0.011685965582728386, -5.620688438415527, -0.7655766606330872, -3.060321092605591, -0.23160262405872345, -0.026913577690720558, -0.0018189090769737959, -1.1242705583572388, -0.12265892326831818, -1.8359230756759644, -1.8274781703948975, -0.22198598086833954, -0.6039101481437683, -0.8866504430770874, -0.35941168665885925, -0.24359136819839478, -0.001760719926096499, -0.16828984022140503, -0.05689160153269768, -0.004841153509914875, -0.017269829288125038, -0.02418852597475052, -0.0005810956354252994, -0.023610979318618774, -0.009082785807549953, -0.010236972942948341, -0.0384959876537323, -0.006707178428769112, -0.0016312400111928582, -6.628715515136719, -0.2144031822681427, -3.0838398933410645, -0.0997866615653038, -0.012973309494554996, -0.0005274811992421746, -4.676693439483643, -0.11280317604541779, -3.547640085220337, -0.0052224877290427685, -0.0016631354810670018, -1.5619527101516724, -0.024913886561989784, -0.06701810657978058, -7.766444206237793, -5.161010265350342, -0.7037801742553711, -0.0009515525307506323, -0.015871504321694374, -0.005296839866787195, -0.007016187068074942, -0.008812819607555866, -0.003317212453112006, -0.0017157370457425714, -0.03489907085895538, -0.000296310376143083, -0.01754572242498398, -0.012668490409851074, -0.0006659197388216853, -1.2984917163848877, -0.09479508548974991, -1.0332177877426147, -0.6611411571502686, -0.046940892934799194, -4.996402263641357, -5.077930450439453, -4.889159202575684, -2.7825210094451904, -0.005784675944596529, -0.9345890283584595, -0.08600928634405136, -0.013756350614130497, -0.027936792001128197, -0.012603395618498325, -0.0005967028555460274, -0.017321381717920303, -0.0056725479662418365, -0.007728437427431345, -0.01911025308072567, -0.004021890461444855, -0.00255437009036541, -4.78826904296875, -0.12217975407838821, -3.6197733879089355, -0.038174524903297424, -0.006171100307255983, -0.00031549722189083695, -3.1061434745788574, -0.049217477440834045, -0.7445818185806274, -7.777342796325684, -0.14409391582012177, -0.04197348281741142, -1.5710418224334717, -0.32545945048332214, -0.10837211459875107, -0.10207278281450272, -0.0009254701435565948, -0.03930308669805527, -0.005703366361558437, -0.0026154855731874704, -0.007346756290644407, -0.007673666812479496, -0.0004993622424080968, -0.013471176847815514, -0.0035057533532381058, -0.003738558851182461, -0.01127655990421772, -0.0023099901154637337, -0.0008846183773130178, -5.390885353088379, -1.1971266269683838, -0.0008387623238377273, -2.4473750591278076, -0.015011558309197426, -0.006606049370020628, -0.0003164505760651082, -2.592833995819092, -0.062349844723939896, -0.7689911723136902, -1.4990181922912598, -0.0633644163608551, -0.8649205565452576, -0.17291198670864105, -0.027140069752931595, -0.04321388527750969, -0.0005191409145481884, -0.009756617248058319, -0.0029314663261175156, -0.0014602008741348982, -0.004735920112580061, -0.004481273237615824, -0.0003040566807612777, -0.006727663800120354, -0.002410603454336524, -0.0015949398512020707, -0.007294805254787207, -0.0017838055500760674, -0.0005750194541178644, -5.200649261474609, -0.24112485349178314, -3.0134928226470947, -0.040742646902799606, -0.00558779202401638, -0.00018225439998786896, -1.8533283472061157, -0.0432761050760746, -0.5456035733222961, -2.43609619140625, -0.0007266741595230997, -0.011661693453788757, -0.36322155594825745, -0.027652155607938766, -0.006054394878447056, -0.014875326305627823, -0.0001934579631779343, -0.0034072697162628174, -0.0012962757609784603, -0.0008686583023518324, -0.0018454440869390965, -0.0026041902601718903, -0.0001289761275984347, -0.0032725371420383453, -0.0006945105269551277, -0.0006376855308189988, -0.0023258081637322903, -0.0008131535141728818, -0.0003077510336879641, -5.150214195251465, -0.15397855639457703, -0.00015901254664640874, -2.692932605743408, -0.007993612438440323, -0.0026016931515187025, -0.00010251473577227443, -2.2321431636810303, 0, -100, -100, -100, -100, -100, -100, -100, -100 ]
View ÷ as a random digit. Q: What is the first digit of 54÷9? A: 5 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 19+13? A: 1 Redefine π as 41+57. Q: What is the first digit of π? A: 9 View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 78+17? A: 7 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 13+17? A: 1 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 28÷4? A: 2 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 7+14? A: 7 View + as the digit 9 instead of a mathematical operation. Q: What is the first digit of 59+23? A: 5 Redefine π as 741 mod 22. Q: What is the first digit of π? A:
[ " 1", " 3" ]
0
[ -9.161581993103027, -10.859673500061035, -7.252641677856445, -3.8924596309661865, -2.6300547122955322, -5.481310844421387, -2.0132086277008057, -7.896442413330078, -6.7644219398498535, -1.0970616340637207, -9.941828727722168, -2.4910104274749756, -1.9939249753952026, -0.850223958492279, -0.4060949683189392, -4.551840782165527, -3.51113224029541, -0.35556644201278687, -5.130969524383545, -7.356049060821533, -4.101256847381592, -0.26827555894851685, -1.1404762268066406, -0.05343246087431908, -2.413804292678833, -2.348663568496704, -10.409355163574219, -2.272167444229126, -0.08292502909898758, -10.803098678588867, -0.43859976530075073, -0.8603768348693848, -5.78489875793457, -9.921161651611328, -8.603342056274414, -7.084998607635498, -0.7094578742980957, -2.4711077213287354, -0.009698416106402874, -0.22500139474868774, -0.07446207106113434, -0.18135294318199158, -0.6009721159934998, -0.04823194816708565, -0.011113056913018227, -1.272611379623413, -0.001312348060309887, -0.6866614818572998, -0.06421252340078354, -0.0035606338642537594, -2.3778560161590576, -0.24994616210460663, -4.666187286376953, -8.640456199645996, -2.7384488582611084, -1.6701854467391968, -7.162923812866211, -4.750938892364502, -7.349323749542236, -0.09082449972629547, -0.9901733994483948, -6.162608623504639, -2.186887741088867, -0.12032029777765274, -0.18719924986362457, -0.0033611729741096497, -0.1167955994606018, -0.06024521216750145, -0.19363528490066528, -0.11558505147695541, -0.04474461078643799, -0.011685965582728386, -5.620688438415527, -0.7655766606330872, -3.060321092605591, -0.23160262405872345, -0.026913577690720558, -0.0018189090769737959, -1.1242705583572388, -0.12265892326831818, -1.8359230756759644, -1.8274781703948975, -0.22198598086833954, -0.6039101481437683, -0.8866504430770874, -0.35941168665885925, -0.24359136819839478, -0.001760719926096499, -0.16828984022140503, -0.05689160153269768, -0.004841153509914875, -0.017269829288125038, -0.02418852597475052, -0.0005810956354252994, -0.023610979318618774, -0.009082785807549953, -0.010236972942948341, -0.0384959876537323, -0.006707178428769112, -0.0016312400111928582, -6.628715515136719, -0.2144031822681427, -3.0838398933410645, -0.0997866615653038, -0.012973309494554996, -0.0005274811992421746, -4.676693439483643, -0.11280317604541779, -3.547640085220337, -0.0052224877290427685, -0.0016631354810670018, -1.5619527101516724, -0.024913886561989784, -0.06701810657978058, -7.766444206237793, -5.161010265350342, -0.7037801742553711, -0.0009515525307506323, -0.015871504321694374, -0.005296839866787195, -0.007016187068074942, -0.008812819607555866, -0.003317212453112006, -0.0017157370457425714, -0.03489907085895538, -0.000296310376143083, -0.01754572242498398, -0.012668490409851074, -0.0006659197388216853, -1.2984917163848877, -0.09479508548974991, -1.0332177877426147, -0.6611411571502686, -0.046940892934799194, -4.996402263641357, -5.077930450439453, -4.889159202575684, -2.7825210094451904, -0.005784675944596529, -0.9345890283584595, -0.08600928634405136, -0.013756350614130497, -0.027936792001128197, -0.012603395618498325, -0.0005967028555460274, -0.017321381717920303, -0.0056725479662418365, -0.007728437427431345, -0.01911025308072567, -0.004021890461444855, -0.00255437009036541, -4.78826904296875, -0.12217975407838821, -3.6197733879089355, -0.038174524903297424, -0.006171100307255983, -0.00031549722189083695, -3.1061434745788574, -0.049217477440834045, -0.7445818185806274, -7.777342796325684, -0.14409391582012177, -0.04197348281741142, -1.5710418224334717, -0.32545945048332214, -0.10837211459875107, -0.10207278281450272, -0.0009254701435565948, -0.03930308669805527, -0.005703366361558437, -0.0026154855731874704, -0.007346756290644407, -0.007673666812479496, -0.0004993622424080968, -0.013471176847815514, -0.0035057533532381058, -0.003738558851182461, -0.01127655990421772, -0.0023099901154637337, -0.0008846183773130178, -5.390885353088379, -1.1971266269683838, -0.0008387623238377273, -2.4473750591278076, -0.015011558309197426, -0.006606049370020628, -0.0003164505760651082, -2.592833995819092, -0.062349844723939896, -0.7689911723136902, -1.4990181922912598, -0.0633644163608551, -0.8649205565452576, -0.17291198670864105, -0.027140069752931595, -0.04321388527750969, -0.0005191409145481884, -0.009756617248058319, -0.0029314663261175156, -0.0014602008741348982, -0.004735920112580061, -0.004481273237615824, -0.0003040566807612777, -0.006727663800120354, -0.002410603454336524, -0.0015949398512020707, -0.007294805254787207, -0.0017838055500760674, -0.0005750194541178644, -5.200649261474609, -0.24112485349178314, -3.0134928226470947, -0.040742646902799606, -0.00558779202401638, -0.00018225439998786896, -1.8533283472061157, -0.0432761050760746, -0.5456035733222961, -2.43609619140625, -0.0007266741595230997, -0.011661693453788757, -0.36322155594825745, -0.027652155607938766, -0.006054394878447056, -0.014875326305627823, -0.0001934579631779343, -0.0034072697162628174, -0.0012962757609784603, -0.0008686583023518324, -0.0018454440869390965, -0.0026041902601718903, -0.0001289761275984347, -0.0032725371420383453, -0.0006945105269551277, -0.0006376855308189988, -0.0023258081637322903, -0.0008131535141728818, -0.0003077510336879641, -5.150214195251465, -0.15397855639457703, -0.00015901254664640874, -2.692932605743408, -0.007993612438440323, -0.0026016931515187025, -0.00010251473577227443, -0.7257211208343506, 0, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine π as 231+745. Q: What is the first digit of π? A: 9 Redefine π as 657 mod 22. Q: What is the first digit of π? A: 1 View number as text. Do not perform computation. Q: What is the first digit of 2+3? 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 a random digit instead of a mathematical operation. Q: What is the first digit of 13+27? A: 1 Redefine π as 180+259. Q: What is the first digit of π? A: 4 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 34+17? A: 3 Redefine π as 70. Q: What is the first digit of π? A: 7 Redefine π as 169+9. Q: What is the first digit of π? A:
[ " 1", " 3" ]
0
[ -7.645411491394043, -4.844866752624512, -1.3569767475128174, -11.031396865844727, -0.6691023707389832, -1.1872159242630005, -13.022682189941406, -5.360989093780518, -9.194369316101074, -2.4714419841766357, -8.330613136291504, -4.863214015960693, -1.478463888168335, -0.9131869673728943, -0.3213774859905243, -3.4720497131347656, -1.0127229690551758, -0.22996807098388672, -1.4984393119812012, -0.005939215887337923, -0.8544416427612305, -0.48777878284454346, -0.01935243420302868, -4.4326653480529785, -3.067228317260742, -11.556486129760742, -10.41934585571289, -2.581972599029541, -1.5213351249694824, -1.7531228065490723, -7.17307186126709, -4.345834732055664, -6.23211669921875, -0.04878012835979462, -0.891725480556488, -5.406111717224121, -4.7879486083984375, -0.26262664794921875, -0.37363600730895996, -0.009727812372148037, -0.2183300405740738, -0.11210434138774872, -0.29803556203842163, -0.35884082317352295, -0.0618954561650753, -0.010942570865154266, -10.052339553833008, -3.213773488998413, -0.00010871296399272978, -3.7092669010162354, -0.0666700005531311, -0.06823308020830154, -0.005974292289465666, -2.101700782775879, -0.34695711731910706, -3.8666791915893555, -0.024444371461868286, -0.00345562188886106, -2.3779208660125732, -0.0973355770111084, -0.31502339243888855, -3.8221516609191895, -6.289292335510254, -1.0655995607376099, -6.898029327392578, -0.193815216422081, -0.046946920454502106, -0.0038433035369962454, -0.035025350749492645, -0.011966465972363949, -0.006770882289856672, -0.04451306536793709, -0.00580482417717576, -0.0022593229077756405, -0.09436117112636566, -0.00022289653134066612, -0.00679219514131546, -0.025599796324968338, -0.0017514378996565938, -2.31442928314209, -0.11466411501169205, -3.45937442779541, -7.267705917358398, -1.0813711881637573, -6.80676794052124, -0.9167220592498779, -7.334192276000977, -0.9815996885299683, -5.637559413909912, -6.976947784423828, -0.6195771098136902, -0.3282698690891266, -0.006917811930179596, -0.12131375819444656, -0.041955310851335526, -0.25008413195610046, -0.2010069340467453, -0.09874791651964188, -0.0070642465725541115, -5.6663312911987305, -2.850053071975708, -4.939169883728027, -0.16179968416690826, -0.04678550735116005, -0.0023098711390048265, -1.7081698179244995, -0.17318761348724365, -1.9268815517425537, -0.0014286560472100973, -0.00100740697234869, -0.5317288637161255, -0.001320919836871326, -0.045453622937202454, -5.901041030883789, -0.325016587972641, -5.9412994384765625, -0.05608178675174713, -0.018766352906823158, -0.0005918181850574911, -0.007525428663939238, -0.0022821591701358557, -0.0011511372867971659, -0.0030758711509406567, -0.0011892396723851562, -0.0005165196489542723, -0.015445144847035408, -0.00011121608258690685, -0.0016444505890831351, -0.009835708886384964, -0.0005984899471513927, -3.6240694522857666, -0.11672601848840714, -1.7458336353302002, -1.1511106491088867, -0.031280387192964554, -0.505616307258606, -0.0342782624065876, -0.274536669254303, -0.0046082488261163235, -0.007400952745229006, -0.02690870501101017, -0.007255041040480137, -0.020280733704566956, -0.0006260104128159583, -0.02303507924079895, -0.005805772263556719, -0.004872472491115332, -0.021884148940443993, -0.010294671170413494, -0.0009623901569284499, -4.800288200378418, -0.4734353721141815, -3.5123705863952637, -0.10285772383213043, -0.00980029534548521, -0.0003197873884346336, -1.5306602716445923, -0.07327015697956085, -1.4287117719650269, -4.363989353179932, -0.00012158608296886086, -0.021289048716425896, -0.28461262583732605, -0.19462715089321136, -0.06865020841360092, -3.7282676696777344, -0.18826377391815186, -0.0007337023853324354, -0.011070732958614826, -0.003174387151375413, -0.0018343779956921935, -0.010678531602025032, -0.0032965384889394045, -0.0008948612376116216, -4.926363468170166, -0.06387349963188171, -0.00002098061486321967, -1.9715545177459717, -0.022734245285391808, -0.007679936941713095, -0.000296310376143083, -1.767055869102478, -0.07514778524637222, -1.2738968133926392, -0.0005691815749742091, -0.00027021096320822835, -0.167645663022995, -0.00017248096992261708, -0.015692204236984253, -3.961047887802124, -5.124940395355225, -4.193641185760498, -0.13710199296474457, -0.0006003961316309869, -0.00920882448554039, -0.0023353227879852057, -0.0014815079048275948, -0.005145758390426636, -0.0023526865988969803, -0.0008605591137893498, -0.038153987377882004, -0.00012933371181134135, -0.002619527978822589, -0.008229158818721771, -0.0004960260121151805, -2.376307964324951, -0.08592112362384796, -0.34412580728530884, -6.226362705230713, -0.2574561834335327, -0.4832352101802826, -0.31304505467414856, -0.10334118455648422, -1.3474838733673096, -0.00119066855404526, -0.20906296372413635, -0.02848346158862114, -0.01771848276257515, -0.007201191503554583, -0.009546344168484211, -0.0005607224884442985, -0.013759877532720566, -0.003502308391034603, -0.0022592039313167334, -0.005541320890188217, -0.003373766550794244, -0.0012151960982009768, -7.001596450805664, -0.596639096736908, -4.784897327423096, -0.037636805325746536, -0.008092117495834827, -0.00025233422638848424, -3.0170798301696777, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 25+8? A: 2 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 4+32? A: 4 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 27÷9? A: 2 Redefine π as 629. 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 6+46? A: 6 Redefine e as 9+36. Q: What is the first digit of e? A: 4 Redefine π as 992 mod 31. Q: What is the first digit of π? A: 0 View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 7+5? A: 7 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 69+9? A:
[ " 7", " 6" ]
1
[ -7.645411491394043, -4.844866752624512, -1.3569767475128174, -11.031396865844727, -0.6691023707389832, -1.1872159242630005, -13.022682189941406, -5.360989093780518, -9.194369316101074, -2.4714419841766357, -8.330613136291504, -4.863214015960693, -1.478463888168335, -0.9131869673728943, -0.3213774859905243, -3.4720497131347656, -1.0127229690551758, -0.22996807098388672, -1.4984393119812012, -0.005939215887337923, -0.8544416427612305, -0.48777878284454346, -0.01935243420302868, -4.4326653480529785, -3.067228317260742, -11.556486129760742, -10.41934585571289, -2.581972599029541, -1.5213351249694824, -1.7531228065490723, -7.17307186126709, -4.345834732055664, -6.23211669921875, -0.04878012835979462, -0.891725480556488, -5.406111717224121, -4.7879486083984375, -0.26262664794921875, -0.37363600730895996, -0.009727812372148037, -0.2183300405740738, -0.11210434138774872, -0.29803556203842163, -0.35884082317352295, -0.0618954561650753, -0.010942570865154266, -10.052339553833008, -3.213773488998413, -0.00010871296399272978, -3.7092669010162354, -0.0666700005531311, -0.06823308020830154, -0.005974292289465666, -2.101700782775879, -0.34695711731910706, -3.8666791915893555, -0.024444371461868286, -0.00345562188886106, -2.3779208660125732, -0.0973355770111084, -0.31502339243888855, -3.8221516609191895, -6.289292335510254, -1.0655995607376099, -6.898029327392578, -0.193815216422081, -0.046946920454502106, -0.0038433035369962454, -0.035025350749492645, -0.011966465972363949, -0.006770882289856672, -0.04451306536793709, -0.00580482417717576, -0.0022593229077756405, -0.09436117112636566, -0.00022289653134066612, -0.00679219514131546, -0.025599796324968338, -0.0017514378996565938, -2.31442928314209, -0.11466411501169205, -3.45937442779541, -7.267705917358398, -1.0813711881637573, -6.80676794052124, -0.9167220592498779, -7.334192276000977, -0.9815996885299683, -5.637559413909912, -6.976947784423828, -0.6195771098136902, -0.3282698690891266, -0.006917811930179596, -0.12131375819444656, -0.041955310851335526, -0.25008413195610046, -0.2010069340467453, -0.09874791651964188, -0.0070642465725541115, -5.6663312911987305, -2.850053071975708, -4.939169883728027, -0.16179968416690826, -0.04678550735116005, -0.0023098711390048265, -1.7081698179244995, -0.17318761348724365, -1.9268815517425537, -0.0014286560472100973, -0.00100740697234869, -0.5317288637161255, -0.001320919836871326, -0.045453622937202454, -5.901041030883789, -0.325016587972641, -5.9412994384765625, -0.05608178675174713, -0.018766352906823158, -0.0005918181850574911, -0.007525428663939238, -0.0022821591701358557, -0.0011511372867971659, -0.0030758711509406567, -0.0011892396723851562, -0.0005165196489542723, -0.015445144847035408, -0.00011121608258690685, -0.0016444505890831351, -0.009835708886384964, -0.0005984899471513927, -3.6240694522857666, -0.11672601848840714, -1.7458336353302002, -1.1511106491088867, -0.031280387192964554, -0.505616307258606, -0.0342782624065876, -0.274536669254303, -0.0046082488261163235, -0.007400952745229006, -0.02690870501101017, -0.007255041040480137, -0.020280733704566956, -0.0006260104128159583, -0.02303507924079895, -0.005805772263556719, -0.004872472491115332, -0.021884148940443993, -0.010294671170413494, -0.0009623901569284499, -4.800288200378418, -0.4734353721141815, -3.5123705863952637, -0.10285772383213043, -0.00980029534548521, -0.0003197873884346336, -1.5306602716445923, -0.07327015697956085, -1.4287117719650269, -4.363989353179932, -0.00012158608296886086, -0.021289048716425896, -0.28461262583732605, -0.19462715089321136, -0.06865020841360092, -3.7282676696777344, -0.18826377391815186, -0.0007337023853324354, -0.011070732958614826, -0.003174387151375413, -0.0018343779956921935, -0.010678531602025032, -0.0032965384889394045, -0.0008948612376116216, -4.926363468170166, -0.06387349963188171, -0.00002098061486321967, -1.9715545177459717, -0.022734245285391808, -0.007679936941713095, -0.000296310376143083, -1.767055869102478, -0.07514778524637222, -1.2738968133926392, -0.0005691815749742091, -0.00027021096320822835, -0.167645663022995, -0.00017248096992261708, -0.015692204236984253, -3.961047887802124, -5.124940395355225, -4.193641185760498, -0.13710199296474457, -0.0006003961316309869, -0.00920882448554039, -0.0023353227879852057, -0.0014815079048275948, -0.005145758390426636, -0.0023526865988969803, -0.0008605591137893498, -0.038153987377882004, -0.00012933371181134135, -0.002619527978822589, -0.008229158818721771, -0.0004960260121151805, -2.376307964324951, -0.08592112362384796, -0.34412580728530884, -6.226362705230713, -0.2574561834335327, -0.4832352101802826, -0.31304505467414856, -0.10334118455648422, -1.3474838733673096, -0.00119066855404526, -0.20906296372413635, -0.02848346158862114, -0.01771848276257515, -0.007201191503554583, -0.009546344168484211, -0.0005607224884442985, -0.013759877532720566, -0.003502308391034603, -0.0022592039313167334, -0.005541320890188217, -0.003373766550794244, -0.0012151960982009768, -7.001596450805664, -0.596639096736908, -4.784897327423096, -0.037636805325746536, -0.008092117495834827, -0.00025233422638848424, -1.0892653465270996, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine e as 29+29. Q: What is the first digit of e? A: 5 Redefine π as 152. Q: What is the first digit of π? A: 1 Redefine e as 20+36. Q: What is the first digit of e? A: 5 View + as the digit 5 instead of a mathematical operation. Q: What is the first digit of 47+38? A: 4 Redefine e as 10+4. Q: What is the first digit of e? A: 1 View number as text. Do not perform computation. Q: What is the first digit of 47+28? A: 4 Redefine e as 12+20. Q: What is the first digit of e? A: 3 View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 21+35? A: 2 Redefine π as 519. Q: What is the first digit of π? A:
[ " 5", " 3" ]
0
[ -7.645411491394043, -4.844866752624512, -1.3569767475128174, -9.003171920776367, -9.07621955871582, -10.281899452209473, -6.059027671813965, -8.42947006225586, -1.9825059175491333, -7.281271934509277, -3.3861334323883057, -2.5101542472839355, -0.8172828555107117, -0.33389440178871155, -4.259845733642578, -2.3623523712158203, -0.2905178964138031, -2.589698314666748, -0.46167153120040894, -1.1520251035690308, -0.05917477235198021, -4.53672981262207, -2.4871606826782227, -11.249617576599121, -12.304777145385742, -5.533279895782471, -2.422606945037842, -8.776625633239746, -3.1368567943573, -8.300063133239746, -0.4078754782676697, -1.3838011026382446, -7.288133144378662, -2.699167251586914, -0.396801620721817, -0.6855257153511047, -0.011011547408998013, -0.1680532544851303, -0.1310196816921234, -0.18304453790187836, -0.37895292043685913, -0.129004567861557, -0.026525801047682762, -8.87745475769043, -2.6451973915100098, -5.602108478546143, -0.21513763070106506, -0.08252094686031342, -0.006534281652420759, -2.7271435260772705, -0.31708070635795593, -2.1215524673461914, -1.2717406749725342, -0.13565467298030853, -0.6264528036117554, -1.3004709482192993, -0.3157555162906647, -0.33834707736968994, -0.003762548789381981, -0.1657298505306244, -0.04973573982715607, -0.004433208145201206, -0.016346117481589317, -0.047312989830970764, -0.003336103865876794, -0.04239816591143608, -0.014583188109099865, -0.0131001528352499, -0.05944349989295006, -0.009220399893820286, -0.004546780604869127, -3.8981781005859375, -1.150506615638733, -2.8416314125061035, -0.5467715263366699, -0.03407987952232361, -0.0014571059728041291, -2.1788113117218018, -0.12904763221740723, -0.7981417179107666, -0.37189173698425293, -0.027803005650639534, -0.04076702147722244, -0.16170457005500793, -0.008948225528001785, -0.023408956825733185, -0.0010397987207397819, -0.013054500333964825, -0.004261579364538193, -0.0018567480146884918, -0.004322946537286043, -0.015197320841252804, -0.0008628221112303436, -0.019320396706461906, -0.006964810658246279, -0.004130641929805279, -0.018671350553631783, -0.003675849176943302, -0.0020768519025295973, -4.862797737121582, -0.22313182055950165, -4.322563171386719, -0.06229428946971893, -0.01691439561545849, -0.0005081792478449643, -2.4791207313537598, -0.13226976990699768, -0.3768211007118225, -8.727985382080078, -0.4035046696662903, -0.08646488189697266, -0.4494703412055969, -0.3816831409931183, -0.04380977526307106, -2.9640581607818604, -0.07793646305799484, -0.0052833217196166515, -0.07967844605445862, -0.019242634996771812, -0.02631542645394802, -0.05690669268369675, -0.008630476891994476, -0.004731530323624611, -4.605355262756348, -0.8363768458366394, -0.0015806573210284114, -2.736013412475586, -0.0569213330745697, -0.025792663916945457, -0.0013323486782610416, -1.5651459693908691, -0.1364770382642746, -4.703087329864502, -0.01376352272927761, -0.004642778541892767, -5.650479316711426, -0.18108631670475006, -0.2605637311935425, -9.058714866638184, -2.307729959487915, -3.8425869941711426, -0.3010263442993164, -0.06623630970716476, -0.0035764321219176054, -0.0650491788983345, -0.018124792724847794, -0.02181953378021717, -0.03018818609416485, -0.008289928548038006, -0.0043599787168204784, -0.8505889177322388, -0.0011838816571980715, -0.20827952027320862, -0.020094512030482292, -0.0011363723315298557, -2.001871347427368, -0.16714966297149658, -0.8794262409210205, -0.0004949536523781717, -0.0005820487276650965, -1.792760968208313, -0.05421122908592224, -5.101187705993652, -0.47829121351242065, -5.288113117218018, -0.11142996698617935, -0.018673807382583618, -0.0011706650257110596, -0.005431774538010359, -0.002787515986710787, -0.002309038769453764, -0.004279028624296188, -0.0018453251104801893, -0.0008191090892069042, -0.0676741823554039, -0.01006149873137474, -0.008275032043457031, -0.000476246903417632, -1.77695894241333, -0.08053614944219589, -0.5160508155822754, -0.000331704446580261, -0.0003471963864285499, -2.0631492137908936, -0.00796463806182146, -0.014866400510072708, -5.912060260772705, -3.8013854026794434, -0.1600012481212616, -0.0007859955076128244, -0.007666332647204399, -0.00255555915646255, -0.0024398579262197018, -0.004330542869865894, -0.0017383478116244078, -0.0010422994382679462, -0.01742764189839363, -0.00020430385484360158, -0.0027624324429780245, -0.0057538594119250774, -0.000570253818295896, -1.493992567062378, -0.10071342438459396, -3.586226224899292, -2.632185459136963, -0.0009809688199311495, -0.023903869092464447, -0.05696772783994675, -0.06759942322969437, -0.011830054223537445, -0.04612354561686516, -0.004218964371830225, -0.00031919151660986245, -0.00431178929284215, -0.0016950300196185708, -0.0010287236655130982, -0.005844290368258953, -0.0013528252020478249, -0.0006445952458307147, -4.812093734741211, -0.16796618700027466, -0.0000290866428258596, -2.287559986114502, -0.012971661984920502, -0.004719902761280537, -0.00024125049822032452, -2.685727119445801, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine π as 836. Q: What is the first digit of π? A: 8 Redefine π as 977 mod 10. Q: What is the first digit of π? A: 7 Redefine π as 99. Q: What is the first digit of π? A: 9 View number as text. Do not perform computation. Q: What is the first digit of 54+10? A: 5 Redefine π as 854+121. Q: What is the first digit of π? A: 9 View ÷ as a random digit. Q: What is the first digit of 18÷6? A: 1 Redefine π as 301 mod 27. 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 19+13? A: 1 Redefine e as 14+21. Q: What is the first digit of e? A:
[ " 3", " 2" ]
0
[ -7.645411491394043, -4.844866752624512, -1.3569767475128174, -9.003171920776367, -9.07621955871582, -10.281899452209473, -6.059027671813965, -8.42947006225586, -1.9825059175491333, -7.281271934509277, -3.3861334323883057, -2.5101542472839355, -0.8172828555107117, -0.33389440178871155, -4.259845733642578, -2.3623523712158203, -0.2905178964138031, -2.589698314666748, -0.46167153120040894, -1.1520251035690308, -0.05917477235198021, -4.53672981262207, -2.4871606826782227, -11.249617576599121, -12.304777145385742, -5.533279895782471, -2.422606945037842, -8.776625633239746, -3.1368567943573, -8.300063133239746, -0.4078754782676697, -1.3838011026382446, -7.288133144378662, -2.699167251586914, -0.396801620721817, -0.6855257153511047, -0.011011547408998013, -0.1680532544851303, -0.1310196816921234, -0.18304453790187836, -0.37895292043685913, -0.129004567861557, -0.026525801047682762, -8.87745475769043, -2.6451973915100098, -5.602108478546143, -0.21513763070106506, -0.08252094686031342, -0.006534281652420759, -2.7271435260772705, -0.31708070635795593, -2.1215524673461914, -1.2717406749725342, -0.13565467298030853, -0.6264528036117554, -1.3004709482192993, -0.3157555162906647, -0.33834707736968994, -0.003762548789381981, -0.1657298505306244, -0.04973573982715607, -0.004433208145201206, -0.016346117481589317, -0.047312989830970764, -0.003336103865876794, -0.04239816591143608, -0.014583188109099865, -0.0131001528352499, -0.05944349989295006, -0.009220399893820286, -0.004546780604869127, -3.8981781005859375, -1.150506615638733, -2.8416314125061035, -0.5467715263366699, -0.03407987952232361, -0.0014571059728041291, -2.1788113117218018, -0.12904763221740723, -0.7981417179107666, -0.37189173698425293, -0.027803005650639534, -0.04076702147722244, -0.16170457005500793, -0.008948225528001785, -0.023408956825733185, -0.0010397987207397819, -0.013054500333964825, -0.004261579364538193, -0.0018567480146884918, -0.004322946537286043, -0.015197320841252804, -0.0008628221112303436, -0.019320396706461906, -0.006964810658246279, -0.004130641929805279, -0.018671350553631783, -0.003675849176943302, -0.0020768519025295973, -4.862797737121582, -0.22313182055950165, -4.322563171386719, -0.06229428946971893, -0.01691439561545849, -0.0005081792478449643, -2.4791207313537598, -0.13226976990699768, -0.3768211007118225, -8.727985382080078, -0.4035046696662903, -0.08646488189697266, -0.4494703412055969, -0.3816831409931183, -0.04380977526307106, -2.9640581607818604, -0.07793646305799484, -0.0052833217196166515, -0.07967844605445862, -0.019242634996771812, -0.02631542645394802, -0.05690669268369675, -0.008630476891994476, -0.004731530323624611, -4.605355262756348, -0.8363768458366394, -0.0015806573210284114, -2.736013412475586, -0.0569213330745697, -0.025792663916945457, -0.0013323486782610416, -1.5651459693908691, -0.1364770382642746, -4.703087329864502, -0.01376352272927761, -0.004642778541892767, -5.650479316711426, -0.18108631670475006, -0.2605637311935425, -9.058714866638184, -2.307729959487915, -3.8425869941711426, -0.3010263442993164, -0.06623630970716476, -0.0035764321219176054, -0.0650491788983345, -0.018124792724847794, -0.02181953378021717, -0.03018818609416485, -0.008289928548038006, -0.0043599787168204784, -0.8505889177322388, -0.0011838816571980715, -0.20827952027320862, -0.020094512030482292, -0.0011363723315298557, -2.001871347427368, -0.16714966297149658, -0.8794262409210205, -0.0004949536523781717, -0.0005820487276650965, -1.792760968208313, -0.05421122908592224, -5.101187705993652, -0.47829121351242065, -5.288113117218018, -0.11142996698617935, -0.018673807382583618, -0.0011706650257110596, -0.005431774538010359, -0.002787515986710787, -0.002309038769453764, -0.004279028624296188, -0.0018453251104801893, -0.0008191090892069042, -0.0676741823554039, -0.01006149873137474, -0.008275032043457031, -0.000476246903417632, -1.77695894241333, -0.08053614944219589, -0.5160508155822754, -0.000331704446580261, -0.0003471963864285499, -2.0631492137908936, -0.00796463806182146, -0.014866400510072708, -5.912060260772705, -3.8013854026794434, -0.1600012481212616, -0.0007859955076128244, -0.007666332647204399, -0.00255555915646255, -0.0024398579262197018, -0.004330542869865894, -0.0017383478116244078, -0.0010422994382679462, -0.01742764189839363, -0.00020430385484360158, -0.0027624324429780245, -0.0057538594119250774, -0.000570253818295896, -1.493992567062378, -0.10071342438459396, -3.586226224899292, -2.632185459136963, -0.0009809688199311495, -0.023903869092464447, -0.05696772783994675, -0.06759942322969437, -0.011830054223537445, -0.04612354561686516, -0.004218964371830225, -0.00031919151660986245, -0.00431178929284215, -0.0016950300196185708, -0.0010287236655130982, -0.005844290368258953, -0.0013528252020478249, -0.0006445952458307147, -4.812093734741211, -0.16796618700027466, -0.0000290866428258596, -2.287559986114502, -0.012971661984920502, -0.004719902761280537, -0.00024125049822032452, -1.5456838607788086, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine π as 71+176. Q: What is the first digit of π? A: 2 View + as the digit 3 instead of a mathematical operation. Q: What is the first digit of 14+24? A: 1 Redefine π as 876 mod 23. Q: What is the first digit of π? A: 2 Redefine π as 44. Q: What is the first digit of π? A: 4 View number as text. Do not perform computation. Q: What is the first digit of 10+20? A: 1 Redefine π as 422. 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 7+2? A: 7 View + as the digit 8 instead of a mathematical operation. Q: What is the first digit of 55+39? A: 5 Redefine π as 437. Q: What is the first digit of π? A:
[ " 4", " 3" ]
0
[ -9.161581993103027, -11.895548820495605, -3.4307351112365723, -5.32594108581543, -1.4251514673233032, -7.670463562011719, -7.116569519042969, -5.416120529174805, -0.20105119049549103, -0.7665448188781738, -4.721513271331787, -1.3456721305847168, -0.5066718459129333, -9.468667030334473, -3.4754488468170166, -1.2696564197540283, -1.2952461242675781, -0.574894905090332, -4.220475196838379, -1.2764008045196533, -0.2869362533092499, -3.5486042499542236, -2.339555263519287, -0.00014923889830242842, -1.8770203590393066, -0.21062396466732025, -0.5037431716918945, -0.01500639133155346, -1.6263259649276733, -2.064316749572754, -10.919437408447266, -2.4081530570983887, -0.18462346494197845, -6.279608249664307, -0.09331373125314713, -0.5765553116798401, -13.264310836791992, -8.485025405883789, -6.073022842407227, -1.1423345804214478, -2.282024621963501, -0.015485876239836216, -0.301998496055603, -0.20745371282100677, -0.19293273985385895, -1.0472512245178223, -0.08226395398378372, -0.016682878136634827, -0.9030694961547852, -0.00047874910524114966, -0.23677577078342438, -0.08330931514501572, -0.0045814309269189835, -3.1326122283935547, -0.513790488243103, -5.151344299316406, -5.648168087005615, -0.4723767340183258, -0.7937461137771606, -1.1930104494094849, -0.6271173357963562, -0.15932579338550568, -0.0021000492852181196, -0.23514683544635773, -0.14317718148231506, -0.00869500357657671, -0.010608942247927189, -0.036158617585897446, -0.0016742035513743758, -0.024187829345464706, -0.01744908094406128, -0.023478709161281586, -0.11087924242019653, -0.0340605229139328, -0.004115920979529619, -6.845315456390381, -0.9509934782981873, -7.130542755126953, -0.17089824378490448, -0.020579038187861443, -0.0011713793501257896, -2.2249045372009277, -0.08510787785053253, -1.484900951385498, -2.8451924324035645, -0.01868305169045925, -0.0712813287973404, -0.13986246287822723, -0.21780553460121155, -0.05736751854419708, -0.014618080109357834, -0.0005351065192371607, -0.013968795537948608, -0.006998075637966394, -0.0010792152024805546, -0.006380307022482157, -0.011621042154729366, -0.0005896736984141171, -0.011944320052862167, -0.004637083038687706, -0.003463462460786104, -0.017495235428214073, -0.003090964164584875, -0.0007902836659923196, -6.756804943084717, -0.22918245196342468, -0.000024914430468925275, -3.4663467407226562, -0.016981085762381554, -0.009965901263058186, -0.0003262225945945829, -1.6633834838867188, -0.057974159717559814, -0.6532543897628784, -2.6511878967285156, -0.0038088648580014706, -0.030036192387342453, -0.03481641039252281, -0.1055443286895752, -0.017021402716636658, -5.339016437530518, -0.07359371334314346, -0.0031898352317512035, -0.04005032777786255, -0.017549002543091774, -0.010041553527116776, -0.04342016205191612, -0.010347174480557442, -0.00398579565808177, -3.954350471496582, -0.08321454375982285, -0.00005757642793469131, -3.096156120300293, -0.015885114669799805, -0.028728362172842026, -0.0021802245173603296, -1.6998053789138794, -0.09610750526189804, -3.699589490890503, -0.002962963655591011, -0.0018969652010127902, -0.5396906137466431, -0.010461610741913319, -0.041887521743774414, -4.228421211242676, -4.5823798179626465, -0.05077621713280678, -5.962512969970703, -0.2727230489253998, -0.03353153541684151, -0.0010188394226133823, -0.011363663710653782, -0.004561020527034998, -0.002336155390366912, -0.0069060917012393475, -0.0022826348431408405, -0.0011314902221783996, -0.031225504353642464, -0.00034767304896377027, -0.007141184061765671, -0.011402321979403496, -0.000974537746515125, -2.2946367263793945, -0.10923890769481659, -1.9256250858306885, -0.0009891861118376255, -0.0004800597671419382, -0.35812270641326904, -0.012450706213712692, -0.014733555726706982, -9.459028244018555, -8.097018241882324, -6.735408782958984, -3.31778621673584, -0.027028106153011322, -0.0005152089870534837, -0.0036734736058861017, -0.0023570870980620384, -0.0008617501589469612, -0.0038852221332490444, -0.0015025765169411898, -0.0008599635912105441, -0.0032644574530422688, -0.00017295771976932883, -0.0018210508860647678, -0.008484507910907269, -0.0004349001101218164, -2.6308412551879883, -0.09872156381607056, -1.2042524814605713, -0.9450246095657349, -0.03128500655293465, -6.520586013793945, -4.844040870666504, -5.260207176208496, -2.638498306274414, -0.00655559916049242, -0.5081143379211426, -0.04118558391928673, -0.011946558952331543, -0.028159575536847115, -0.017703257501125336, -0.0013615157222375274, -0.022525634616613388, -0.008836333639919758, -0.011313688941299915, -0.03795809671282768, -0.00820752140134573, -0.002820206806063652, -4.34919548034668, -0.43833088874816895, -3.414354085922241, -0.3172707259654999, -0.011918994598090649, -0.000709282117895782, -3.6331944465637207, -0.053991351276636124, -0.4866814613342285, -1.2665278911590576, -0.028620747849345207, -1.0284156799316406, -0.23394393920898438, -0.044810496270656586, -0.4471184313297272, -0.0014362744987010956, -0.00927815679460764, -0.0026848006527870893, -0.0013848486123606563, -0.0071684070862829685, -0.003952193073928356, -0.00034791138023138046, -0.00768940057605505, -0.0031382618471980095, -0.0020898187067359686, -0.010867457836866379, -0.0022963127121329308, -0.0010035961167886853, -6.533106803894043, -0.18337108194828033, -3.6630663871765137, -0.15860441327095032, -0.004696054384112358, -0.0002356490003876388, -2.294494152069092, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine π as 960. 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 14÷2? A: 1 Redefine e as 5+14. Q: What is the first digit of e? A: 1 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 12÷4? A: 1 Redefine π as 554+385. Q: What is the first digit of π? A: 9 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 9+9? A: 9 View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 2+6? A: 2 Redefine π as 152. Q: What is the first digit of π? A: 1 Redefine π as 162+696. Q: What is the first digit of π? A:
[ " 8", " 3" ]
0
[ -9.161581993103027, -11.895548820495605, -3.4307351112365723, -5.32594108581543, -1.4251514673233032, -7.670463562011719, -7.116569519042969, -5.416120529174805, -0.20105119049549103, -0.7665448188781738, -4.721513271331787, -1.3456721305847168, -0.5066718459129333, -9.468667030334473, -3.4754488468170166, -1.2696564197540283, -1.2952461242675781, -0.574894905090332, -4.220475196838379, -1.2764008045196533, -0.2869362533092499, -3.5486042499542236, -2.339555263519287, -0.00014923889830242842, -1.8770203590393066, -0.21062396466732025, -0.5037431716918945, -0.01500639133155346, -1.6263259649276733, -2.064316749572754, -10.919437408447266, -2.4081530570983887, -0.18462346494197845, -6.279608249664307, -0.09331373125314713, -0.5765553116798401, -13.264310836791992, -8.485025405883789, -6.073022842407227, -1.1423345804214478, -2.282024621963501, -0.015485876239836216, -0.301998496055603, -0.20745371282100677, -0.19293273985385895, -1.0472512245178223, -0.08226395398378372, -0.016682878136634827, -0.9030694961547852, -0.00047874910524114966, -0.23677577078342438, -0.08330931514501572, -0.0045814309269189835, -3.1326122283935547, -0.513790488243103, -5.151344299316406, -5.648168087005615, -0.4723767340183258, -0.7937461137771606, -1.1930104494094849, -0.6271173357963562, -0.15932579338550568, -0.0021000492852181196, -0.23514683544635773, -0.14317718148231506, -0.00869500357657671, -0.010608942247927189, -0.036158617585897446, -0.0016742035513743758, -0.024187829345464706, -0.01744908094406128, -0.023478709161281586, -0.11087924242019653, -0.0340605229139328, -0.004115920979529619, -6.845315456390381, -0.9509934782981873, -7.130542755126953, -0.17089824378490448, -0.020579038187861443, -0.0011713793501257896, -2.2249045372009277, -0.08510787785053253, -1.484900951385498, -2.8451924324035645, -0.01868305169045925, -0.0712813287973404, -0.13986246287822723, -0.21780553460121155, -0.05736751854419708, -0.014618080109357834, -0.0005351065192371607, -0.013968795537948608, -0.006998075637966394, -0.0010792152024805546, -0.006380307022482157, -0.011621042154729366, -0.0005896736984141171, -0.011944320052862167, -0.004637083038687706, -0.003463462460786104, -0.017495235428214073, -0.003090964164584875, -0.0007902836659923196, -6.756804943084717, -0.22918245196342468, -0.000024914430468925275, -3.4663467407226562, -0.016981085762381554, -0.009965901263058186, -0.0003262225945945829, -1.6633834838867188, -0.057974159717559814, -0.6532543897628784, -2.6511878967285156, -0.0038088648580014706, -0.030036192387342453, -0.03481641039252281, -0.1055443286895752, -0.017021402716636658, -5.339016437530518, -0.07359371334314346, -0.0031898352317512035, -0.04005032777786255, -0.017549002543091774, -0.010041553527116776, -0.04342016205191612, -0.010347174480557442, -0.00398579565808177, -3.954350471496582, -0.08321454375982285, -0.00005757642793469131, -3.096156120300293, -0.015885114669799805, -0.028728362172842026, -0.0021802245173603296, -1.6998053789138794, -0.09610750526189804, -3.699589490890503, -0.002962963655591011, -0.0018969652010127902, -0.5396906137466431, -0.010461610741913319, -0.041887521743774414, -4.228421211242676, -4.5823798179626465, -0.05077621713280678, -5.962512969970703, -0.2727230489253998, -0.03353153541684151, -0.0010188394226133823, -0.011363663710653782, -0.004561020527034998, -0.002336155390366912, -0.0069060917012393475, -0.0022826348431408405, -0.0011314902221783996, -0.031225504353642464, -0.00034767304896377027, -0.007141184061765671, -0.011402321979403496, -0.000974537746515125, -2.2946367263793945, -0.10923890769481659, -1.9256250858306885, -0.0009891861118376255, -0.0004800597671419382, -0.35812270641326904, -0.012450706213712692, -0.014733555726706982, -9.459028244018555, -8.097018241882324, -6.735408782958984, -3.31778621673584, -0.027028106153011322, -0.0005152089870534837, -0.0036734736058861017, -0.0023570870980620384, -0.0008617501589469612, -0.0038852221332490444, -0.0015025765169411898, -0.0008599635912105441, -0.0032644574530422688, -0.00017295771976932883, -0.0018210508860647678, -0.008484507910907269, -0.0004349001101218164, -2.6308412551879883, -0.09872156381607056, -1.2042524814605713, -0.9450246095657349, -0.03128500655293465, -6.520586013793945, -4.844040870666504, -5.260207176208496, -2.638498306274414, -0.00655559916049242, -0.5081143379211426, -0.04118558391928673, -0.011946558952331543, -0.028159575536847115, -0.017703257501125336, -0.0013615157222375274, -0.022525634616613388, -0.008836333639919758, -0.011313688941299915, -0.03795809671282768, -0.00820752140134573, -0.002820206806063652, -4.34919548034668, -0.43833088874816895, -3.414354085922241, -0.3172707259654999, -0.011918994598090649, -0.000709282117895782, -3.6331944465637207, -0.053991351276636124, -0.4866814613342285, -1.2665278911590576, -0.028620747849345207, -1.0284156799316406, -0.23394393920898438, -0.044810496270656586, -0.4471184313297272, -0.0014362744987010956, -0.00927815679460764, -0.0026848006527870893, -0.0013848486123606563, -0.0071684070862829685, -0.003952193073928356, -0.00034791138023138046, -0.00768940057605505, -0.0031382618471980095, -0.0020898187067359686, -0.010867457836866379, -0.0022963127121329308, -0.0010035961167886853, -6.533106803894043, -0.18337108194828033, -3.6630663871765137, -0.15860441327095032, -0.004696054384112358, -0.0002356490003876388, -1.6485573053359985, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine π as 152. 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 18÷6? A: 1 Redefine π as 70+430. Q: What is the first digit of π? A: 5 Redefine π as 808 mod 31. Q: What is the first digit of π? A: 2 View + as the digit 2 instead of a mathematical operation. Q: What is the first digit of 41+55? A: 4 Redefine π as 131+131. Q: What is the first digit of π? A: 2 View + as the digit 9 instead of a mathematical operation. Q: What is the first digit of 88+3? A: 8 Redefine π as 188+788. Q: What is the first digit of π? A: 9 View number as text. Do not perform computation. Q: What is the first digit of 5+15? A:
[ " 2", " 5" ]
1
[ -7.645411491394043, -4.844866752624512, -1.3569767475128174, -11.031396865844727, -0.6691023707389832, -1.1872159242630005, -11.263350486755371, -5.130868911743164, -11.684874534606934, -2.3893520832061768, -8.511868476867676, -4.869782447814941, -1.532013177871704, -0.9537867307662964, -0.3405607342720032, -3.6202523708343506, -1.0005974769592285, -0.2397400438785553, -1.7202361822128296, -0.00599574064835906, -1.1246886253356934, -0.5312437415122986, -0.019430184736847878, -3.357586145401001, -3.454620122909546, -11.653047561645508, -10.342123985290527, -2.5843870639801025, -1.6624246835708618, -1.7958859205245972, -6.9610466957092285, -4.2471160888671875, -6.078130722045898, -0.045832764357328415, -0.8917086124420166, -5.372074604034424, -5.207504749298096, -0.2641129791736603, -0.3136330246925354, -0.00915460754185915, -0.21385197341442108, -0.12131312489509583, -0.30743473768234253, -0.33306795358657837, -0.05614185705780983, -0.011611144058406353, -8.156038284301758, -2.263293743133545, -0.0001525762490928173, -1.810685157775879, -0.08301730453968048, -0.06172052398324013, -0.005696610081940889, -1.9803766012191772, -0.2910567820072174, -2.5132954120635986, -7.0861124992370605, -1.615464448928833, -6.321463584899902, -1.2761037349700928, -6.753531455993652, -1.0618846416473389, -5.630867958068848, -6.898283958435059, -0.788959264755249, -0.4099460542201996, -0.011116240173578262, -0.17597056925296783, -0.06535664945840836, -0.28375884890556335, -0.2860596477985382, -0.11910512298345566, -0.013913895934820175, -3.492785930633545, -2.9950568675994873, -6.881814956665039, -0.23611383140087128, -0.04040152579545975, -0.003069453639909625, -2.119551658630371, -0.12405029684305191, -1.1622353792190552, -5.012059211730957, -0.0077313948422670364, -0.10490373522043228, -0.8419455885887146, -1.5873101949691772, -0.5014965534210205, -1.7884037494659424, -0.5170560479164124, -0.0023977598175406456, -0.035527776926755905, -0.01222863420844078, -0.012331904843449593, -0.04290889576077461, -0.0101502425968647, -0.003025361569598317, -6.764277458190918, -0.11633006483316422, -0.000019788545614574105, -1.9602954387664795, -0.050176866352558136, -0.016143912449479103, -0.0009414292871952057, -2.656045436859131, -0.1122477725148201, -4.637968063354492, -0.018902640789747238, -0.0031478875316679478, -1.945641279220581, -0.03336010500788689, -0.22983042895793915, -6.0846052169799805, -1.621364712715149, -6.447220325469971, -0.1096930205821991, -0.07124091684818268, -0.0021842687856405973, -0.017032301053404808, -0.007713769096881151, -0.004466082435101271, -0.02007920667529106, -0.00311924796551466, -0.0015347142471000552, -0.2881603240966797, -0.00047350639943033457, -0.013559030368924141, -0.009572557173669338, -0.0009863278828561306, -2.9777891635894775, -0.08995553106069565, -1.4091941118240356, -0.000844479538500309, -0.0005353448214009404, -4.806828498840332, -0.26180827617645264, -8.107447624206543, -1.3107305765151978, -5.356359481811523, -0.2253982573747635, -0.057388342916965485, -0.0017664319602772593, -0.02658558450639248, -0.010975939221680164, -0.03750798478722572, -0.029351236298680305, -0.012987783178687096, -0.0018147443188354373, -0.35509565472602844, -0.04219521954655647, -0.01066072192043066, -0.0008188708452507854, -2.352231979370117, -0.1080700010061264, -0.828540027141571, -0.000710592488758266, -0.0008226824575103819, -0.9474008679389954, -0.048118576407432556, -6.193913459777832, -0.19641125202178955, -5.234832763671875, -0.11577565968036652, -0.01685238815844059, -0.000376034586224705, -0.004565055016428232, -0.0018757858779281378, -0.0021182496566325426, -0.005651448387652636, -0.00177345285192132, -0.0007689617923460901, -0.010930072516202927, -0.002385629341006279, -0.0066149309277534485, -0.0003156163729727268, -2.047616958618164, -0.07097923010587692, -2.8539044857025146, -2.2361583709716797, -0.0005166388000361621, -0.02450706996023655, -0.11094624549150467, -0.05299774557352066, -0.03109828196465969, -1.696054458618164, -0.0019516960019245744, -0.05131031572818756, -0.008019155822694302, -0.0030348694417625666, -0.004184063524007797, -0.015693143010139465, -0.000427274004323408, -0.01219530776143074, -0.003057212568819523, -0.0017204972682520747, -0.009744103066623211, -0.0030700478237122297, -0.0007628867751918733, -2.7960195541381836, -0.0244718249887228, -0.000006079655122448457, -4.091778755187988, -0.017409484833478928, -0.008737191557884216, -0.0001438752660760656, -1.4379671812057495, -0.042950235307216644, -1.0179640054702759, -0.0005383234238252044, -0.0003797286772169173, -1.0278041362762451, -0.0021095657721161842, -0.0173967145383358, -4.185123443603516, -7.379909515380859, -11.889406204223633, -6.62287712097168, -0.39281705021858215, -0.029588865116238594, -0.0004024887748528272, -0.005588147323578596, -0.002558888401836157, -0.0013522299705073237, -0.00359341804869473, -0.001991552533581853, -0.0006940339808352292, -0.02255185879766941, -0.00016902448260225356, -0.004876506049185991, -0.005051943473517895, -0.00023314618738368154, -2.3890767097473145, 0, -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 25÷5? A: 2 View number as text. Do not perform computation. Q: What is the first digit of 31+55? A: 3 View ÷ as a random digit. Q: What is the first digit of 4÷4? A: 4 Redefine π as 422. Q: What is the first digit of π? A: 4 Redefine π as 657 mod 22. 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 53+12? A: 5 Redefine π as 601 mod 16. Q: What is the first digit of π? A: 9 Redefine π as 845. Q: What is the first digit of π? A: 8 View ÷ as a random digit. Q: What is the first digit of 42÷6? A:
[ " 7", " 4" ]
1
[ -7.645411491394043, -4.844866752624512, -1.3569767475128174, -11.031396865844727, -0.6691023707389832, -1.1872159242630005, -11.263350486755371, -5.130868911743164, -11.684874534606934, -2.3893520832061768, -8.511868476867676, -4.869782447814941, -1.532013177871704, -0.9537867307662964, -0.3405607342720032, -3.6202523708343506, -1.0005974769592285, -0.2397400438785553, -1.7202361822128296, -0.00599574064835906, -1.1246886253356934, -0.5312437415122986, -0.019430184736847878, -3.357586145401001, -3.454620122909546, -11.653047561645508, -10.342123985290527, -2.5843870639801025, -1.6624246835708618, -1.7958859205245972, -6.9610466957092285, -4.2471160888671875, -6.078130722045898, -0.045832764357328415, -0.8917086124420166, -5.372074604034424, -5.207504749298096, -0.2641129791736603, -0.3136330246925354, -0.00915460754185915, -0.21385197341442108, -0.12131312489509583, -0.30743473768234253, -0.33306795358657837, -0.05614185705780983, -0.011611144058406353, -8.156038284301758, -2.263293743133545, -0.0001525762490928173, -1.810685157775879, -0.08301730453968048, -0.06172052398324013, -0.005696610081940889, -1.9803766012191772, -0.2910567820072174, -2.5132954120635986, -7.0861124992370605, -1.615464448928833, -6.321463584899902, -1.2761037349700928, -6.753531455993652, -1.0618846416473389, -5.630867958068848, -6.898283958435059, -0.788959264755249, -0.4099460542201996, -0.011116240173578262, -0.17597056925296783, -0.06535664945840836, -0.28375884890556335, -0.2860596477985382, -0.11910512298345566, -0.013913895934820175, -3.492785930633545, -2.9950568675994873, -6.881814956665039, -0.23611383140087128, -0.04040152579545975, -0.003069453639909625, -2.119551658630371, -0.12405029684305191, -1.1622353792190552, -5.012059211730957, -0.0077313948422670364, -0.10490373522043228, -0.8419455885887146, -1.5873101949691772, -0.5014965534210205, -1.7884037494659424, -0.5170560479164124, -0.0023977598175406456, -0.035527776926755905, -0.01222863420844078, -0.012331904843449593, -0.04290889576077461, -0.0101502425968647, -0.003025361569598317, -6.764277458190918, -0.11633006483316422, -0.000019788545614574105, -1.9602954387664795, -0.050176866352558136, -0.016143912449479103, -0.0009414292871952057, -2.656045436859131, -0.1122477725148201, -4.637968063354492, -0.018902640789747238, -0.0031478875316679478, -1.945641279220581, -0.03336010500788689, -0.22983042895793915, -6.0846052169799805, -1.621364712715149, -6.447220325469971, -0.1096930205821991, -0.07124091684818268, -0.0021842687856405973, -0.017032301053404808, -0.007713769096881151, -0.004466082435101271, -0.02007920667529106, -0.00311924796551466, -0.0015347142471000552, -0.2881603240966797, -0.00047350639943033457, -0.013559030368924141, -0.009572557173669338, -0.0009863278828561306, -2.9777891635894775, -0.08995553106069565, -1.4091941118240356, -0.000844479538500309, -0.0005353448214009404, -4.806828498840332, -0.26180827617645264, -8.107447624206543, -1.3107305765151978, -5.356359481811523, -0.2253982573747635, -0.057388342916965485, -0.0017664319602772593, -0.02658558450639248, -0.010975939221680164, -0.03750798478722572, -0.029351236298680305, -0.012987783178687096, -0.0018147443188354373, -0.35509565472602844, -0.04219521954655647, -0.01066072192043066, -0.0008188708452507854, -2.352231979370117, -0.1080700010061264, -0.828540027141571, -0.000710592488758266, -0.0008226824575103819, -0.9474008679389954, -0.048118576407432556, -6.193913459777832, -0.19641125202178955, -5.234832763671875, -0.11577565968036652, -0.01685238815844059, -0.000376034586224705, -0.004565055016428232, -0.0018757858779281378, -0.0021182496566325426, -0.005651448387652636, -0.00177345285192132, -0.0007689617923460901, -0.010930072516202927, -0.002385629341006279, -0.0066149309277534485, -0.0003156163729727268, -2.047616958618164, -0.07097923010587692, -2.8539044857025146, -2.2361583709716797, -0.0005166388000361621, -0.02450706996023655, -0.11094624549150467, -0.05299774557352066, -0.03109828196465969, -1.696054458618164, -0.0019516960019245744, -0.05131031572818756, -0.008019155822694302, -0.0030348694417625666, -0.004184063524007797, -0.015693143010139465, -0.000427274004323408, -0.01219530776143074, -0.003057212568819523, -0.0017204972682520747, -0.009744103066623211, -0.0030700478237122297, -0.0007628867751918733, -2.7960195541381836, -0.0244718249887228, -0.000006079655122448457, -4.091778755187988, -0.017409484833478928, -0.008737191557884216, -0.0001438752660760656, -1.4379671812057495, -0.042950235307216644, -1.0179640054702759, -0.0005383234238252044, -0.0003797286772169173, -1.0278041362762451, -0.0021095657721161842, -0.0173967145383358, -4.185123443603516, -7.379909515380859, -11.889406204223633, -6.62287712097168, -0.39281705021858215, -0.029588865116238594, -0.0004024887748528272, -0.005588147323578596, -0.002558888401836157, -0.0013522299705073237, -0.00359341804869473, -0.001991552533581853, -0.0006940339808352292, -0.02255185879766941, -0.00016902448260225356, -0.004876506049185991, -0.005051943473517895, -0.00023314618738368154, -2.2908501625061035, 0, -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 33÷3? A: 3 Redefine π as 796. Q: What is the first digit of π? A: 7 Redefine π as 526+82. Q: What is the first digit of π? A: 6 Redefine π as 813. Q: What is the first digit of π? A: 8 View + as the digit 9 instead of a mathematical operation. Q: What is the first digit of 59+23? A: 5 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 4÷2? A: 4 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 1+2? A: 1 View ÷ as a random digit. Q: What is the first digit of 70÷7? A: 7 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 37+13? A:
[ " 5", " 3" ]
1
[ -9.161581993103027, -10.859673500061035, -7.252641677856445, -3.8924596309661865, -2.6300547122955322, -5.481310844421387, -2.0132086277008057, -7.896442413330078, -6.7644219398498535, -1.0970616340637207, -9.941828727722168, -2.4910104274749756, -1.9939249753952026, -0.850223958492279, -0.4060949683189392, -4.551840782165527, -3.51113224029541, -0.35556644201278687, -7.468871116638184, -7.2776198387146, -3.9028923511505127, -0.4720337390899658, -1.0821690559387207, -0.050026632845401764, -2.382324695587158, -2.315849781036377, -5.140067100524902, -8.973843574523926, -1.8543109893798828, -4.363621711730957, -4.527287483215332, -2.9706451892852783, -6.274695873260498, -0.3953385055065155, -2.4301505088806152, -6.320303916931152, -2.053042411804199, -0.3496153950691223, -1.8507575988769531, -0.011126850731670856, -0.2636624872684479, -0.09666837006807327, -0.16633014380931854, -0.43166595697402954, -0.05695950612425804, -0.017379024997353554, -4.1000447273254395, -0.5003010034561157, -4.833642959594727, -0.4334556460380554, -0.09717041254043579, -0.004044211935251951, -1.6136656999588013, -0.3540651202201843, -1.823940396308899, -1.9296905994415283, -0.15862150490283966, -1.5149412155151367, -9.005269050598145, -3.348924398422241, -2.7618744373321533, -0.024389460682868958, -0.5223720669746399, -0.17074860632419586, -0.02240837551653385, -0.04873142018914223, -0.08624312281608582, -0.0023436478804796934, -0.05779741704463959, -0.02100438065826893, -0.015267529524862766, -0.08652064204216003, -0.013288152404129505, -0.0061444430612027645, -5.34404182434082, -0.48076504468917847, -5.176426887512207, -0.0946745052933693, -0.04189346358180046, -0.0013184197014197707, -2.908461332321167, -0.2138088494539261, -0.7325270771980286, -0.7503283619880676, -0.1036573052406311, -1.8262691497802734, -1.0923380851745605, -2.8687398433685303, -0.22787828743457794, -0.0018488947534933686, -0.10621882230043411, -0.02578185871243477, -0.004345023538917303, -0.01320627424865961, -0.030099468305706978, -0.0008031480247154832, -0.0185999758541584, -0.005202090367674828, -0.004131235647946596, -0.021920885890722275, -0.0022749039344489574, -0.0013083001831546426, -2.825789213180542, -0.33980104327201843, -5.140995025634766, -0.05486571788787842, -0.012517105787992477, -0.00035089056473225355, -1.22682523727417, -0.13180573284626007, -8.869965553283691, -1.7312359809875488, -0.05449359863996506, -9.757165908813477, -0.49228939414024353, -0.6822012066841125, -8.829084396362305, -3.556990623474121, -9.455778121948242, -0.6863380074501038, -0.3134530186653137, -0.002783236326649785, -0.1334613412618637, -0.030281638726592064, -0.06306730955839157, -0.1349000632762909, -0.010844227857887745, -0.004417067393660545, -1.9061866998672485, -0.0011507801245898008, -1.2377748489379883, -0.03606376051902771, -0.0010762381134554744, -1.1577160358428955, -0.19103024899959564, -1.3735073804855347, -0.0010765953920781612, -0.0018134353449568152, -3.7652130126953125, -0.16126465797424316, -6.319834232330322, -0.4987102448940277, -5.053560733795166, -0.23252712190151215, -0.024196438491344452, -0.0006073060794733465, -0.015068394131958485, -0.004214216023683548, -0.016498330980539322, -0.013686034828424454, -0.007148877717554569, -0.001423894427716732, -0.030474068596959114, -0.01327380072325468, -0.010678884573280811, -0.0003545847721397877, -3.380718946456909, -0.0880175456404686, -0.7219642400741577, -0.0005847889697179198, -0.0010835020802915096, -2.5751466751098633, -0.12352754175662994, -0.12434057146310806, -9.468098640441895, -3.4066901206970215, -0.2721014618873596, -0.00045658653834834695, -0.007796216290444136, -0.0029546436853706837, -0.002675645984709263, -0.004848509095609188, -0.002232323167845607, -0.000957030919380486, -0.014435618184506893, -0.0001967951684491709, -0.006583666894584894, -0.009400272741913795, -0.0004114258335903287, -1.1501275300979614, -0.11655712872743607, -3.848175048828125, -7.3056511878967285, -0.3449159264564514, -0.05462047457695007, -3.0427379608154297, -0.9671938419342041, -0.49466243386268616, -0.35815945267677307, -0.0006727101281285286, -0.06659650057554245, -0.008150649257004261, -0.004075199365615845, -0.005553294438868761, -0.00863425899296999, -0.00033718624035827816, -0.011472797952592373, -0.0038378408644348383, -0.0030690969433635473, -0.014551701955497265, -0.002220071852207184, -0.0008687774534337223, -3.380908489227295, -1.3506364822387695, -0.0001679517881711945, -3.062591075897217, -0.027692623436450958, -0.009815641678869724, -0.00024971229140646756, -1.171913981437683, -0.059649717062711716, -0.6316007971763611, -6.670950412750244, -0.0686192661523819, -0.4459684491157532, -0.0442652702331543, -0.17611081898212433, -0.011318757198750973, -0.011153846979141235, -0.053537555038928986, -0.006345363333821297, -0.04064318537712097, -0.0018206939566880465, -0.04036626219749451, -0.012821617536246777, -0.00725409435108304, -0.08761999011039734, -0.025333670899271965, -0.0022493319120258093, -5.023290634155273, -0.5880038142204285, -5.917429447174072, -0.09497549384832382, -0.00680521922186017, -0.00024685196694917977, -2.827211618423462, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine e as 20+21. Q: What is the first digit of e? A: 4 View ÷ as a random digit. Q: What is the first digit of 54÷9? A: 5 Redefine e as 5+62. Q: What is the first digit of e? A: 6 Redefine e as 49+47. Q: What is the first digit of e? A: 9 Redefine π as 109+390. Q: What is the first digit of π? A: 4 View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 30+61? A: 3 Redefine e as 29+29. Q: What is the first digit of e? A: 5 View + as the digit 4 instead of a mathematical operation. Q: What is the first digit of 42+14? A: 4 Redefine π as 571. Q: What is the first digit of π? A:
[ " 5", " 3" ]
0
[ -9.161581993103027, -10.859673500061035, -7.252641677856445, -3.8924596309661865, -2.6300547122955322, -5.481310844421387, -2.0132086277008057, -7.896442413330078, -6.7644219398498535, -1.0970616340637207, -9.941828727722168, -2.4910104274749756, -1.9939249753952026, -0.850223958492279, -0.4060949683189392, -4.551840782165527, -3.51113224029541, -0.35556644201278687, -7.468871116638184, -7.2776198387146, -3.9028923511505127, -0.4720337390899658, -1.0821690559387207, -0.050026632845401764, -2.382324695587158, -2.315849781036377, -5.140067100524902, -8.973843574523926, -1.8543109893798828, -4.363621711730957, -4.527287483215332, -2.9706451892852783, -6.274695873260498, -0.3953385055065155, -2.4301505088806152, -6.320303916931152, -2.053042411804199, -0.3496153950691223, -1.8507575988769531, -0.011126850731670856, -0.2636624872684479, -0.09666837006807327, -0.16633014380931854, -0.43166595697402954, -0.05695950612425804, -0.017379024997353554, -4.1000447273254395, -0.5003010034561157, -4.833642959594727, -0.4334556460380554, -0.09717041254043579, -0.004044211935251951, -1.6136656999588013, -0.3540651202201843, -1.823940396308899, -1.9296905994415283, -0.15862150490283966, -1.5149412155151367, -9.005269050598145, -3.348924398422241, -2.7618744373321533, -0.024389460682868958, -0.5223720669746399, -0.17074860632419586, -0.02240837551653385, -0.04873142018914223, -0.08624312281608582, -0.0023436478804796934, -0.05779741704463959, -0.02100438065826893, -0.015267529524862766, -0.08652064204216003, -0.013288152404129505, -0.0061444430612027645, -5.34404182434082, -0.48076504468917847, -5.176426887512207, -0.0946745052933693, -0.04189346358180046, -0.0013184197014197707, -2.908461332321167, -0.2138088494539261, -0.7325270771980286, -0.7503283619880676, -0.1036573052406311, -1.8262691497802734, -1.0923380851745605, -2.8687398433685303, -0.22787828743457794, -0.0018488947534933686, -0.10621882230043411, -0.02578185871243477, -0.004345023538917303, -0.01320627424865961, -0.030099468305706978, -0.0008031480247154832, -0.0185999758541584, -0.005202090367674828, -0.004131235647946596, -0.021920885890722275, -0.0022749039344489574, -0.0013083001831546426, -2.825789213180542, -0.33980104327201843, -5.140995025634766, -0.05486571788787842, -0.012517105787992477, -0.00035089056473225355, -1.22682523727417, -0.13180573284626007, -8.869965553283691, -1.7312359809875488, -0.05449359863996506, -9.757165908813477, -0.49228939414024353, -0.6822012066841125, -8.829084396362305, -3.556990623474121, -9.455778121948242, -0.6863380074501038, -0.3134530186653137, -0.002783236326649785, -0.1334613412618637, -0.030281638726592064, -0.06306730955839157, -0.1349000632762909, -0.010844227857887745, -0.004417067393660545, -1.9061866998672485, -0.0011507801245898008, -1.2377748489379883, -0.03606376051902771, -0.0010762381134554744, -1.1577160358428955, -0.19103024899959564, -1.3735073804855347, -0.0010765953920781612, -0.0018134353449568152, -3.7652130126953125, -0.16126465797424316, -6.319834232330322, -0.4987102448940277, -5.053560733795166, -0.23252712190151215, -0.024196438491344452, -0.0006073060794733465, -0.015068394131958485, -0.004214216023683548, -0.016498330980539322, -0.013686034828424454, -0.007148877717554569, -0.001423894427716732, -0.030474068596959114, -0.01327380072325468, -0.010678884573280811, -0.0003545847721397877, -3.380718946456909, -0.0880175456404686, -0.7219642400741577, -0.0005847889697179198, -0.0010835020802915096, -2.5751466751098633, -0.12352754175662994, -0.12434057146310806, -9.468098640441895, -3.4066901206970215, -0.2721014618873596, -0.00045658653834834695, -0.007796216290444136, -0.0029546436853706837, -0.002675645984709263, -0.004848509095609188, -0.002232323167845607, -0.000957030919380486, -0.014435618184506893, -0.0001967951684491709, -0.006583666894584894, -0.009400272741913795, -0.0004114258335903287, -1.1501275300979614, -0.11655712872743607, -3.848175048828125, -7.3056511878967285, -0.3449159264564514, -0.05462047457695007, -3.0427379608154297, -0.9671938419342041, -0.49466243386268616, -0.35815945267677307, -0.0006727101281285286, -0.06659650057554245, -0.008150649257004261, -0.004075199365615845, -0.005553294438868761, -0.00863425899296999, -0.00033718624035827816, -0.011472797952592373, -0.0038378408644348383, -0.0030690969433635473, -0.014551701955497265, -0.002220071852207184, -0.0008687774534337223, -3.380908489227295, -1.3506364822387695, -0.0001679517881711945, -3.062591075897217, -0.027692623436450958, -0.009815641678869724, -0.00024971229140646756, -1.171913981437683, -0.059649717062711716, -0.6316007971763611, -6.670950412750244, -0.0686192661523819, -0.4459684491157532, -0.0442652702331543, -0.17611081898212433, -0.011318757198750973, -0.011153846979141235, -0.053537555038928986, -0.006345363333821297, -0.04064318537712097, -0.0018206939566880465, -0.04036626219749451, -0.012821617536246777, -0.00725409435108304, -0.08761999011039734, -0.025333670899271965, -0.0022493319120258093, -5.023290634155273, -0.5880038142204285, -5.917429447174072, -0.09497549384832382, -0.00680521922186017, -0.00024685196694917977, -2.5071346759796143, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine π as 228. Q: What is the first digit of π? A: 2 View + as the digit 7 instead of a mathematical operation. Q: What is the first digit of 44+25? A: 4 Redefine π as 457 mod 29. Q: What is the first digit of π? A: 2 Redefine π as 513. Q: What is the first digit of π? A: 5 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 24÷3? A: 2 Redefine π as 992 mod 31. Q: What is the first digit of π? A: 0 View + as the digit 8 instead of a mathematical operation. Q: What is the first digit of 27+47? A: 2 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 21÷7? A:
[ " 3", " 2" ]
1
[ -7.645411491394043, -4.844866752624512, -1.3569767475128174, -11.031396865844727, -0.6691023707389832, -1.1872159242630005, -13.117168426513672, -9.742563247680664, -6.049569129943848, -1.5581724643707275, -7.815400123596191, -4.303737640380859, -1.499737024307251, -0.9146966338157654, -0.4435955584049225, -3.5350747108459473, -1.0699337720870972, -0.2493591159582138, -1.8307394981384277, -0.005063566844910383, -0.7938616871833801, -0.6554920673370361, -0.01615411788225174, -3.0974273681640625, -2.9553728103637695, -11.736931800842285, -12.701066970825195, -10.344237327575684, -2.8806347846984863, -5.313234806060791, -3.4696149826049805, -6.134435653686523, -0.14927729964256287, -2.91554594039917, -6.8267717361450195, -4.44162130355835, -0.38753390312194824, -0.5527677536010742, -0.008913607336580753, -0.12112537026405334, -0.12289457023143768, -0.2542814314365387, -0.28268152475357056, -0.13031932711601257, -0.016986006870865822, -7.505916595458984, -3.9198031425476074, -7.651301383972168, -0.2359275072813034, -0.10565749555826187, -0.004702580161392689, -2.305107593536377, -0.2372434139251709, -3.393226146697998, -0.014353951439261436, -0.00394079415127635, -2.516268730163574, -0.04641423746943474, -0.2576203942298889, -5.160622596740723, -4.418938636779785, -0.2896465063095093, -4.325368881225586, -0.21412204205989838, -0.05720214918255806, -0.0037971078418195248, -0.02847975306212902, -0.01107686385512352, -0.009334846399724483, -0.036723796278238297, -0.005705381743609905, -0.0028372055385261774, -0.11939006298780441, -0.00019488819816615433, -0.01350634265691042, -0.02630358189344406, -0.0018062957096844912, -2.188202381134033, -0.11612608283758163, -4.347667217254639, -0.8727614283561707, -0.051579128950834274, -2.5232226848602295, -7.46644401550293, -3.7045540809631348, -1.960758924484253, -0.007358353119343519, -0.15553666651248932, -0.06759151816368103, -0.010720046237111092, -0.024528823792934418, -0.033001694828271866, -0.001050635357387364, -0.022352421656250954, -0.010417135432362556, -0.01331320870667696, -0.01881958357989788, -0.010367230512201786, -0.0033293315209448338, -3.8948678970336914, -0.76626056432724, -2.4932756423950195, -0.9786674380302429, -0.027426360175013542, -0.0010659971740096807, -1.8923076391220093, -0.09996196627616882, -1.5950324535369873, -0.0007462101057171822, -0.0011245838832110167, -5.243732452392578, -0.33791524171829224, -7.705173492431641, -5.546855449676514, -5.683852672576904, -0.6767125129699707, -0.04112151637673378, -0.0015929164364933968, -0.03942365571856499, -0.020320216193795204, -0.06659728288650513, -0.06783682852983475, -0.01577012427151203, -0.0017640519654378295, -0.48065128922462463, -0.26554563641548157, -0.0170424971729517, -0.0006687788409180939, -3.588627815246582, -0.11151687800884247, -2.2235121726989746, -9.069381713867188, -0.7554194927215576, -6.912471294403076, -0.9524246454238892, -7.23023796081543, -1.0344868898391724, -5.559535503387451, -7.903103828430176, -0.3327622711658478, -0.32765910029411316, -0.0033921815920621157, -0.09547415375709534, -0.035826168954372406, -0.22133345901966095, -0.10849672555923462, -0.06781120598316193, -0.0064459266141057014, -5.266740798950195, -1.0336027145385742, -3.71315336227417, -0.12135599553585052, -0.02881314978003502, -0.0010798105504363775, -1.759395718574524, -0.09889683872461319, -1.2951641082763672, -6.930084705352783, -0.2501736879348755, -0.03912633657455444, -2.4686145782470703, -1.350263237953186, -0.5663338303565979, -1.4177509546279907, -0.28043684363365173, -0.001313776709139347, -0.016207486391067505, -0.00703832320868969, -0.00961848720908165, -0.013111094944179058, -0.004517350345849991, -0.0016121974913403392, -7.957773208618164, -1.31890070438385, -0.000325388420606032, -2.7020809650421143, -0.029035968706011772, -0.011939137242734432, -0.0005541696446016431, -2.506955623626709, -0.08633869886398315, -0.7114647626876831, -3.9238224029541016, -0.03456113487482071, -0.3591150641441345, -0.04868827387690544, -0.31624266505241394, -0.0038790472317487, -0.00692456029355526, -0.05918511003255844, -0.008659903891384602, -0.023835426196455956, -0.0005945583689026535, -0.016437118873000145, -0.005100690294057131, -0.0056912763975560665, -0.023135842755436897, -0.011493893340229988, -0.0010201494442299008, -4.771064758300781, -0.6352806091308594, -4.2278852462768555, -0.05447147414088249, -0.009815286844968796, -0.00021360022947192192, -1.2735217809677124, -0.06794799119234085, -1.8391609191894531, -0.00047291061491705477, -0.0002746204845607281, -1.9699715375900269, -0.005700284615159035, -0.03646739572286606, -7.510161399841309, -4.154637336730957, -0.6328765749931335, -0.0007682471186853945, -0.007496322505176067, -0.002351972972974181, -0.0022399353329092264, -0.004745411686599255, -0.0020035686902701855, -0.000730128725990653, -0.08835862576961517, -0.0003846143954433501, -0.005938031245023012, -0.00825351383537054, -0.0004300146538298577, -1.96915864944458, 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 9 instead of a mathematical operation. Q: What is the first digit of 38+59? A: 3 Redefine π as 878. Q: What is the first digit of π? A: 8 View ÷ as a random digit. Q: What is the first digit of 21÷3? A: 2 View number as text. Do not perform computation. Q: What is the first digit of 53+12? A: 5 Redefine π as 99+864. 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 39+43? A: 3 Redefine π as 379+608. Q: What is the first digit of π? A: 9 View ÷ as a random digit. Q: What is the first digit of 28÷4? A: 2 Redefine π as 201 mod 17. Q: What is the first digit of π? A:
[ " 1", " 3" ]
0
[ -7.645411491394043, -4.844866752624512, -1.3569767475128174, -11.031396865844727, -0.6691023707389832, -1.1872159242630005, -13.117168426513672, -9.742563247680664, -6.049569129943848, -1.5581724643707275, -7.815400123596191, -4.303737640380859, -1.499737024307251, -0.9146966338157654, -0.4435955584049225, -3.5350747108459473, -1.0699337720870972, -0.2493591159582138, -1.8307394981384277, -0.005063566844910383, -0.7938616871833801, -0.6554920673370361, -0.01615411788225174, -3.0974273681640625, -2.9553728103637695, -11.736931800842285, -12.701066970825195, -10.344237327575684, -2.8806347846984863, -5.313234806060791, -3.4696149826049805, -6.134435653686523, -0.14927729964256287, -2.91554594039917, -6.8267717361450195, -4.44162130355835, -0.38753390312194824, -0.5527677536010742, -0.008913607336580753, -0.12112537026405334, -0.12289457023143768, -0.2542814314365387, -0.28268152475357056, -0.13031932711601257, -0.016986006870865822, -7.505916595458984, -3.9198031425476074, -7.651301383972168, -0.2359275072813034, -0.10565749555826187, -0.004702580161392689, -2.305107593536377, -0.2372434139251709, -3.393226146697998, -0.014353951439261436, -0.00394079415127635, -2.516268730163574, -0.04641423746943474, -0.2576203942298889, -5.160622596740723, -4.418938636779785, -0.2896465063095093, -4.325368881225586, -0.21412204205989838, -0.05720214918255806, -0.0037971078418195248, -0.02847975306212902, -0.01107686385512352, -0.009334846399724483, -0.036723796278238297, -0.005705381743609905, -0.0028372055385261774, -0.11939006298780441, -0.00019488819816615433, -0.01350634265691042, -0.02630358189344406, -0.0018062957096844912, -2.188202381134033, -0.11612608283758163, -4.347667217254639, -0.8727614283561707, -0.051579128950834274, -2.5232226848602295, -7.46644401550293, -3.7045540809631348, -1.960758924484253, -0.007358353119343519, -0.15553666651248932, -0.06759151816368103, -0.010720046237111092, -0.024528823792934418, -0.033001694828271866, -0.001050635357387364, -0.022352421656250954, -0.010417135432362556, -0.01331320870667696, -0.01881958357989788, -0.010367230512201786, -0.0033293315209448338, -3.8948678970336914, -0.76626056432724, -2.4932756423950195, -0.9786674380302429, -0.027426360175013542, -0.0010659971740096807, -1.8923076391220093, -0.09996196627616882, -1.5950324535369873, -0.0007462101057171822, -0.0011245838832110167, -5.243732452392578, -0.33791524171829224, -7.705173492431641, -5.546855449676514, -5.683852672576904, -0.6767125129699707, -0.04112151637673378, -0.0015929164364933968, -0.03942365571856499, -0.020320216193795204, -0.06659728288650513, -0.06783682852983475, -0.01577012427151203, -0.0017640519654378295, -0.48065128922462463, -0.26554563641548157, -0.0170424971729517, -0.0006687788409180939, -3.588627815246582, -0.11151687800884247, -2.2235121726989746, -9.069381713867188, -0.7554194927215576, -6.912471294403076, -0.9524246454238892, -7.23023796081543, -1.0344868898391724, -5.559535503387451, -7.903103828430176, -0.3327622711658478, -0.32765910029411316, -0.0033921815920621157, -0.09547415375709534, -0.035826168954372406, -0.22133345901966095, -0.10849672555923462, -0.06781120598316193, -0.0064459266141057014, -5.266740798950195, -1.0336027145385742, -3.71315336227417, -0.12135599553585052, -0.02881314978003502, -0.0010798105504363775, -1.759395718574524, -0.09889683872461319, -1.2951641082763672, -6.930084705352783, -0.2501736879348755, -0.03912633657455444, -2.4686145782470703, -1.350263237953186, -0.5663338303565979, -1.4177509546279907, -0.28043684363365173, -0.001313776709139347, -0.016207486391067505, -0.00703832320868969, -0.00961848720908165, -0.013111094944179058, -0.004517350345849991, -0.0016121974913403392, -7.957773208618164, -1.31890070438385, -0.000325388420606032, -2.7020809650421143, -0.029035968706011772, -0.011939137242734432, -0.0005541696446016431, -2.506955623626709, -0.08633869886398315, -0.7114647626876831, -3.9238224029541016, -0.03456113487482071, -0.3591150641441345, -0.04868827387690544, -0.31624266505241394, -0.0038790472317487, -0.00692456029355526, -0.05918511003255844, -0.008659903891384602, -0.023835426196455956, -0.0005945583689026535, -0.016437118873000145, -0.005100690294057131, -0.0056912763975560665, -0.023135842755436897, -0.011493893340229988, -0.0010201494442299008, -4.771064758300781, -0.6352806091308594, -4.2278852462768555, -0.05447147414088249, -0.009815286844968796, -0.00021360022947192192, -1.2735217809677124, -0.06794799119234085, -1.8391609191894531, -0.00047291061491705477, -0.0002746204845607281, -1.9699715375900269, -0.005700284615159035, -0.03646739572286606, -7.510161399841309, -4.154637336730957, -0.6328765749931335, -0.0007682471186853945, -0.007496322505176067, -0.002351972972974181, -0.0022399353329092264, -0.004745411686599255, -0.0020035686902701855, -0.000730128725990653, -0.08835862576961517, -0.0003846143954433501, -0.005938031245023012, -0.00825351383537054, -0.0004300146538298577, -1.6223664283752441, 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 405. Q: What is the first digit of π? A: 4 View ÷ as a random digit. 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 60+10? A: 6 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 23+20? A: 2 View ÷ as a random digit instead of a mathematical operation. 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 31+25? A: 3 Redefine π as 213. Q: What is the first digit of π? A: 2 Redefine π as 890 mod 8. Q: What is the first digit of π? A: 2 Redefine π as 201 mod 17. Q: What is the first digit of π? A:
[ " 1", " 3" ]
0
[ -7.645411491394043, -4.844866752624512, -1.3569767475128174, -11.031396865844727, -0.6691023707389832, -1.1872159242630005, -6.674076080322266, -8.552310943603516, -8.732711791992188, -6.720212936401367, -1.8192217350006104, -8.639293670654297, -4.073750972747803, -1.508833408355713, -0.8034189939498901, -0.43372485041618347, -3.5479512214660645, -1.0219238996505737, -0.26307493448257446, -1.6672569513320923, -0.0029932716861367226, -0.9143256545066833, -0.6776717305183411, -0.02315680868923664, -2.617246150970459, -2.9628825187683105, -5.320799827575684, -0.009974281303584576, -0.007856066338717937, -0.8734650611877441, -0.018967796117067337, -0.14441309869289398, -6.996627330780029, -3.1264302730560303, -0.1331295669078827, -0.007205570582300425, -0.0347505547106266, -0.020359698683023453, -0.009275203570723534, -0.120036780834198, -0.015405821613967419, -0.004126249346882105, -0.020557548850774765, -0.0002817710628733039, -0.007125441916286945, -0.03748674318194389, -0.0029355075675994158, -2.6729865074157715, -0.17702144384384155, -10.774813652038574, -8.393571853637695, -2.184274435043335, -5.967158317565918, -0.7667011618614197, -6.492677688598633, -1.384630799293518, -6.156037330627441, -6.1473259925842285, -0.3680829703807831, -1.500564455986023, -0.010383039712905884, -0.08669424057006836, -0.028489600867033005, -0.05198221281170845, -0.0804261565208435, -0.04459549859166145, -0.010716626420617104, -11.221404075622559, -6.679132461547852, -5.387945652008057, -0.39101678133010864, -0.10527483373880386, -0.004192491993308067, -2.3011865615844727, -0.1929432600736618, -2.2027361392974854, -0.0019219514215365052, -0.0010006187949329615, -0.2516572177410126, -0.0023350848350673914, -0.09017374366521835, -9.163684844970703, -1.9906983375549316, -0.06942866742610931, -0.001303299912251532, -0.0133719053119421, -0.004248522222042084, -0.0020171310752630234, -0.010082150809466839, -0.003618124406784773, -0.0013218722306191921, -0.06611324101686478, -0.0002150304353563115, -0.0032982020638883114, -0.012779130600392818, -0.0009712031460367143, -2.018158197402954, -0.07113534212112427, -2.8097925186157227, -11.038786888122559, -0.5475643277168274, -0.09769825637340546, -2.8626744747161865, -7.358931541442871, -4.244524002075195, -1.0725229978561401, -0.754237174987793, -0.0032820426858961582, -0.10694288462400436, -0.03936738520860672, -0.10474314540624619, -0.14920306205749512, -0.030521823093295097, -0.006521135102957487, -5.789473533630371, -1.6144133806228638, -0.0007551440503448248, -3.7240099906921387, -0.09206091612577438, -0.01905095763504505, -0.0012631779536604881, -2.1491808891296387, -0.08479668200016022, -1.5354769229888916, -1.7663928270339966, -0.0016964580863714218, -0.024998648092150688, -0.38197022676467896, -0.13630208373069763, -0.20649515092372894, -0.04671838879585266, -0.03322519734501839, -0.00035506143467500806, -0.012286335229873657, -0.0028748870827257633, -0.0027335442136973143, -0.018632737919688225, -0.005580916069447994, -0.001276512397453189, -3.909013032913208, -0.059030380100011826, -0.000019311717551317997, -2.5645065307617188, -0.019035635516047478, -0.007091116160154343, -0.0003337303060106933, -2.2480506896972656, -0.06572117656469345, -0.5701108574867249, -0.5740882158279419, -0.0007495454628951848, -0.013753880746662617, -0.034694019705057144, -0.019161010161042213, -0.0076235076412558556, -12.400545120239258, -0.16698645055294037, -1.5325922966003418, -5.5153889656066895, -1.7323970794677734, -0.07765799015760422, -0.0947389155626297, -0.0009076051646843553, -0.04947550594806671, -0.01129023265093565, -0.025531122460961342, -0.03634405881166458, -0.011080872267484665, -0.00408730935305357, -5.333592891693115, -0.1038355827331543, -0.00017736769223120064, -2.1025967597961426, -0.028148101642727852, -0.013597250916063786, -0.0006652049487456679, -1.7653510570526123, -0.08246847987174988, -2.024280548095703, -0.0015142414486035705, -0.0008239926537498832, -0.33029884099960327, -0.0016163630643859506, -0.07164392620325089, -3.617736339569092, -5.072767734527588, -0.8474440574645996, -4.246405601501465, -0.25628259778022766, -0.027366509661078453, -0.0007537146448157728, -0.008881470188498497, -0.0030755146872252226, -0.0016693241195753217, -0.007944769226014614, -0.0029752058908343315, -0.0007879013428464532, -0.0671379417181015, -0.0001833270798670128, -0.007136804983019829, -0.007409354206174612, -0.0004493180604185909, -1.6031737327575684, -0.07749726623296738, -0.5821055173873901, -0.0003103728231508285, -0.00021109737281221896, -0.09356692433357239, -0.0006877202540636063, -0.022823037579655647, -3.3790483474731445, -4.019008636474609, -1.4909865856170654, -0.08751853555440903, -0.0004924515378661454, -0.005823194514960051, -0.0015028145862743258, -0.0008206575294025242, -0.0035435284953564405, -0.0016405232017859817, -0.0008530553313903511, -0.008725728839635849, -0.00016330339713022113, -0.0024641170166432858, -0.005345338024199009, -0.0002675890573300421, -1.8020073175430298, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine π as 422. 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 49+21? A: 4 View number as text. Do not perform computation. Q: What is the first digit of 6+2? A: 6 View ÷ as a random digit. Q: What is the first digit of 21÷3? A: 2 View + as the digit 3 instead of a mathematical operation. Q: What is the first digit of 79+6? A: 7 Redefine e as 27+8. 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 32÷4? A: 3 Redefine π as 560+333. Q: What is the first digit of π? A: 8 Redefine π as 70+430. Q: What is the first digit of π? A:
[ " 5", " 3" ]
0
[ -7.645411491394043, -4.844866752624512, -1.3569767475128174, -11.031396865844727, -0.6691023707389832, -1.1872159242630005, -6.674076080322266, -8.552310943603516, -8.732711791992188, -6.720212936401367, -1.8192217350006104, -8.639293670654297, -4.073750972747803, -1.508833408355713, -0.8034189939498901, -0.43372485041618347, -3.5479512214660645, -1.0219238996505737, -0.26307493448257446, -1.6672569513320923, -0.0029932716861367226, -0.9143256545066833, -0.6776717305183411, -0.02315680868923664, -2.617246150970459, -2.9628825187683105, -5.320799827575684, -0.009974281303584576, -0.007856066338717937, -0.8734650611877441, -0.018967796117067337, -0.14441309869289398, -6.996627330780029, -3.1264302730560303, -0.1331295669078827, -0.007205570582300425, -0.0347505547106266, -0.020359698683023453, -0.009275203570723534, -0.120036780834198, -0.015405821613967419, -0.004126249346882105, -0.020557548850774765, -0.0002817710628733039, -0.007125441916286945, -0.03748674318194389, -0.0029355075675994158, -2.6729865074157715, -0.17702144384384155, -10.774813652038574, -8.393571853637695, -2.184274435043335, -5.967158317565918, -0.7667011618614197, -6.492677688598633, -1.384630799293518, -6.156037330627441, -6.1473259925842285, -0.3680829703807831, -1.500564455986023, -0.010383039712905884, -0.08669424057006836, -0.028489600867033005, -0.05198221281170845, -0.0804261565208435, -0.04459549859166145, -0.010716626420617104, -11.221404075622559, -6.679132461547852, -5.387945652008057, -0.39101678133010864, -0.10527483373880386, -0.004192491993308067, -2.3011865615844727, -0.1929432600736618, -2.2027361392974854, -0.0019219514215365052, -0.0010006187949329615, -0.2516572177410126, -0.0023350848350673914, -0.09017374366521835, -9.163684844970703, -1.9906983375549316, -0.06942866742610931, -0.001303299912251532, -0.0133719053119421, -0.004248522222042084, -0.0020171310752630234, -0.010082150809466839, -0.003618124406784773, -0.0013218722306191921, -0.06611324101686478, -0.0002150304353563115, -0.0032982020638883114, -0.012779130600392818, -0.0009712031460367143, -2.018158197402954, -0.07113534212112427, -2.8097925186157227, -11.038786888122559, -0.5475643277168274, -0.09769825637340546, -2.8626744747161865, -7.358931541442871, -4.244524002075195, -1.0725229978561401, -0.754237174987793, -0.0032820426858961582, -0.10694288462400436, -0.03936738520860672, -0.10474314540624619, -0.14920306205749512, -0.030521823093295097, -0.006521135102957487, -5.789473533630371, -1.6144133806228638, -0.0007551440503448248, -3.7240099906921387, -0.09206091612577438, -0.01905095763504505, -0.0012631779536604881, -2.1491808891296387, -0.08479668200016022, -1.5354769229888916, -1.7663928270339966, -0.0016964580863714218, -0.024998648092150688, -0.38197022676467896, -0.13630208373069763, -0.20649515092372894, -0.04671838879585266, -0.03322519734501839, -0.00035506143467500806, -0.012286335229873657, -0.0028748870827257633, -0.0027335442136973143, -0.018632737919688225, -0.005580916069447994, -0.001276512397453189, -3.909013032913208, -0.059030380100011826, -0.000019311717551317997, -2.5645065307617188, -0.019035635516047478, -0.007091116160154343, -0.0003337303060106933, -2.2480506896972656, -0.06572117656469345, -0.5701108574867249, -0.5740882158279419, -0.0007495454628951848, -0.013753880746662617, -0.034694019705057144, -0.019161010161042213, -0.0076235076412558556, -12.400545120239258, -0.16698645055294037, -1.5325922966003418, -5.5153889656066895, -1.7323970794677734, -0.07765799015760422, -0.0947389155626297, -0.0009076051646843553, -0.04947550594806671, -0.01129023265093565, -0.025531122460961342, -0.03634405881166458, -0.011080872267484665, -0.00408730935305357, -5.333592891693115, -0.1038355827331543, -0.00017736769223120064, -2.1025967597961426, -0.028148101642727852, -0.013597250916063786, -0.0006652049487456679, -1.7653510570526123, -0.08246847987174988, -2.024280548095703, -0.0015142414486035705, -0.0008239926537498832, -0.33029884099960327, -0.0016163630643859506, -0.07164392620325089, -3.617736339569092, -5.072767734527588, -0.8474440574645996, -4.246405601501465, -0.25628259778022766, -0.027366509661078453, -0.0007537146448157728, -0.008881470188498497, -0.0030755146872252226, -0.0016693241195753217, -0.007944769226014614, -0.0029752058908343315, -0.0007879013428464532, -0.0671379417181015, -0.0001833270798670128, -0.007136804983019829, -0.007409354206174612, -0.0004493180604185909, -1.6031737327575684, -0.07749726623296738, -0.5821055173873901, -0.0003103728231508285, -0.00021109737281221896, -0.09356692433357239, -0.0006877202540636063, -0.022823037579655647, -3.3790483474731445, -4.019008636474609, -1.4909865856170654, -0.08751853555440903, -0.0004924515378661454, -0.005823194514960051, -0.0015028145862743258, -0.0008206575294025242, -0.0035435284953564405, -0.0016405232017859817, -0.0008530553313903511, -0.008725728839635849, -0.00016330339713022113, -0.0024641170166432858, -0.005345338024199009, -0.0002675890573300421, -2.4167532920837402, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine π as 134+512. Q: What is the first digit of π? A: 6 Redefine π as 245. Q: What is the first digit of π? A: 2 View ÷ as a random digit. Q: What is the first digit of 24÷4? A: 2 Redefine e as 49+47. Q: What is the first digit of e? A: 9 View number as text. Do not perform computation. Q: What is the first digit of 34+41? A: 3 View + as the digit 9 instead of a mathematical operation. Q: What is the first digit of 71+27? A: 7 View ÷ as a random digit. Q: What is the first digit of 40÷5? A: 4 Redefine π as 553+97. 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 22+64? A:
[ " 8", " 2" ]
1
[ -9.161581993103027, -10.859673500061035, -7.252641677856445, -3.8924596309661865, -2.6300547122955322, -5.481310844421387, -2.0132086277008057, -7.896442413330078, -6.7644219398498535, -1.0970616340637207, -9.941828727722168, -2.4910104274749756, -1.9939249753952026, -0.850223958492279, -0.4060949683189392, -4.551840782165527, -3.51113224029541, -0.35556644201278687, -4.332290172576904, -6.149454593658447, -5.775578498840332, -0.3712758719921112, -1.1179463863372803, -0.05323716625571251, -2.076946258544922, -2.369959831237793, -4.719330310821533, -9.057589530944824, -1.960686445236206, -1.7676531076431274, -9.157086372375488, -4.217085838317871, -7.159600257873535, -0.8637502789497375, -1.1407243013381958, -5.437905311584473, -1.3900723457336426, -0.27104485034942627, -1.8151174783706665, -0.016230592504143715, -0.22308452427387238, -0.08732126653194427, -0.13512420654296875, -0.30713939666748047, -0.06821459531784058, -0.015636341646313667, -4.70013952255249, -0.545009434223175, -6.065336227416992, -0.11178576201200485, -0.08050524443387985, -0.003933669533580542, -2.746314525604248, -0.3489381670951843, -1.6188114881515503, -7.686809062957764, -0.2500602602958679, -0.06355662643909454, -0.5863960385322571, -0.941402792930603, -0.4132557511329651, -2.6496410369873047, -0.14910078048706055, -0.004707207437604666, -0.039018113166093826, -0.017094295471906662, -0.025824960321187973, -0.07202846556901932, -0.007772441022098064, -0.004280453082174063, -2.1843760013580322, -1.5153522491455078, -0.00018368464952800423, -4.04935359954834, -0.13409703969955444, -0.032051652669906616, -0.0023478104267269373, -1.0314371585845947, -0.192144513130188, -0.6846369504928589, -3.5831992626190186, -0.6494594812393188, -0.5854835510253906, -1.4677140712738037, -0.6227098703384399, -1.7517749071121216, -0.004355468321591616, -0.14875750243663788, -0.04297729954123497, -0.005652515217661858, -0.026112554594874382, -0.04009098559617996, -0.0014690094394609332, -0.02450718730688095, -0.007130531594157219, -0.007727136369794607, -0.040740013122558594, -0.005478724371641874, -0.0020543676801025867, -4.4802165031433105, -0.2037380337715149, -4.157995223999023, -0.11965641379356384, -0.02030409686267376, -0.0010604002745822072, -0.7271325588226318, -0.10247980058193207, -9.31786823272705, -2.12367582321167, -0.03069605492055416, -8.438472747802734, -0.32177937030792236, -0.685891330242157, -7.539151191711426, -1.141502857208252, -0.6209849715232849, -0.0034794998355209827, -0.15126287937164307, -0.028045639395713806, -0.06738448143005371, -0.1589680165052414, -0.008772643283009529, -0.005571788176894188, -2.2652041912078857, -0.0009913297835737467, -1.385887861251831, -0.04104291647672653, -0.0015048381173983216, -2.2423956394195557, -0.2083912193775177, -2.4028878211975098, -3.4089536666870117, -0.019560538232326508, -0.04513610154390335, -0.16289179027080536, -0.09621794521808624, -0.02297182008624077, -0.04950307682156563, -0.017304042354226112, -0.00031382881570607424, -0.011582627892494202, -0.003420100547373295, -0.0031966085080057383, -0.009817412123084068, -0.0019832244142889977, -0.0009002208826132119, -8.22397518157959, -0.36854758858680725, -0.00002682172998902388, -3.04545259475708, -0.0350046306848526, -0.006676746066659689, -0.00042083943844772875, -3.2152938842773438, -0.08044485747814178, -2.071169853210449, -0.002257063053548336, -0.0014609150821343064, -0.5433367490768433, -0.011999799869954586, -0.050273116677999496, -9.48741340637207, -0.155349001288414, -0.032893382012844086, -0.0003665013937279582, -0.005358143709599972, -0.0017996320966631174, -0.001576372655108571, -0.003466075984761119, -0.0010701649589464068, -0.0005530973430722952, -0.10386362671852112, -0.0001599660754436627, -0.013880860060453415, -0.007192433346062899, -0.00040665941196493804, -1.7731691598892212, -0.12442720681428909, -0.9252966046333313, -1.2565691471099854, -0.03414693474769592, -0.031215336173772812, -0.054666075855493546, -0.00829382985830307, -0.27763792872428894, -0.0005080600967630744, -0.007962272502481937, -0.002849924610927701, -0.0012294837506487966, -0.0030444960575550795, -0.00425730599090457, -0.00016962042718660086, -0.00506344810128212, -0.0017982041463255882, -0.0010386077919974923, -0.007283562328666449, -0.001640999224036932, -0.0003985564399044961, -4.171909809112549, -0.14919176697731018, -6.059834003448486, -0.04528069123625755, -0.005419088061898947, -0.0002549561613705009, -1.799769639968872, -0.03598475828766823, -0.5214759111404419, -0.8781232237815857, -0.000020146166207268834, -0.005737503059208393, -0.013074856251478195, -0.007452188525348902, -0.00203473842702806, -0.01857832819223404, -0.001623980118893087, -0.00007724463648628443, -0.0025598397478461266, -0.0006208876147866249, -0.0004170263418927789, -0.0017515569925308228, -0.0004627825692296028, -0.0001896439935080707, -5.11100959777832, -0.025768382474780083, -0.000014781842764932662, -3.1163547039031982, -0.005304903257638216, -0.002441998338326812, -0.00006878139538457617, -2.0425970554351807, 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 ]
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 64÷8? A: 6 Redefine e as 23+69. Q: What is the first digit of e? A: 9 View ÷ as a random digit. Q: What is the first digit of 108÷12? A: 1 View ÷ as a random digit. Q: What is the first digit of 45÷5? A: 4 Redefine π as 51+138. 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 3+10? A: 3 View number as text. Do not perform computation. Q: What is the first digit of 10+23? A: 1 Redefine π as 554+385. Q: What is the first digit of π? A: 9 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 21÷3? A:
[ " 7", " 2" ]
1
[ -9.161581993103027, -10.859673500061035, -7.252641677856445, -3.8924596309661865, -2.6300547122955322, -5.481310844421387, -2.0132086277008057, -7.896442413330078, -6.7644219398498535, -1.0970616340637207, -9.941828727722168, -2.4910104274749756, -1.9939249753952026, -0.850223958492279, -0.4060949683189392, -4.551840782165527, -3.51113224029541, -0.35556644201278687, -4.332290172576904, -6.149454593658447, -5.775578498840332, -0.3712758719921112, -1.1179463863372803, -0.05323716625571251, -2.076946258544922, -2.369959831237793, -4.719330310821533, -9.057589530944824, -1.960686445236206, -1.7676531076431274, -9.157086372375488, -4.217085838317871, -7.159600257873535, -0.8637502789497375, -1.1407243013381958, -5.437905311584473, -1.3900723457336426, -0.27104485034942627, -1.8151174783706665, -0.016230592504143715, -0.22308452427387238, -0.08732126653194427, -0.13512420654296875, -0.30713939666748047, -0.06821459531784058, -0.015636341646313667, -4.70013952255249, -0.545009434223175, -6.065336227416992, -0.11178576201200485, -0.08050524443387985, -0.003933669533580542, -2.746314525604248, -0.3489381670951843, -1.6188114881515503, -7.686809062957764, -0.2500602602958679, -0.06355662643909454, -0.5863960385322571, -0.941402792930603, -0.4132557511329651, -2.6496410369873047, -0.14910078048706055, -0.004707207437604666, -0.039018113166093826, -0.017094295471906662, -0.025824960321187973, -0.07202846556901932, -0.007772441022098064, -0.004280453082174063, -2.1843760013580322, -1.5153522491455078, -0.00018368464952800423, -4.04935359954834, -0.13409703969955444, -0.032051652669906616, -0.0023478104267269373, -1.0314371585845947, -0.192144513130188, -0.6846369504928589, -3.5831992626190186, -0.6494594812393188, -0.5854835510253906, -1.4677140712738037, -0.6227098703384399, -1.7517749071121216, -0.004355468321591616, -0.14875750243663788, -0.04297729954123497, -0.005652515217661858, -0.026112554594874382, -0.04009098559617996, -0.0014690094394609332, -0.02450718730688095, -0.007130531594157219, -0.007727136369794607, -0.040740013122558594, -0.005478724371641874, -0.0020543676801025867, -4.4802165031433105, -0.2037380337715149, -4.157995223999023, -0.11965641379356384, -0.02030409686267376, -0.0010604002745822072, -0.7271325588226318, -0.10247980058193207, -9.31786823272705, -2.12367582321167, -0.03069605492055416, -8.438472747802734, -0.32177937030792236, -0.685891330242157, -7.539151191711426, -1.141502857208252, -0.6209849715232849, -0.0034794998355209827, -0.15126287937164307, -0.028045639395713806, -0.06738448143005371, -0.1589680165052414, -0.008772643283009529, -0.005571788176894188, -2.2652041912078857, -0.0009913297835737467, -1.385887861251831, -0.04104291647672653, -0.0015048381173983216, -2.2423956394195557, -0.2083912193775177, -2.4028878211975098, -3.4089536666870117, -0.019560538232326508, -0.04513610154390335, -0.16289179027080536, -0.09621794521808624, -0.02297182008624077, -0.04950307682156563, -0.017304042354226112, -0.00031382881570607424, -0.011582627892494202, -0.003420100547373295, -0.0031966085080057383, -0.009817412123084068, -0.0019832244142889977, -0.0009002208826132119, -8.22397518157959, -0.36854758858680725, -0.00002682172998902388, -3.04545259475708, -0.0350046306848526, -0.006676746066659689, -0.00042083943844772875, -3.2152938842773438, -0.08044485747814178, -2.071169853210449, -0.002257063053548336, -0.0014609150821343064, -0.5433367490768433, -0.011999799869954586, -0.050273116677999496, -9.48741340637207, -0.155349001288414, -0.032893382012844086, -0.0003665013937279582, -0.005358143709599972, -0.0017996320966631174, -0.001576372655108571, -0.003466075984761119, -0.0010701649589464068, -0.0005530973430722952, -0.10386362671852112, -0.0001599660754436627, -0.013880860060453415, -0.007192433346062899, -0.00040665941196493804, -1.7731691598892212, -0.12442720681428909, -0.9252966046333313, -1.2565691471099854, -0.03414693474769592, -0.031215336173772812, -0.054666075855493546, -0.00829382985830307, -0.27763792872428894, -0.0005080600967630744, -0.007962272502481937, -0.002849924610927701, -0.0012294837506487966, -0.0030444960575550795, -0.00425730599090457, -0.00016962042718660086, -0.00506344810128212, -0.0017982041463255882, -0.0010386077919974923, -0.007283562328666449, -0.001640999224036932, -0.0003985564399044961, -4.171909809112549, -0.14919176697731018, -6.059834003448486, -0.04528069123625755, -0.005419088061898947, -0.0002549561613705009, -1.799769639968872, -0.03598475828766823, -0.5214759111404419, -0.8781232237815857, -0.000020146166207268834, -0.005737503059208393, -0.013074856251478195, -0.007452188525348902, -0.00203473842702806, -0.01857832819223404, -0.001623980118893087, -0.00007724463648628443, -0.0025598397478461266, -0.0006208876147866249, -0.0004170263418927789, -0.0017515569925308228, -0.0004627825692296028, -0.0001896439935080707, -5.11100959777832, -0.025768382474780083, -0.000014781842764932662, -3.1163547039031982, -0.005304903257638216, -0.002441998338326812, -0.00006878139538457617, -1.6339266300201416, 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 ]
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 40+47? A: 4 Redefine π as 369 mod 43. Q: What is the first digit of π? A: 2 View ÷ as a random digit. Q: What is the first digit of 12÷3? A: 1 Redefine π as 716. Q: What is the first digit of π? A: 7 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 10÷2? A: 1 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 90÷9? A: 9 Redefine π as 204 mod 7. Q: What is the first digit of π? A: 1 View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 21+35? A: 2 Redefine π as 890 mod 8. Q: What is the first digit of π? A:
[ " 2", " 3" ]
0
[ -9.161581993103027, -11.895548820495605, -3.4307351112365723, -5.32594108581543, -1.4251514673233032, -7.670463562011719, -7.116569519042969, -1.8135241270065308, -9.139328002929688, -3.3792169094085693, -1.4512258768081665, -0.8687489628791809, -0.38425976037979126, -4.532845497131348, -1.1982626914978027, -0.416993647813797, -7.9929280281066895, -2.518284797668457, -0.00012742661056108773, -2.370694398880005, -0.2481663078069687, -0.9048541784286499, -0.022226396948099136, -2.347130060195923, -2.1716127395629883, -4.825285911560059, -5.795726776123047, -0.468577116727829, -0.17078891396522522, -0.3645053803920746, -0.1177760437130928, -9.307912826538086, -2.181997537612915, -0.7914896011352539, -7.346833229064941, -2.08062744140625, -0.24841071665287018, -0.4258595407009125, -0.009000327438116074, -0.10274553298950195, -0.05414900928735733, -0.10022459179162979, -0.28691282868385315, -0.06567897647619247, -0.02107243239879608, -6.953341484069824, -1.037591814994812, -4.61180305480957, -0.08405124396085739, -0.08548323065042496, -0.0024807651061564684, -2.260016918182373, -0.2906624972820282, -8.309046745300293, -2.160086154937744, -0.028911825269460678, -6.7975358963012695, -0.14465348422527313, -0.5991575121879578, -10.202710151672363, -4.864641189575195, -6.011821269989014, -0.9570437073707581, -0.3656187057495117, -0.0035050406586378813, -0.1585068553686142, -0.05101583153009415, -0.12790490686893463, -0.45021864771842957, -0.02322622947394848, -0.009598532691597939, -0.6784240007400513, -0.0006028980133123696, -1.2365134954452515, -0.07052763551473618, -0.0026667292695492506, -3.03271222114563, -0.2092588096857071, -3.5960843563079834, -2.873945951461792, -0.3036409020423889, -3.3521480560302734, -5.400415420532227, -4.797812461853027, -3.5344676971435547, -0.030279209837317467, -1.089582920074463, -0.6443547010421753, -0.03711051121354103, -0.041918158531188965, -0.03209194168448448, -0.0010231266496703029, -0.03215012699365616, -0.012058927677571774, -0.0153661435469985, -0.037998609244823456, -0.010035534389317036, -0.004279028624296188, -6.731356620788574, -0.5382668972015381, -4.436153411865234, -0.09097917377948761, -0.019559018313884735, -0.0008112476789392531, -2.315650463104248, -0.09336715191602707, -1.1776819229125977, -1.5639111995697021, -0.07721491903066635, -1.206369161605835, -1.1273616552352905, -0.10765668749809265, -1.821882724761963, -0.003963473252952099, -0.0692414790391922, -0.03377266973257065, -0.00313849956728518, -0.010332072153687477, -0.010572494938969612, -0.000559173640795052, -0.021347161382436752, -0.00532695883885026, -0.004044093191623688, -0.016108252108097076, -0.004305260721594095, -0.0011747133685275912, -4.413890361785889, -0.3146786391735077, -3.4997239112854004, -0.06561233103275299, -0.00970042310655117, -0.00039081089198589325, -1.4540246725082397, -0.08075422793626785, -0.915978729724884, -2.0746521949768066, -0.0009706076816655695, -0.0506906658411026, -0.4227399230003357, -0.1995292603969574, -0.019416622817516327, -3.380537509918213, -0.0033806574065238237, -0.028102204203605652, -0.019545691087841988, -0.0018120075110346079, -0.005215609911829233, -0.00788882840424776, -0.0003231241717003286, -0.012060340493917465, -0.002357919467613101, -0.0020874394103884697, -0.007442131172865629, -0.0015868464251980186, -0.0010156240314245224, -5.5108184814453125, -0.11370614916086197, -0.000010251946150674485, -2.372891902923584, -0.013793034479022026, -0.006876375526189804, -0.00020740265608765185, -2.1724910736083984, -0.06346287578344345, -0.4824674427509308, -0.32640308141708374, -0.03430970758199692, -0.36154645681381226, -0.11793719977140427, -0.008696303702890873, -0.10359787195920944, -0.0007440659101121128, -0.006807231809943914, -0.0032384353689849377, -0.0009011736838147044, -0.0029024637769907713, -0.00340323057025671, -0.00013910756388213485, -0.00567491864785552, -0.001293061301112175, -0.0007077334448695183, -0.003242594189941883, -0.000890097115188837, -0.00047469791024923325, -3.757730007171631, -0.13270194828510284, -3.322291851043701, -0.03803016617894173, -0.002680401550605893, -0.0001308832288486883, -2.680694103240967, -0.04542309418320656, -0.3860684335231781, -0.7327589988708496, -0.021616334095597267, -1.5435681343078613, -0.06251884251832962, -2.5313940048217773, -0.010314964689314365, -0.00034421717282384634, -0.00502774678170681, -0.0032056395430117846, -0.0009884715545922518, -0.0019758481066673994, -0.003141945693641901, -0.00015889335190877318, -0.003758629783987999, -0.000985375139862299, -0.00047398300375789404, -0.002449966035783291, -0.0006380429258570075, -0.000447530735982582, -5.556158542633057, -0.1361989974975586, -3.8819942474365234, -0.007597835268825293, -0.002216027583926916, -0.00008070142939686775, -2.3874194622039795, -0.06334628909826279, -3.1722140312194824, -0.0014460355741903186, -0.000714404450263828, -0.49268779158592224, -0.005853297654539347, -0.02402351424098015, -3.7030344009399414, -5.512598037719727, -13.03116512298584, -6.025600433349609, -0.18688908219337463, -0.02474631927907467, -0.00040165462996810675, -0.0070455437526106834, -0.0019458661554381251, -0.0014227039646357298, -0.004844001028686762, -0.0024895647075027227, -0.000894146622158587, -0.05553218349814415, -0.0003364712174516171, -0.03047903999686241, -0.007749729789793491, -0.0004152389301452786, -2.0339314937591553, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View + as the digit 0 instead of a mathematical operation. Q: What is the first digit of 16+40? A: 1 View + as the digit 5 instead of a mathematical operation. Q: What is the first digit of 12+38? A: 1 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 33+14? A: 3 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 6+46? A: 6 View ÷ as a random digit. Q: What is the first digit of 80÷8? A: 8 Redefine e as 28+3. Q: What is the first digit of e? A: 3 Redefine e as 8+43. Q: What is the first digit of e? A: 5 Redefine π as 429. Q: What is the first digit of π? A: 4 View number as text. Do not perform computation. Q: What is the first digit of 37+12? A:
[ " 4", " 3" ]
1
[ -9.161581993103027, -11.895548820495605, -3.4307351112365723, -5.32594108581543, -1.4251514673233032, -7.670463562011719, -7.116569519042969, -1.8135241270065308, -9.139328002929688, -3.3792169094085693, -1.4512258768081665, -0.8687489628791809, -0.38425976037979126, -4.532845497131348, -1.1982626914978027, -0.416993647813797, -7.9929280281066895, -2.518284797668457, -0.00012742661056108773, -2.370694398880005, -0.2481663078069687, -0.9048541784286499, -0.022226396948099136, -2.347130060195923, -2.1716127395629883, -4.825285911560059, -5.795726776123047, -0.468577116727829, -0.17078891396522522, -0.3645053803920746, -0.1177760437130928, -9.307912826538086, -2.181997537612915, -0.7914896011352539, -7.346833229064941, -2.08062744140625, -0.24841071665287018, -0.4258595407009125, -0.009000327438116074, -0.10274553298950195, -0.05414900928735733, -0.10022459179162979, -0.28691282868385315, -0.06567897647619247, -0.02107243239879608, -6.953341484069824, -1.037591814994812, -4.61180305480957, -0.08405124396085739, -0.08548323065042496, -0.0024807651061564684, -2.260016918182373, -0.2906624972820282, -8.309046745300293, -2.160086154937744, -0.028911825269460678, -6.7975358963012695, -0.14465348422527313, -0.5991575121879578, -10.202710151672363, -4.864641189575195, -6.011821269989014, -0.9570437073707581, -0.3656187057495117, -0.0035050406586378813, -0.1585068553686142, -0.05101583153009415, -0.12790490686893463, -0.45021864771842957, -0.02322622947394848, -0.009598532691597939, -0.6784240007400513, -0.0006028980133123696, -1.2365134954452515, -0.07052763551473618, -0.0026667292695492506, -3.03271222114563, -0.2092588096857071, -3.5960843563079834, -2.873945951461792, -0.3036409020423889, -3.3521480560302734, -5.400415420532227, -4.797812461853027, -3.5344676971435547, -0.030279209837317467, -1.089582920074463, -0.6443547010421753, -0.03711051121354103, -0.041918158531188965, -0.03209194168448448, -0.0010231266496703029, -0.03215012699365616, -0.012058927677571774, -0.0153661435469985, -0.037998609244823456, -0.010035534389317036, -0.004279028624296188, -6.731356620788574, -0.5382668972015381, -4.436153411865234, -0.09097917377948761, -0.019559018313884735, -0.0008112476789392531, -2.315650463104248, -0.09336715191602707, -1.1776819229125977, -1.5639111995697021, -0.07721491903066635, -1.206369161605835, -1.1273616552352905, -0.10765668749809265, -1.821882724761963, -0.003963473252952099, -0.0692414790391922, -0.03377266973257065, -0.00313849956728518, -0.010332072153687477, -0.010572494938969612, -0.000559173640795052, -0.021347161382436752, -0.00532695883885026, -0.004044093191623688, -0.016108252108097076, -0.004305260721594095, -0.0011747133685275912, -4.413890361785889, -0.3146786391735077, -3.4997239112854004, -0.06561233103275299, -0.00970042310655117, -0.00039081089198589325, -1.4540246725082397, -0.08075422793626785, -0.915978729724884, -2.0746521949768066, -0.0009706076816655695, -0.0506906658411026, -0.4227399230003357, -0.1995292603969574, -0.019416622817516327, -3.380537509918213, -0.0033806574065238237, -0.028102204203605652, -0.019545691087841988, -0.0018120075110346079, -0.005215609911829233, -0.00788882840424776, -0.0003231241717003286, -0.012060340493917465, -0.002357919467613101, -0.0020874394103884697, -0.007442131172865629, -0.0015868464251980186, -0.0010156240314245224, -5.5108184814453125, -0.11370614916086197, -0.000010251946150674485, -2.372891902923584, -0.013793034479022026, -0.006876375526189804, -0.00020740265608765185, -2.1724910736083984, -0.06346287578344345, -0.4824674427509308, -0.32640308141708374, -0.03430970758199692, -0.36154645681381226, -0.11793719977140427, -0.008696303702890873, -0.10359787195920944, -0.0007440659101121128, -0.006807231809943914, -0.0032384353689849377, -0.0009011736838147044, -0.0029024637769907713, -0.00340323057025671, -0.00013910756388213485, -0.00567491864785552, -0.001293061301112175, -0.0007077334448695183, -0.003242594189941883, -0.000890097115188837, -0.00047469791024923325, -3.757730007171631, -0.13270194828510284, -3.322291851043701, -0.03803016617894173, -0.002680401550605893, -0.0001308832288486883, -2.680694103240967, -0.04542309418320656, -0.3860684335231781, -0.7327589988708496, -0.021616334095597267, -1.5435681343078613, -0.06251884251832962, -2.5313940048217773, -0.010314964689314365, -0.00034421717282384634, -0.00502774678170681, -0.0032056395430117846, -0.0009884715545922518, -0.0019758481066673994, -0.003141945693641901, -0.00015889335190877318, -0.003758629783987999, -0.000985375139862299, -0.00047398300375789404, -0.002449966035783291, -0.0006380429258570075, -0.000447530735982582, -5.556158542633057, -0.1361989974975586, -3.8819942474365234, -0.007597835268825293, -0.002216027583926916, -0.00008070142939686775, -2.3874194622039795, -0.06334628909826279, -3.1722140312194824, -0.0014460355741903186, -0.000714404450263828, -0.49268779158592224, -0.005853297654539347, -0.02402351424098015, -3.7030344009399414, -5.512598037719727, -13.03116512298584, -6.025600433349609, -0.18688908219337463, -0.02474631927907467, -0.00040165462996810675, -0.0070455437526106834, -0.0019458661554381251, -0.0014227039646357298, -0.004844001028686762, -0.0024895647075027227, -0.000894146622158587, -0.05553218349814415, -0.0003364712174516171, -0.03047903999686241, -0.007749729789793491, -0.0004152389301452786, -2.4836699962615967, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine e as 48+12. Q: What is the first digit of e? A: 6 Redefine e as 89+6. Q: What is the first digit of e? A: 9 Redefine π as 513. 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 24+28? A: 2 Redefine π as 421+73. 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 7+13? A: 7 Redefine π as 980. Q: What is the first digit of π? A: 9 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 4+76? A:
[ " 8", " 4" ]
1
[ -7.645411491394043, -4.844866752624512, -1.3569767475128174, -11.031396865844727, -0.6691023707389832, -1.1872159242630005, -11.12914752960205, -4.776432991027832, -12.783835411071777, -2.510956287384033, -8.327412605285645, -4.6562347412109375, -1.4849987030029297, -0.9030730724334717, -0.44391506910324097, -3.163377285003662, -1.0361231565475464, -0.21110399067401886, -1.741033911705017, -0.0062963212840259075, -0.8670225143432617, -0.5166498422622681, -0.019906384870409966, -3.7290101051330566, -3.0689830780029297, -5.567780017852783, -0.010056896135210991, -0.00984892901033163, -0.9332208037376404, -0.021873069927096367, -0.16461092233657837, -4.723778247833252, -5.716838359832764, -9.128276824951172, -5.922839164733887, -0.45829102396965027, -0.13133062422275543, -0.007647877559065819, -0.05039270967245102, -0.022612929344177246, -0.011051397770643234, -0.1839502602815628, -0.01973540522158146, -0.005241580307483673, -0.02136373147368431, -0.00022349244682118297, -0.009282408282160759, -0.03883649781346321, -0.003513237228617072, -2.132927417755127, -0.13962943851947784, -10.39358901977539, -8.030294418334961, -2.1473426818847656, -6.7852783203125, -0.8723382353782654, -6.4813618659973145, -1.30539071559906, -6.342148303985596, -6.166852951049805, -0.33281466364860535, -1.2062004804611206, -0.008132203482091427, -0.0920368880033493, -0.030071936547756195, -0.057805515825748444, -0.08661772310733795, -0.07246796041727066, -0.012918001972138882, -6.824700832366943, -3.966590404510498, -1.1634284257888794, -0.5400163531303406, -0.10503038018941879, -0.00471325870603323, -2.0583367347717285, -0.17325307428836823, -1.818243145942688, -10.526021003723145, -1.2229446172714233, -4.070494651794434, -4.314172744750977, -4.753687858581543, -5.918026924133301, -0.14297498762607574, -2.412395477294922, -7.1119256019592285, -3.189952850341797, -0.20360995829105377, -0.26932743191719055, -0.0024213064461946487, -0.07946343719959259, -0.044025857001543045, -0.21334533393383026, -0.0994042381644249, -0.01722167246043682, -0.007823065854609013, -7.501792907714844, -0.8936259150505066, -3.895334005355835, -0.1621159166097641, -0.023604925721883774, -0.001536261523142457, -3.5478851795196533, -0.14552702009677887, -1.1482964754104614, -1.5713839530944824, -0.09384534507989883, -1.9798827171325684, -8.542851448059082, -3.584496021270752, -2.30574369430542, -0.019424807280302048, -0.34150734543800354, -0.059045661240816116, -0.017896248027682304, -0.030514191836118698, -0.06997013092041016, -0.0009416675311513245, -0.0242290198802948, -0.012258662842214108, -0.011679955758154392, -0.025556106120347977, -0.006871047895401716, -0.0027453135699033737, -4.545194149017334, -0.7650689482688904, -4.523958206176758, -0.0691581591963768, -0.012275384739041328, -0.0006702084210701287, -1.918998122215271, -0.11457588523626328, -3.4155991077423096, -0.005955924745649099, -0.0028448132798075676, -1.0539546012878418, -0.010270247235894203, -0.12885062396526337, -8.030774116516113, -1.4549120664596558, -7.142557144165039, -0.12980340421199799, -0.04218447580933571, -0.0011088658357039094, -0.009001508355140686, -0.004420509096235037, -0.001745368936099112, -0.009693693369626999, -0.0018268815474584699, -0.0007375142886303365, -0.02807287871837616, -0.00014935807848814875, -0.002651273040100932, -0.0064313579350709915, -0.0006026597693562508, -2.909470319747925, -0.08839649707078934, -1.6053062677383423, -1.19613778591156, -0.026872148737311363, -1.01894211769104, -0.4660908579826355, -0.059585925191640854, -0.08692168444395065, -0.00044645831803791225, -0.01867333985865116, -0.0026519864331930876, -0.0022986913099884987, -0.005939689930528402, -0.015332217328250408, -0.0002719986077863723, -0.007263443898409605, -0.002561979927122593, -0.002359227742999792, -0.008357550948858261, -0.00248754327185452, -0.0006165986997075379, -5.567544937133789, -0.11315944045782089, -4.27797269821167, -0.04980889707803726, -0.004625929053872824, -0.000303818320389837, -2.2128777503967285, -0.06107734516263008, -1.055042028427124, -0.0005558376433327794, -0.0004209585895296186, -0.11923876404762268, -0.0005433275364339352, -0.016338728368282318, -5.867862701416016, -4.527962684631348, -0.2674379050731659, -0.0010684978915378451, -0.007480704225599766, -0.00240013818256557, -0.0016025570221245289, -0.005691631697118282, -0.001459367573261261, -0.0006431656656786799, -0.013617242686450481, -0.00011288482346571982, -0.0030015914235264063, -0.004913754761219025, -0.0005017452058382332, -2.316725015640259, -0.06510525196790695, -1.0749754905700684, -0.00048792376765049994, -0.00016497205069754273, -0.1011340320110321, -0.0024650683626532555, -0.01410115510225296, -6.814630508422852, -2.31453013420105, -4.549662113189697, -0.6612826585769653, -0.0105827571824193, -0.00029738296871073544, -0.0018294993788003922, -0.0005485698929987848, -0.0003780603874474764, -0.0012474621180444956, -0.00041106835124082863, -0.0002619877050165087, -0.0021636902820318937, -0.0000710462118149735, -0.0005087750032544136, -0.0027385372668504715, -0.00014280252798926085, -1.9281946420669556, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View ÷ as a random digit. Q: What is the first digit of 50÷5? A: 5 Redefine π as 247+417. Q: What is the first digit of π? A: 6 View ÷ as a random digit. Q: What is the first digit of 30÷5? A: 3 Redefine π as 301+674. 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 the digit 1 instead of a mathematical operation. Q: What is the first digit of 7+24? A: 7 View number as text. Do not perform computation. Q: What is the first digit of 7+48? A: 7 View number as text. Do not perform computation. Q: What is the first digit of 74+7? A: 7 Redefine π as 7+706. Q: What is the first digit of π? A:
[ " 7", " 3" ]
0
[ -7.645411491394043, -4.844866752624512, -1.3569767475128174, -11.031396865844727, -0.6691023707389832, -1.1872159242630005, -11.12914752960205, -4.776432991027832, -12.783835411071777, -2.510956287384033, -8.327412605285645, -4.6562347412109375, -1.4849987030029297, -0.9030730724334717, -0.44391506910324097, -3.163377285003662, -1.0361231565475464, -0.21110399067401886, -1.741033911705017, -0.0062963212840259075, -0.8670225143432617, -0.5166498422622681, -0.019906384870409966, -3.7290101051330566, -3.0689830780029297, -5.567780017852783, -0.010056896135210991, -0.00984892901033163, -0.9332208037376404, -0.021873069927096367, -0.16461092233657837, -4.723778247833252, -5.716838359832764, -9.128276824951172, -5.922839164733887, -0.45829102396965027, -0.13133062422275543, -0.007647877559065819, -0.05039270967245102, -0.022612929344177246, -0.011051397770643234, -0.1839502602815628, -0.01973540522158146, -0.005241580307483673, -0.02136373147368431, -0.00022349244682118297, -0.009282408282160759, -0.03883649781346321, -0.003513237228617072, -2.132927417755127, -0.13962943851947784, -10.39358901977539, -8.030294418334961, -2.1473426818847656, -6.7852783203125, -0.8723382353782654, -6.4813618659973145, -1.30539071559906, -6.342148303985596, -6.166852951049805, -0.33281466364860535, -1.2062004804611206, -0.008132203482091427, -0.0920368880033493, -0.030071936547756195, -0.057805515825748444, -0.08661772310733795, -0.07246796041727066, -0.012918001972138882, -6.824700832366943, -3.966590404510498, -1.1634284257888794, -0.5400163531303406, -0.10503038018941879, -0.00471325870603323, -2.0583367347717285, -0.17325307428836823, -1.818243145942688, -10.526021003723145, -1.2229446172714233, -4.070494651794434, -4.314172744750977, -4.753687858581543, -5.918026924133301, -0.14297498762607574, -2.412395477294922, -7.1119256019592285, -3.189952850341797, -0.20360995829105377, -0.26932743191719055, -0.0024213064461946487, -0.07946343719959259, -0.044025857001543045, -0.21334533393383026, -0.0994042381644249, -0.01722167246043682, -0.007823065854609013, -7.501792907714844, -0.8936259150505066, -3.895334005355835, -0.1621159166097641, -0.023604925721883774, -0.001536261523142457, -3.5478851795196533, -0.14552702009677887, -1.1482964754104614, -1.5713839530944824, -0.09384534507989883, -1.9798827171325684, -8.542851448059082, -3.584496021270752, -2.30574369430542, -0.019424807280302048, -0.34150734543800354, -0.059045661240816116, -0.017896248027682304, -0.030514191836118698, -0.06997013092041016, -0.0009416675311513245, -0.0242290198802948, -0.012258662842214108, -0.011679955758154392, -0.025556106120347977, -0.006871047895401716, -0.0027453135699033737, -4.545194149017334, -0.7650689482688904, -4.523958206176758, -0.0691581591963768, -0.012275384739041328, -0.0006702084210701287, -1.918998122215271, -0.11457588523626328, -3.4155991077423096, -0.005955924745649099, -0.0028448132798075676, -1.0539546012878418, -0.010270247235894203, -0.12885062396526337, -8.030774116516113, -1.4549120664596558, -7.142557144165039, -0.12980340421199799, -0.04218447580933571, -0.0011088658357039094, -0.009001508355140686, -0.004420509096235037, -0.001745368936099112, -0.009693693369626999, -0.0018268815474584699, -0.0007375142886303365, -0.02807287871837616, -0.00014935807848814875, -0.002651273040100932, -0.0064313579350709915, -0.0006026597693562508, -2.909470319747925, -0.08839649707078934, -1.6053062677383423, -1.19613778591156, -0.026872148737311363, -1.01894211769104, -0.4660908579826355, -0.059585925191640854, -0.08692168444395065, -0.00044645831803791225, -0.01867333985865116, -0.0026519864331930876, -0.0022986913099884987, -0.005939689930528402, -0.015332217328250408, -0.0002719986077863723, -0.007263443898409605, -0.002561979927122593, -0.002359227742999792, -0.008357550948858261, -0.00248754327185452, -0.0006165986997075379, -5.567544937133789, -0.11315944045782089, -4.27797269821167, -0.04980889707803726, -0.004625929053872824, -0.000303818320389837, -2.2128777503967285, -0.06107734516263008, -1.055042028427124, -0.0005558376433327794, -0.0004209585895296186, -0.11923876404762268, -0.0005433275364339352, -0.016338728368282318, -5.867862701416016, -4.527962684631348, -0.2674379050731659, -0.0010684978915378451, -0.007480704225599766, -0.00240013818256557, -0.0016025570221245289, -0.005691631697118282, -0.001459367573261261, -0.0006431656656786799, -0.013617242686450481, -0.00011288482346571982, -0.0030015914235264063, -0.004913754761219025, -0.0005017452058382332, -2.316725015640259, -0.06510525196790695, -1.0749754905700684, -0.00048792376765049994, -0.00016497205069754273, -0.1011340320110321, -0.0024650683626532555, -0.01410115510225296, -6.814630508422852, -2.31453013420105, -4.549662113189697, -0.6612826585769653, -0.0105827571824193, -0.00029738296871073544, -0.0018294993788003922, -0.0005485698929987848, -0.0003780603874474764, -0.0012474621180444956, -0.00041106835124082863, -0.0002619877050165087, -0.0021636902820318937, -0.0000710462118149735, -0.0005087750032544136, -0.0027385372668504715, -0.00014280252798926085, -1.9573427438735962, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine π as 422. Q: What is the first digit of π? A: 4 Redefine π as 307+178. Q: What is the first digit of π? A: 4 Redefine π as 318 mod 23. Q: What is the first digit of π? A: 1 View ÷ as a random digit. Q: What is the first digit of 70÷7? A: 7 Redefine π as 170 mod 29. Q: What is the first digit of π? A: 2 View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 9+5? A: 9 Redefine π as 341+651. 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 31+56? A: 3 Redefine π as 870. Q: What is the first digit of π? A:
[ " 8", " 3" ]
0
[ -9.161581993103027, -10.418830871582031, -10.0230712890625, -1.63552987575531, -8.67333984375, -9.482489585876465, -6.347194671630859, -0.1938512623310089, -1.1574498414993286, -6.805609226226807, -2.3993678092956543, -1.0173571109771729, -9.779647827148438, -2.9346885681152344, -1.8652008771896362, -1.4171555042266846, -0.512620210647583, -3.9652721881866455, -2.253504753112793, -0.3484516441822052, -5.826450347900391, -2.866567611694336, -3.6264054775238037, -0.37223759293556213, -0.6235377192497253, -0.026129860430955887, -3.13076114654541, -2.2274281978607178, -4.14011287689209, -0.7530276775360107, -0.6112521886825562, -0.5163455009460449, -1.249287486076355, -0.3916107714176178, -0.7929019331932068, -0.004475933033972979, -0.09689702838659286, -0.12786273658275604, -0.011069318279623985, -0.049615729600191116, -0.24996408820152283, -0.006029630079865456, -0.08483446389436722, -0.03192441910505295, -0.040726736187934875, -0.41840943694114685, -0.03430337458848953, -0.005923929158598185, -4.094789505004883, -0.8830568790435791, -5.530622482299805, -0.27583226561546326, -0.07659897208213806, -0.0025184601545333862, -2.2213072776794434, -0.26010918617248535, -0.389188677072525, -10.124460220336914, -0.2241102010011673, -0.17135311663150787, -0.1386556774377823, -0.27725520730018616, -0.12267421185970306, -0.02597515657544136, -0.001625646254979074, -0.052342820912599564, -0.02179550752043724, -0.00432282779365778, -0.010614368133246899, -0.03359032794833183, -0.0024228524416685104, -0.03989661857485771, -0.01394563727080822, -0.02375755086541176, -0.10983925312757492, -0.014250889420509338, -0.002967599080875516, -6.248832702636719, -1.4458189010620117, -0.00024399164249189198, -2.92623233795166, -0.031963445246219635, -0.01937955990433693, -0.0012554391287267208, -2.3360440731048584, -0.26284554600715637, -10.126459121704102, -3.2701332569122314, -0.09858061373233795, -7.36885929107666, -0.07335978001356125, -0.5434918999671936, -5.972377300262451, -8.854473114013672, -1.5749735832214355, -1.3735121488571167, -0.0057725864462554455, -0.20228728652000427, -0.05032685026526451, -0.11738622933626175, -0.2611810564994812, -0.02682805061340332, -0.006923849694430828, -1.1990910768508911, -0.0004528927383944392, -1.4295037984848022, -0.034223198890686035, -0.0019639506936073303, -0.871234655380249, -0.29784414172172546, -3.5220038890838623, -1.8364510536193848, -0.1573788970708847, -0.23416194319725037, -0.41748830676078796, -0.10857725143432617, -0.06293243169784546, -0.0007989790174178779, -0.028345808386802673, -0.013645465485751629, -0.001960976282134652, -0.0077409762889146805, -0.01371084526181221, -0.0010982679668813944, -0.030610965564846992, -0.009477621875703335, -0.008253750391304493, -0.04999624192714691, -0.013256742618978024, -0.001383896335028112, -3.2094366550445557, -0.3982951045036316, -5.919843673706055, -0.05914948880672455, -0.011494481936097145, -0.0004379982128739357, -1.2313520908355713, -0.0710788294672966, -2.2688722610473633, -0.002166901947930455, -0.000906175933778286, -3.607682228088379, -0.22113347053527832, -3.8970232009887695, -4.9724202156066895, -4.886380195617676, -0.22249865531921387, -0.02039170265197754, -0.0006538875168189406, -0.012388304807245731, -0.004121026024222374, -0.00715680792927742, -0.009223470464348793, -0.002984238788485527, -0.0009567927336320281, -0.21538908779621124, -0.17861218750476837, -0.009241069667041302, -0.0006679449579678476, -3.9374585151672363, -0.11030354350805283, -1.3014191389083862, -0.0005355831235647202, -0.0004294188693165779, -2.1101233959198, -0.05098932236433029, -0.05148130655288696, -3.2654225826263428, -4.825469017028809, -11.702604293823242, -6.5867719650268555, -0.11206629872322083, -0.02001529186964035, -0.0003904534096363932, -0.0073731448501348495, -0.00323475175537169, -0.00309750041924417, -0.008794622495770454, -0.0036563703324645758, -0.0008319730986841023, -0.03931936249136925, -0.00014661667228210717, -0.032874349504709244, -0.008523277007043362, -0.0006148116663098335, -3.3995559215545654, -0.12595844268798828, -1.5960683822631836, -0.5791789293289185, -0.03464565798640251, -6.223708629608154, -4.922033309936523, -4.025583267211914, -3.8294858932495117, -0.00758553110063076, -0.5389614105224609, -0.05708302929997444, -0.00853001419454813, -0.023109283298254013, -0.021259289234876633, -0.0012648447882384062, -0.02358233742415905, -0.008176307193934917, -0.011395014822483063, -0.03353845328092575, -0.011990965344011784, -0.003091914812102914, -3.1762962341308594, -0.17553098499774933, -3.186030387878418, -0.19079269468784332, -0.008944444358348846, -0.0004577780782710761, -1.5424518585205078, -0.049156080931425095, -0.7771099805831909, -0.5065184235572815, -0.04177536815404892, -0.9956277012825012, -0.26387155055999756, -0.08451496064662933, -0.03164345771074295, -0.00046075694262981415, -0.010034472681581974, -0.0033233908470720053, -0.0008406681008636951, -0.0038189589977264404, -0.0036734736058861017, -0.0003711488388944417, -0.007112303748726845, -0.0027612438425421715, -0.0015947017818689346, -0.013341674581170082, -0.003928089048713446, -0.0005698964232578874, -6.339176177978516, -0.29635265469551086, -3.254319667816162, -0.1358540803194046, -0.006343349348753691, -0.00020692592079285532, -2.6218419075012207, 0, -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 42÷7? A: 4 View ÷ as a random digit. Q: What is the first digit of 54÷6? A: 5 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 7÷7? A: 7 View number as text. Do not perform computation. Q: What is the first digit of 7+48? A: 7 Redefine π as 201 mod 17. Q: What is the first digit of π? A: 1 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 16÷2? A: 1 Redefine π as 57. Q: What is the first digit of π? A: 5 Redefine e as 15+24. Q: What is the first digit of e? A: 3 Redefine π as 242 mod 30. Q: What is the first digit of π? A:
[ " 2", " 3" ]
0
[ -9.161581993103027, -10.418830871582031, -10.0230712890625, -1.63552987575531, -8.67333984375, -9.482489585876465, -6.347194671630859, -0.1938512623310089, -1.1574498414993286, -6.805609226226807, -2.3993678092956543, -1.0173571109771729, -9.779647827148438, -2.9346885681152344, -1.8652008771896362, -1.4171555042266846, -0.512620210647583, -3.9652721881866455, -2.253504753112793, -0.3484516441822052, -5.826450347900391, -2.866567611694336, -3.6264054775238037, -0.37223759293556213, -0.6235377192497253, -0.026129860430955887, -3.13076114654541, -2.2274281978607178, -4.14011287689209, -0.7530276775360107, -0.6112521886825562, -0.5163455009460449, -1.249287486076355, -0.3916107714176178, -0.7929019331932068, -0.004475933033972979, -0.09689702838659286, -0.12786273658275604, -0.011069318279623985, -0.049615729600191116, -0.24996408820152283, -0.006029630079865456, -0.08483446389436722, -0.03192441910505295, -0.040726736187934875, -0.41840943694114685, -0.03430337458848953, -0.005923929158598185, -4.094789505004883, -0.8830568790435791, -5.530622482299805, -0.27583226561546326, -0.07659897208213806, -0.0025184601545333862, -2.2213072776794434, -0.26010918617248535, -0.389188677072525, -10.124460220336914, -0.2241102010011673, -0.17135311663150787, -0.1386556774377823, -0.27725520730018616, -0.12267421185970306, -0.02597515657544136, -0.001625646254979074, -0.052342820912599564, -0.02179550752043724, -0.00432282779365778, -0.010614368133246899, -0.03359032794833183, -0.0024228524416685104, -0.03989661857485771, -0.01394563727080822, -0.02375755086541176, -0.10983925312757492, -0.014250889420509338, -0.002967599080875516, -6.248832702636719, -1.4458189010620117, -0.00024399164249189198, -2.92623233795166, -0.031963445246219635, -0.01937955990433693, -0.0012554391287267208, -2.3360440731048584, -0.26284554600715637, -10.126459121704102, -3.2701332569122314, -0.09858061373233795, -7.36885929107666, -0.07335978001356125, -0.5434918999671936, -5.972377300262451, -8.854473114013672, -1.5749735832214355, -1.3735121488571167, -0.0057725864462554455, -0.20228728652000427, -0.05032685026526451, -0.11738622933626175, -0.2611810564994812, -0.02682805061340332, -0.006923849694430828, -1.1990910768508911, -0.0004528927383944392, -1.4295037984848022, -0.034223198890686035, -0.0019639506936073303, -0.871234655380249, -0.29784414172172546, -3.5220038890838623, -1.8364510536193848, -0.1573788970708847, -0.23416194319725037, -0.41748830676078796, -0.10857725143432617, -0.06293243169784546, -0.0007989790174178779, -0.028345808386802673, -0.013645465485751629, -0.001960976282134652, -0.0077409762889146805, -0.01371084526181221, -0.0010982679668813944, -0.030610965564846992, -0.009477621875703335, -0.008253750391304493, -0.04999624192714691, -0.013256742618978024, -0.001383896335028112, -3.2094366550445557, -0.3982951045036316, -5.919843673706055, -0.05914948880672455, -0.011494481936097145, -0.0004379982128739357, -1.2313520908355713, -0.0710788294672966, -2.2688722610473633, -0.002166901947930455, -0.000906175933778286, -3.607682228088379, -0.22113347053527832, -3.8970232009887695, -4.9724202156066895, -4.886380195617676, -0.22249865531921387, -0.02039170265197754, -0.0006538875168189406, -0.012388304807245731, -0.004121026024222374, -0.00715680792927742, -0.009223470464348793, -0.002984238788485527, -0.0009567927336320281, -0.21538908779621124, -0.17861218750476837, -0.009241069667041302, -0.0006679449579678476, -3.9374585151672363, -0.11030354350805283, -1.3014191389083862, -0.0005355831235647202, -0.0004294188693165779, -2.1101233959198, -0.05098932236433029, -0.05148130655288696, -3.2654225826263428, -4.825469017028809, -11.702604293823242, -6.5867719650268555, -0.11206629872322083, -0.02001529186964035, -0.0003904534096363932, -0.0073731448501348495, -0.00323475175537169, -0.00309750041924417, -0.008794622495770454, -0.0036563703324645758, -0.0008319730986841023, -0.03931936249136925, -0.00014661667228210717, -0.032874349504709244, -0.008523277007043362, -0.0006148116663098335, -3.3995559215545654, -0.12595844268798828, -1.5960683822631836, -0.5791789293289185, -0.03464565798640251, -6.223708629608154, -4.922033309936523, -4.025583267211914, -3.8294858932495117, -0.00758553110063076, -0.5389614105224609, -0.05708302929997444, -0.00853001419454813, -0.023109283298254013, -0.021259289234876633, -0.0012648447882384062, -0.02358233742415905, -0.008176307193934917, -0.011395014822483063, -0.03353845328092575, -0.011990965344011784, -0.003091914812102914, -3.1762962341308594, -0.17553098499774933, -3.186030387878418, -0.19079269468784332, -0.008944444358348846, -0.0004577780782710761, -1.5424518585205078, -0.049156080931425095, -0.7771099805831909, -0.5065184235572815, -0.04177536815404892, -0.9956277012825012, -0.26387155055999756, -0.08451496064662933, -0.03164345771074295, -0.00046075694262981415, -0.010034472681581974, -0.0033233908470720053, -0.0008406681008636951, -0.0038189589977264404, -0.0036734736058861017, -0.0003711488388944417, -0.007112303748726845, -0.0027612438425421715, -0.0015947017818689346, -0.013341674581170082, -0.003928089048713446, -0.0005698964232578874, -6.339176177978516, -0.29635265469551086, -3.254319667816162, -0.1358540803194046, -0.006343349348753691, -0.00020692592079285532, -1.573708176612854, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View + as the digit 3 instead of a mathematical operation. Q: What is the first digit of 32+47? A: 3 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 60÷12? A: 6 View number as text. Do not perform computation. Q: What is the first digit of 37+12? A: 3 Redefine e as 8+43. Q: What is the first digit of e? A: 5 Redefine π as 228+502. 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 18+52? A: 1 View number as text. Do not perform computation. Q: What is the first digit of 83+13? A: 8 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 3+46? A:
[ " 4", " 3" ]
1
[ -7.645411491394043, -4.844866752624512, -1.3569767475128174, -9.003171920776367, -9.07621955871582, -10.421616554260254, -5.539532661437988, -5.6962409019470215, -2.164238691329956, -7.627772808074951, -4.14642333984375, -3.6004860401153564, -0.8985157012939453, -0.35411956906318665, -3.865161180496216, -2.681837558746338, -0.22143301367759705, -2.6851634979248047, -0.4572450518608093, -0.9883245229721069, -0.04842901974916458, -4.369540691375732, -2.8844006061553955, -4.050440311431885, -0.018876321613788605, -0.013616655021905899, -7.646598815917969, -0.21253305673599243, -0.4397399127483368, -10.86284065246582, -1.1948199272155762, -0.22007355093955994, -0.010293019004166126, -0.12814749777317047, -0.03991471603512764, -0.035067591816186905, -0.19030536711215973, -0.03362433239817619, -0.01145900972187519, -0.04331468790769577, -0.0007312007946893573, -0.01965218409895897, -0.038701292127370834, -0.0034211697056889534, -1.534078598022461, -0.1977633386850357, -0.9300761818885803, -0.0010698077967390418, -0.002318910090252757, -1.677200198173523, -0.2290664166212082, -5.2831711769104, -1.3631951808929443, -6.736751556396484, -0.23556013405323029, -0.026392173022031784, -0.0036145609337836504, -0.019632194191217422, -0.013425776734948158, -0.0034514637663960457, -0.05184651166200638, -0.007384386379271746, -0.002488494385033846, -0.023590022698044777, -0.008735774084925652, -0.021288463845849037, -0.002183317206799984, -2.1840338706970215, -0.06777779012918472, -10.474727630615234, -12.420492172241211, -6.686741828918457, -3.9228296279907227, -3.9449448585510254, -2.8441684246063232, -7.056728839874268, -0.09506384283304214, -3.182614803314209, -6.895252704620361, -4.1103386878967285, -0.29432040452957153, -0.37667664885520935, -0.0062363785691559315, -0.12360940128564835, -0.09022940695285797, -0.4056292176246643, -0.1943255513906479, -0.04605375975370407, -0.013319560326635838, -9.01694107055664, -1.5843030214309692, -5.395446300506592, -0.43586239218711853, -0.05190570652484894, -0.0031885281205177307, -3.4266817569732666, -0.19515442848205566, -1.533139705657959, -0.0012462714221328497, -0.0028334015514701605, -1.2375330924987793, -0.06309416890144348, -3.4110677242279053, -0.19270732998847961, -3.415924549102783, -0.3009375035762787, -0.028365738689899445, -0.0014600817812606692, -0.011649792082607746, -0.0042932722717523575, -0.002124673454090953, -0.010278034023940563, -0.0018261675722897053, -0.0014393694000318646, -0.11346162110567093, -0.004488274920731783, -0.018577275797724724, -0.0010240792762488127, -2.1753573417663574, -0.09706461429595947, -3.317343235015869, -8.163111686706543, -1.0266954898834229, -7.700418472290039, -0.823693573474884, -6.916121006011963, -0.884581983089447, -5.553228378295898, -7.52054500579834, -0.46163833141326904, -0.406366229057312, -0.0058683487586677074, -0.0939439982175827, -0.032672807574272156, -0.2533292770385742, -0.1622067391872406, -0.049751393496990204, -0.007932942360639572, -2.1780810356140137, -0.8194974660873413, -5.9889421463012695, -0.15981818735599518, -0.039460327476263046, -0.003463462460786104, -1.3670949935913086, -0.12886036932468414, -1.1492253541946411, -0.0004196478403173387, -0.0008935510995797813, -0.6395571231842041, -0.024425292387604713, -3.983506202697754, -0.15171243250370026, -4.008289337158203, -0.05389794334769249, -0.015558881685137749, -0.0006165986997075379, -0.0049978564493358135, -0.002126457868143916, -0.0005075835506431758, -0.0032020746730268, -0.0009675112669356167, -0.0005547653418034315, -0.015088943764567375, -0.0011861439561471343, -0.005951777566224337, -0.0004895919119007885, -2.3614273071289062, -0.061291858553886414, -1.4450355768203735, -1.7710020542144775, -0.04640786722302437, -0.574908971786499, -0.20145729184150696, -2.8062167167663574, -0.07638009637594223, -0.000888191512785852, -0.04264608398079872, -0.006075722631067038, -0.0037501975893974304, -0.0071356212720274925, -0.019284147769212723, -0.0005629861843772233, -0.010076132602989674, -0.0017985610757023096, -0.0014142522122710943, -0.0066154045052826405, -0.0013319915160536766, -0.0008270895341411233, -6.3771586418151855, -0.08609121292829514, -4.214066505432129, -0.02848033234477043, -0.0053007532842457294, -0.0004396664153318852, -1.788217306137085, -0.07193683087825775, -0.7673872709274292, -0.0002012050390476361, -0.00026663561584427953, -2.1102542877197266, -0.0013738964917138219, -0.020262861624360085, -4.031069755554199, -5.773295879364014, -0.09589903056621552, -0.018360773101449013, -0.0003880701260641217, -0.00422976678237319, -0.0008493629866279662, -0.0005031750188209116, -0.0026955006178468466, -0.0012477001873776317, -0.0003313469351269305, -0.010213019326329231, -0.00016902448260225356, -0.000816250394564122, -0.004301106557250023, -0.0003620922507252544, -2.3707070350646973, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine π as 187 mod 48. Q: What is the first digit of π? A: 4 View number as text. Do not perform computation. Q: What is the first digit of 34+41? A: 3 Redefine e as 47+25. Q: What is the first digit of e? A: 7 View + as the digit 5 instead of a mathematical operation. Q: What is the first digit of 40+53? A: 4 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 56÷8? A: 5 Redefine π as 162+532. Q: What is the first digit of π? A: 6 Redefine π as 120+42. 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 11+13? A: 1 View + as the digit 7 instead of a mathematical operation. Q: What is the first digit of 49+21? A:
[ " 7", " 4" ]
1
[ -7.645411491394043, -4.844866752624512, -1.3569767475128174, -9.003171920776367, -9.07621955871582, -10.421616554260254, -5.539532661437988, -5.6962409019470215, -2.164238691329956, -7.627772808074951, -4.14642333984375, -3.6004860401153564, -0.8985157012939453, -0.35411956906318665, -3.865161180496216, -2.681837558746338, -0.22143301367759705, -2.6851634979248047, -0.4572450518608093, -0.9883245229721069, -0.04842901974916458, -4.369540691375732, -2.8844006061553955, -4.050440311431885, -0.018876321613788605, -0.013616655021905899, -7.646598815917969, -0.21253305673599243, -0.4397399127483368, -10.86284065246582, -1.1948199272155762, -0.22007355093955994, -0.010293019004166126, -0.12814749777317047, -0.03991471603512764, -0.035067591816186905, -0.19030536711215973, -0.03362433239817619, -0.01145900972187519, -0.04331468790769577, -0.0007312007946893573, -0.01965218409895897, -0.038701292127370834, -0.0034211697056889534, -1.534078598022461, -0.1977633386850357, -0.9300761818885803, -0.0010698077967390418, -0.002318910090252757, -1.677200198173523, -0.2290664166212082, -5.2831711769104, -1.3631951808929443, -6.736751556396484, -0.23556013405323029, -0.026392173022031784, -0.0036145609337836504, -0.019632194191217422, -0.013425776734948158, -0.0034514637663960457, -0.05184651166200638, -0.007384386379271746, -0.002488494385033846, -0.023590022698044777, -0.008735774084925652, -0.021288463845849037, -0.002183317206799984, -2.1840338706970215, -0.06777779012918472, -10.474727630615234, -12.420492172241211, -6.686741828918457, -3.9228296279907227, -3.9449448585510254, -2.8441684246063232, -7.056728839874268, -0.09506384283304214, -3.182614803314209, -6.895252704620361, -4.1103386878967285, -0.29432040452957153, -0.37667664885520935, -0.0062363785691559315, -0.12360940128564835, -0.09022940695285797, -0.4056292176246643, -0.1943255513906479, -0.04605375975370407, -0.013319560326635838, -9.01694107055664, -1.5843030214309692, -5.395446300506592, -0.43586239218711853, -0.05190570652484894, -0.0031885281205177307, -3.4266817569732666, -0.19515442848205566, -1.533139705657959, -0.0012462714221328497, -0.0028334015514701605, -1.2375330924987793, -0.06309416890144348, -3.4110677242279053, -0.19270732998847961, -3.415924549102783, -0.3009375035762787, -0.028365738689899445, -0.0014600817812606692, -0.011649792082607746, -0.0042932722717523575, -0.002124673454090953, -0.010278034023940563, -0.0018261675722897053, -0.0014393694000318646, -0.11346162110567093, -0.004488274920731783, -0.018577275797724724, -0.0010240792762488127, -2.1753573417663574, -0.09706461429595947, -3.317343235015869, -8.163111686706543, -1.0266954898834229, -7.700418472290039, -0.823693573474884, -6.916121006011963, -0.884581983089447, -5.553228378295898, -7.52054500579834, -0.46163833141326904, -0.406366229057312, -0.0058683487586677074, -0.0939439982175827, -0.032672807574272156, -0.2533292770385742, -0.1622067391872406, -0.049751393496990204, -0.007932942360639572, -2.1780810356140137, -0.8194974660873413, -5.9889421463012695, -0.15981818735599518, -0.039460327476263046, -0.003463462460786104, -1.3670949935913086, -0.12886036932468414, -1.1492253541946411, -0.0004196478403173387, -0.0008935510995797813, -0.6395571231842041, -0.024425292387604713, -3.983506202697754, -0.15171243250370026, -4.008289337158203, -0.05389794334769249, -0.015558881685137749, -0.0006165986997075379, -0.0049978564493358135, -0.002126457868143916, -0.0005075835506431758, -0.0032020746730268, -0.0009675112669356167, -0.0005547653418034315, -0.015088943764567375, -0.0011861439561471343, -0.005951777566224337, -0.0004895919119007885, -2.3614273071289062, -0.061291858553886414, -1.4450355768203735, -1.7710020542144775, -0.04640786722302437, -0.574908971786499, -0.20145729184150696, -2.8062167167663574, -0.07638009637594223, -0.000888191512785852, -0.04264608398079872, -0.006075722631067038, -0.0037501975893974304, -0.0071356212720274925, -0.019284147769212723, -0.0005629861843772233, -0.010076132602989674, -0.0017985610757023096, -0.0014142522122710943, -0.0066154045052826405, -0.0013319915160536766, -0.0008270895341411233, -6.3771586418151855, -0.08609121292829514, -4.214066505432129, -0.02848033234477043, -0.0053007532842457294, -0.0004396664153318852, -1.788217306137085, -0.07193683087825775, -0.7673872709274292, -0.0002012050390476361, -0.00026663561584427953, -2.1102542877197266, -0.0013738964917138219, -0.020262861624360085, -4.031069755554199, -5.773295879364014, -0.09589903056621552, -0.018360773101449013, -0.0003880701260641217, -0.00422976678237319, -0.0008493629866279662, -0.0005031750188209116, -0.0026955006178468466, -0.0012477001873776317, -0.0003313469351269305, -0.010213019326329231, -0.00016902448260225356, -0.000816250394564122, -0.004301106557250023, -0.0003620922507252544, -2.4467549324035645, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine π as 170. Q: What is the first digit of π? A: 1 View ÷ as a random digit. Q: What is the first digit of 10÷2? A: 1 Redefine e as 6+62. Q: What is the first digit of e? A: 6 View ÷ as a random digit. Q: What is the first digit of 63÷7? A: 6 Redefine π as 813. Q: What is the first digit of π? A: 8 Redefine π as 528. Q: What is the first digit of π? A: 5 Redefine π as 401+372. Q: What is the first digit of π? A: 7 Redefine π as 247 mod 24. Q: What is the first digit of π? A: 7 View + as the digit 9 instead of a mathematical operation. Q: What is the first digit of 88+3? A:
[ " 9", " 8" ]
1
[ -7.645411491394043, -4.844866752624512, -1.3569767475128174, -11.031396865844727, -0.6691023707389832, -1.1872159242630005, -6.674076080322266, -9.90796184539795, -1.7470139265060425, -10.077985763549805, -4.388968467712402, -1.3809696435928345, -1.0058287382125854, -0.48635637760162354, -3.5997602939605713, -1.129951000213623, -0.2596733570098877, -1.413769245147705, -0.003997431602329016, -0.5622318983078003, -0.47005796432495117, -0.01706148311495781, -1.2778514623641968, -2.91621470451355, -4.9978227615356445, -0.012418446131050587, -0.010342572815716267, -1.3184189796447754, -0.024813884869217873, -0.2002197802066803, -3.7832586765289307, -4.960063934326172, -13.541852951049805, -2.1253631114959717, -0.35294631123542786, -0.1633344292640686, -0.009154489263892174, -0.037143245339393616, -0.022393686696887016, -0.006508226040750742, -0.15170034766197205, -0.022777127102017403, -0.0058698891662061214, -0.026140892878174782, -0.00018404220463708043, -0.012149378657341003, -0.06232811510562897, -0.002986615989357233, -2.1057944297790527, -0.19699017703533173, -0.5788736939430237, -0.0007818264421075583, -0.001378777320496738, -0.09327583014965057, -0.00044550508027896285, -0.04300094023346901, -5.923893928527832, -1.931015133857727, -1.119590401649475, -0.0017575069796293974, -0.014026278629899025, -0.005551397800445557, -0.002023079665377736, -0.008212251588702202, -0.0038051833398640156, -0.0016837242292240262, -0.005167817231267691, -0.0001720042055239901, -0.0026599522680044174, -0.027519723400473595, -0.0015603045467287302, -1.6142288446426392, -0.08378861099481583, -10.58991813659668, -9.095142364501953, -1.8330421447753906, -6.175765037536621, -0.641968846321106, -7.069498538970947, -1.2553884983062744, -6.145046234130859, -5.992129325866699, -0.27751824259757996, -0.8849754929542542, -0.006229151971638203, -0.05432199686765671, -0.014450540766119957, -0.02046937309205532, -0.0463050976395607, -0.06843793392181396, -0.009867697954177856, -11.952674865722656, -7.476354598999023, -3.963881492614746, -0.7483985424041748, -0.09162113815546036, -0.0034294859506189823, -2.6345784664154053, -0.18883292376995087, -2.0169973373413086, -0.0028681117109954357, -0.0011314902221783996, -0.24367162585258484, -0.0011742371134459972, -0.09324922412633896, -3.5405681133270264, -4.614569187164307, -4.805729866027832, -7.72067928314209, -0.414080411195755, -0.04309765622019768, -0.0007742029847577214, -0.006984462030231953, -0.0028089135885238647, -0.0009659630013629794, -0.003931175917387009, -0.0022088908590376377, -0.0008306628442369401, -0.008890331722795963, -0.00011669908417388797, -0.0018826870946213603, -0.009511747397482395, -0.0005707303644157946, -1.920791506767273, -0.12232828885316849, -2.8872294425964355, -10.68492317199707, -0.7231327295303345, -0.09675787389278412, -2.6865320205688477, -7.008971691131592, -4.122809410095215, -0.928193211555481, -0.6630598306655884, -0.0027707540430128574, -0.08966512978076935, -0.028866194188594818, -0.06215830147266388, -0.09716229885816574, -0.02416304312646389, -0.004112003371119499, -5.402281761169434, -1.2358704805374146, -0.0016933638835325837, -2.6778926849365234, -0.1010831743478775, -0.018140478059649467, -0.0011631635716184974, -1.9415662288665771, -0.08873777836561203, -0.8599184155464172, -0.0005384425749070942, -0.0005057962844148278, -0.18189194798469543, -0.0005664412747137249, -0.03269138187170029, -8.282612800598145, -1.991987943649292, -6.800327777862549, -0.08382686972618103, -0.014955071732401848, -0.0003922408213838935, -0.0037384398747235537, -0.0012256737099960446, -0.0005174727994017303, -0.002267410745844245, -0.0012012654915452003, -0.00037531962152570486, -0.007861034013330936, -0.00005781483559985645, -0.0012507957872003317, -0.005893354304134846, -0.00034528967808000743, -2.4490604400634766, -0.06475558876991272, -1.1379096508026123, -4.096978187561035, -0.41963571310043335, -0.3880186676979065, -0.17373494803905487, -0.1384800672531128, -9.192447662353516, -0.2212013155221939, -1.3551257848739624, -5.481637954711914, -1.7690775394439697, -0.07831826061010361, -0.0650506317615509, -0.0009224927052855492, -0.0397200845181942, -0.009356341324746609, -0.025906624272465706, -0.022875934839248657, -0.008211896754801273, -0.00319268717430532, -5.468282699584961, -0.33137574791908264, -4.39430046081543, -0.09916816651821136, -0.010740920901298523, -0.0006528153317049146, -1.447891116142273, -0.07031220197677612, -0.9866368770599365, -0.000566203030757606, -0.00040999590419232845, -5.635552406311035, -0.253291517496109, -6.411262512207031, -4.179268836975098, -5.144857406616211, -0.3555085361003876, -0.053303513675928116, -0.0008952185744419694, -0.019118908792734146, -0.0072942133992910385, -0.015128514729440212, -0.017885006964206696, -0.00754755362868309, -0.0013868723763152957, -0.7357773780822754, -0.5467203855514526, -0.008900847285985947, -0.0003756771038752049, -2.131157398223877, 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 ]
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 20÷2? A: 2 View number as text. Do not perform computation. Q: What is the first digit of 20+16? A: 2 Redefine π as 11. Q: What is the first digit of π? A: 1 Redefine π as 513. 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 33÷3? A: 3 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 81+17? A: 8 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 23+20? A: 2 Redefine e as 26+4. Q: What is the first digit of e? A: 3 View ÷ as a random digit. Q: What is the first digit of 22÷2? A:
[ " 1", " 2" ]
1
[ -7.645411491394043, -4.844866752624512, -1.3569767475128174, -11.031396865844727, -0.6691023707389832, -1.1872159242630005, -6.674076080322266, -9.90796184539795, -1.7470139265060425, -10.077985763549805, -4.388968467712402, -1.3809696435928345, -1.0058287382125854, -0.48635637760162354, -3.5997602939605713, -1.129951000213623, -0.2596733570098877, -1.413769245147705, -0.003997431602329016, -0.5622318983078003, -0.47005796432495117, -0.01706148311495781, -1.2778514623641968, -2.91621470451355, -4.9978227615356445, -0.012418446131050587, -0.010342572815716267, -1.3184189796447754, -0.024813884869217873, -0.2002197802066803, -3.7832586765289307, -4.960063934326172, -13.541852951049805, -2.1253631114959717, -0.35294631123542786, -0.1633344292640686, -0.009154489263892174, -0.037143245339393616, -0.022393686696887016, -0.006508226040750742, -0.15170034766197205, -0.022777127102017403, -0.0058698891662061214, -0.026140892878174782, -0.00018404220463708043, -0.012149378657341003, -0.06232811510562897, -0.002986615989357233, -2.1057944297790527, -0.19699017703533173, -0.5788736939430237, -0.0007818264421075583, -0.001378777320496738, -0.09327583014965057, -0.00044550508027896285, -0.04300094023346901, -5.923893928527832, -1.931015133857727, -1.119590401649475, -0.0017575069796293974, -0.014026278629899025, -0.005551397800445557, -0.002023079665377736, -0.008212251588702202, -0.0038051833398640156, -0.0016837242292240262, -0.005167817231267691, -0.0001720042055239901, -0.0026599522680044174, -0.027519723400473595, -0.0015603045467287302, -1.6142288446426392, -0.08378861099481583, -10.58991813659668, -9.095142364501953, -1.8330421447753906, -6.175765037536621, -0.641968846321106, -7.069498538970947, -1.2553884983062744, -6.145046234130859, -5.992129325866699, -0.27751824259757996, -0.8849754929542542, -0.006229151971638203, -0.05432199686765671, -0.014450540766119957, -0.02046937309205532, -0.0463050976395607, -0.06843793392181396, -0.009867697954177856, -11.952674865722656, -7.476354598999023, -3.963881492614746, -0.7483985424041748, -0.09162113815546036, -0.0034294859506189823, -2.6345784664154053, -0.18883292376995087, -2.0169973373413086, -0.0028681117109954357, -0.0011314902221783996, -0.24367162585258484, -0.0011742371134459972, -0.09324922412633896, -3.5405681133270264, -4.614569187164307, -4.805729866027832, -7.72067928314209, -0.414080411195755, -0.04309765622019768, -0.0007742029847577214, -0.006984462030231953, -0.0028089135885238647, -0.0009659630013629794, -0.003931175917387009, -0.0022088908590376377, -0.0008306628442369401, -0.008890331722795963, -0.00011669908417388797, -0.0018826870946213603, -0.009511747397482395, -0.0005707303644157946, -1.920791506767273, -0.12232828885316849, -2.8872294425964355, -10.68492317199707, -0.7231327295303345, -0.09675787389278412, -2.6865320205688477, -7.008971691131592, -4.122809410095215, -0.928193211555481, -0.6630598306655884, -0.0027707540430128574, -0.08966512978076935, -0.028866194188594818, -0.06215830147266388, -0.09716229885816574, -0.02416304312646389, -0.004112003371119499, -5.402281761169434, -1.2358704805374146, -0.0016933638835325837, -2.6778926849365234, -0.1010831743478775, -0.018140478059649467, -0.0011631635716184974, -1.9415662288665771, -0.08873777836561203, -0.8599184155464172, -0.0005384425749070942, -0.0005057962844148278, -0.18189194798469543, -0.0005664412747137249, -0.03269138187170029, -8.282612800598145, -1.991987943649292, -6.800327777862549, -0.08382686972618103, -0.014955071732401848, -0.0003922408213838935, -0.0037384398747235537, -0.0012256737099960446, -0.0005174727994017303, -0.002267410745844245, -0.0012012654915452003, -0.00037531962152570486, -0.007861034013330936, -0.00005781483559985645, -0.0012507957872003317, -0.005893354304134846, -0.00034528967808000743, -2.4490604400634766, -0.06475558876991272, -1.1379096508026123, -4.096978187561035, -0.41963571310043335, -0.3880186676979065, -0.17373494803905487, -0.1384800672531128, -9.192447662353516, -0.2212013155221939, -1.3551257848739624, -5.481637954711914, -1.7690775394439697, -0.07831826061010361, -0.0650506317615509, -0.0009224927052855492, -0.0397200845181942, -0.009356341324746609, -0.025906624272465706, -0.022875934839248657, -0.008211896754801273, -0.00319268717430532, -5.468282699584961, -0.33137574791908264, -4.39430046081543, -0.09916816651821136, -0.010740920901298523, -0.0006528153317049146, -1.447891116142273, -0.07031220197677612, -0.9866368770599365, -0.000566203030757606, -0.00040999590419232845, -5.635552406311035, -0.253291517496109, -6.411262512207031, -4.179268836975098, -5.144857406616211, -0.3555085361003876, -0.053303513675928116, -0.0008952185744419694, -0.019118908792734146, -0.0072942133992910385, -0.015128514729440212, -0.017885006964206696, -0.00754755362868309, -0.0013868723763152957, -0.7357773780822754, -0.5467203855514526, -0.008900847285985947, -0.0003756771038752049, -1.9750245809555054, 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 ]
Redefine π as 66+694. 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 70÷7? A: 7 Redefine π as 964. Q: What is the first digit of π? A: 9 View ÷ as a random digit. Q: What is the first digit of 20÷5? A: 2 View number as text. Do not perform computation. Q: What is the first digit of 42+17? A: 4 View number as text. Do not perform computation. Q: What is the first digit of 9+36? A: 9 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 37+13? A: 3 Redefine π as 856. Q: What is the first digit of π? A: 8 Redefine π as 618 mod 43. Q: What is the first digit of π? A:
[ " 1", " 3" ]
0
[ -7.645411491394043, -4.844866752624512, -1.3569767475128174, -11.031396865844727, -0.6691023707389832, -1.1872159242630005, -11.607382774353027, -5.468502998352051, -9.553970336914062, -2.3300068378448486, -8.045563697814941, -4.861798286437988, -1.5296083688735962, -0.9798721075057983, -0.44614702463150024, -3.359611749649048, -1.1192083358764648, -0.21679294109344482, -1.5551849603652954, -0.0047325980849564075, -0.9229587912559509, -0.5172203779220581, -0.01728283427655697, -3.4098031520843506, -3.2667324542999268, -11.660243034362793, -12.093708038330078, -9.466888427734375, -2.6909422874450684, -4.845680236816406, -3.4159698486328125, -5.793351173400879, -0.23331183195114136, -2.9946649074554443, -6.724858283996582, -4.487457275390625, -0.3763442039489746, -0.39704200625419617, -0.010052529163658619, -0.12330353260040283, -0.1106586754322052, -0.2825484275817871, -0.30812332034111023, -0.11388381570577621, -0.016120804473757744, -7.9697418212890625, -2.203432083129883, -4.442224979400635, -0.2003599852323532, -0.06033780425786972, -0.00443486962467432, -2.457533121109009, -0.24210405349731445, -3.527888298034668, -0.010816278867423534, -0.004164357203990221, -2.4936928749084473, -0.07479331642389297, -0.27790799736976624, -5.021206855773926, -4.996083736419678, -9.376534461975098, -5.756617546081543, -0.45920515060424805, -0.08834618330001831, -0.004940919578075409, -0.03291518613696098, -0.013075679540634155, -0.014262054115533829, -0.03858660161495209, -0.008825698867440224, -0.004201989155262709, -0.08592046797275543, -0.00018082413589581847, -0.02227594517171383, -0.0308251790702343, -0.0023670769296586514, -2.0029263496398926, -0.13870133459568024, -1.2702486515045166, -0.0011029120068997145, -0.0009977606823667884, -0.32427704334259033, -0.003521077334880829, -0.04942014068365097, -6.628870487213135, -3.4086575508117676, -0.8907022476196289, -0.0025981261860579252, -0.015112780965864658, -0.006225834600627422, -0.003930226434022188, -0.01244964636862278, -0.004634353797882795, -0.0019180249655619264, -0.07835331559181213, -0.0003906917118001729, -0.005584235303103924, -0.019023120403289795, -0.0012493670219555497, -2.1554417610168457, -0.09431029111146927, -5.776174068450928, -7.226025104522705, -0.9808214902877808, -7.361560344696045, -0.8094003200531006, -7.1580729484558105, -0.9704020023345947, -5.922611236572266, -7.556365013122559, -0.3890359401702881, -0.39744025468826294, -0.0046178605407476425, -0.06219896301627159, -0.019449593499302864, -0.10905197262763977, -0.07115820795297623, -0.036179084330797195, -0.004178840201348066, -4.2961812019348145, -1.4079493284225464, -2.925276756286621, -0.14901594817638397, -0.029884520918130875, -0.0019645453430712223, -1.1878324747085571, -0.11653898656368256, -1.716282844543457, -0.0008685392094776034, -0.000899982638657093, -0.22652851045131683, -0.0008344743982888758, -0.05651674419641495, -8.319681167602539, -1.0817711353302002, -0.0586777925491333, -0.001022650278173387, -0.007637230679392815, -0.0022632479667663574, -0.0013552061282098293, -0.0035902110394090414, -0.0018318791408091784, -0.0008085080771706998, -0.01707390509545803, -0.00018594920402392745, -0.002550802892073989, -0.009823550470173359, -0.0004538459761533886, -1.7682647705078125, -0.11599785834550858, -1.705531120300293, -2.6820549964904785, -0.04775814339518547, -2.063182830810547, -7.292370796203613, -3.6762495040893555, -2.8130321502685547, -0.00666750967502594, -0.19088035821914673, -0.05874288082122803, -0.015958795323967934, -0.017440997064113617, -0.030826102942228317, -0.0006643710657954216, -0.011114471592009068, -0.0026889618020504713, -0.0025101364590227604, -0.006159844808280468, -0.003926901612430811, -0.001022531185299158, -3.1115822792053223, -0.2441038340330124, -3.3545219898223877, -0.4083760976791382, -0.007147220429033041, -0.0005301024066284299, -3.631570816040039, -0.0620691254734993, -1.0454585552215576, -1.198421597480774, -0.03361545503139496, -1.3048627376556396, -0.562731146812439, -3.6741371154785156, -0.09603007137775421, -0.0009912106906995177, -0.03446566313505173, -0.00613768957555294, -0.002878453116863966, -0.007571334019303322, -0.007115617860108614, -0.00035470392322167754, -0.0054307072423398495, -0.0011982887517660856, -0.0010143141262233257, -0.003331945277750492, -0.0013194911880418658, -0.00042489083716645837, -6.383946418762207, -0.22737300395965576, -5.525206565856934, -0.04128270223736763, -0.003960742149502039, -0.0001802282058633864, -1.8341394662857056, -0.06277402490377426, -1.2735182046890259, -0.00037448544753715396, -0.00027378625236451626, -0.06658947467803955, -0.0001387499796692282, -0.020882155746221542, -3.320380687713623, -3.720832586288452, -0.770671010017395, -0.026078876107931137, -0.00015114595589693636, -0.0018826870946213603, -0.0004934046883136034, -0.0003216941258870065, -0.0008532935753464699, -0.0004077318590134382, -0.0001641377166379243, -0.0032269093208014965, -0.00008237022848334163, -0.0006319671520031989, -0.0029396675527095795, -0.00009393251093570143, -0.8570541143417358, 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 ]
View + as the digit 5 instead of a mathematical operation. Q: What is the first digit of 2+7? A: 2 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 9÷3? A: 9 Redefine π as 437. Q: What is the first digit of π? A: 4 Redefine e as 62+15. Q: What is the first digit of e? A: 7 View + as the digit 9 instead of a mathematical operation. Q: What is the first digit of 38+59? A: 3 Redefine e as 40+44. Q: What is the first digit of e? A: 8 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 49÷7? A: 4 View ÷ as a random digit. Q: What is the first digit of 36÷9? A: 3 Redefine e as 21+30. Q: What is the first digit of e? A:
[ " 5", " 2" ]
0
[ -7.645411491394043, -4.844866752624512, -1.3569767475128174, -11.031396865844727, -0.6691023707389832, -1.1872159242630005, -11.607382774353027, -5.468502998352051, -9.553970336914062, -2.3300068378448486, -8.045563697814941, -4.861798286437988, -1.5296083688735962, -0.9798721075057983, -0.44614702463150024, -3.359611749649048, -1.1192083358764648, -0.21679294109344482, -1.5551849603652954, -0.0047325980849564075, -0.9229587912559509, -0.5172203779220581, -0.01728283427655697, -3.4098031520843506, -3.2667324542999268, -11.660243034362793, -12.093708038330078, -9.466888427734375, -2.6909422874450684, -4.845680236816406, -3.4159698486328125, -5.793351173400879, -0.23331183195114136, -2.9946649074554443, -6.724858283996582, -4.487457275390625, -0.3763442039489746, -0.39704200625419617, -0.010052529163658619, -0.12330353260040283, -0.1106586754322052, -0.2825484275817871, -0.30812332034111023, -0.11388381570577621, -0.016120804473757744, -7.9697418212890625, -2.203432083129883, -4.442224979400635, -0.2003599852323532, -0.06033780425786972, -0.00443486962467432, -2.457533121109009, -0.24210405349731445, -3.527888298034668, -0.010816278867423534, -0.004164357203990221, -2.4936928749084473, -0.07479331642389297, -0.27790799736976624, -5.021206855773926, -4.996083736419678, -9.376534461975098, -5.756617546081543, -0.45920515060424805, -0.08834618330001831, -0.004940919578075409, -0.03291518613696098, -0.013075679540634155, -0.014262054115533829, -0.03858660161495209, -0.008825698867440224, -0.004201989155262709, -0.08592046797275543, -0.00018082413589581847, -0.02227594517171383, -0.0308251790702343, -0.0023670769296586514, -2.0029263496398926, -0.13870133459568024, -1.2702486515045166, -0.0011029120068997145, -0.0009977606823667884, -0.32427704334259033, -0.003521077334880829, -0.04942014068365097, -6.628870487213135, -3.4086575508117676, -0.8907022476196289, -0.0025981261860579252, -0.015112780965864658, -0.006225834600627422, -0.003930226434022188, -0.01244964636862278, -0.004634353797882795, -0.0019180249655619264, -0.07835331559181213, -0.0003906917118001729, -0.005584235303103924, -0.019023120403289795, -0.0012493670219555497, -2.1554417610168457, -0.09431029111146927, -5.776174068450928, -7.226025104522705, -0.9808214902877808, -7.361560344696045, -0.8094003200531006, -7.1580729484558105, -0.9704020023345947, -5.922611236572266, -7.556365013122559, -0.3890359401702881, -0.39744025468826294, -0.0046178605407476425, -0.06219896301627159, -0.019449593499302864, -0.10905197262763977, -0.07115820795297623, -0.036179084330797195, -0.004178840201348066, -4.2961812019348145, -1.4079493284225464, -2.925276756286621, -0.14901594817638397, -0.029884520918130875, -0.0019645453430712223, -1.1878324747085571, -0.11653898656368256, -1.716282844543457, -0.0008685392094776034, -0.000899982638657093, -0.22652851045131683, -0.0008344743982888758, -0.05651674419641495, -8.319681167602539, -1.0817711353302002, -0.0586777925491333, -0.001022650278173387, -0.007637230679392815, -0.0022632479667663574, -0.0013552061282098293, -0.0035902110394090414, -0.0018318791408091784, -0.0008085080771706998, -0.01707390509545803, -0.00018594920402392745, -0.002550802892073989, -0.009823550470173359, -0.0004538459761533886, -1.7682647705078125, -0.11599785834550858, -1.705531120300293, -2.6820549964904785, -0.04775814339518547, -2.063182830810547, -7.292370796203613, -3.6762495040893555, -2.8130321502685547, -0.00666750967502594, -0.19088035821914673, -0.05874288082122803, -0.015958795323967934, -0.017440997064113617, -0.030826102942228317, -0.0006643710657954216, -0.011114471592009068, -0.0026889618020504713, -0.0025101364590227604, -0.006159844808280468, -0.003926901612430811, -0.001022531185299158, -3.1115822792053223, -0.2441038340330124, -3.3545219898223877, -0.4083760976791382, -0.007147220429033041, -0.0005301024066284299, -3.631570816040039, -0.0620691254734993, -1.0454585552215576, -1.198421597480774, -0.03361545503139496, -1.3048627376556396, -0.562731146812439, -3.6741371154785156, -0.09603007137775421, -0.0009912106906995177, -0.03446566313505173, -0.00613768957555294, -0.002878453116863966, -0.007571334019303322, -0.007115617860108614, -0.00035470392322167754, -0.0054307072423398495, -0.0011982887517660856, -0.0010143141262233257, -0.003331945277750492, -0.0013194911880418658, -0.00042489083716645837, -6.383946418762207, -0.22737300395965576, -5.525206565856934, -0.04128270223736763, -0.003960742149502039, -0.0001802282058633864, -1.8341394662857056, -0.06277402490377426, -1.2735182046890259, -0.00037448544753715396, -0.00027378625236451626, -0.06658947467803955, -0.0001387499796692282, -0.020882155746221542, -3.320380687713623, -3.720832586288452, -0.770671010017395, -0.026078876107931137, -0.00015114595589693636, -0.0018826870946213603, -0.0004934046883136034, -0.0003216941258870065, -0.0008532935753464699, -0.0004077318590134382, -0.0001641377166379243, -0.0032269093208014965, -0.00008237022848334163, -0.0006319671520031989, -0.0029396675527095795, -0.00009393251093570143, -1.919472098350525, 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 ]
View ÷ as a random digit. Q: What is the first digit of 42÷7? A: 4 View + as the digit 8 instead of a mathematical operation. Q: What is the first digit of 55+39? A: 5 Redefine π as 150 mod 42. 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 54÷6? A: 5 View number as text. Do not perform computation. Q: What is the first digit of 4+59? A: 4 Redefine π as 72. Q: What is the first digit of π? A: 7 Redefine π as 613. Q: What is the first digit of π? A: 6 View number as text. Do not perform computation. Q: What is the first digit of 50+47? A: 5 Redefine π as 258 mod 20. Q: What is the first digit of π? A:
[ " 1", " 3" ]
0
[ -7.645411491394043, -4.844866752624512, -1.3569767475128174, -11.031396865844727, -0.6691023707389832, -1.1872159242630005, -13.765974998474121, -2.008349895477295, -8.847289085388184, -4.572732925415039, -1.4922832250595093, -1.0201163291931152, -0.4529409408569336, -3.9391391277313232, -1.0601775646209717, -0.23476985096931458, -1.7186386585235596, -0.002333063166588545, -0.7376900911331177, -0.47854262590408325, -0.017299238592386246, -2.0012340545654297, -2.8081421852111816, -11.782529830932617, -10.465474128723145, -2.2879226207733154, -1.249355435371399, -1.6615757942199707, -7.215457916259766, -4.163265705108643, -5.707566261291504, -0.07147224247455597, -0.9163244962692261, -5.250873565673828, -4.870693683624268, -0.265835702419281, -0.5984979867935181, -0.011757364496588707, -0.21402493119239807, -0.11784873157739639, -0.3004092872142792, -0.3332236111164093, -0.06798329204320908, -0.01098537165671587, -8.015911102294922, -3.1384482383728027, -0.0001461399078834802, -1.8956886529922485, -0.12920771539211273, -0.08194461464881897, -0.0066531808115541935, -2.072693109512329, -0.3578219413757324, -3.9730701446533203, -0.01774834655225277, -0.004331492818892002, -4.365340709686279, -0.6389241814613342, -4.591855049133301, -4.700628280639648, -6.216612339019775, -0.8142431974411011, -0.1336229145526886, -0.008486044593155384, -0.1218959242105484, -0.04846172779798508, -0.20926770567893982, -0.22552356123924255, -0.032814595848321915, -0.005815965123474598, -0.9217532277107239, -0.35814106464385986, -0.05278528854250908, -0.002657931065186858, -1.6165986061096191, -0.18108204007148743, -5.3046345710754395, -5.042729377746582, -0.021476097404956818, -0.14435222744941711, -0.904251754283905, -1.04007887840271, -0.4174603521823883, -0.14109016954898834, -0.0015975582646206021, -0.07180359214544296, -0.015598551370203495, -0.0043625901453197, -0.010337617248296738, -0.02222476340830326, -0.0012757980730384588, -0.029432959854602814, -0.008283544331789017, -0.01004745438694954, -0.03312532976269722, -0.0073990598320961, -0.001559947500936687, -4.4814839363098145, -0.10733240097761154, -0.000021934269170742482, -2.3501758575439453, -0.027622006833553314, -0.01882508210837841, -0.0007650309125892818, -0.7991151213645935, -0.09479638934135437, -1.4203464984893799, -0.0009202298242598772, -0.0010669498005881906, -2.488962173461914, -0.03926778584718704, -0.05531090497970581, -3.8282477855682373, -6.221865653991699, -6.1734619140625, -7.800901412963867, -0.15032294392585754, -0.01698741316795349, -0.000609927112236619, -0.011508624069392681, -0.005378893576562405, -0.001714071026071906, -0.0071324254386126995, -0.002858958672732115, -0.0007674132939428091, -0.09691768884658813, -0.0002586507180240005, -0.005727309733629227, -0.019575851038098335, -0.0006451908848248422, -1.6905463933944702, -0.21932682394981384, -1.2792437076568604, -5.151333332061768, -0.36068254709243774, -0.18237186968326569, -0.16931559145450592, -0.07626821100711823, -0.06312841176986694, -0.0007662221323698759, -0.062469232827425, -0.012121819891035557, -0.007937200367450714, -0.006279855500906706, -0.00839656125754118, -0.0005136600811965764, -0.014190363697707653, -0.006349746137857437, -0.004686562344431877, -0.00898780394345522, -0.003959198947995901, -0.001474485034123063, -3.040386199951172, -0.33164769411087036, -2.9112277030944824, -0.17173229157924652, -0.006855064537376165, -0.0003933132975362241, -1.7552964687347412, -0.061395566910505295, -1.406691551208496, -2.095123052597046, -0.06026698648929596, -7.040504455566406, -5.140371322631836, -4.809828281402588, -3.0352859497070312, -0.0068298461847007275, -0.6110695004463196, -0.044748030602931976, -0.007015832234174013, -0.01903645321726799, -0.011587105691432953, -0.000800408364739269, -0.019927769899368286, -0.007107332348823547, -0.006239458452910185, -0.014946616254746914, -0.004924549721181393, -0.0016469499096274376, -4.4211649894714355, -0.374056875705719, -2.0875244140625, -0.1255693882703781, -0.0073279403150081635, -0.00025650550378486514, -1.7194849252700806, -0.06048593670129776, -1.505603313446045, -0.0006771179032512009, -0.0008349508279934525, -1.256218433380127, -0.004260392393916845, -0.017287522554397583, -7.59451150894165, -1.5011698007583618, -0.06549075245857239, -0.0004822045157197863, -0.009257960133254528, -0.0027573206461966038, -0.0012434140080586076, -0.006270851939916611, -0.002000356325879693, -0.0007601470570079982, -0.03330279886722565, -0.0002967870968859643, -0.0038735847920179367, -0.006143969018012285, -0.00033098942367359996, -1.8321539163589478, -0.07972709834575653, -1.487196683883667, -0.0003457663697190583, -0.0002983363519888371, -1.001458764076233, -0.009112318977713585, -0.012044204398989677, -6.1826958656311035, -3.5486814975738525, -9.30152416229248, -0.02899567037820816, -0.004536930937319994, -0.00014780859055463225, -0.0023694555275142193, -0.0008211340173147619, -0.00035339308669790626, -0.0014197280397638679, -0.0005687049706466496, -0.0002712835557758808, -0.0027562507893890142, -0.00007235741941258311, -0.0006822404102422297, -0.004735326860100031, -0.00012015574611723423, -3.2191455364227295, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 12÷4? A: 1 Redefine π as 515 mod 21. Q: What is the first digit of π? A: 1 Redefine π as 170. Q: What is the first digit of π? A: 1 Redefine π as 502. 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 70÷7? A: 7 View ÷ as a random digit. Q: What is the first digit of 9÷3? A: 9 View number as text. Do not perform computation. Q: What is the first digit of 15+20? A: 1 Redefine π as 452. Q: What is the first digit of π? A: 4 View ÷ as a random digit. Q: What is the first digit of 63÷9? A:
[ " 7", " 6" ]
1
[ -7.645411491394043, -4.844866752624512, -1.3569767475128174, -11.031396865844727, -0.6691023707389832, -1.1872159242630005, -13.765974998474121, -2.008349895477295, -8.847289085388184, -4.572732925415039, -1.4922832250595093, -1.0201163291931152, -0.4529409408569336, -3.9391391277313232, -1.0601775646209717, -0.23476985096931458, -1.7186386585235596, -0.002333063166588545, -0.7376900911331177, -0.47854262590408325, -0.017299238592386246, -2.0012340545654297, -2.8081421852111816, -11.782529830932617, -10.465474128723145, -2.2879226207733154, -1.249355435371399, -1.6615757942199707, -7.215457916259766, -4.163265705108643, -5.707566261291504, -0.07147224247455597, -0.9163244962692261, -5.250873565673828, -4.870693683624268, -0.265835702419281, -0.5984979867935181, -0.011757364496588707, -0.21402493119239807, -0.11784873157739639, -0.3004092872142792, -0.3332236111164093, -0.06798329204320908, -0.01098537165671587, -8.015911102294922, -3.1384482383728027, -0.0001461399078834802, -1.8956886529922485, -0.12920771539211273, -0.08194461464881897, -0.0066531808115541935, -2.072693109512329, -0.3578219413757324, -3.9730701446533203, -0.01774834655225277, -0.004331492818892002, -4.365340709686279, -0.6389241814613342, -4.591855049133301, -4.700628280639648, -6.216612339019775, -0.8142431974411011, -0.1336229145526886, -0.008486044593155384, -0.1218959242105484, -0.04846172779798508, -0.20926770567893982, -0.22552356123924255, -0.032814595848321915, -0.005815965123474598, -0.9217532277107239, -0.35814106464385986, -0.05278528854250908, -0.002657931065186858, -1.6165986061096191, -0.18108204007148743, -5.3046345710754395, -5.042729377746582, -0.021476097404956818, -0.14435222744941711, -0.904251754283905, -1.04007887840271, -0.4174603521823883, -0.14109016954898834, -0.0015975582646206021, -0.07180359214544296, -0.015598551370203495, -0.0043625901453197, -0.010337617248296738, -0.02222476340830326, -0.0012757980730384588, -0.029432959854602814, -0.008283544331789017, -0.01004745438694954, -0.03312532976269722, -0.0073990598320961, -0.001559947500936687, -4.4814839363098145, -0.10733240097761154, -0.000021934269170742482, -2.3501758575439453, -0.027622006833553314, -0.01882508210837841, -0.0007650309125892818, -0.7991151213645935, -0.09479638934135437, -1.4203464984893799, -0.0009202298242598772, -0.0010669498005881906, -2.488962173461914, -0.03926778584718704, -0.05531090497970581, -3.8282477855682373, -6.221865653991699, -6.1734619140625, -7.800901412963867, -0.15032294392585754, -0.01698741316795349, -0.000609927112236619, -0.011508624069392681, -0.005378893576562405, -0.001714071026071906, -0.0071324254386126995, -0.002858958672732115, -0.0007674132939428091, -0.09691768884658813, -0.0002586507180240005, -0.005727309733629227, -0.019575851038098335, -0.0006451908848248422, -1.6905463933944702, -0.21932682394981384, -1.2792437076568604, -5.151333332061768, -0.36068254709243774, -0.18237186968326569, -0.16931559145450592, -0.07626821100711823, -0.06312841176986694, -0.0007662221323698759, -0.062469232827425, -0.012121819891035557, -0.007937200367450714, -0.006279855500906706, -0.00839656125754118, -0.0005136600811965764, -0.014190363697707653, -0.006349746137857437, -0.004686562344431877, -0.00898780394345522, -0.003959198947995901, -0.001474485034123063, -3.040386199951172, -0.33164769411087036, -2.9112277030944824, -0.17173229157924652, -0.006855064537376165, -0.0003933132975362241, -1.7552964687347412, -0.061395566910505295, -1.406691551208496, -2.095123052597046, -0.06026698648929596, -7.040504455566406, -5.140371322631836, -4.809828281402588, -3.0352859497070312, -0.0068298461847007275, -0.6110695004463196, -0.044748030602931976, -0.007015832234174013, -0.01903645321726799, -0.011587105691432953, -0.000800408364739269, -0.019927769899368286, -0.007107332348823547, -0.006239458452910185, -0.014946616254746914, -0.004924549721181393, -0.0016469499096274376, -4.4211649894714355, -0.374056875705719, -2.0875244140625, -0.1255693882703781, -0.0073279403150081635, -0.00025650550378486514, -1.7194849252700806, -0.06048593670129776, -1.505603313446045, -0.0006771179032512009, -0.0008349508279934525, -1.256218433380127, -0.004260392393916845, -0.017287522554397583, -7.59451150894165, -1.5011698007583618, -0.06549075245857239, -0.0004822045157197863, -0.009257960133254528, -0.0027573206461966038, -0.0012434140080586076, -0.006270851939916611, -0.002000356325879693, -0.0007601470570079982, -0.03330279886722565, -0.0002967870968859643, -0.0038735847920179367, -0.006143969018012285, -0.00033098942367359996, -1.8321539163589478, -0.07972709834575653, -1.487196683883667, -0.0003457663697190583, -0.0002983363519888371, -1.001458764076233, -0.009112318977713585, -0.012044204398989677, -6.1826958656311035, -3.5486814975738525, -9.30152416229248, -0.02899567037820816, -0.004536930937319994, -0.00014780859055463225, -0.0023694555275142193, -0.0008211340173147619, -0.00035339308669790626, -0.0014197280397638679, -0.0005687049706466496, -0.0002712835557758808, -0.0027562507893890142, -0.00007235741941258311, -0.0006822404102422297, -0.004735326860100031, -0.00012015574611723423, -2.695115804672241, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 15÷3? A: 1 View + as the digit 7 instead of a mathematical operation. Q: What is the first digit of 44+25? A: 4 View number as text. Do not perform computation. Q: What is the first digit of 44+24? A: 4 Redefine π as 536+177. Q: What is the first digit of π? A: 7 Redefine e as 12+37. 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 36÷6? A: 3 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 32+15? A: 3 Redefine e as 25+42. 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 5+9? A:
[ " 1", " 5" ]
1
[ -7.645411491394043, -4.844866752624512, -1.3569767475128174, -11.031396865844727, -0.6691023707389832, -1.1872159242630005, -12.486080169677734, -1.7917789220809937, -10.250127792358398, -4.289766311645508, -1.3111693859100342, -1.0378907918930054, -0.5209674835205078, -3.827609062194824, -1.206449270248413, -0.2563415467739105, -1.3142597675323486, -0.005390631966292858, -0.5198288559913635, -0.47382497787475586, -0.014841735363006592, -1.986047387123108, -2.596683979034424, -11.722966194152832, -10.353446960449219, -2.3687033653259277, -1.5650229454040527, -1.716572642326355, -6.84922981262207, -4.293737411499023, -6.077647686004639, -0.07124591618776321, -0.7799875736236572, -5.176339149475098, -5.396548271179199, -0.31178712844848633, -0.5122197270393372, -0.011222808621823788, -0.19791151583194733, -0.1249268651008606, -0.2613387703895569, -0.34446147084236145, -0.09738662093877792, -0.012802316807210445, -8.428979873657227, -2.7551584243774414, -0.0001829695247579366, -2.064735174179077, -0.09281790256500244, -0.10279049724340439, -0.00724131241440773, -0.9301388263702393, -0.26432621479034424, -3.616909980773926, -0.018904395401477814, -0.0036910518538206816, -2.4779882431030273, -0.10000457614660263, -0.2964627146720886, -6.673141956329346, -6.92387056350708, -10.241873741149902, -0.6737350821495056, -0.07305853068828583, -0.0064980401657521725, -0.057260915637016296, -0.022380398586392403, -0.021999254822731018, -0.06900407373905182, -0.012171166017651558, -0.004526250530034304, -0.11078310012817383, -0.0003053675754927099, -0.024814581498503685, -0.033554475754499435, -0.0027610058896243572, -3.5435080528259277, -0.18617911636829376, -1.4268571138381958, -0.001611959422007203, -0.001383777242153883, -0.48386600613594055, -0.0039825900457799435, -0.0476519875228405, -9.21255874633789, -8.411782264709473, -6.681541442871094, -0.1844523698091507, -0.03551097959280014, -0.0013633014168590307, -0.013257095590233803, -0.004627353046089411, -0.002508709440007806, -0.007472303695976734, -0.0033028358593583107, -0.0016445695655420423, -0.019222287461161613, -0.00009929640509653836, -0.0035353321582078934, -0.023860802873969078, -0.0014687713701277971, -2.571634531021118, -0.1462894082069397, -6.065641403198242, -5.444278717041016, -0.5223588943481445, -2.5928704738616943, -5.096977233886719, -2.9485788345336914, -2.5622105598449707, -0.006595272570848465, -1.643354058265686, -0.24601797759532928, -0.11757118999958038, -0.034587159752845764, -0.02257109060883522, -0.0012003129813820124, -0.028706470504403114, -0.009735957719385624, -0.03034570813179016, -0.022474000230431557, -0.007901601493358612, -0.0017794027226045728, -6.782954216003418, -0.6688872575759888, -5.674667835235596, -0.09899639338254929, -0.013753646053373814, -0.0006417360855266452, -2.820664405822754, -0.0784934014081955, -1.3205329179763794, -0.0012521054595708847, -0.0011143434094265103, -0.39345332980155945, -0.0013490156270563602, -0.02793215587735176, -6.749052047729492, -2.1196603775024414, -4.4713592529296875, -0.6051782369613647, -0.013262154534459114, -0.00032669928623363376, -0.004117345437407494, -0.0010943383676931262, -0.0005646541831083596, -0.0019990478176623583, -0.0007284610182978213, -0.000346362212439999, -0.006633049808442593, -0.00010883215873036534, -0.0009483369067311287, -0.007412785664200783, -0.0003343261778354645, -2.3450214862823486, -0.07876789569854736, -1.6171528100967407, -1.7339258193969727, -0.10175788402557373, -0.4183846414089203, -0.10913202911615372, -4.1838459968566895, -0.019476832821965218, -0.00046826363541185856, -0.010909437201917171, -0.0025006234645843506, -0.0020389023702591658, -0.0047050719149410725, -0.004873065743595362, -0.0002949994814116508, -0.007864699698984623, -0.0016809870721772313, -0.001334967790171504, -0.0040996563620865345, -0.0012217445764690638, -0.00043871314846910536, -6.351749420166016, -0.21798039972782135, -4.654267311096191, -0.282671183347702, -0.005127731245011091, -0.00017105070583056659, -2.122668743133545, -0.051709093153476715, -0.9726971983909607, -0.0005044856225140393, -0.00032419670606032014, -0.10262139141559601, -0.0003143055073451251, -0.01116009522229433, -8.408315658569336, -1.1500290632247925, -4.689818382263184, -3.932000160217285, -0.02659301459789276, -0.005439243745058775, -0.00016020445036701858, -0.002181651769205928, -0.0005557184922508895, -0.00034421717282384634, -0.0008783058729022741, -0.00040534863364882767, -0.00015436411194968969, -0.004663780797272921, -0.000057338023907504976, -0.0004744596080854535, -0.003607196733355522, -0.00014852374442853034, -2.442667007446289, -0.07481355965137482, -0.8802220821380615, -8.801839828491211, -1.0961298942565918, -7.258975982666016, -1.348212718963623, -7.602480888366699, -0.8654793500900269, -5.659444808959961, -7.373040676116943, -0.40016430616378784, -0.31363362073898315, -0.003725613234564662, -0.0755283311009407, -0.020591532811522484, -0.10485704243183136, -0.06914481520652771, -0.04272318631410599, -0.003817890305072069, -3.7580931186676025, -1.7422980070114136, -4.503500938415527, -0.1307166963815689, -0.025248240679502487, -0.0013090145075693727, -2.41322922706604, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine e as 12+5. Q: What is the first digit of e? A: 1 Redefine π as 869+66. Q: What is the first digit of π? A: 9 View number as text. Do not perform computation. Q: What is the first digit of 11+13? A: 1 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 16+52? A: 1 Redefine e as 54+7. Q: What is the first digit of e? A: 6 Redefine π as 392 mod 28. Q: What is the first digit of π? A: 0 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 72÷6? A: 7 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 5+9? A: 5 Redefine e as 4+73. Q: What is the first digit of e? A:
[ " 7", " 2" ]
0
[ -7.645411491394043, -4.844866752624512, -1.3569767475128174, -11.031396865844727, -0.6691023707389832, -1.1872159242630005, -12.486080169677734, -1.7917789220809937, -10.250127792358398, -4.289766311645508, -1.3111693859100342, -1.0378907918930054, -0.5209674835205078, -3.827609062194824, -1.206449270248413, -0.2563415467739105, -1.3142597675323486, -0.005390631966292858, -0.5198288559913635, -0.47382497787475586, -0.014841735363006592, -1.986047387123108, -2.596683979034424, -11.722966194152832, -10.353446960449219, -2.3687033653259277, -1.5650229454040527, -1.716572642326355, -6.84922981262207, -4.293737411499023, -6.077647686004639, -0.07124591618776321, -0.7799875736236572, -5.176339149475098, -5.396548271179199, -0.31178712844848633, -0.5122197270393372, -0.011222808621823788, -0.19791151583194733, -0.1249268651008606, -0.2613387703895569, -0.34446147084236145, -0.09738662093877792, -0.012802316807210445, -8.428979873657227, -2.7551584243774414, -0.0001829695247579366, -2.064735174179077, -0.09281790256500244, -0.10279049724340439, -0.00724131241440773, -0.9301388263702393, -0.26432621479034424, -3.616909980773926, -0.018904395401477814, -0.0036910518538206816, -2.4779882431030273, -0.10000457614660263, -0.2964627146720886, -6.673141956329346, -6.92387056350708, -10.241873741149902, -0.6737350821495056, -0.07305853068828583, -0.0064980401657521725, -0.057260915637016296, -0.022380398586392403, -0.021999254822731018, -0.06900407373905182, -0.012171166017651558, -0.004526250530034304, -0.11078310012817383, -0.0003053675754927099, -0.024814581498503685, -0.033554475754499435, -0.0027610058896243572, -3.5435080528259277, -0.18617911636829376, -1.4268571138381958, -0.001611959422007203, -0.001383777242153883, -0.48386600613594055, -0.0039825900457799435, -0.0476519875228405, -9.21255874633789, -8.411782264709473, -6.681541442871094, -0.1844523698091507, -0.03551097959280014, -0.0013633014168590307, -0.013257095590233803, -0.004627353046089411, -0.002508709440007806, -0.007472303695976734, -0.0033028358593583107, -0.0016445695655420423, -0.019222287461161613, -0.00009929640509653836, -0.0035353321582078934, -0.023860802873969078, -0.0014687713701277971, -2.571634531021118, -0.1462894082069397, -6.065641403198242, -5.444278717041016, -0.5223588943481445, -2.5928704738616943, -5.096977233886719, -2.9485788345336914, -2.5622105598449707, -0.006595272570848465, -1.643354058265686, -0.24601797759532928, -0.11757118999958038, -0.034587159752845764, -0.02257109060883522, -0.0012003129813820124, -0.028706470504403114, -0.009735957719385624, -0.03034570813179016, -0.022474000230431557, -0.007901601493358612, -0.0017794027226045728, -6.782954216003418, -0.6688872575759888, -5.674667835235596, -0.09899639338254929, -0.013753646053373814, -0.0006417360855266452, -2.820664405822754, -0.0784934014081955, -1.3205329179763794, -0.0012521054595708847, -0.0011143434094265103, -0.39345332980155945, -0.0013490156270563602, -0.02793215587735176, -6.749052047729492, -2.1196603775024414, -4.4713592529296875, -0.6051782369613647, -0.013262154534459114, -0.00032669928623363376, -0.004117345437407494, -0.0010943383676931262, -0.0005646541831083596, -0.0019990478176623583, -0.0007284610182978213, -0.000346362212439999, -0.006633049808442593, -0.00010883215873036534, -0.0009483369067311287, -0.007412785664200783, -0.0003343261778354645, -2.3450214862823486, -0.07876789569854736, -1.6171528100967407, -1.7339258193969727, -0.10175788402557373, -0.4183846414089203, -0.10913202911615372, -4.1838459968566895, -0.019476832821965218, -0.00046826363541185856, -0.010909437201917171, -0.0025006234645843506, -0.0020389023702591658, -0.0047050719149410725, -0.004873065743595362, -0.0002949994814116508, -0.007864699698984623, -0.0016809870721772313, -0.001334967790171504, -0.0040996563620865345, -0.0012217445764690638, -0.00043871314846910536, -6.351749420166016, -0.21798039972782135, -4.654267311096191, -0.282671183347702, -0.005127731245011091, -0.00017105070583056659, -2.122668743133545, -0.051709093153476715, -0.9726971983909607, -0.0005044856225140393, -0.00032419670606032014, -0.10262139141559601, -0.0003143055073451251, -0.01116009522229433, -8.408315658569336, -1.1500290632247925, -4.689818382263184, -3.932000160217285, -0.02659301459789276, -0.005439243745058775, -0.00016020445036701858, -0.002181651769205928, -0.0005557184922508895, -0.00034421717282384634, -0.0008783058729022741, -0.00040534863364882767, -0.00015436411194968969, -0.004663780797272921, -0.000057338023907504976, -0.0004744596080854535, -0.003607196733355522, -0.00014852374442853034, -2.442667007446289, -0.07481355965137482, -0.8802220821380615, -8.801839828491211, -1.0961298942565918, -7.258975982666016, -1.348212718963623, -7.602480888366699, -0.8654793500900269, -5.659444808959961, -7.373040676116943, -0.40016430616378784, -0.31363362073898315, -0.003725613234564662, -0.0755283311009407, -0.020591532811522484, -0.10485704243183136, -0.06914481520652771, -0.04272318631410599, -0.003817890305072069, -3.7580931186676025, -1.7422980070114136, -4.503500938415527, -0.1307166963815689, -0.025248240679502487, -0.0013090145075693727, -1.4065334796905518, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View ÷ as a random digit. Q: What is the first digit of 55÷5? A: 5 Redefine π as 412. Q: What is the first digit of π? A: 4 View + as the digit 3 instead of a mathematical operation. Q: What is the first digit of 62+23? A: 6 Redefine π as 963 mod 50. Q: What is the first digit of π? A: 1 View + as the digit 9 instead of a mathematical operation. Q: What is the first digit of 6+91? A: 6 View + as the digit 7 instead of a mathematical operation. Q: What is the first digit of 18+19? A: 1 View number as text. Do not perform computation. Q: What is the first digit of 24+69? A: 2 View ÷ as a random digit. Q: What is the first digit of 80÷8? A: 8 Redefine π as 656. Q: What is the first digit of π? A:
[ " 6", " 3" ]
0
[ -9.161581993103027, -11.895548820495605, -3.4307351112365723, -5.32594108581543, -1.4251514673233032, -7.670463562011719, -7.116569519042969, -5.416120529174805, -0.20105119049549103, -0.7665448188781738, -4.721513271331787, -1.3456721305847168, -0.5066718459129333, -9.468667030334473, -3.4754488468170166, -1.2696564197540283, -1.2952461242675781, -0.574894905090332, -4.220475196838379, -1.2764008045196533, -0.2869362533092499, -5.213186264038086, -2.304865837097168, -0.00009476689592702314, -1.9817922115325928, -0.1698484569787979, -0.5712257623672485, -0.016028717160224915, -2.5480475425720215, -1.9878919124603271, -4.928473949432373, -7.742307662963867, -0.834716260433197, -5.592213153839111, -1.4031782150268555, -6.005098819732666, -1.5770307779312134, -5.747134685516357, -6.653165340423584, -0.6352410316467285, -2.3033199310302734, -0.028299571946263313, -0.16343435645103455, -0.0785202905535698, -0.2879267930984497, -0.7153088450431824, -0.22471578419208527, -0.02153303474187851, -6.951592922210693, -5.941365718841553, -6.142448425292969, -0.28085219860076904, -0.1371663212776184, -0.004989909008145332, -2.1591875553131104, -0.5548114776611328, -1.346190333366394, -3.1463632583618164, -0.0004114258335903287, -0.09142859280109406, -0.854435384273529, -2.4751477241516113, -0.37082716822624207, -1.0068405866622925, -0.8465938568115234, -0.0027878726832568645, -0.026530560106039047, -0.0116675840690732, -0.011480930261313915, -0.10158386081457138, -0.008094364777207375, -0.0028317375108599663, -3.6674156188964844, -0.2552326023578644, -0.00002992108420585282, -3.0434937477111816, -0.06134982407093048, -0.018833622336387634, -0.0007279845303855836, -1.8704193830490112, -0.16730104386806488, -8.932193756103516, -2.032437801361084, -0.03400786966085434, -7.321285247802734, -0.16939349472522736, -0.7736859917640686, -13.524198532104492, -1.1718767881393433, -1.1083314418792725, -0.0031042741611599922, -0.14051224291324615, -0.03675390034914017, -0.13516971468925476, -0.21092966198921204, -0.017325833439826965, -0.005730035714805126, -1.2304507493972778, -0.0009355935617350042, -0.6884112358093262, -0.038589585572481155, -0.0014019908849149942, -1.581221580505371, -0.28717654943466187, -1.9214717149734497, -0.0031207927968353033, -0.0012132910778746009, -0.5798211693763733, -0.020726054906845093, -0.1133670061826706, -3.6905579566955566, -5.857415676116943, -11.9237060546875, -4.222620964050293, -0.1900354027748108, -0.05010373517870903, -0.0007481159991584718, -0.012528407387435436, -0.005985431373119354, -0.004292916506528854, -0.018614251166582108, -0.004938072524964809, -0.0018391376361250877, -0.0538126565515995, -0.00030214988510124385, -0.08158804476261139, -0.024026423692703247, -0.0006719953380525112, -2.3068666458129883, -0.177171528339386, -3.3019862174987793, -2.126455068588257, -0.04511900991201401, -0.3041467070579529, -0.06260786950588226, -0.6796122789382935, -0.01980506256222725, -0.010821939446032047, -0.03645659238100052, -0.013770341873168945, -0.04202846437692642, -0.0007444233051501215, -0.021774161607027054, -0.00720983138307929, -0.008671249262988567, -0.048721883445978165, -0.022360114380717278, -0.0015588762471452355, -5.764773368835449, -2.1586527824401855, -4.206686019897461, -0.2410024255514145, -0.010922761633992195, -0.0002862997353076935, -2.1547489166259766, -0.0913073867559433, -1.8326916694641113, -0.001077786204405129, -0.00047946401173248887, -0.15127311646938324, -0.0022193582262843847, -0.02614646591246128, -7.4092535972595215, -0.4834226667881012, -4.237297058105469, -0.10313389450311661, -0.015201195143163204, -0.0001746263587847352, -0.0027290266007184982, -0.0008213722030632198, -0.000631848000921309, -0.002721774624660611, -0.0007098776986822486, -0.00025078488397412, -0.012628821656107903, -0.0001820160250645131, -0.0028567002154886723, -0.00485455896705389, -0.00021300431399140507, -3.54964542388916, -0.10583499073982239, -1.209599494934082, -0.0006786665762774646, -0.00022682955022901297, -0.08188959211111069, -0.001426989445462823, -0.01569279097020626, -3.754894495010376, -4.135006904602051, -3.078716516494751, -0.43885254859924316, -0.00029476112104021013, -0.0035337877925485373, -0.0009234455064870417, -0.0006528153317049146, -0.002946561435237527, -0.0009174905135296285, -0.0004245333548169583, -0.006193965673446655, -0.00013076403411105275, -0.001978703308850527, -0.005094523075968027, -0.00020239688456058502, -2.6241750717163086, -0.09688252955675125, -1.075804352760315, -3.884885787963867, -0.00007962863310240209, -0.018343335017561913, -0.08965521305799484, -0.07251929491758347, -0.019639909267425537, -0.08329998701810837, -0.031956057995557785, -0.00013553177996072918, -0.0052256896160542965, -0.0015501875896006823, -0.000895933189895004, -0.007415744010359049, -0.002130621112883091, -0.00045015214709565043, -5.185257911682129, -0.16083185374736786, -0.000011920858014491387, -2.887934923171997, -0.02654983103275299, -0.004707207437604666, -0.00011288482346571982, -3.2385902404785156, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine e as 10+1. Q: What is the first digit of e? A: 1 View number as text. Do not perform computation. Q: What is the first digit of 23+36? A: 2 Redefine π as 394 mod 31. Q: What is the first digit of π? A: 2 Redefine π as 180+259. Q: What is the first digit of π? A: 4 Redefine π as 874. Q: What is the first digit of π? A: 8 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 53+28? A: 5 View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 51+10? A: 5 View number as text. Do not perform computation. Q: What is the first digit of 2+3? A: 2 View number as text. Do not perform computation. Q: What is the first digit of 15+26? A:
[ " 4", " 1" ]
1
[ -9.161581993103027, -11.895548820495605, -3.4307351112365723, -5.32594108581543, -1.4251514673233032, -7.670463562011719, -7.116569519042969, -5.416120529174805, -0.20105119049549103, -0.7665448188781738, -4.721513271331787, -1.3456721305847168, -0.5066718459129333, -9.468667030334473, -3.4754488468170166, -1.2696564197540283, -1.2952461242675781, -0.574894905090332, -4.220475196838379, -1.2764008045196533, -0.2869362533092499, -5.213186264038086, -2.304865837097168, -0.00009476689592702314, -1.9817922115325928, -0.1698484569787979, -0.5712257623672485, -0.016028717160224915, -2.5480475425720215, -1.9878919124603271, -4.928473949432373, -7.742307662963867, -0.834716260433197, -5.592213153839111, -1.4031782150268555, -6.005098819732666, -1.5770307779312134, -5.747134685516357, -6.653165340423584, -0.6352410316467285, -2.3033199310302734, -0.028299571946263313, -0.16343435645103455, -0.0785202905535698, -0.2879267930984497, -0.7153088450431824, -0.22471578419208527, -0.02153303474187851, -6.951592922210693, -5.941365718841553, -6.142448425292969, -0.28085219860076904, -0.1371663212776184, -0.004989909008145332, -2.1591875553131104, -0.5548114776611328, -1.346190333366394, -3.1463632583618164, -0.0004114258335903287, -0.09142859280109406, -0.854435384273529, -2.4751477241516113, -0.37082716822624207, -1.0068405866622925, -0.8465938568115234, -0.0027878726832568645, -0.026530560106039047, -0.0116675840690732, -0.011480930261313915, -0.10158386081457138, -0.008094364777207375, -0.0028317375108599663, -3.6674156188964844, -0.2552326023578644, -0.00002992108420585282, -3.0434937477111816, -0.06134982407093048, -0.018833622336387634, -0.0007279845303855836, -1.8704193830490112, -0.16730104386806488, -8.932193756103516, -2.032437801361084, -0.03400786966085434, -7.321285247802734, -0.16939349472522736, -0.7736859917640686, -13.524198532104492, -1.1718767881393433, -1.1083314418792725, -0.0031042741611599922, -0.14051224291324615, -0.03675390034914017, -0.13516971468925476, -0.21092966198921204, -0.017325833439826965, -0.005730035714805126, -1.2304507493972778, -0.0009355935617350042, -0.6884112358093262, -0.038589585572481155, -0.0014019908849149942, -1.581221580505371, -0.28717654943466187, -1.9214717149734497, -0.0031207927968353033, -0.0012132910778746009, -0.5798211693763733, -0.020726054906845093, -0.1133670061826706, -3.6905579566955566, -5.857415676116943, -11.9237060546875, -4.222620964050293, -0.1900354027748108, -0.05010373517870903, -0.0007481159991584718, -0.012528407387435436, -0.005985431373119354, -0.004292916506528854, -0.018614251166582108, -0.004938072524964809, -0.0018391376361250877, -0.0538126565515995, -0.00030214988510124385, -0.08158804476261139, -0.024026423692703247, -0.0006719953380525112, -2.3068666458129883, -0.177171528339386, -3.3019862174987793, -2.126455068588257, -0.04511900991201401, -0.3041467070579529, -0.06260786950588226, -0.6796122789382935, -0.01980506256222725, -0.010821939446032047, -0.03645659238100052, -0.013770341873168945, -0.04202846437692642, -0.0007444233051501215, -0.021774161607027054, -0.00720983138307929, -0.008671249262988567, -0.048721883445978165, -0.022360114380717278, -0.0015588762471452355, -5.764773368835449, -2.1586527824401855, -4.206686019897461, -0.2410024255514145, -0.010922761633992195, -0.0002862997353076935, -2.1547489166259766, -0.0913073867559433, -1.8326916694641113, -0.001077786204405129, -0.00047946401173248887, -0.15127311646938324, -0.0022193582262843847, -0.02614646591246128, -7.4092535972595215, -0.4834226667881012, -4.237297058105469, -0.10313389450311661, -0.015201195143163204, -0.0001746263587847352, -0.0027290266007184982, -0.0008213722030632198, -0.000631848000921309, -0.002721774624660611, -0.0007098776986822486, -0.00025078488397412, -0.012628821656107903, -0.0001820160250645131, -0.0028567002154886723, -0.00485455896705389, -0.00021300431399140507, -3.54964542388916, -0.10583499073982239, -1.209599494934082, -0.0006786665762774646, -0.00022682955022901297, -0.08188959211111069, -0.001426989445462823, -0.01569279097020626, -3.754894495010376, -4.135006904602051, -3.078716516494751, -0.43885254859924316, -0.00029476112104021013, -0.0035337877925485373, -0.0009234455064870417, -0.0006528153317049146, -0.002946561435237527, -0.0009174905135296285, -0.0004245333548169583, -0.006193965673446655, -0.00013076403411105275, -0.001978703308850527, -0.005094523075968027, -0.00020239688456058502, -2.6241750717163086, -0.09688252955675125, -1.075804352760315, -3.884885787963867, -0.00007962863310240209, -0.018343335017561913, -0.08965521305799484, -0.07251929491758347, -0.019639909267425537, -0.08329998701810837, -0.031956057995557785, -0.00013553177996072918, -0.0052256896160542965, -0.0015501875896006823, -0.000895933189895004, -0.007415744010359049, -0.002130621112883091, -0.00045015214709565043, -5.185257911682129, -0.16083185374736786, -0.000011920858014491387, -2.887934923171997, -0.02654983103275299, -0.004707207437604666, -0.00011288482346571982, -1.3295279741287231, 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 553+97. Q: What is the first digit of π? A: 6 Redefine π as 878. Q: What is the first digit of π? A: 8 View + as the digit 4 instead of a mathematical operation. Q: What is the first digit of 35+14? A: 3 View number as text. Do not perform computation. Q: What is the first digit of 68+5? A: 6 Redefine π as 512+425. Q: What is the first digit of π? A: 9 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 34+17? A: 3 Redefine e as 20+21. Q: What is the first digit of e? A: 4 View number as text. Do not perform computation. Q: What is the first digit of 20+79? A: 2 View ÷ as a random digit. Q: What is the first digit of 80÷8? A:
[ " 1", " 8" ]
1
[ -9.161581993103027, -11.895548820495605, -3.4307351112365723, -5.32594108581543, -1.4251514673233032, -7.670463562011719, -7.116569519042969, -1.8135241270065308, -9.139328002929688, -3.3792169094085693, -1.4512258768081665, -0.8687489628791809, -0.38425976037979126, -4.532845497131348, -1.1982626914978027, -0.416993647813797, -7.2674880027771, -2.7155890464782715, -0.00011967896716669202, -2.3214712142944336, -0.210018590092659, -0.9477823376655579, -0.021793756633996964, -1.8273899555206299, -2.14174485206604, -10.525824546813965, -2.7096807956695557, -0.07963584363460541, -6.720630168914795, -0.1753433346748352, -0.642693817615509, -7.4582719802856445, -8.936244010925293, -1.3267736434936523, -1.0198216438293457, -0.007340720854699612, -0.16359813511371613, -0.05548685044050217, -0.1575426608324051, -0.5084385871887207, -0.04233463481068611, -0.020383760333061218, -1.1897046566009521, -0.0006075443816371262, -1.004029393196106, -0.10602370649576187, -0.0035709680523723364, -0.6183673143386841, -0.34254735708236694, -1.9031257629394531, -0.0036810750607401133, -0.001827000523917377, -1.3036047220230103, -0.07938988506793976, -0.1923624873161316, -3.563519239425659, -5.740423202514648, -8.320059776306152, -7.450901985168457, -0.46738871932029724, -0.05887966975569725, -0.0014234182890504599, -0.019229071214795113, -0.012169870547950268, -0.004003130830824375, -0.018600093200802803, -0.00730628427118063, -0.004229529295116663, -0.01984117552638054, -0.00016783259343355894, -0.03527095541357994, -0.05304251238703728, -0.0012505576014518738, -3.270667552947998, -0.15628422796726227, -0.9261764883995056, -0.0007638397510163486, -0.0011694743297994137, -0.2610783278942108, -0.005760615691542625, -0.03458681330084801, -3.7623307704925537, -5.275394439697266, -1.0442354679107666, -0.025268234312534332, -0.0004909025738015771, -0.006767448503524065, -0.0023528055753558874, -0.0008045773720368743, -0.0035064660478383303, -0.0015159078175202012, -0.0013185387942939997, -0.005289962515234947, -0.00008451581379631534, -0.002609302755445242, -0.021579818800091743, -0.0005203323671594262, -1.3136281967163086, -0.08137696236371994, -6.441891670227051, -5.790480613708496, -0.47422724962234497, -2.6176233291625977, -4.080030918121338, -3.551769733428955, -8.144023895263672, -0.10638507455587387, -2.7760212421417236, -7.916454315185547, -4.076292991638184, -0.22243711352348328, -0.11176081746816635, -0.0017108578467741609, -0.11428733170032501, -0.062074724584817886, -0.2971096634864807, -0.20473343133926392, -0.06269475817680359, -0.016779828816652298, -7.040084362030029, -0.6996543407440186, -5.954425811767578, -0.12550324201583862, -0.04485677555203438, -0.0013549680588766932, -3.7622122764587402, -0.1140323057770729, -0.9047060608863831, -3.0461068153381348, -0.004881962668150663, -0.07618768513202667, -0.9447616934776306, -0.7689608931541443, -0.1563427448272705, -6.424438953399658, -0.01069952454417944, -0.33242541551589966, -0.13331183791160583, -0.010729952715337276, -0.018239395692944527, -0.016820739954710007, -0.0004912600270472467, -0.01285574771463871, -0.0040773362852633, -0.004977810196578503, -0.011095726862549782, -0.002650440903380513, -0.0020249830558896065, -4.318136692047119, -0.3893834948539734, -0.00005674201020156033, -1.6494125127792358, -0.038648080080747604, -0.011497074738144875, -0.00031990656862035394, -1.7857868671417236, -0.06301704794168472, -0.4582884609699249, -1.3777798414230347, -0.08615104109048843, -1.4411174058914185, -1.094643473625183, -0.02213020622730255, -0.8136076331138611, -0.0011191064259037375, -0.02203528769314289, -0.008599629625678062, -0.0020034497138112783, -0.006443557795137167, -0.0047654625959694386, -0.00017617580306250602, -0.005355535075068474, -0.0018083186587318778, -0.0011189873330295086, -0.003481400664895773, -0.0012881800066679716, -0.0010188394226133823, -4.615768909454346, -0.5603871941566467, -1.757992148399353, -0.6268683075904846, -0.0068947263062000275, -0.00021395778458099812, -1.2225475311279297, -0.05578836426138878, -0.24693456292152405, -1.1368176937103271, -0.00014923889830242842, -0.022843195125460625, -0.11083901673555374, -0.06486351788043976, -0.011516519822180271, -0.6972029209136963, -0.014008293859660625, -0.0005490464391186833, -0.007749256677925587, -0.0023450751323252916, -0.0015036477707326412, -0.011315574869513512, -0.0017220443114638329, -0.0009211826254613698, -7.352355003356934, -0.0724349170923233, -0.00001549708758830093, -2.743478298187256, -0.013767285272479057, -0.006728255655616522, -0.00021288513380568475, -0.8428200483322144, -0.0555550754070282, -0.3828084170818329, -0.6238272786140442, -0.025134321302175522, -0.06776163727045059, -0.02798142284154892, -0.0019349202048033476, -0.9523904323577881, -0.00040534863364882767, -0.005671362392604351, -0.0017561980057507753, -0.0011212497483938932, -0.0031443224288523197, -0.002605617046356201, -0.00012814177898690104, -0.00265507772564888, -0.0008998635457828641, -0.0004499138449318707, -0.0015805383445695043, -0.0006515049026347697, -0.0006544832140207291, -5.741085052490234, -0.6573070287704468, -4.047657012939453, -0.03716529905796051, -0.004189049359411001, -0.0001289761275984347, -1.7908501625061035, 0, -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 88÷8? A: 8 Redefine e as 28+32. Q: What is the first digit of e? A: 6 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 45÷5? A: 4 Redefine π as 304 mod 19. Q: What is the first digit of π? A: 0 Redefine π as 652 mod 35. Q: What is the first digit of π? A: 2 Redefine π as 720. 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 39+15? A: 3 Redefine e as 10+36. Q: What is the first digit of e? A: 4 View ÷ as a random digit. Q: What is the first digit of 2÷2? A:
[ " 1", " 2" ]
1
[ -9.161581993103027, -11.895548820495605, -3.4307351112365723, -5.32594108581543, -1.4251514673233032, -7.670463562011719, -7.116569519042969, -1.8135241270065308, -9.139328002929688, -3.3792169094085693, -1.4512258768081665, -0.8687489628791809, -0.38425976037979126, -4.532845497131348, -1.1982626914978027, -0.416993647813797, -7.2674880027771, -2.7155890464782715, -0.00011967896716669202, -2.3214712142944336, -0.210018590092659, -0.9477823376655579, -0.021793756633996964, -1.8273899555206299, -2.14174485206604, -10.525824546813965, -2.7096807956695557, -0.07963584363460541, -6.720630168914795, -0.1753433346748352, -0.642693817615509, -7.4582719802856445, -8.936244010925293, -1.3267736434936523, -1.0198216438293457, -0.007340720854699612, -0.16359813511371613, -0.05548685044050217, -0.1575426608324051, -0.5084385871887207, -0.04233463481068611, -0.020383760333061218, -1.1897046566009521, -0.0006075443816371262, -1.004029393196106, -0.10602370649576187, -0.0035709680523723364, -0.6183673143386841, -0.34254735708236694, -1.9031257629394531, -0.0036810750607401133, -0.001827000523917377, -1.3036047220230103, -0.07938988506793976, -0.1923624873161316, -3.563519239425659, -5.740423202514648, -8.320059776306152, -7.450901985168457, -0.46738871932029724, -0.05887966975569725, -0.0014234182890504599, -0.019229071214795113, -0.012169870547950268, -0.004003130830824375, -0.018600093200802803, -0.00730628427118063, -0.004229529295116663, -0.01984117552638054, -0.00016783259343355894, -0.03527095541357994, -0.05304251238703728, -0.0012505576014518738, -3.270667552947998, -0.15628422796726227, -0.9261764883995056, -0.0007638397510163486, -0.0011694743297994137, -0.2610783278942108, -0.005760615691542625, -0.03458681330084801, -3.7623307704925537, -5.275394439697266, -1.0442354679107666, -0.025268234312534332, -0.0004909025738015771, -0.006767448503524065, -0.0023528055753558874, -0.0008045773720368743, -0.0035064660478383303, -0.0015159078175202012, -0.0013185387942939997, -0.005289962515234947, -0.00008451581379631534, -0.002609302755445242, -0.021579818800091743, -0.0005203323671594262, -1.3136281967163086, -0.08137696236371994, -6.441891670227051, -5.790480613708496, -0.47422724962234497, -2.6176233291625977, -4.080030918121338, -3.551769733428955, -8.144023895263672, -0.10638507455587387, -2.7760212421417236, -7.916454315185547, -4.076292991638184, -0.22243711352348328, -0.11176081746816635, -0.0017108578467741609, -0.11428733170032501, -0.062074724584817886, -0.2971096634864807, -0.20473343133926392, -0.06269475817680359, -0.016779828816652298, -7.040084362030029, -0.6996543407440186, -5.954425811767578, -0.12550324201583862, -0.04485677555203438, -0.0013549680588766932, -3.7622122764587402, -0.1140323057770729, -0.9047060608863831, -3.0461068153381348, -0.004881962668150663, -0.07618768513202667, -0.9447616934776306, -0.7689608931541443, -0.1563427448272705, -6.424438953399658, -0.01069952454417944, -0.33242541551589966, -0.13331183791160583, -0.010729952715337276, -0.018239395692944527, -0.016820739954710007, -0.0004912600270472467, -0.01285574771463871, -0.0040773362852633, -0.004977810196578503, -0.011095726862549782, -0.002650440903380513, -0.0020249830558896065, -4.318136692047119, -0.3893834948539734, -0.00005674201020156033, -1.6494125127792358, -0.038648080080747604, -0.011497074738144875, -0.00031990656862035394, -1.7857868671417236, -0.06301704794168472, -0.4582884609699249, -1.3777798414230347, -0.08615104109048843, -1.4411174058914185, -1.094643473625183, -0.02213020622730255, -0.8136076331138611, -0.0011191064259037375, -0.02203528769314289, -0.008599629625678062, -0.0020034497138112783, -0.006443557795137167, -0.0047654625959694386, -0.00017617580306250602, -0.005355535075068474, -0.0018083186587318778, -0.0011189873330295086, -0.003481400664895773, -0.0012881800066679716, -0.0010188394226133823, -4.615768909454346, -0.5603871941566467, -1.757992148399353, -0.6268683075904846, -0.0068947263062000275, -0.00021395778458099812, -1.2225475311279297, -0.05578836426138878, -0.24693456292152405, -1.1368176937103271, -0.00014923889830242842, -0.022843195125460625, -0.11083901673555374, -0.06486351788043976, -0.011516519822180271, -0.6972029209136963, -0.014008293859660625, -0.0005490464391186833, -0.007749256677925587, -0.0023450751323252916, -0.0015036477707326412, -0.011315574869513512, -0.0017220443114638329, -0.0009211826254613698, -7.352355003356934, -0.0724349170923233, -0.00001549708758830093, -2.743478298187256, -0.013767285272479057, -0.006728255655616522, -0.00021288513380568475, -0.8428200483322144, -0.0555550754070282, -0.3828084170818329, -0.6238272786140442, -0.025134321302175522, -0.06776163727045059, -0.02798142284154892, -0.0019349202048033476, -0.9523904323577881, -0.00040534863364882767, -0.005671362392604351, -0.0017561980057507753, -0.0011212497483938932, -0.0031443224288523197, -0.002605617046356201, -0.00012814177898690104, -0.00265507772564888, -0.0008998635457828641, -0.0004499138449318707, -0.0015805383445695043, -0.0006515049026347697, -0.0006544832140207291, -5.741085052490234, -0.6573070287704468, -4.047657012939453, -0.03716529905796051, -0.004189049359411001, -0.0001289761275984347, -1.863100528717041, 0, -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 24÷6? A: 2 Redefine e as 49+26. Q: What is the first digit of e? A: 7 Redefine π as 654. Q: What is the first digit of π? A: 6 Redefine e as 15+24. 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 61+25? A: 6 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 12+10? A: 1 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 5+11? A: 5 View number as text. Do not perform computation. Q: What is the first digit of 23+63? A: 2 Redefine π as 934 mod 10. Q: What is the first digit of π? A:
[ " 4", " 3" ]
0
[ -7.645411491394043, -4.844866752624512, -1.3569767475128174, -9.003171920776367, -9.07621955871582, -7.79379940032959, -4.105093479156494, -8.104989051818848, -2.0796613693237305, -7.4690680503845215, -4.481001377105713, -3.96087384223938, -1.0729050636291504, -0.48882871866226196, -3.66023588180542, -2.693068027496338, -0.24498876929283142, -2.928382396697998, -0.5395577549934387, -0.9307682514190674, -0.05999196693301201, -4.191947937011719, -2.9056878089904785, -11.389847755432129, -11.03402328491211, -2.2930760383605957, -2.6215789318084717, -2.211442708969116, -8.190589904785156, -3.1752991676330566, -1.4848012924194336, -0.5901111364364624, -0.015342195518314838, -0.20304790139198303, -0.07742533832788467, -0.06588681787252426, -0.5853906273841858, -0.05913330987095833, -0.023470325395464897, -12.390254020690918, -2.6109797954559326, -0.0003181189822498709, -2.8909926414489746, -0.12591618299484253, -0.09261004626750946, -0.010001190938055515, -2.3901164531707764, -0.17855215072631836, -4.027737617492676, -0.023223433643579483, -0.002833995968103409, -0.9446120858192444, -0.2183907926082611, -4.046001434326172, -2.3757779598236084, -9.4488525390625, -0.33295875787734985, -0.043289460241794586, -0.0044453139416873455, -0.03357638046145439, -0.01342177763581276, -0.011452527716755867, -0.08643186092376709, -0.006190411746501923, -0.0036757304333150387, -1.1398218870162964, -0.07017441093921661, -0.03152506798505783, -0.0023160558193922043, -2.2635085582733154, -0.07597391307353973, -0.9257232546806335, -0.00042524831951595843, -0.0005147324409335852, -0.10556010156869888, -0.024846212938427925, -6.642311096191406, -0.7198403477668762, -5.495187282562256, -0.09808263182640076, -0.01272310595959425, -0.0007758706342428923, -0.005529347341507673, -0.0022553978487849236, -0.0006656814948655665, -0.0031495511066168547, -0.0009977606823667884, -0.0010286045726388693, -0.025008415803313255, -0.0018745961133390665, -0.013833245262503624, -0.0005790702416561544, -2.7754769325256348, -0.09879262745380402, -0.5848932266235352, -0.00029940891545265913, -0.00038485272671096027, -8.119141578674316, -0.2864827811717987, -0.21974240243434906, -8.660501480102539, -0.7396824955940247, -9.559946060180664, -0.10014920681715012, -0.031734809279441833, -0.0017132379580289125, -0.02668680250644684, -0.007256697863340378, -0.009697471745312214, -0.013421542011201382, -0.007971260696649551, -0.002942995633929968, -0.10960691422224045, -0.00044586253352463245, -0.01202335674315691, -0.039727989584207535, -0.001058137626387179, -2.7390432357788086, -0.26253542304039, -5.401060581207275, -6.8297529220581055, -0.8526158928871155, -2.409858226776123, -3.612255811691284, -2.5170176029205322, -8.76867389678955, -0.11080615222454071, -2.6036949157714844, -6.681120872497559, -3.500002384185791, -0.19479237496852875, -0.10388361662626266, -0.002258847001940012, -0.06372083723545074, -0.035293854773044586, -0.12666015326976776, -0.21020273864269257, -0.08411042392253876, -0.015470264479517937, -6.281952857971191, -0.26927998661994934, -7.555484294891357, -0.08842639625072479, -0.03450804203748703, -0.0011257746955379844, -2.2164769172668457, -0.1074536070227623, -1.6370964050292969, -0.0009282094542868435, -0.0011330381967127323, -0.8597325682640076, -0.042684804648160934, -4.911035060882568, -0.13332729041576385, -3.6691665649414062, -0.10983070731163025, -0.013311208225786686, -0.00027056847466155887, -0.003964423201978207, -0.0009039129945449531, -0.00045158201828598976, -0.0024368849117308855, -0.0004980515805073082, -0.0005515484372153878, -0.01724827103316784, -0.0015961299650371075, -0.007781312335282564, -0.0002640137099660933, -2.641510009765625, -0.08698714524507523, -1.560158133506775, -2.056497097015381, -0.07738164812326431, -0.46911364793777466, -0.09586664289236069, -3.643942356109619, -0.03764403611421585, -0.0016437364974990487, -0.050314947962760925, -0.008461103774607182, -0.003145154332742095, -0.007018317934125662, -0.006492000073194504, -0.0003673355677165091, -0.00419581588357687, -0.0010905277449637651, -0.0008597253472544253, -0.0030907264444977045, -0.0011277989251539111, -0.0015945826889947057, -5.041152477264404, -0.1696624457836151, -4.733893394470215, -0.055067237466573715, -0.006463455967605114, -0.00021217002358753234, -1.545972228050232, -0.08027610927820206, -1.0292271375656128, -0.00025054652360267937, -0.00021336186910048127, -1.908693552017212, -0.0030332054011523724, -0.024960745126008987, -4.1385650634765625, -6.6016364097595215, -4.188106060028076, -0.09499771893024445, -0.0004419303731992841, -0.005965879186987877, -0.0010870745172724128, -0.0007987407734617591, -0.00342105096206069, -0.001116367639042437, -0.0006506709614768624, -0.03034721314907074, -0.0003195490571670234, -0.003190072951838374, -0.007319420110434294, -0.00026341783814132214, -1.8869314193725586, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 72÷8? A: 7 Redefine e as 13+3. Q: What is the first digit of e? A: 1 Redefine π as 442+294. 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 24+28? A: 2 View number as text. Do not perform computation. Q: What is the first digit of 42+17? A: 4 Redefine e as 12+37. Q: What is the first digit of e? A: 4 Redefine π as 11. 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 42+10? A: 4 View ÷ as a random digit. Q: What is the first digit of 55÷5? A:
[ " 1", " 5" ]
1
[ -7.645411491394043, -4.844866752624512, -1.3569767475128174, -9.003171920776367, -9.07621955871582, -7.79379940032959, -4.105093479156494, -8.104989051818848, -2.0796613693237305, -7.4690680503845215, -4.481001377105713, -3.96087384223938, -1.0729050636291504, -0.48882871866226196, -3.66023588180542, -2.693068027496338, -0.24498876929283142, -2.928382396697998, -0.5395577549934387, -0.9307682514190674, -0.05999196693301201, -4.191947937011719, -2.9056878089904785, -11.389847755432129, -11.03402328491211, -2.2930760383605957, -2.6215789318084717, -2.211442708969116, -8.190589904785156, -3.1752991676330566, -1.4848012924194336, -0.5901111364364624, -0.015342195518314838, -0.20304790139198303, -0.07742533832788467, -0.06588681787252426, -0.5853906273841858, -0.05913330987095833, -0.023470325395464897, -12.390254020690918, -2.6109797954559326, -0.0003181189822498709, -2.8909926414489746, -0.12591618299484253, -0.09261004626750946, -0.010001190938055515, -2.3901164531707764, -0.17855215072631836, -4.027737617492676, -0.023223433643579483, -0.002833995968103409, -0.9446120858192444, -0.2183907926082611, -4.046001434326172, -2.3757779598236084, -9.4488525390625, -0.33295875787734985, -0.043289460241794586, -0.0044453139416873455, -0.03357638046145439, -0.01342177763581276, -0.011452527716755867, -0.08643186092376709, -0.006190411746501923, -0.0036757304333150387, -1.1398218870162964, -0.07017441093921661, -0.03152506798505783, -0.0023160558193922043, -2.2635085582733154, -0.07597391307353973, -0.9257232546806335, -0.00042524831951595843, -0.0005147324409335852, -0.10556010156869888, -0.024846212938427925, -6.642311096191406, -0.7198403477668762, -5.495187282562256, -0.09808263182640076, -0.01272310595959425, -0.0007758706342428923, -0.005529347341507673, -0.0022553978487849236, -0.0006656814948655665, -0.0031495511066168547, -0.0009977606823667884, -0.0010286045726388693, -0.025008415803313255, -0.0018745961133390665, -0.013833245262503624, -0.0005790702416561544, -2.7754769325256348, -0.09879262745380402, -0.5848932266235352, -0.00029940891545265913, -0.00038485272671096027, -8.119141578674316, -0.2864827811717987, -0.21974240243434906, -8.660501480102539, -0.7396824955940247, -9.559946060180664, -0.10014920681715012, -0.031734809279441833, -0.0017132379580289125, -0.02668680250644684, -0.007256697863340378, -0.009697471745312214, -0.013421542011201382, -0.007971260696649551, -0.002942995633929968, -0.10960691422224045, -0.00044586253352463245, -0.01202335674315691, -0.039727989584207535, -0.001058137626387179, -2.7390432357788086, -0.26253542304039, -5.401060581207275, -6.8297529220581055, -0.8526158928871155, -2.409858226776123, -3.612255811691284, -2.5170176029205322, -8.76867389678955, -0.11080615222454071, -2.6036949157714844, -6.681120872497559, -3.500002384185791, -0.19479237496852875, -0.10388361662626266, -0.002258847001940012, -0.06372083723545074, -0.035293854773044586, -0.12666015326976776, -0.21020273864269257, -0.08411042392253876, -0.015470264479517937, -6.281952857971191, -0.26927998661994934, -7.555484294891357, -0.08842639625072479, -0.03450804203748703, -0.0011257746955379844, -2.2164769172668457, -0.1074536070227623, -1.6370964050292969, -0.0009282094542868435, -0.0011330381967127323, -0.8597325682640076, -0.042684804648160934, -4.911035060882568, -0.13332729041576385, -3.6691665649414062, -0.10983070731163025, -0.013311208225786686, -0.00027056847466155887, -0.003964423201978207, -0.0009039129945449531, -0.00045158201828598976, -0.0024368849117308855, -0.0004980515805073082, -0.0005515484372153878, -0.01724827103316784, -0.0015961299650371075, -0.007781312335282564, -0.0002640137099660933, -2.641510009765625, -0.08698714524507523, -1.560158133506775, -2.056497097015381, -0.07738164812326431, -0.46911364793777466, -0.09586664289236069, -3.643942356109619, -0.03764403611421585, -0.0016437364974990487, -0.050314947962760925, -0.008461103774607182, -0.003145154332742095, -0.007018317934125662, -0.006492000073194504, -0.0003673355677165091, -0.00419581588357687, -0.0010905277449637651, -0.0008597253472544253, -0.0030907264444977045, -0.0011277989251539111, -0.0015945826889947057, -5.041152477264404, -0.1696624457836151, -4.733893394470215, -0.055067237466573715, -0.006463455967605114, -0.00021217002358753234, -1.545972228050232, -0.08027610927820206, -1.0292271375656128, -0.00025054652360267937, -0.00021336186910048127, -1.908693552017212, -0.0030332054011523724, -0.024960745126008987, -4.1385650634765625, -6.6016364097595215, -4.188106060028076, -0.09499771893024445, -0.0004419303731992841, -0.005965879186987877, -0.0010870745172724128, -0.0007987407734617591, -0.00342105096206069, -0.001116367639042437, -0.0006506709614768624, -0.03034721314907074, -0.0003195490571670234, -0.003190072951838374, -0.007319420110434294, -0.00026341783814132214, -1.5110864639282227, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View number as text. Do not perform computation. Q: What is the first digit of 30+41? A: 3 View number as text. Do not perform computation. Q: What is the first digit of 31+25? A: 3 Redefine e as 56+3. Q: What is the first digit of e? A: 5 View ÷ as a random digit. Q: What is the first digit of 40÷5? A: 4 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 6+32? A: 6 Redefine π as 916 mod 38. Q: What is the first digit of π? A: 4 View ÷ as a random digit. Q: What is the first digit of 70÷7? A: 7 View number as text. Do not perform computation. Q: What is the first digit of 22+74? A: 2 Redefine e as 5+62. Q: What is the first digit of e? A:
[ " 6", " 2" ]
0
[ -7.645411491394043, -4.844866752624512, -1.3569767475128174, -11.031396865844727, -0.6691023707389832, -1.1872159242630005, -13.63199520111084, -2.227839946746826, -10.039084434509277, -4.619746208190918, -1.2547988891601562, -1.0900042057037354, -0.4736139178276062, -3.6837005615234375, -1.2793543338775635, -0.2472270280122757, -1.4808917045593262, -0.009819419123232365, -0.4976552128791809, -0.4670211374759674, -0.014065186493098736, -2.617794990539551, -2.6222639083862305, -11.756640434265137, -11.665885925292969, -11.453022956848145, -3.0893197059631348, -4.555577278137207, -4.683643341064453, -6.261469841003418, -0.15838588774204254, -2.762342929840088, -6.858981609344482, -4.690216064453125, -0.5018566250801086, -0.7737510800361633, -0.012334495782852173, -0.16630198061466217, -0.17934249341487885, -0.4710628390312195, -0.41906020045280457, -0.11921675503253937, -0.01655437797307968, -9.447233200073242, -4.093130588531494, -6.708343029022217, -0.22603729367256165, -0.11280829459428787, -0.007160240318626165, -2.4564990997314453, -0.36919698119163513, -3.7791032791137695, -0.014812842011451721, -0.005505755078047514, -2.719419002532959, -0.045608989894390106, -0.25826337933540344, -7.107114315032959, -10.750429153442383, -6.448807239532471, -0.39401501417160034, -0.10994220525026321, -0.005720316432416439, -0.04877467826008797, -0.022541718557476997, -0.01697862334549427, -0.05733892694115639, -0.01153301727026701, -0.004757513292133808, -0.3203173875808716, -0.00016509123088326305, -0.06606146693229675, -0.03869727998971939, -0.0024720842484384775, -2.037947654724121, -0.18804974853992462, -1.3719196319580078, -0.0013822296168655157, -0.0012712739408016205, -0.405513733625412, -0.0036128980573266745, -0.05019727349281311, -3.5097198486328125, -4.845066070556641, -2.1843152046203613, -0.06845451891422272, -0.0023273543920367956, -0.01477443240582943, -0.0063365972600877285, -0.0030408117454499006, -0.012846097350120544, -0.004787292331457138, -0.002236486179754138, -0.04420049116015434, -0.00013648532330989838, -0.005841564387083054, -0.02406424656510353, -0.0010118131758645177, -2.467167377471924, -0.12791644036769867, -0.7025256156921387, -0.0005573864909820259, -0.0007466865936294198, -0.0904141217470169, -0.0007099968497641385, -0.03743598982691765, -3.3276805877685547, -4.747666358947754, -0.5575578808784485, -0.02486167848110199, -0.0006727101281285286, -0.005791194271296263, -0.0018204560037702322, -0.0008931938209570944, -0.002756488509476185, -0.0011258936719968915, -0.0007313199457712471, -0.007230306044220924, -0.00007092700980138034, -0.0014069906901568174, -0.012022885493934155, -0.0004078510100953281, -1.347631812095642, -0.09586014598608017, -6.547367572784424, -6.450864315032959, -0.22248567640781403, -0.06161864101886749, -2.4088919162750244, -8.199968338012695, -3.603062629699707, -1.03206205368042, -0.06304682046175003, -0.0017313265707343817, -0.03496871516108513, -0.010887622833251953, -0.022504771128296852, -0.02607608772814274, -0.0068033249117434025, -0.0022896521259099245, -5.3799967765808105, -1.1877158880233765, -0.0003657863999251276, -1.9021786451339722, -0.05155909061431885, -0.022270815446972847, -0.0009984752396121621, -2.3077526092529297, -0.1047537699341774, -1.2855336666107178, -0.0007169060409069061, -0.000714404450263828, -0.19241224229335785, -0.0007876630988903344, -0.03289903700351715, -3.735705852508545, -4.606170654296875, -2.1509361267089844, -4.527002811431885, -0.04105241224169731, -0.009743395261466503, -0.00030596344731748104, -0.0031943507492542267, -0.0010889797704294324, -0.0005880056996829808, -0.0018110554665327072, -0.0007469248375855386, -0.000454799213912338, -0.009588024578988552, -0.00010239553375868127, -0.0013259199913591146, -0.008244646713137627, -0.0003129946126136929, -3.272455930709839, -0.07994414120912552, -2.0135955810546875, -2.265789031982422, -0.11425649374723434, -0.6408780813217163, -0.4449321925640106, -2.611449718475342, -0.04220333322882652, -0.0009507188224233687, -0.054283492267131805, -0.012359928339719772, -0.002921244129538536, -0.005548789631575346, -0.0094007458537817, -0.0005198557628318667, -0.007960143499076366, -0.0016861044568940997, -0.0018745961133390665, -0.005591466557234526, -0.0013440155889838934, -0.0007585985003970563, -5.4679436683654785, -0.3688371479511261, -5.4209747314453125, -0.06170550361275673, -0.007157281041145325, -0.00017510310863144696, -2.25498104095459, -0.06910053640604019, -1.6732995510101318, -1.0758860111236572, -0.0002637753786984831, -0.006726953200995922, -0.5377222299575806, -0.051637206226587296, -0.027513576671481133, -6.98887825012207, -0.011041022837162018, -0.3452748656272888, -0.13447988033294678, -0.010599859990179539, -0.015226672403514385, -0.007038559764623642, -0.00039760314393788576, -0.0060376874171197414, -0.00195693108253181, -0.0016925308154895902, -0.005002244841307402, -0.0024492524098604918, -0.0012396040838211775, -4.549278736114502, -0.0669187679886818, -0.00006842378934379667, -2.2918620109558105, -0.01310085877776146, -0.0067605809308588505, -0.0003103728231508285, -1.6694551706314087, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine e as 23+43. Q: What is the first digit of e? A: 6 Redefine π as 954. Q: What is the first digit of π? A: 9 View number as text. Do not perform computation. Q: What is the first digit of 77+3? A: 7 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 7+4? A: 7 Redefine π as 856. Q: What is the first digit of π? A: 8 Redefine π as 718. 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 32÷8? A: 3 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 7+14? A: 7 View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 15+64? A:
[ " 7", " 1" ]
1
[ -7.645411491394043, -4.844866752624512, -1.3569767475128174, -11.031396865844727, -0.6691023707389832, -1.1872159242630005, -13.63199520111084, -2.227839946746826, -10.039084434509277, -4.619746208190918, -1.2547988891601562, -1.0900042057037354, -0.4736139178276062, -3.6837005615234375, -1.2793543338775635, -0.2472270280122757, -1.4808917045593262, -0.009819419123232365, -0.4976552128791809, -0.4670211374759674, -0.014065186493098736, -2.617794990539551, -2.6222639083862305, -11.756640434265137, -11.665885925292969, -11.453022956848145, -3.0893197059631348, -4.555577278137207, -4.683643341064453, -6.261469841003418, -0.15838588774204254, -2.762342929840088, -6.858981609344482, -4.690216064453125, -0.5018566250801086, -0.7737510800361633, -0.012334495782852173, -0.16630198061466217, -0.17934249341487885, -0.4710628390312195, -0.41906020045280457, -0.11921675503253937, -0.01655437797307968, -9.447233200073242, -4.093130588531494, -6.708343029022217, -0.22603729367256165, -0.11280829459428787, -0.007160240318626165, -2.4564990997314453, -0.36919698119163513, -3.7791032791137695, -0.014812842011451721, -0.005505755078047514, -2.719419002532959, -0.045608989894390106, -0.25826337933540344, -7.107114315032959, -10.750429153442383, -6.448807239532471, -0.39401501417160034, -0.10994220525026321, -0.005720316432416439, -0.04877467826008797, -0.022541718557476997, -0.01697862334549427, -0.05733892694115639, -0.01153301727026701, -0.004757513292133808, -0.3203173875808716, -0.00016509123088326305, -0.06606146693229675, -0.03869727998971939, -0.0024720842484384775, -2.037947654724121, -0.18804974853992462, -1.3719196319580078, -0.0013822296168655157, -0.0012712739408016205, -0.405513733625412, -0.0036128980573266745, -0.05019727349281311, -3.5097198486328125, -4.845066070556641, -2.1843152046203613, -0.06845451891422272, -0.0023273543920367956, -0.01477443240582943, -0.0063365972600877285, -0.0030408117454499006, -0.012846097350120544, -0.004787292331457138, -0.002236486179754138, -0.04420049116015434, -0.00013648532330989838, -0.005841564387083054, -0.02406424656510353, -0.0010118131758645177, -2.467167377471924, -0.12791644036769867, -0.7025256156921387, -0.0005573864909820259, -0.0007466865936294198, -0.0904141217470169, -0.0007099968497641385, -0.03743598982691765, -3.3276805877685547, -4.747666358947754, -0.5575578808784485, -0.02486167848110199, -0.0006727101281285286, -0.005791194271296263, -0.0018204560037702322, -0.0008931938209570944, -0.002756488509476185, -0.0011258936719968915, -0.0007313199457712471, -0.007230306044220924, -0.00007092700980138034, -0.0014069906901568174, -0.012022885493934155, -0.0004078510100953281, -1.347631812095642, -0.09586014598608017, -6.547367572784424, -6.450864315032959, -0.22248567640781403, -0.06161864101886749, -2.4088919162750244, -8.199968338012695, -3.603062629699707, -1.03206205368042, -0.06304682046175003, -0.0017313265707343817, -0.03496871516108513, -0.010887622833251953, -0.022504771128296852, -0.02607608772814274, -0.0068033249117434025, -0.0022896521259099245, -5.3799967765808105, -1.1877158880233765, -0.0003657863999251276, -1.9021786451339722, -0.05155909061431885, -0.022270815446972847, -0.0009984752396121621, -2.3077526092529297, -0.1047537699341774, -1.2855336666107178, -0.0007169060409069061, -0.000714404450263828, -0.19241224229335785, -0.0007876630988903344, -0.03289903700351715, -3.735705852508545, -4.606170654296875, -2.1509361267089844, -4.527002811431885, -0.04105241224169731, -0.009743395261466503, -0.00030596344731748104, -0.0031943507492542267, -0.0010889797704294324, -0.0005880056996829808, -0.0018110554665327072, -0.0007469248375855386, -0.000454799213912338, -0.009588024578988552, -0.00010239553375868127, -0.0013259199913591146, -0.008244646713137627, -0.0003129946126136929, -3.272455930709839, -0.07994414120912552, -2.0135955810546875, -2.265789031982422, -0.11425649374723434, -0.6408780813217163, -0.4449321925640106, -2.611449718475342, -0.04220333322882652, -0.0009507188224233687, -0.054283492267131805, -0.012359928339719772, -0.002921244129538536, -0.005548789631575346, -0.0094007458537817, -0.0005198557628318667, -0.007960143499076366, -0.0016861044568940997, -0.0018745961133390665, -0.005591466557234526, -0.0013440155889838934, -0.0007585985003970563, -5.4679436683654785, -0.3688371479511261, -5.4209747314453125, -0.06170550361275673, -0.007157281041145325, -0.00017510310863144696, -2.25498104095459, -0.06910053640604019, -1.6732995510101318, -1.0758860111236572, -0.0002637753786984831, -0.006726953200995922, -0.5377222299575806, -0.051637206226587296, -0.027513576671481133, -6.98887825012207, -0.011041022837162018, -0.3452748656272888, -0.13447988033294678, -0.010599859990179539, -0.015226672403514385, -0.007038559764623642, -0.00039760314393788576, -0.0060376874171197414, -0.00195693108253181, -0.0016925308154895902, -0.005002244841307402, -0.0024492524098604918, -0.0012396040838211775, -4.549278736114502, -0.0669187679886818, -0.00006842378934379667, -2.2918620109558105, -0.01310085877776146, -0.0067605809308588505, -0.0003103728231508285, -1.0158506631851196, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine e as 36+47. Q: What is the first digit of e? A: 8 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 9÷9? A: 9 View ÷ as a random digit. Q: What is the first digit of 18÷2? A: 1 View ÷ as a random digit. Q: What is the first digit of 7÷7? A: 7 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 48÷8? A: 4 Redefine π as 512+425. Q: What is the first digit of π? A: 9 Redefine π as 878. Q: What is the first digit of π? A: 8 View number as text. Do not perform computation. Q: What is the first digit of 31+55? A:
[ " 8", " 3" ]
1
[ -9.161581993103027, -10.418830871582031, -10.0230712890625, -3.4039511680603027, -11.120559692382812, -5.156851768493652, -5.0005316734313965, -0.09236225485801697, -2.2159361839294434, -8.013233184814453, -4.048497200012207, -0.8273124098777771, -9.698565483093262, -4.54822301864624, -1.7046730518341064, -1.4151196479797363, -0.617465615272522, -4.377998352050781, -2.31539249420166, -0.385695219039917, -6.959987640380859, -3.7466228008270264, -5.556903839111328, -0.28031858801841736, -0.8547326922416687, -0.02994075044989586, -3.103729724884033, -2.2838521003723145, -10.797842025756836, -2.62027645111084, -0.22518175840377808, -9.620019912719727, -0.15881527960300446, -0.7726264595985413, -5.756379127502441, -8.975330352783203, -1.4238873720169067, -1.810937762260437, -0.014135357923805714, -0.37060198187828064, -0.12483764439821243, -0.21781234443187714, -0.8621050119400024, -0.051605962216854095, -0.011634120717644691, -1.7454406023025513, -0.0014129426563158631, -1.1576817035675049, -0.12862004339694977, -0.003923814278095961, -0.7413560748100281, -0.43674781918525696, -5.2162580490112305, -5.853548526763916, -0.41506505012512207, -0.07528179883956909, -2.0737099647521973, -7.546278953552246, -3.8028268814086914, -0.834324836730957, -0.11309631168842316, -0.004058102611452341, -0.09867750108242035, -0.03584330528974533, -0.06773088872432709, -0.11018599569797516, -0.025862829759716988, -0.006650812458246946, -6.146087169647217, -1.845841646194458, -0.0001731960946926847, -2.6614060401916504, -0.04694783315062523, -0.04990711063146591, -0.0022257810924202204, -2.6491026878356934, -0.17579439282417297, -1.5218459367752075, -7.498933792114258, -0.9620283246040344, -6.09145450592041, -0.5444912314414978, -7.552707195281982, -1.3498355150222778, -5.6344194412231445, -6.836519241333008, -0.39643770456314087, -0.41723543405532837, -0.006020268891006708, -0.12864069640636444, -0.03780899941921234, -0.12115631252527237, -0.11482907086610794, -0.10373855382204056, -0.010644563473761082, -6.550273895263672, -2.8833706378936768, -4.175179481506348, -0.19994641840457916, -0.0549197681248188, -0.0020252210088074207, -2.4387433528900146, -0.130813866853714, -4.470675945281982, -0.005540965590626001, -0.002689199522137642, -2.637444496154785, -0.07084374874830246, -0.1294693648815155, -6.23960018157959, -6.265718460083008, -8.25752067565918, -0.07269667088985443, -0.05854355916380882, -0.0011428022990003228, -0.013493993319571018, -0.0044977692887187, -0.002082205144688487, -0.006009011995047331, -0.0025988395791500807, -0.0010721894213929772, -0.0435166098177433, -0.00022063204960431904, -0.009748471900820732, -0.01223240327090025, -0.0006361367995850742, -0.6853947043418884, -0.1217784658074379, -1.0713623762130737, -2.10675048828125, -0.1468646228313446, -1.4458913803100586, -2.5834882259368896, -0.40867266058921814, -5.806718826293945, -0.029213817790150642, -0.4405246675014496, -0.15102285146713257, -0.009563111700117588, -0.017312945798039436, -0.03378984332084656, -0.000959412835072726, -0.0164337195456028, -0.004255288280546665, -0.0028413659892976284, -0.009664177894592285, -0.004958475474268198, -0.0019766809418797493, -3.946585178375244, -0.3795185685157776, -4.5647454261779785, -0.050368111580610275, -0.014409884810447693, -0.0005029367166571319, -1.1646521091461182, -0.05803884193301201, -1.4974874258041382, -0.0009696549386717379, -0.0006754500791430473, -0.20365430414676666, -0.0006293461774475873, -0.022032257169485092, -8.12332820892334, -0.76807701587677, -7.618898391723633, -0.01044438686221838, -0.013386373408138752, -0.0002015625941567123, -0.0028451699763536453, -0.000906175933778286, -0.00043275527423247695, -0.0018454440869390965, -0.0004667146422434598, -0.0003073934931308031, -0.003428773023188114, -0.00014828535495325923, -0.0011561383726075292, -0.004806037526577711, -0.00019965562387369573, -0.8009307980537415, -0.08010568469762802, -0.3035762310028076, -2.1501259803771973, -0.0004979324294254184, -0.014338674955070019, -0.1603148877620697, -0.10824267566204071, -0.044952284544706345, -0.4407682716846466, -0.055780358612537384, -0.0002269487304147333, -0.004728326573967934, -0.0011364913079887629, -0.0006021831650286913, -0.004853372927755117, -0.001415918697603047, -0.000506511190906167, -4.6773905754089355, -0.07208525389432907, -0.000011444026313256472, -2.100607395172119, -0.013188274577260017, -0.006238984875380993, -0.00020382710499688983, -0.8954262137413025, -0.06812082976102829, -1.785771369934082, -0.0006195771275088191, -0.00024387246230617166, -0.050518520176410675, -0.00016509123088326305, -0.011382756754755974, -7.105561256408691, -15.699031829833984, -5.122916221618652, -0.6017725467681885, -0.03211456909775734, -0.0002953569928649813, -0.0038421161007136106, -0.0012534151319414377, -0.000504723924677819, -0.003230474190786481, -0.0012037658598273993, -0.0005194983095861971, -0.009510448202490807, -0.00009095255518332124, -0.02476515807211399, -0.006503488402813673, -0.00031549722189083695, -2.3646340370178223, 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 554+385. Q: What is the first digit of π? A: 9 Redefine π as 78+340. Q: What is the first digit of π? A: 4 View + as the digit 9 instead of a mathematical operation. Q: What is the first digit of 88+3? A: 8 Redefine π as 8+130. Q: What is the first digit of π? A: 1 View + as the digit 3 instead of a mathematical operation. Q: What is the first digit of 17+8? A: 1 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 70÷7? A: 7 Redefine π as 558 mod 21. Q: What is the first digit of π? A: 1 Redefine π as 590. Q: What is the first digit of π? A: 5 View ÷ as a random digit. Q: What is the first digit of 3÷3? A:
[ " 1", " 3" ]
1
[ -9.161581993103027, -10.418830871582031, -10.0230712890625, -3.4039511680603027, -11.120559692382812, -5.156851768493652, -5.0005316734313965, -0.09236225485801697, -2.2159361839294434, -8.013233184814453, -4.048497200012207, -0.8273124098777771, -9.698565483093262, -4.54822301864624, -1.7046730518341064, -1.4151196479797363, -0.617465615272522, -4.377998352050781, -2.31539249420166, -0.385695219039917, -6.959987640380859, -3.7466228008270264, -5.556903839111328, -0.28031858801841736, -0.8547326922416687, -0.02994075044989586, -3.103729724884033, -2.2838521003723145, -10.797842025756836, -2.62027645111084, -0.22518175840377808, -9.620019912719727, -0.15881527960300446, -0.7726264595985413, -5.756379127502441, -8.975330352783203, -1.4238873720169067, -1.810937762260437, -0.014135357923805714, -0.37060198187828064, -0.12483764439821243, -0.21781234443187714, -0.8621050119400024, -0.051605962216854095, -0.011634120717644691, -1.7454406023025513, -0.0014129426563158631, -1.1576817035675049, -0.12862004339694977, -0.003923814278095961, -0.7413560748100281, -0.43674781918525696, -5.2162580490112305, -5.853548526763916, -0.41506505012512207, -0.07528179883956909, -2.0737099647521973, -7.546278953552246, -3.8028268814086914, -0.834324836730957, -0.11309631168842316, -0.004058102611452341, -0.09867750108242035, -0.03584330528974533, -0.06773088872432709, -0.11018599569797516, -0.025862829759716988, -0.006650812458246946, -6.146087169647217, -1.845841646194458, -0.0001731960946926847, -2.6614060401916504, -0.04694783315062523, -0.04990711063146591, -0.0022257810924202204, -2.6491026878356934, -0.17579439282417297, -1.5218459367752075, -7.498933792114258, -0.9620283246040344, -6.09145450592041, -0.5444912314414978, -7.552707195281982, -1.3498355150222778, -5.6344194412231445, -6.836519241333008, -0.39643770456314087, -0.41723543405532837, -0.006020268891006708, -0.12864069640636444, -0.03780899941921234, -0.12115631252527237, -0.11482907086610794, -0.10373855382204056, -0.010644563473761082, -6.550273895263672, -2.8833706378936768, -4.175179481506348, -0.19994641840457916, -0.0549197681248188, -0.0020252210088074207, -2.4387433528900146, -0.130813866853714, -4.470675945281982, -0.005540965590626001, -0.002689199522137642, -2.637444496154785, -0.07084374874830246, -0.1294693648815155, -6.23960018157959, -6.265718460083008, -8.25752067565918, -0.07269667088985443, -0.05854355916380882, -0.0011428022990003228, -0.013493993319571018, -0.0044977692887187, -0.002082205144688487, -0.006009011995047331, -0.0025988395791500807, -0.0010721894213929772, -0.0435166098177433, -0.00022063204960431904, -0.009748471900820732, -0.01223240327090025, -0.0006361367995850742, -0.6853947043418884, -0.1217784658074379, -1.0713623762130737, -2.10675048828125, -0.1468646228313446, -1.4458913803100586, -2.5834882259368896, -0.40867266058921814, -5.806718826293945, -0.029213817790150642, -0.4405246675014496, -0.15102285146713257, -0.009563111700117588, -0.017312945798039436, -0.03378984332084656, -0.000959412835072726, -0.0164337195456028, -0.004255288280546665, -0.0028413659892976284, -0.009664177894592285, -0.004958475474268198, -0.0019766809418797493, -3.946585178375244, -0.3795185685157776, -4.5647454261779785, -0.050368111580610275, -0.014409884810447693, -0.0005029367166571319, -1.1646521091461182, -0.05803884193301201, -1.4974874258041382, -0.0009696549386717379, -0.0006754500791430473, -0.20365430414676666, -0.0006293461774475873, -0.022032257169485092, -8.12332820892334, -0.76807701587677, -7.618898391723633, -0.01044438686221838, -0.013386373408138752, -0.0002015625941567123, -0.0028451699763536453, -0.000906175933778286, -0.00043275527423247695, -0.0018454440869390965, -0.0004667146422434598, -0.0003073934931308031, -0.003428773023188114, -0.00014828535495325923, -0.0011561383726075292, -0.004806037526577711, -0.00019965562387369573, -0.8009307980537415, -0.08010568469762802, -0.3035762310028076, -2.1501259803771973, -0.0004979324294254184, -0.014338674955070019, -0.1603148877620697, -0.10824267566204071, -0.044952284544706345, -0.4407682716846466, -0.055780358612537384, -0.0002269487304147333, -0.004728326573967934, -0.0011364913079887629, -0.0006021831650286913, -0.004853372927755117, -0.001415918697603047, -0.000506511190906167, -4.6773905754089355, -0.07208525389432907, -0.000011444026313256472, -2.100607395172119, -0.013188274577260017, -0.006238984875380993, -0.00020382710499688983, -0.8954262137413025, -0.06812082976102829, -1.785771369934082, -0.0006195771275088191, -0.00024387246230617166, -0.050518520176410675, -0.00016509123088326305, -0.011382756754755974, -7.105561256408691, -15.699031829833984, -5.122916221618652, -0.6017725467681885, -0.03211456909775734, -0.0002953569928649813, -0.0038421161007136106, -0.0012534151319414377, -0.000504723924677819, -0.003230474190786481, -0.0012037658598273993, -0.0005194983095861971, -0.009510448202490807, -0.00009095255518332124, -0.02476515807211399, -0.006503488402813673, -0.00031549722189083695, -2.269263744354248, 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 ]
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 44÷4? A: 4 View number as text. Do not perform computation. Q: What is the first digit of 2+3? A: 2 Redefine π as 533 mod 47. Q: What is the first digit of π? A: 1 View + as the digit 5 instead of a mathematical operation. Q: What is the first digit of 7+62? A: 7 View number as text. Do not perform computation. Q: What is the first digit of 8+41? A: 8 View ÷ as a random digit. Q: What is the first digit of 72÷9? A: 7 View ÷ as a random digit. Q: What is the first digit of 63÷9? A: 6 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 1+2? A: 1 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 96÷12? A:
[ " 8", " 9" ]
1
[ -7.645411491394043, -4.844866752624512, -1.3569767475128174, -11.031396865844727, -0.6691023707389832, -1.1872159242630005, -14.05947208404541, -2.140808582305908, -9.21066665649414, -4.460535049438477, -1.2738126516342163, -1.0728214979171753, -0.4069044291973114, -3.7550296783447266, -1.0534303188323975, -0.24151387810707092, -1.4309933185577393, -0.006128566339612007, -0.6024407744407654, -0.464272141456604, -0.016119161620736122, -2.425948143005371, -3.1355321407318115, -11.79586124420166, -10.50151538848877, -2.483616828918457, -1.4480255842208862, -1.6210671663284302, -7.028162002563477, -4.150550365447998, -1.430265188217163, -0.5536244511604309, -0.012194130569696426, -0.145921990275383, -0.08187783509492874, -0.06584195047616959, -0.39199724793434143, -0.05486650764942169, -0.013891088776290417, -9.24583625793457, -2.994758367538452, -0.00018988236843142658, -2.5553741455078125, -0.08094730228185654, -0.09075961261987686, -0.007861151359975338, -2.8008811473846436, -0.2501138150691986, -2.14552640914917, -5.825143814086914, -0.6321032047271729, -0.42820513248443604, -0.4062906503677368, -0.14459942281246185, -9.303759574890137, -0.2796090543270111, -0.9334896802902222, -6.64919900894165, -2.462498426437378, -0.14317604899406433, -0.06043027713894844, -0.004983740858733654, -0.0819796472787857, -0.05966600030660629, -0.1669531613588333, -0.14564554393291473, -0.03767848014831543, -0.01285245269536972, -6.623742580413818, -0.546790361404419, -3.771350860595703, -0.1433287262916565, -0.055691514164209366, -0.002716662595048547, -2.196756362915039, -0.13701416552066803, -1.11039137840271, -3.149825096130371, -0.38822561502456665, -0.37710991501808167, -0.9937975406646729, -0.12825939059257507, -0.5290559530258179, -0.00344635546207428, -0.15679685771465302, -0.03803728148341179, -0.004855864215642214, -0.023224830627441406, -0.017800461500883102, -0.0011435167398303747, -0.037115104496479034, -0.012547596357762814, -0.010752714239060879, -0.03201078251004219, -0.007639833260327578, -0.003324935445562005, -6.116151332855225, -0.9007730484008789, -4.132386207580566, -0.1552458256483078, -0.018729032948613167, -0.0009484559996053576, -2.24692440032959, -0.1313914656639099, -0.5092023611068726, -2.2310667037963867, -0.011568133719265461, -0.10534897446632385, -0.154929056763649, -0.21756945550441742, -0.03279348462820053, -2.0575883388519287, -0.0016111262375488877, -0.029036084190011024, -0.010264701209962368, -0.0022044898942112923, -0.005482044070959091, -0.009460262954235077, -0.0006903410539962351, -0.01699034497141838, -0.004475695546716452, -0.0026276130229234695, -0.010497000068426132, -0.002513109240680933, -0.001416275859810412, -5.457325458526611, -0.07209567725658417, -0.000023364747903542593, -2.0111727714538574, -0.01861518621444702, -0.011052812449634075, -0.0004979324294254184, -1.5391918420791626, -0.06832348555326462, -0.32165494561195374, -9.155744552612305, -1.1648136377334595, -6.974371910095215, -0.8192405700683594, -7.654359340667725, -0.9505716562271118, -5.820054054260254, -7.68263578414917, -0.4518226087093353, -0.32038676738739014, -0.0039510056376457214, -0.08548048883676529, -0.026525916531682014, -0.13963772356510162, -0.08400817215442657, -0.03830498084425926, -0.0079257283359766, -6.052861213684082, -1.9411815404891968, -4.898576736450195, -0.06757569313049316, -0.023933548480272293, -0.001396633917465806, -1.6232444047927856, -0.08270852267742157, -4.41957426071167, -0.01302802562713623, -0.0031431340612471104, -1.9751224517822266, -0.0135923121124506, -0.1118444949388504, -8.024362564086914, -0.15557146072387695, -0.06132672727108002, -0.001853535301052034, -0.010836326517164707, -0.0040573906153440475, -0.00257422705180943, -0.01537330448627472, -0.003493636380881071, -0.001111247343942523, -0.5909244418144226, -0.0004267973708920181, -0.011161627247929573, -0.007052527740597725, -0.0007585985003970563, -2.1774327754974365, -0.07322695106267929, -0.7374182939529419, -0.0006793813081458211, -0.00026425207033753395, -0.3163411021232605, -0.0028834454715251923, -0.013695323839783669, -4.041802883148193, -4.895686149597168, -13.809810638427734, -3.78985333442688, -0.7116226553916931, -0.03410465270280838, -0.0013663965510204434, -0.009511038661003113, -0.0033921815920621157, -0.001907911617308855, -0.007477509789168835, -0.003782500745728612, -0.0015334049239754677, -0.02310415916144848, -0.00013720047718379647, -0.025280902162194252, -0.010847529396414757, -0.0005260513862594962, -1.9169105291366577, -0.07676646113395691, -0.4782824218273163, -0.0005648924270644784, -0.0002806984703056514, -0.16516418755054474, -0.002076613949611783, -0.02421959489583969, -7.288504600524902, -1.1760351657867432, -4.924349784851074, -0.10579884797334671, -0.010347528383135796, -0.00021550717065110803, -0.0021495348773896694, -0.0006342306733131409, -0.00042358008795417845, -0.002190573140978813, -0.0007394201820716262, -0.00035279724397696555, -0.0049212281592190266, -0.00005829164365422912, -0.002433198504149914, -0.003607196733355522, -0.00016926287207752466, -2.088838815689087, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine e as 11+79. Q: What is the first digit of e? A: 9 View + as the digit 5 instead of a mathematical operation. Q: What is the first digit of 9+14? A: 9 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 7+13? A: 7 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 12+10? A: 1 View number as text. Do not perform computation. Q: What is the first digit of 8+15? A: 8 View number as text. Do not perform computation. Q: What is the first digit of 16+37? A: 1 View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 81+12? A: 8 View ÷ as a random digit. Q: What is the first digit of 9÷3? A: 9 View number as text. Do not perform computation. Q: What is the first digit of 7+10? A:
[ " 1", " 7" ]
1
[ -7.645411491394043, -4.844866752624512, -1.3569767475128174, -11.031396865844727, -0.6691023707389832, -1.1872159242630005, -14.05947208404541, -2.140808582305908, -9.21066665649414, -4.460535049438477, -1.2738126516342163, -1.0728214979171753, -0.4069044291973114, -3.7550296783447266, -1.0534303188323975, -0.24151387810707092, -1.4309933185577393, -0.006128566339612007, -0.6024407744407654, -0.464272141456604, -0.016119161620736122, -2.425948143005371, -3.1355321407318115, -11.79586124420166, -10.50151538848877, -2.483616828918457, -1.4480255842208862, -1.6210671663284302, -7.028162002563477, -4.150550365447998, -1.430265188217163, -0.5536244511604309, -0.012194130569696426, -0.145921990275383, -0.08187783509492874, -0.06584195047616959, -0.39199724793434143, -0.05486650764942169, -0.013891088776290417, -9.24583625793457, -2.994758367538452, -0.00018988236843142658, -2.5553741455078125, -0.08094730228185654, -0.09075961261987686, -0.007861151359975338, -2.8008811473846436, -0.2501138150691986, -2.14552640914917, -5.825143814086914, -0.6321032047271729, -0.42820513248443604, -0.4062906503677368, -0.14459942281246185, -9.303759574890137, -0.2796090543270111, -0.9334896802902222, -6.64919900894165, -2.462498426437378, -0.14317604899406433, -0.06043027713894844, -0.004983740858733654, -0.0819796472787857, -0.05966600030660629, -0.1669531613588333, -0.14564554393291473, -0.03767848014831543, -0.01285245269536972, -6.623742580413818, -0.546790361404419, -3.771350860595703, -0.1433287262916565, -0.055691514164209366, -0.002716662595048547, -2.196756362915039, -0.13701416552066803, -1.11039137840271, -3.149825096130371, -0.38822561502456665, -0.37710991501808167, -0.9937975406646729, -0.12825939059257507, -0.5290559530258179, -0.00344635546207428, -0.15679685771465302, -0.03803728148341179, -0.004855864215642214, -0.023224830627441406, -0.017800461500883102, -0.0011435167398303747, -0.037115104496479034, -0.012547596357762814, -0.010752714239060879, -0.03201078251004219, -0.007639833260327578, -0.003324935445562005, -6.116151332855225, -0.9007730484008789, -4.132386207580566, -0.1552458256483078, -0.018729032948613167, -0.0009484559996053576, -2.24692440032959, -0.1313914656639099, -0.5092023611068726, -2.2310667037963867, -0.011568133719265461, -0.10534897446632385, -0.154929056763649, -0.21756945550441742, -0.03279348462820053, -2.0575883388519287, -0.0016111262375488877, -0.029036084190011024, -0.010264701209962368, -0.0022044898942112923, -0.005482044070959091, -0.009460262954235077, -0.0006903410539962351, -0.01699034497141838, -0.004475695546716452, -0.0026276130229234695, -0.010497000068426132, -0.002513109240680933, -0.001416275859810412, -5.457325458526611, -0.07209567725658417, -0.000023364747903542593, -2.0111727714538574, -0.01861518621444702, -0.011052812449634075, -0.0004979324294254184, -1.5391918420791626, -0.06832348555326462, -0.32165494561195374, -9.155744552612305, -1.1648136377334595, -6.974371910095215, -0.8192405700683594, -7.654359340667725, -0.9505716562271118, -5.820054054260254, -7.68263578414917, -0.4518226087093353, -0.32038676738739014, -0.0039510056376457214, -0.08548048883676529, -0.026525916531682014, -0.13963772356510162, -0.08400817215442657, -0.03830498084425926, -0.0079257283359766, -6.052861213684082, -1.9411815404891968, -4.898576736450195, -0.06757569313049316, -0.023933548480272293, -0.001396633917465806, -1.6232444047927856, -0.08270852267742157, -4.41957426071167, -0.01302802562713623, -0.0031431340612471104, -1.9751224517822266, -0.0135923121124506, -0.1118444949388504, -8.024362564086914, -0.15557146072387695, -0.06132672727108002, -0.001853535301052034, -0.010836326517164707, -0.0040573906153440475, -0.00257422705180943, -0.01537330448627472, -0.003493636380881071, -0.001111247343942523, -0.5909244418144226, -0.0004267973708920181, -0.011161627247929573, -0.007052527740597725, -0.0007585985003970563, -2.1774327754974365, -0.07322695106267929, -0.7374182939529419, -0.0006793813081458211, -0.00026425207033753395, -0.3163411021232605, -0.0028834454715251923, -0.013695323839783669, -4.041802883148193, -4.895686149597168, -13.809810638427734, -3.78985333442688, -0.7116226553916931, -0.03410465270280838, -0.0013663965510204434, -0.009511038661003113, -0.0033921815920621157, -0.001907911617308855, -0.007477509789168835, -0.003782500745728612, -0.0015334049239754677, -0.02310415916144848, -0.00013720047718379647, -0.025280902162194252, -0.010847529396414757, -0.0005260513862594962, -1.9169105291366577, -0.07676646113395691, -0.4782824218273163, -0.0005648924270644784, -0.0002806984703056514, -0.16516418755054474, -0.002076613949611783, -0.02421959489583969, -7.288504600524902, -1.1760351657867432, -4.924349784851074, -0.10579884797334671, -0.010347528383135796, -0.00021550717065110803, -0.0021495348773896694, -0.0006342306733131409, -0.00042358008795417845, -0.002190573140978813, -0.0007394201820716262, -0.00035279724397696555, -0.0049212281592190266, -0.00005829164365422912, -0.002433198504149914, -0.003607196733355522, -0.00016926287207752466, -1.5264933109283447, 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 3+10? A: 3 Redefine π as 453. Q: What is the first digit of π? A: 4 Redefine π as 485 mod 44. Q: What is the first digit of π? A: 1 View + as the digit 5 instead of a mathematical operation. Q: What is the first digit of 7+62? A: 7 Redefine e as 80+16. Q: What is the first digit of e? A: 9 Redefine e as 1+9. Q: What is the first digit of e? A: 1 Redefine π as 533 mod 39. 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 5+15? A: 5 Redefine π as 875. Q: What is the first digit of π? A:
[ " 8", " 3" ]
0
[ -7.645411491394043, -4.844866752624512, -1.3569767475128174, -11.031396865844727, -0.6691023707389832, -1.1872159242630005, -13.278517723083496, -1.8605560064315796, -10.005119323730469, -4.441652774810791, -1.2463775873184204, -1.066909670829773, -0.48334959149360657, -3.7236180305480957, -1.2314881086349487, -0.21907922625541687, -1.428613305091858, -0.007713887374848127, -0.4917512834072113, -0.406421035528183, -0.015540571883320808, -2.936920404434204, -3.0601680278778076, -11.978487014770508, -11.677772521972656, -11.653668403625488, -3.343846559524536, -4.5074663162231445, -4.764196872711182, -6.114741325378418, -0.18646268546581268, -2.8672895431518555, -6.717135906219482, -4.781610012054443, -0.5205965042114258, -0.8586820960044861, -0.011747585609555244, -0.15811704099178314, -0.16817830502986908, -0.5110697150230408, -0.39642590284347534, -0.0977887362241745, -0.014865108765661716, -8.236480712890625, -4.473669052124023, -7.85697078704834, -0.1685875952243805, -0.10785865783691406, -0.005717945750802755, -2.765920877456665, -0.33644556999206543, -2.8732824325561523, -7.853666305541992, -1.3243787288665771, -6.252557277679443, -1.1436089277267456, -6.411715030670166, -1.4062906503677368, -6.039270401000977, -7.434114933013916, -0.4908888339996338, -0.5714266300201416, -0.010830665938556194, -0.1508202850818634, -0.06494808197021484, -0.4309273660182953, -0.347661554813385, -0.08744961023330688, -0.013222980313003063, -4.019364356994629, -3.1326894760131836, -2.4596457481384277, -0.4040418565273285, -0.052716195583343506, -0.0037808381021022797, -2.768955707550049, -0.14571571350097656, -1.360320806503296, -6.879115581512451, -0.32006675004959106, -0.07999597489833832, -2.0989036560058594, -8.949854850769043, -4.030879974365234, -1.0148570537567139, -0.4285806119441986, -0.004097400698810816, -0.06297865509986877, -0.0211930014193058, -0.04117356985807419, -0.04975229874253273, -0.013010963797569275, -0.0050525362603366375, -5.417141914367676, -1.3601272106170654, -0.00007271502545336261, -1.9074311256408691, -0.03847946971654892, -0.02578476443886757, -0.0015428080223500729, -2.219607353210449, -0.15452536940574646, -0.7953411340713501, -2.818047523498535, -0.31875452399253845, -0.8661060929298401, -0.5643707513809204, -3.4113857746124268, -0.09038177877664566, -0.0016244561411440372, -0.07184986025094986, -0.015317542478442192, -0.00530822342261672, -0.008500110357999802, -0.023358533158898354, -0.0009014118695631623, -0.01680409349501133, -0.0037157556507736444, -0.00382869690656662, -0.00935350637882948, -0.0020223658066242933, -0.0012294837506487966, -7.052042007446289, -0.3194239139556885, -3.6419363021850586, -0.06791535764932632, -0.009579641744494438, -0.00040904260822571814, -2.5200934410095215, -0.06156584620475769, -5.779538154602051, -0.01270262524485588, -0.0039318883791565895, -4.6523542404174805, -0.3646881878376007, -7.0551300048828125, -5.414910316467285, -3.737661361694336, -0.30461835861206055, -0.07779927551746368, -0.0016611122991889715, -0.02544535882771015, -0.006884189322590828, -0.0074261571280658245, -0.01612584851682186, -0.004765225108712912, -0.0013660395052284002, -1.6922013759613037, -2.042421579360962, -0.01267778966575861, -0.0007756323902867734, -2.1102957725524902, -0.09003113955259323, -1.2756887674331665, -3.3266654014587402, -0.04968708008527756, -0.022248780354857445, -0.3800618648529053, -0.07336299121379852, -0.047050535678863525, -7.37422513961792, -0.04466572403907776, -0.4541793167591095, -0.08716634660959244, -0.019310573115944862, -0.02471131458878517, -0.022364778444170952, -0.0006713996990583837, -0.014297310262918472, -0.0029702140018343925, -0.0035312932450324297, -0.009641981683671474, -0.003050200641155243, -0.0016531385481357574, -5.216468811035156, -0.1576700508594513, -0.00008296622399939224, -2.093538522720337, -0.015569444745779037, -0.013292034156620502, -0.0004314445541240275, -1.8923660516738892, -0.05678359419107437, -1.6955413818359375, -0.0006631797295995057, -0.0010187203297391534, -2.66060209274292, -0.0462917797267437, -0.07880227267742157, -8.594478607177734, -3.4160995483398438, -7.173998832702637, -0.06517628580331802, -0.032575882971286774, -0.0010282472940161824, -0.006568863056600094, -0.0035157317761331797, -0.0017749997787177563, -0.008658013306558132, -0.0037187249399721622, -0.0014807938132435083, -0.05113307014107704, -0.00029213930247351527, -0.013441772200167179, -0.008757517673075199, -0.0004615910293068737, -3.0264952182769775, -0.11098732054233551, -1.9696402549743652, -0.0004714807728305459, -0.0005990855861455202, -2.1400322914123535, -0.013667690567672253, -0.02692042477428913, -6.153982162475586, -0.8810089230537415, -8.025156021118164, -0.05490193888545036, -0.011608198285102844, -0.00023898606013972312, -0.0025332048535346985, -0.0007757514831610024, -0.0005218812730163336, -0.0023117740638554096, -0.0008797351038083434, -0.0007140470552258193, -0.004446381703019142, -0.00014602071314584464, -0.0026903883554041386, -0.0059699080884456635, -0.0002315968304174021, -2.621204376220703, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View number as text. Do not perform computation. Q: What is the first digit of 6+2? A: 6 Redefine π as 170 mod 29. Q: What is the first digit of π? A: 2 View ÷ as a random digit. Q: What is the first digit of 12÷3? A: 1 View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 7+5? A: 7 Redefine π as 120+42. Q: What is the first digit of π? A: 1 Redefine π as 963 mod 50. Q: What is the first digit of π? A: 1 Redefine π as 403+413. 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 40÷4? A: 4 View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 10+50? A:
[ " 6", " 1" ]
1
[ -7.645411491394043, -4.844866752624512, -1.3569767475128174, -11.031396865844727, -0.6691023707389832, -1.1872159242630005, -13.278517723083496, -1.8605560064315796, -10.005119323730469, -4.441652774810791, -1.2463775873184204, -1.066909670829773, -0.48334959149360657, -3.7236180305480957, -1.2314881086349487, -0.21907922625541687, -1.428613305091858, -0.007713887374848127, -0.4917512834072113, -0.406421035528183, -0.015540571883320808, -2.936920404434204, -3.0601680278778076, -11.978487014770508, -11.677772521972656, -11.653668403625488, -3.343846559524536, -4.5074663162231445, -4.764196872711182, -6.114741325378418, -0.18646268546581268, -2.8672895431518555, -6.717135906219482, -4.781610012054443, -0.5205965042114258, -0.8586820960044861, -0.011747585609555244, -0.15811704099178314, -0.16817830502986908, -0.5110697150230408, -0.39642590284347534, -0.0977887362241745, -0.014865108765661716, -8.236480712890625, -4.473669052124023, -7.85697078704834, -0.1685875952243805, -0.10785865783691406, -0.005717945750802755, -2.765920877456665, -0.33644556999206543, -2.8732824325561523, -7.853666305541992, -1.3243787288665771, -6.252557277679443, -1.1436089277267456, -6.411715030670166, -1.4062906503677368, -6.039270401000977, -7.434114933013916, -0.4908888339996338, -0.5714266300201416, -0.010830665938556194, -0.1508202850818634, -0.06494808197021484, -0.4309273660182953, -0.347661554813385, -0.08744961023330688, -0.013222980313003063, -4.019364356994629, -3.1326894760131836, -2.4596457481384277, -0.4040418565273285, -0.052716195583343506, -0.0037808381021022797, -2.768955707550049, -0.14571571350097656, -1.360320806503296, -6.879115581512451, -0.32006675004959106, -0.07999597489833832, -2.0989036560058594, -8.949854850769043, -4.030879974365234, -1.0148570537567139, -0.4285806119441986, -0.004097400698810816, -0.06297865509986877, -0.0211930014193058, -0.04117356985807419, -0.04975229874253273, -0.013010963797569275, -0.0050525362603366375, -5.417141914367676, -1.3601272106170654, -0.00007271502545336261, -1.9074311256408691, -0.03847946971654892, -0.02578476443886757, -0.0015428080223500729, -2.219607353210449, -0.15452536940574646, -0.7953411340713501, -2.818047523498535, -0.31875452399253845, -0.8661060929298401, -0.5643707513809204, -3.4113857746124268, -0.09038177877664566, -0.0016244561411440372, -0.07184986025094986, -0.015317542478442192, -0.00530822342261672, -0.008500110357999802, -0.023358533158898354, -0.0009014118695631623, -0.01680409349501133, -0.0037157556507736444, -0.00382869690656662, -0.00935350637882948, -0.0020223658066242933, -0.0012294837506487966, -7.052042007446289, -0.3194239139556885, -3.6419363021850586, -0.06791535764932632, -0.009579641744494438, -0.00040904260822571814, -2.5200934410095215, -0.06156584620475769, -5.779538154602051, -0.01270262524485588, -0.0039318883791565895, -4.6523542404174805, -0.3646881878376007, -7.0551300048828125, -5.414910316467285, -3.737661361694336, -0.30461835861206055, -0.07779927551746368, -0.0016611122991889715, -0.02544535882771015, -0.006884189322590828, -0.0074261571280658245, -0.01612584851682186, -0.004765225108712912, -0.0013660395052284002, -1.6922013759613037, -2.042421579360962, -0.01267778966575861, -0.0007756323902867734, -2.1102957725524902, -0.09003113955259323, -1.2756887674331665, -3.3266654014587402, -0.04968708008527756, -0.022248780354857445, -0.3800618648529053, -0.07336299121379852, -0.047050535678863525, -7.37422513961792, -0.04466572403907776, -0.4541793167591095, -0.08716634660959244, -0.019310573115944862, -0.02471131458878517, -0.022364778444170952, -0.0006713996990583837, -0.014297310262918472, -0.0029702140018343925, -0.0035312932450324297, -0.009641981683671474, -0.003050200641155243, -0.0016531385481357574, -5.216468811035156, -0.1576700508594513, -0.00008296622399939224, -2.093538522720337, -0.015569444745779037, -0.013292034156620502, -0.0004314445541240275, -1.8923660516738892, -0.05678359419107437, -1.6955413818359375, -0.0006631797295995057, -0.0010187203297391534, -2.66060209274292, -0.0462917797267437, -0.07880227267742157, -8.594478607177734, -3.4160995483398438, -7.173998832702637, -0.06517628580331802, -0.032575882971286774, -0.0010282472940161824, -0.006568863056600094, -0.0035157317761331797, -0.0017749997787177563, -0.008658013306558132, -0.0037187249399721622, -0.0014807938132435083, -0.05113307014107704, -0.00029213930247351527, -0.013441772200167179, -0.008757517673075199, -0.0004615910293068737, -3.0264952182769775, -0.11098732054233551, -1.9696402549743652, -0.0004714807728305459, -0.0005990855861455202, -2.1400322914123535, -0.013667690567672253, -0.02692042477428913, -6.153982162475586, -0.8810089230537415, -8.025156021118164, -0.05490193888545036, -0.011608198285102844, -0.00023898606013972312, -0.0025332048535346985, -0.0007757514831610024, -0.0005218812730163336, -0.0023117740638554096, -0.0008797351038083434, -0.0007140470552258193, -0.004446381703019142, -0.00014602071314584464, -0.0026903883554041386, -0.0059699080884456635, -0.0002315968304174021, -2.365955352783203, 0, -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 30÷6? A: 3 View + as the digit 3 instead of a mathematical operation. Q: What is the first digit of 11+61? A: 1 Redefine e as 3+0. Q: What is the first digit of e? A: 3 View ÷ as a random digit. Q: What is the first digit of 35÷5? A: 3 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 39+43? A: 3 View number as text. Do not perform computation. Q: What is the first digit of 37+12? A: 3 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 2+94? A: 2 Redefine π as 392 mod 28. Q: What is the first digit of π? A: 0 View number as text. Do not perform computation. Q: What is the first digit of 15+26? A:
[ " 4", " 1" ]
1
[ -7.645411491394043, -4.844866752624512, -1.3569767475128174, -11.031396865844727, -0.6691023707389832, -1.1872159242630005, -12.698253631591797, -5.4171576499938965, -10.230024337768555, -2.530057191848755, -7.864185810089111, -4.569262504577637, -1.5499264001846313, -0.9250274300575256, -0.38552725315093994, -3.1836206912994385, -1.2202982902526855, -0.2276790291070938, -2.009704113006592, -0.010632178746163845, -1.1123521327972412, -0.5856306552886963, -0.020371846854686737, -4.807550430297852, -3.1451733112335205, -5.191348075866699, -0.010776890441775322, -0.009458845481276512, -1.004377007484436, -0.02440388686954975, -0.18536236882209778, -8.791468620300293, -2.0157525539398193, -0.11323012411594391, -0.006801193580031395, -0.031077366322278976, -0.013926827348768711, -0.006517819128930569, -0.12281455099582672, -0.011545509099960327, -0.003688438795506954, -0.01487673632800579, -0.00021073981770314276, -0.004252083133906126, -0.02293582074344158, -0.0030644622165709734, -2.423178195953369, -0.13325999677181244, -10.649977684020996, -10.050085067749023, -2.494161367416382, -1.6981308460235596, -1.9375485181808472, -6.79160213470459, -3.871668577194214, -1.44817054271698, -0.3615829050540924, -0.00595983536913991, -0.12968027591705322, -0.06878665089607239, -0.08026202768087387, -0.26285606622695923, -0.03374258801341057, -0.010084511712193489, -7.596677780151367, -3.9380407333374023, -0.00016378014697693288, -3.3585195541381836, -0.08645515143871307, -0.05194961652159691, -0.004308940377086401, -2.2224621772766113, -0.12541081011295319, -1.740911602973938, -0.0026707714423537254, -0.0015862513100728393, -4.739866733551025, -0.3633425831794739, -7.384939670562744, -3.1247148513793945, -5.704329490661621, -0.26545292139053345, -0.04150333255529404, -0.0037119551561772823, -0.03661692142486572, -0.02280532568693161, -0.028152041137218475, -0.060407161712646484, -0.018027035519480705, -0.002701088320463896, -0.4393036961555481, -0.13234443962574005, -0.01417449675500393, -0.0014206803170964122, -2.2352516651153564, -0.0878768190741539, -3.500709295272827, -7.864574432373047, -1.1593174934387207, -7.835804462432861, -0.42423200607299805, -7.67031717300415, -1.0897592306137085, -6.244927406311035, -6.130217552185059, -0.41274717450141907, -0.36821436882019043, -0.005347235128283501, -0.11732347309589386, -0.0359993651509285, -0.23140089213848114, -0.16855011880397797, -0.16431279480457306, -0.018028439953923225, -5.252918243408203, -3.426614999771118, -5.154468536376953, -0.14732429385185242, -0.04720883443951607, -0.0021755853667855263, -2.1758739948272705, -0.12382228672504425, -1.3468703031539917, -4.86592435836792, -0.4813321530818939, -3.6073763370513916, -3.7926979064941406, -3.3259518146514893, -7.763847351074219, -0.10545165091753006, -2.9587130546569824, -6.7744574546813965, -3.847949981689453, -0.19943015277385712, -0.1008865162730217, -0.0018335450440645218, -0.052330151200294495, -0.016643134877085686, -0.03607525676488876, -0.03090944141149521, -0.007119523826986551, -0.0048085288144648075, -6.918213844299316, -0.18237274885177612, -5.41441535949707, -0.13551685214042664, -0.01134810596704483, -0.0008535317610949278, -2.932786703109741, -0.11159098148345947, -0.7422982454299927, -4.004871368408203, -0.025767918676137924, -0.03851525858044624, -0.8853974342346191, -0.4982001483440399, -0.21067292988300323, -0.025860274210572243, -0.05573345720767975, -0.000660439720377326, -0.011581567116081715, -0.003932363353669643, -0.002484332537278533, -0.021684227511286736, -0.004012629389762878, -0.0011150578502565622, -5.682855606079102, -0.07398005574941635, -0.000019907753085135482, -2.2356486320495605, -0.02013610489666462, -0.007064364850521088, -0.00037222131504677236, -1.9812469482421875, -0.06476675719022751, -1.9571962356567383, -0.0009710840531624854, -0.00041214076918549836, -2.241854667663574, -0.012879284098744392, -0.04192936047911644, -4.092615127563477, -5.815755844116211, -2.2399652004241943, -6.674674034118652, -0.09436876326799393, -0.014938394539058208, -0.000559292733669281, -0.004558884538710117, -0.001873882138170302, -0.000692961853928864, -0.003148243995383382, -0.0011032691691070795, -0.00034421717282384634, -0.03768949955701828, -0.0001463782973587513, -0.0014910305617377162, -0.005612922832369804, -0.0003399271226953715, -2.868936538696289, -0.06821102648973465, -0.6033452749252319, -1.837255835533142, -0.021470148116350174, -2.1290009021759033, -2.7501673698425293, -0.05466359108686447, -5.7218852043151855, -0.007175271399319172, -0.1708914041519165, -0.03138713911175728, -0.010609296150505543, -0.016497744247317314, -0.014176378026604652, -0.0003644755925051868, -0.006169441621750593, -0.001593392575159669, -0.0009149893885478377, -0.003837484633550048, -0.0016456407029181719, -0.0010180057724937797, -5.603388786315918, -0.24793794751167297, -5.180722236633301, -0.06602519750595093, -0.005171730648726225, -0.00023958197562023997, -2.4032750129699707, 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. Q: What is the first digit of 80÷8? A: 8 View ÷ as a random digit. Q: What is the first digit of 63÷7? A: 6 Redefine e as 40+44. Q: What is the first digit of e? A: 8 View number as text. Do not perform computation. Q: What is the first digit of 33+28? A: 3 Redefine e as 1+8. Q: What is the first digit of e? A: 9 Redefine π as 778 mod 6. Q: What is the first digit of π? A: 4 View ÷ as a random digit. Q: What is the first digit of 77÷7? A: 7 Redefine π as 401+372. 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 77+22? A:
[ " 9", " 7" ]
1
[ -7.645411491394043, -4.844866752624512, -1.3569767475128174, -11.031396865844727, -0.6691023707389832, -1.1872159242630005, -12.698253631591797, -5.4171576499938965, -10.230024337768555, -2.530057191848755, -7.864185810089111, -4.569262504577637, -1.5499264001846313, -0.9250274300575256, -0.38552725315093994, -3.1836206912994385, -1.2202982902526855, -0.2276790291070938, -2.009704113006592, -0.010632178746163845, -1.1123521327972412, -0.5856306552886963, -0.020371846854686737, -4.807550430297852, -3.1451733112335205, -5.191348075866699, -0.010776890441775322, -0.009458845481276512, -1.004377007484436, -0.02440388686954975, -0.18536236882209778, -8.791468620300293, -2.0157525539398193, -0.11323012411594391, -0.006801193580031395, -0.031077366322278976, -0.013926827348768711, -0.006517819128930569, -0.12281455099582672, -0.011545509099960327, -0.003688438795506954, -0.01487673632800579, -0.00021073981770314276, -0.004252083133906126, -0.02293582074344158, -0.0030644622165709734, -2.423178195953369, -0.13325999677181244, -10.649977684020996, -10.050085067749023, -2.494161367416382, -1.6981308460235596, -1.9375485181808472, -6.79160213470459, -3.871668577194214, -1.44817054271698, -0.3615829050540924, -0.00595983536913991, -0.12968027591705322, -0.06878665089607239, -0.08026202768087387, -0.26285606622695923, -0.03374258801341057, -0.010084511712193489, -7.596677780151367, -3.9380407333374023, -0.00016378014697693288, -3.3585195541381836, -0.08645515143871307, -0.05194961652159691, -0.004308940377086401, -2.2224621772766113, -0.12541081011295319, -1.740911602973938, -0.0026707714423537254, -0.0015862513100728393, -4.739866733551025, -0.3633425831794739, -7.384939670562744, -3.1247148513793945, -5.704329490661621, -0.26545292139053345, -0.04150333255529404, -0.0037119551561772823, -0.03661692142486572, -0.02280532568693161, -0.028152041137218475, -0.060407161712646484, -0.018027035519480705, -0.002701088320463896, -0.4393036961555481, -0.13234443962574005, -0.01417449675500393, -0.0014206803170964122, -2.2352516651153564, -0.0878768190741539, -3.500709295272827, -7.864574432373047, -1.1593174934387207, -7.835804462432861, -0.42423200607299805, -7.67031717300415, -1.0897592306137085, -6.244927406311035, -6.130217552185059, -0.41274717450141907, -0.36821436882019043, -0.005347235128283501, -0.11732347309589386, -0.0359993651509285, -0.23140089213848114, -0.16855011880397797, -0.16431279480457306, -0.018028439953923225, -5.252918243408203, -3.426614999771118, -5.154468536376953, -0.14732429385185242, -0.04720883443951607, -0.0021755853667855263, -2.1758739948272705, -0.12382228672504425, -1.3468703031539917, -4.86592435836792, -0.4813321530818939, -3.6073763370513916, -3.7926979064941406, -3.3259518146514893, -7.763847351074219, -0.10545165091753006, -2.9587130546569824, -6.7744574546813965, -3.847949981689453, -0.19943015277385712, -0.1008865162730217, -0.0018335450440645218, -0.052330151200294495, -0.016643134877085686, -0.03607525676488876, -0.03090944141149521, -0.007119523826986551, -0.0048085288144648075, -6.918213844299316, -0.18237274885177612, -5.41441535949707, -0.13551685214042664, -0.01134810596704483, -0.0008535317610949278, -2.932786703109741, -0.11159098148345947, -0.7422982454299927, -4.004871368408203, -0.025767918676137924, -0.03851525858044624, -0.8853974342346191, -0.4982001483440399, -0.21067292988300323, -0.025860274210572243, -0.05573345720767975, -0.000660439720377326, -0.011581567116081715, -0.003932363353669643, -0.002484332537278533, -0.021684227511286736, -0.004012629389762878, -0.0011150578502565622, -5.682855606079102, -0.07398005574941635, -0.000019907753085135482, -2.2356486320495605, -0.02013610489666462, -0.007064364850521088, -0.00037222131504677236, -1.9812469482421875, -0.06476675719022751, -1.9571962356567383, -0.0009710840531624854, -0.00041214076918549836, -2.241854667663574, -0.012879284098744392, -0.04192936047911644, -4.092615127563477, -5.815755844116211, -2.2399652004241943, -6.674674034118652, -0.09436876326799393, -0.014938394539058208, -0.000559292733669281, -0.004558884538710117, -0.001873882138170302, -0.000692961853928864, -0.003148243995383382, -0.0011032691691070795, -0.00034421717282384634, -0.03768949955701828, -0.0001463782973587513, -0.0014910305617377162, -0.005612922832369804, -0.0003399271226953715, -2.868936538696289, -0.06821102648973465, -0.6033452749252319, -1.837255835533142, -0.021470148116350174, -2.1290009021759033, -2.7501673698425293, -0.05466359108686447, -5.7218852043151855, -0.007175271399319172, -0.1708914041519165, -0.03138713911175728, -0.010609296150505543, -0.016497744247317314, -0.014176378026604652, -0.0003644755925051868, -0.006169441621750593, -0.001593392575159669, -0.0009149893885478377, -0.003837484633550048, -0.0016456407029181719, -0.0010180057724937797, -5.603388786315918, -0.24793794751167297, -5.180722236633301, -0.06602519750595093, -0.005171730648726225, -0.00023958197562023997, -1.9175896644592285, 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 3+8? A: 3 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 3+46? A: 3 View ÷ as a random digit. Q: What is the first digit of 9÷3? A: 9 View number as text. Do not perform computation. Q: What is the first digit of 18+52? A: 1 Redefine π as 874. Q: What is the first digit of π? A: 8 View ÷ as a random digit. Q: What is the first digit of 24÷8? A: 2 View ÷ as a random digit. Q: What is the first digit of 12÷3? A: 1 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 20÷2? A: 2 View ÷ as a random digit. Q: What is the first digit of 24÷6? A:
[ " 4", " 2" ]
1
[ -9.161581993103027, -11.895548820495605, -3.4307351112365723, -5.32594108581543, -1.4251514673233032, -7.670463562011719, -7.116569519042969, -5.416120529174805, -0.20105119049549103, -0.7665448188781738, -4.721513271331787, -1.3456721305847168, -0.5066718459129333, -9.468667030334473, -3.4754488468170166, -1.2696564197540283, -1.2952461242675781, -0.574894905090332, -4.220475196838379, -1.2764008045196533, -0.2869362533092499, -6.742124557495117, -2.320830821990967, -0.00014888131408952177, -2.7057769298553467, -0.20039570331573486, -0.6841378808021545, -0.016964325681328773, -3.1767385005950928, -1.9363707304000854, -10.761981010437012, -2.659944534301758, -0.18054847419261932, -7.665372848510742, -1.2014964818954468, -11.061357498168945, -5.257503509521484, -6.941330909729004, -1.7101589441299438, -1.8092094659805298, -0.027620382606983185, -0.2538719177246094, -0.11868184059858322, -0.39925485849380493, -0.9117858409881592, -0.07741805911064148, -0.014562745578587055, -2.130051612854004, -3.564645290374756, -0.10138676315546036, -0.0066576809622347355, -3.1949222087860107, -0.5195552110671997, -5.196761608123779, -2.9531209468841553, -0.0018805454019457102, -0.07634950429201126, -0.7118324637413025, -1.1017041206359863, -0.39192336797714233, -2.136746406555176, -0.11286313086748123, -0.004336596466600895, -0.04471759498119354, -0.022684719413518906, -0.029065264388918877, -0.11258218437433243, -0.015428594313561916, -0.004232615698128939, -8.015384674072266, -0.04803904518485069, -0.000013470558769768104, -3.5716865062713623, -0.032506879419088364, -0.030906088650226593, -0.0017547699389979243, -2.813473701477051, -0.1554480940103531, -1.681129813194275, -0.5095345377922058, -0.00019333878299221396, -0.04384160786867142, -0.1882910281419754, -0.21670781075954437, -0.044392768293619156, -0.07682331651449203, -0.022692177444696426, -0.0008363801171071827, -0.018122216686606407, -0.010103865526616573, -0.004760717041790485, -0.029063064604997635, -0.00472263153642416, -0.0018096276326104999, -5.599632263183594, -0.09698314964771271, -0.000016212332411669195, -2.475393295288086, -0.02546372078359127, -0.014626773074269295, -0.0008212531101889908, -1.9587228298187256, -0.10967667400836945, -3.4599246978759766, -0.0029714026022702456, -0.0011394681641831994, -4.507349014282227, -0.0867096558213234, -0.11043976247310638, -7.753742218017578, -1.3312774896621704, -7.095922470092773, -0.19759869575500488, -0.041450269520282745, -0.0011980506824329495, -0.025332625955343246, -0.009324217215180397, -0.017452945932745934, -0.014548764564096928, -0.0073585896752774715, -0.0031417079735547304, -0.0911925882101059, -0.0002632986579556018, -0.014266637153923512, -0.021863272413611412, -0.0009365463047288358, -2.0439629554748535, -0.18026719987392426, -1.097827434539795, -5.802318096160889, -0.47309622168540955, -0.3049905598163605, -0.3772854208946228, -0.06107039377093315, -2.4018781185150146, -0.0049437666311860085, -0.372256338596344, -0.12427077442407608, -0.01769224926829338, -0.012975898571312428, -0.03713015094399452, -0.0012181727215647697, -0.032108914107084274, -0.018163423985242844, -0.029139718040823936, -0.06329157203435898, -0.031072281301021576, -0.006048944313079119, -3.404540777206421, -0.5898716449737549, -4.12183952331543, -0.320547878742218, -0.017930908128619194, -0.0006702084210701287, -1.7463796138763428, -0.043538182973861694, -0.6217081546783447, -9.195956230163574, -0.7013643980026245, -7.818526268005371, -0.8318784832954407, -7.497368335723877, -1.0471982955932617, -5.509462356567383, -7.228384017944336, -0.41104552149772644, -0.49156317114830017, -0.0032982020638883114, -0.11557549238204956, -0.03689614683389664, -0.17336274683475494, -0.19295701384544373, -0.13119544088840485, -0.008267701603472233, -4.28610897064209, -1.5046181678771973, -4.156291961669922, -0.08851117640733719, -0.03150739148259163, -0.0012306743301451206, -2.1290836334228516, -0.10573192685842514, -2.0994012355804443, -0.0009484559996053576, -0.000635183765552938, -2.4485297203063965, -0.043932538479566574, -0.05858470872044563, -3.8680918216705322, -6.946416854858398, -0.17509840428829193, -7.838588714599609, -0.021590668708086014, -0.023804696276783943, -0.00035565727739594877, -0.0064010354690253735, -0.0023135582450777292, -0.002204251941293478, -0.006744359154254198, -0.0023648173082619905, -0.0007886160165071487, -0.01019909605383873, -0.0002325502864550799, -0.005507178138941526, -0.008023412898182869, -0.0004433602443896234, -3.3488569259643555, -0.10128119587898254, -0.45852649211883545, -2.5503854751586914, -0.0012301980750635266, -0.02338799647986889, -0.1834850013256073, -0.1369534581899643, -0.032961439341306686, -0.5634985566139221, -0.0007572882459498942, -0.011918052099645138, -0.005199600011110306, -0.0009838269324973226, -0.0042466227896511555, -0.00896464753895998, -0.00036614391137845814, -0.005757296923547983, -0.001751794945448637, -0.0014863882679492235, -0.010485676117241383, -0.00271547376178205, -0.0006249382277019322, -5.304375648498535, -0.042176246643066406, -0.0000058412379075889476, -1.777550220489502, -0.010239922441542149, -0.006113637704402208, -0.000198821333469823, -4.237481117248535, 0, -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 108÷12? A: 1 Redefine e as 56+3. 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 30+41? A: 3 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 40÷4? A: 4 View ÷ as a random digit. Q: What is the first digit of 60÷6? A: 6 View ÷ as a random digit. Q: What is the first digit of 12÷2? A: 1 View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 26+25? A: 2 Redefine e as 3+0. Q: What is the first digit of e? A:
[ " 3", " 2" ]
0
[ -9.161581993103027, -11.895548820495605, -3.4307351112365723, -5.32594108581543, -1.4251514673233032, -7.670463562011719, -7.116569519042969, -5.416120529174805, -0.20105119049549103, -0.7665448188781738, -4.721513271331787, -1.3456721305847168, -0.5066718459129333, -9.468667030334473, -3.4754488468170166, -1.2696564197540283, -1.2952461242675781, -0.574894905090332, -4.220475196838379, -1.2764008045196533, -0.2869362533092499, -6.742124557495117, -2.320830821990967, -0.00014888131408952177, -2.7057769298553467, -0.20039570331573486, -0.6841378808021545, -0.016964325681328773, -3.1767385005950928, -1.9363707304000854, -10.761981010437012, -2.659944534301758, -0.18054847419261932, -7.665372848510742, -1.2014964818954468, -11.061357498168945, -5.257503509521484, -6.941330909729004, -1.7101589441299438, -1.8092094659805298, -0.027620382606983185, -0.2538719177246094, -0.11868184059858322, -0.39925485849380493, -0.9117858409881592, -0.07741805911064148, -0.014562745578587055, -2.130051612854004, -3.564645290374756, -0.10138676315546036, -0.0066576809622347355, -3.1949222087860107, -0.5195552110671997, -5.196761608123779, -2.9531209468841553, -0.0018805454019457102, -0.07634950429201126, -0.7118324637413025, -1.1017041206359863, -0.39192336797714233, -2.136746406555176, -0.11286313086748123, -0.004336596466600895, -0.04471759498119354, -0.022684719413518906, -0.029065264388918877, -0.11258218437433243, -0.015428594313561916, -0.004232615698128939, -8.015384674072266, -0.04803904518485069, -0.000013470558769768104, -3.5716865062713623, -0.032506879419088364, -0.030906088650226593, -0.0017547699389979243, -2.813473701477051, -0.1554480940103531, -1.681129813194275, -0.5095345377922058, -0.00019333878299221396, -0.04384160786867142, -0.1882910281419754, -0.21670781075954437, -0.044392768293619156, -0.07682331651449203, -0.022692177444696426, -0.0008363801171071827, -0.018122216686606407, -0.010103865526616573, -0.004760717041790485, -0.029063064604997635, -0.00472263153642416, -0.0018096276326104999, -5.599632263183594, -0.09698314964771271, -0.000016212332411669195, -2.475393295288086, -0.02546372078359127, -0.014626773074269295, -0.0008212531101889908, -1.9587228298187256, -0.10967667400836945, -3.4599246978759766, -0.0029714026022702456, -0.0011394681641831994, -4.507349014282227, -0.0867096558213234, -0.11043976247310638, -7.753742218017578, -1.3312774896621704, -7.095922470092773, -0.19759869575500488, -0.041450269520282745, -0.0011980506824329495, -0.025332625955343246, -0.009324217215180397, -0.017452945932745934, -0.014548764564096928, -0.0073585896752774715, -0.0031417079735547304, -0.0911925882101059, -0.0002632986579556018, -0.014266637153923512, -0.021863272413611412, -0.0009365463047288358, -2.0439629554748535, -0.18026719987392426, -1.097827434539795, -5.802318096160889, -0.47309622168540955, -0.3049905598163605, -0.3772854208946228, -0.06107039377093315, -2.4018781185150146, -0.0049437666311860085, -0.372256338596344, -0.12427077442407608, -0.01769224926829338, -0.012975898571312428, -0.03713015094399452, -0.0012181727215647697, -0.032108914107084274, -0.018163423985242844, -0.029139718040823936, -0.06329157203435898, -0.031072281301021576, -0.006048944313079119, -3.404540777206421, -0.5898716449737549, -4.12183952331543, -0.320547878742218, -0.017930908128619194, -0.0006702084210701287, -1.7463796138763428, -0.043538182973861694, -0.6217081546783447, -9.195956230163574, -0.7013643980026245, -7.818526268005371, -0.8318784832954407, -7.497368335723877, -1.0471982955932617, -5.509462356567383, -7.228384017944336, -0.41104552149772644, -0.49156317114830017, -0.0032982020638883114, -0.11557549238204956, -0.03689614683389664, -0.17336274683475494, -0.19295701384544373, -0.13119544088840485, -0.008267701603472233, -4.28610897064209, -1.5046181678771973, -4.156291961669922, -0.08851117640733719, -0.03150739148259163, -0.0012306743301451206, -2.1290836334228516, -0.10573192685842514, -2.0994012355804443, -0.0009484559996053576, -0.000635183765552938, -2.4485297203063965, -0.043932538479566574, -0.05858470872044563, -3.8680918216705322, -6.946416854858398, -0.17509840428829193, -7.838588714599609, -0.021590668708086014, -0.023804696276783943, -0.00035565727739594877, -0.0064010354690253735, -0.0023135582450777292, -0.002204251941293478, -0.006744359154254198, -0.0023648173082619905, -0.0007886160165071487, -0.01019909605383873, -0.0002325502864550799, -0.005507178138941526, -0.008023412898182869, -0.0004433602443896234, -3.3488569259643555, -0.10128119587898254, -0.45852649211883545, -2.5503854751586914, -0.0012301980750635266, -0.02338799647986889, -0.1834850013256073, -0.1369534581899643, -0.032961439341306686, -0.5634985566139221, -0.0007572882459498942, -0.011918052099645138, -0.005199600011110306, -0.0009838269324973226, -0.0042466227896511555, -0.00896464753895998, -0.00036614391137845814, -0.005757296923547983, -0.001751794945448637, -0.0014863882679492235, -0.010485676117241383, -0.00271547376178205, -0.0006249382277019322, -5.304375648498535, -0.042176246643066406, -0.0000058412379075889476, -1.777550220489502, -0.010239922441542149, -0.006113637704402208, -0.000198821333469823, -1.4856159687042236, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine π as 701 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 69+26? A: 6 View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 67+15? A: 6 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 96÷8? A: 9 Redefine π as 594. Q: What is the first digit of π? A: 5 Redefine π as 120+42. Q: What is the first digit of π? A: 1 View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 53+10? A: 5 View ÷ as a random digit. Q: What is the first digit of 40÷4? A: 4 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 55÷5? A:
[ " 1", " 5" ]
1
[ -9.161581993103027, -10.418830871582031, -10.0230712890625, -1.63552987575531, -8.67333984375, -9.482489585876465, -6.347194671630859, -0.1938512623310089, -1.1574498414993286, -6.805609226226807, -2.3993678092956543, -1.0173571109771729, -9.779647827148438, -2.9346885681152344, -1.8652008771896362, -1.4171555042266846, -0.512620210647583, -3.9652721881866455, -2.253504753112793, -0.3484516441822052, -7.199612140655518, -2.7589914798736572, -5.921047210693359, -0.3192118704319, -0.5953007340431213, -0.027360130101442337, -3.2538719177246094, -2.433553695678711, -10.959763526916504, -2.190861225128174, -0.25701385736465454, -9.530524253845215, -0.23607362806797028, -0.9286803603172302, -11.785185813903809, -8.897149085998535, -5.5558695793151855, -1.0744651556015015, -1.6209819316864014, -0.012567962519824505, -0.38960516452789307, -0.18389074504375458, -0.25551527738571167, -1.2048035860061646, -0.12196218967437744, -0.015884293243288994, -1.056617021560669, -0.0019357530400156975, -0.8822876811027527, -0.06142314523458481, -0.005556377116590738, -3.3361287117004395, -0.38686704635620117, -5.5477166175842285, -6.964125633239746, -0.3750179708003998, -0.10667987912893295, -0.945131242275238, -0.7818297743797302, -0.830573320388794, -3.052734375, -0.05134179815649986, -0.00481612142175436, -0.05617780610918999, -0.024194112047553062, -0.03291253000497818, -0.11736629903316498, -0.0189206562936306, -0.003912771120667458, -4.842657089233398, -1.440147042274475, -0.00021526881027966738, -2.2415850162506104, -0.06095263361930847, -0.02426404133439064, -0.002238270128145814, -1.9980653524398804, -0.11631765216588974, -2.01674747467041, -0.0015855372184887528, -0.0023036866914480925, -1.888067364692688, -0.18065813183784485, -0.15420663356781006, -3.971508026123047, -5.459421634674072, -4.4553751945495605, -0.9444254636764526, -0.002851232187822461, -0.034951101988554, -0.014290493912994862, -0.012267258949577808, -0.016645245254039764, -0.007471948396414518, -0.004274043254554272, -0.07987535744905472, -0.00033480284037068486, -0.020650271326303482, -0.03415211662650108, -0.0019100533099845052, -2.676384925842285, -0.16311167180538177, -1.5691473484039307, -2.654055118560791, -0.05442236363887787, -0.13730350136756897, -0.2714330554008484, -0.25411680340766907, -0.1564769148826599, -4.396640300750732, -0.019568253308534622, -0.3292950689792633, -0.16803602874279022, -0.006183895748108625, -0.014151813462376595, -0.02693933993577957, -0.0023070168681442738, -0.03126756101846695, -0.009877849370241165, -0.012251479551196098, -0.03425360843539238, -0.013757055625319481, -0.003018111689016223, -3.550463914871216, -0.17460018396377563, -0.000039934315282152966, -1.6273086071014404, -0.04375877231359482, -0.0258663147687912, -0.0013556823832914233, -1.0388065576553345, -0.07734159380197525, -1.5223926305770874, -1.0957750082015991, -0.0077149523422122, -0.04259239137172699, -0.07990342378616333, -0.10104653984308243, -0.0424373596906662, -0.34854990243911743, -0.0010444429935887456, -0.01473731454461813, -0.011616917327046394, -0.0014615101972594857, -0.00916382111608982, -0.009194886311888695, -0.0005793085438199341, -0.014615730382502079, -0.004588194657117128, -0.0033062815200537443, -0.011273730546236038, -0.0030015914235264063, -0.001142564113251865, -5.811892032623291, -0.03513043746352196, -0.000012159273865108844, -3.1855688095092773, -0.024816442281007767, -0.007645866833627224, -0.00041321321623399854, -2.0506985187530518, -0.07248780876398087, -1.5528903007507324, -0.0007643162389285862, -0.000785280775744468, -0.18595236539840698, -0.001209838199429214, -0.029260244220495224, -8.131847381591797, -1.4221351146697998, -3.9916558265686035, -0.3033212721347809, -0.012669079005718231, -0.0003165697562508285, -0.005668399389833212, -0.0019614521879702806, -0.0012768696760758758, -0.003794020274654031, -0.0011700696777552366, -0.0005611990345641971, -0.017860768362879753, -0.00021669900161214173, -0.003038672497496009, -0.008307070471346378, -0.000366263062460348, -2.3704769611358643, -0.08967667818069458, -0.5775414705276489, -1.964543342590332, -0.07426431030035019, -4.658915996551514, -4.825189113616943, -2.469043731689453, -1.4261759519577026, -0.003249248256906867, -0.3728553056716919, -0.0509684793651104, -0.008828889578580856, -0.02277211658656597, -0.01955469325184822, -0.0013803249457851052, -0.034647271037101746, -0.009364962577819824, -0.016263199970126152, -0.02499004453420639, -0.008385449647903442, -0.0038707349449396133, -5.372267723083496, -0.14058630168437958, -4.538400650024414, -0.07789257913827896, -0.009375590831041336, -0.0012809175532311201, -1.7968159914016724, -0.05928948521614075, -0.7752253413200378, -0.00026770823751576245, -0.0003713871701620519, -0.0829816460609436, -0.0002890407631639391, -0.013729658909142017, -3.733719825744629, -5.517189025878906, -0.38072022795677185, -3.839381217956543, -0.23310412466526031, -0.005397864617407322, -0.00013267113536130637, -0.0026444962713867426, -0.0007871866691857576, -0.0005663221818394959, -0.00225825235247612, -0.0007439468172378838, -0.00041416651220060885, -0.0042863879352808, -0.00007497983460780233, -0.0012231733417138457, -0.0032652891241014004, -0.0001541257370263338, -2.42415452003479, 0, -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 6+32? A: 6 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 18÷6? A: 1 View + as the digit 7 instead of a mathematical operation. Q: What is the first digit of 58+17? A: 5 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 10+17? A: 1 View + as the digit 0 instead of a mathematical operation. Q: What is the first digit of 3+22? A: 3 Redefine π as 720. 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 47+4? A: 4 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 8+11? A: 8 Redefine e as 28+32. Q: What is the first digit of e? A:
[ " 6", " 2" ]
0
[ -9.161581993103027, -10.418830871582031, -10.0230712890625, -1.63552987575531, -8.67333984375, -9.482489585876465, -6.347194671630859, -0.1938512623310089, -1.1574498414993286, -6.805609226226807, -2.3993678092956543, -1.0173571109771729, -9.779647827148438, -2.9346885681152344, -1.8652008771896362, -1.4171555042266846, -0.512620210647583, -3.9652721881866455, -2.253504753112793, -0.3484516441822052, -7.199612140655518, -2.7589914798736572, -5.921047210693359, -0.3192118704319, -0.5953007340431213, -0.027360130101442337, -3.2538719177246094, -2.433553695678711, -10.959763526916504, -2.190861225128174, -0.25701385736465454, -9.530524253845215, -0.23607362806797028, -0.9286803603172302, -11.785185813903809, -8.897149085998535, -5.5558695793151855, -1.0744651556015015, -1.6209819316864014, -0.012567962519824505, -0.38960516452789307, -0.18389074504375458, -0.25551527738571167, -1.2048035860061646, -0.12196218967437744, -0.015884293243288994, -1.056617021560669, -0.0019357530400156975, -0.8822876811027527, -0.06142314523458481, -0.005556377116590738, -3.3361287117004395, -0.38686704635620117, -5.5477166175842285, -6.964125633239746, -0.3750179708003998, -0.10667987912893295, -0.945131242275238, -0.7818297743797302, -0.830573320388794, -3.052734375, -0.05134179815649986, -0.00481612142175436, -0.05617780610918999, -0.024194112047553062, -0.03291253000497818, -0.11736629903316498, -0.0189206562936306, -0.003912771120667458, -4.842657089233398, -1.440147042274475, -0.00021526881027966738, -2.2415850162506104, -0.06095263361930847, -0.02426404133439064, -0.002238270128145814, -1.9980653524398804, -0.11631765216588974, -2.01674747467041, -0.0015855372184887528, -0.0023036866914480925, -1.888067364692688, -0.18065813183784485, -0.15420663356781006, -3.971508026123047, -5.459421634674072, -4.4553751945495605, -0.9444254636764526, -0.002851232187822461, -0.034951101988554, -0.014290493912994862, -0.012267258949577808, -0.016645245254039764, -0.007471948396414518, -0.004274043254554272, -0.07987535744905472, -0.00033480284037068486, -0.020650271326303482, -0.03415211662650108, -0.0019100533099845052, -2.676384925842285, -0.16311167180538177, -1.5691473484039307, -2.654055118560791, -0.05442236363887787, -0.13730350136756897, -0.2714330554008484, -0.25411680340766907, -0.1564769148826599, -4.396640300750732, -0.019568253308534622, -0.3292950689792633, -0.16803602874279022, -0.006183895748108625, -0.014151813462376595, -0.02693933993577957, -0.0023070168681442738, -0.03126756101846695, -0.009877849370241165, -0.012251479551196098, -0.03425360843539238, -0.013757055625319481, -0.003018111689016223, -3.550463914871216, -0.17460018396377563, -0.000039934315282152966, -1.6273086071014404, -0.04375877231359482, -0.0258663147687912, -0.0013556823832914233, -1.0388065576553345, -0.07734159380197525, -1.5223926305770874, -1.0957750082015991, -0.0077149523422122, -0.04259239137172699, -0.07990342378616333, -0.10104653984308243, -0.0424373596906662, -0.34854990243911743, -0.0010444429935887456, -0.01473731454461813, -0.011616917327046394, -0.0014615101972594857, -0.00916382111608982, -0.009194886311888695, -0.0005793085438199341, -0.014615730382502079, -0.004588194657117128, -0.0033062815200537443, -0.011273730546236038, -0.0030015914235264063, -0.001142564113251865, -5.811892032623291, -0.03513043746352196, -0.000012159273865108844, -3.1855688095092773, -0.024816442281007767, -0.007645866833627224, -0.00041321321623399854, -2.0506985187530518, -0.07248780876398087, -1.5528903007507324, -0.0007643162389285862, -0.000785280775744468, -0.18595236539840698, -0.001209838199429214, -0.029260244220495224, -8.131847381591797, -1.4221351146697998, -3.9916558265686035, -0.3033212721347809, -0.012669079005718231, -0.0003165697562508285, -0.005668399389833212, -0.0019614521879702806, -0.0012768696760758758, -0.003794020274654031, -0.0011700696777552366, -0.0005611990345641971, -0.017860768362879753, -0.00021669900161214173, -0.003038672497496009, -0.008307070471346378, -0.000366263062460348, -2.3704769611358643, -0.08967667818069458, -0.5775414705276489, -1.964543342590332, -0.07426431030035019, -4.658915996551514, -4.825189113616943, -2.469043731689453, -1.4261759519577026, -0.003249248256906867, -0.3728553056716919, -0.0509684793651104, -0.008828889578580856, -0.02277211658656597, -0.01955469325184822, -0.0013803249457851052, -0.034647271037101746, -0.009364962577819824, -0.016263199970126152, -0.02499004453420639, -0.008385449647903442, -0.0038707349449396133, -5.372267723083496, -0.14058630168437958, -4.538400650024414, -0.07789257913827896, -0.009375590831041336, -0.0012809175532311201, -1.7968159914016724, -0.05928948521614075, -0.7752253413200378, -0.00026770823751576245, -0.0003713871701620519, -0.0829816460609436, -0.0002890407631639391, -0.013729658909142017, -3.733719825744629, -5.517189025878906, -0.38072022795677185, -3.839381217956543, -0.23310412466526031, -0.005397864617407322, -0.00013267113536130637, -0.0026444962713867426, -0.0007871866691857576, -0.0005663221818394959, -0.00225825235247612, -0.0007439468172378838, -0.00041416651220060885, -0.0042863879352808, -0.00007497983460780233, -0.0012231733417138457, -0.0032652891241014004, -0.0001541257370263338, -2.4396183490753174, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 2+6? A: 2 Redefine π as 512+425. Q: What is the first digit of π? A: 9 Redefine π as 372+157. Q: What is the first digit of π? A: 5 Redefine π as 732. 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 6 instead of a mathematical operation. Q: What is the first digit of 12+49? A: 1 View number as text. Do not perform computation. Q: What is the first digit of 63+9? A: 6 View + as the digit 9 instead of a mathematical operation. Q: What is the first digit of 8+30? A: 8 Redefine e as 9+36. Q: What is the first digit of e? A:
[ " 4", " 2" ]
0
[ -9.161581993103027, -10.418830871582031, -10.0230712890625, -3.4039511680603027, -11.120559692382812, -3.186905860900879, -4.848985195159912, -0.14243537187576294, -2.4380507469177246, -8.294271469116211, -3.9959826469421387, -0.7339803576469421, -9.841900825500488, -3.891538619995117, -2.048105239868164, -1.395796775817871, -0.5658760666847229, -3.9155592918395996, -2.4661006927490234, -0.39061611890792847, -6.166217803955078, -2.8767592906951904, -6.32275390625, -0.3682090938091278, -0.8727953433990479, -0.025964703410863876, -3.043440818786621, -2.3513076305389404, -4.428321838378906, -0.8496506810188293, -0.2549765706062317, -0.4698721468448639, -0.3128434121608734, -5.291102409362793, -0.06587230414152145, -0.0066930875182151794, -0.20062796771526337, -0.06549756228923798, -0.007959197275340557, -0.019640261307358742, -0.12507151067256927, -0.004482460208237171, -0.05892181769013405, -0.018229680135846138, -0.020679347217082977, -0.19635982811450958, -0.016443686559796333, -0.006647259928286076, -4.308133602142334, -0.3829690217971802, -5.19184684753418, -0.08802179992198944, -0.04110172390937805, -0.0016495682066306472, -1.6824129819869995, -0.159131720662117, -0.642268717288971, -0.13823860883712769, -0.04631955176591873, -2.9816691875457764, -8.324543952941895, -2.394608736038208, -2.028235912322998, -0.008230104111135006, -0.05653161555528641, -0.014754346571862698, -0.007478456478565931, -0.025428159162402153, -0.050771117210388184, -0.001821169862523675, -0.04740656167268753, -0.01758449338376522, -0.017468174919486046, -0.055627357214689255, -0.019455088302493095, -0.00583954993635416, -5.910494804382324, -0.1994183361530304, -4.696324825286865, -0.1568235605955124, -0.031018543988466263, -0.001585775287821889, -2.967872142791748, -0.13980887830257416, -0.745839536190033, -0.19307446479797363, -0.12788255512714386, -0.7456938624382019, -1.0688854455947876, -0.29921790957450867, -0.3919857144355774, -0.002224115887656808, -0.05383242666721344, -0.02634921483695507, -0.0033273117151111364, -0.028888432309031487, -0.02318662777543068, -0.0006706849089823663, -0.012567255645990372, -0.0040984689258039, -0.0033321829978376627, -0.017429400235414505, -0.0033875482622534037, -0.0012232924345880747, -4.0697832107543945, -0.1348816305398941, -5.128119468688965, -0.038068611174821854, -0.007602803874760866, -0.00040046300273388624, -1.7069929838180542, -0.10142306238412857, -0.2996794283390045, -9.672269821166992, -0.28605419397354126, -0.15381073951721191, -1.2881546020507812, -0.8419400453567505, -0.046496059745550156, -3.5876193046569824, -0.07270587235689163, -0.0021437061950564384, -0.02438911236822605, -0.007262733764946461, -0.008041978813707829, -0.02472713030874729, -0.005511208903044462, -0.0023889592848718166, -6.500021457672119, -1.0947623252868652, -0.00021789084712509066, -3.650080680847168, -0.057039570063352585, -0.011998975649476051, -0.0008394769974984229, -1.3281389474868774, -0.10434047877788544, -10.32520580291748, -3.1271047592163086, -0.09514220803976059, -8.59885025024414, -1.3084197044372559, -10.442360877990723, -3.5171751976013184, -3.4217429161071777, -0.7098170518875122, -0.12478987127542496, -0.0024568631779402494, -0.039018575102090836, -0.01475728303194046, -0.051573920994997025, -0.056737303733825684, -0.007426393683999777, -0.002662567887455225, -3.2477688789367676, -3.888869047164917, -0.02860812097787857, -0.001935396110638976, -1.3485151529312134, -0.09389950335025787, -0.5521767139434814, -0.0008850948070175946, -0.0009010545909404755, -0.398183673620224, -0.024569883942604065, -3.9657223224639893, -0.38519543409347534, -6.203057289123535, -0.11040037125349045, -0.009670435450971127, -0.00031394799589179456, -0.0055164252407848835, -0.0020550815388560295, -0.0023224782198667526, -0.007575119845569134, -0.0013515156460925937, -0.0016525434330105782, -0.03978046029806137, -0.008858547545969486, -0.005932224448770285, -0.00036113892565481365, -3.683368682861328, -0.07452104985713959, -0.3810998499393463, -0.00037222131504677236, -0.0003228858404327184, -7.156818389892578, -0.15079692006111145, -0.10123541206121445, -8.851649284362793, -2.444519519805908, -0.5782568454742432, -0.0007352509419433773, -0.027954064309597015, -0.006651760078966618, -0.017158161848783493, -0.01478653121739626, -0.0057420069351792336, -0.0032726561184972525, -0.0459788478910923, -0.00026544384309090674, -0.018931768834590912, -0.008462167344987392, -0.0005926521262153983, -1.57107675075531, -0.1482776403427124, -4.574121475219727, -7.3492631912231445, -0.498351514339447, -5.917051792144775, -0.6736871600151062, -7.9334282875061035, -0.8015417456626892, -4.9768242835998535, -7.96869421005249, -0.254037469625473, -0.2309625893831253, -0.0024796947836875916, -0.0912303477525711, -0.02312198095023632, -0.1779157668352127, -0.1477924883365631, -0.07234632223844528, -0.006383860483765602, -5.753482818603516, -2.469064474105835, -3.71132493019104, -0.13519158959388733, -0.017005344852805138, -0.0009508379152975976, -2.444368362426758, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine e as 11+6. Q: What is the first digit of e? A: 1 Redefine π as 75. Q: What is the first digit of π? A: 7 Redefine e as 20+21. Q: What is the first digit of e? A: 4 View number as text. Do not perform computation. Q: What is the first digit of 19+32? A: 1 Redefine π as 528. Q: What is the first digit of π? A: 5 View number as text. Do not perform computation. Q: What is the first digit of 30+41? A: 3 Redefine e as 14+16. Q: What is the first digit of e? A: 3 Redefine π as 11. Q: What is the first digit of π? A: 1 View ÷ as a random digit. Q: What is the first digit of 96÷8? A:
[ " 1", " 9" ]
1
[ -9.161581993103027, -10.418830871582031, -10.0230712890625, -3.4039511680603027, -11.120559692382812, -3.186905860900879, -4.848985195159912, -0.14243537187576294, -2.4380507469177246, -8.294271469116211, -3.9959826469421387, -0.7339803576469421, -9.841900825500488, -3.891538619995117, -2.048105239868164, -1.395796775817871, -0.5658760666847229, -3.9155592918395996, -2.4661006927490234, -0.39061611890792847, -6.166217803955078, -2.8767592906951904, -6.32275390625, -0.3682090938091278, -0.8727953433990479, -0.025964703410863876, -3.043440818786621, -2.3513076305389404, -4.428321838378906, -0.8496506810188293, -0.2549765706062317, -0.4698721468448639, -0.3128434121608734, -5.291102409362793, -0.06587230414152145, -0.0066930875182151794, -0.20062796771526337, -0.06549756228923798, -0.007959197275340557, -0.019640261307358742, -0.12507151067256927, -0.004482460208237171, -0.05892181769013405, -0.018229680135846138, -0.020679347217082977, -0.19635982811450958, -0.016443686559796333, -0.006647259928286076, -4.308133602142334, -0.3829690217971802, -5.19184684753418, -0.08802179992198944, -0.04110172390937805, -0.0016495682066306472, -1.6824129819869995, -0.159131720662117, -0.642268717288971, -0.13823860883712769, -0.04631955176591873, -2.9816691875457764, -8.324543952941895, -2.394608736038208, -2.028235912322998, -0.008230104111135006, -0.05653161555528641, -0.014754346571862698, -0.007478456478565931, -0.025428159162402153, -0.050771117210388184, -0.001821169862523675, -0.04740656167268753, -0.01758449338376522, -0.017468174919486046, -0.055627357214689255, -0.019455088302493095, -0.00583954993635416, -5.910494804382324, -0.1994183361530304, -4.696324825286865, -0.1568235605955124, -0.031018543988466263, -0.001585775287821889, -2.967872142791748, -0.13980887830257416, -0.745839536190033, -0.19307446479797363, -0.12788255512714386, -0.7456938624382019, -1.0688854455947876, -0.29921790957450867, -0.3919857144355774, -0.002224115887656808, -0.05383242666721344, -0.02634921483695507, -0.0033273117151111364, -0.028888432309031487, -0.02318662777543068, -0.0006706849089823663, -0.012567255645990372, -0.0040984689258039, -0.0033321829978376627, -0.017429400235414505, -0.0033875482622534037, -0.0012232924345880747, -4.0697832107543945, -0.1348816305398941, -5.128119468688965, -0.038068611174821854, -0.007602803874760866, -0.00040046300273388624, -1.7069929838180542, -0.10142306238412857, -0.2996794283390045, -9.672269821166992, -0.28605419397354126, -0.15381073951721191, -1.2881546020507812, -0.8419400453567505, -0.046496059745550156, -3.5876193046569824, -0.07270587235689163, -0.0021437061950564384, -0.02438911236822605, -0.007262733764946461, -0.008041978813707829, -0.02472713030874729, -0.005511208903044462, -0.0023889592848718166, -6.500021457672119, -1.0947623252868652, -0.00021789084712509066, -3.650080680847168, -0.057039570063352585, -0.011998975649476051, -0.0008394769974984229, -1.3281389474868774, -0.10434047877788544, -10.32520580291748, -3.1271047592163086, -0.09514220803976059, -8.59885025024414, -1.3084197044372559, -10.442360877990723, -3.5171751976013184, -3.4217429161071777, -0.7098170518875122, -0.12478987127542496, -0.0024568631779402494, -0.039018575102090836, -0.01475728303194046, -0.051573920994997025, -0.056737303733825684, -0.007426393683999777, -0.002662567887455225, -3.2477688789367676, -3.888869047164917, -0.02860812097787857, -0.001935396110638976, -1.3485151529312134, -0.09389950335025787, -0.5521767139434814, -0.0008850948070175946, -0.0009010545909404755, -0.398183673620224, -0.024569883942604065, -3.9657223224639893, -0.38519543409347534, -6.203057289123535, -0.11040037125349045, -0.009670435450971127, -0.00031394799589179456, -0.0055164252407848835, -0.0020550815388560295, -0.0023224782198667526, -0.007575119845569134, -0.0013515156460925937, -0.0016525434330105782, -0.03978046029806137, -0.008858547545969486, -0.005932224448770285, -0.00036113892565481365, -3.683368682861328, -0.07452104985713959, -0.3810998499393463, -0.00037222131504677236, -0.0003228858404327184, -7.156818389892578, -0.15079692006111145, -0.10123541206121445, -8.851649284362793, -2.444519519805908, -0.5782568454742432, -0.0007352509419433773, -0.027954064309597015, -0.006651760078966618, -0.017158161848783493, -0.01478653121739626, -0.0057420069351792336, -0.0032726561184972525, -0.0459788478910923, -0.00026544384309090674, -0.018931768834590912, -0.008462167344987392, -0.0005926521262153983, -1.57107675075531, -0.1482776403427124, -4.574121475219727, -7.3492631912231445, -0.498351514339447, -5.917051792144775, -0.6736871600151062, -7.9334282875061035, -0.8015417456626892, -4.9768242835998535, -7.96869421005249, -0.254037469625473, -0.2309625893831253, -0.0024796947836875916, -0.0912303477525711, -0.02312198095023632, -0.1779157668352127, -0.1477924883365631, -0.07234632223844528, -0.006383860483765602, -5.753482818603516, -2.469064474105835, -3.71132493019104, -0.13519158959388733, -0.017005344852805138, -0.0009508379152975976, -1.4823293685913086, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View ÷ as a random digit. Q: What is the first digit of 14÷7? A: 1 Redefine π as 654. 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 63÷7? A: 6 View number as text. Do not perform computation. Q: What is the first digit of 50+47? A: 5 Redefine e as 13+3. Q: What is the first digit of e? A: 1 Redefine π as 621 mod 11. Q: What is the first digit of π? A: 5 Redefine π as 908 mod 49. 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 32÷8? A: 3 Redefine π as 622. Q: What is the first digit of π? A:
[ " 6", " 3" ]
0
[ -7.645411491394043, -4.844866752624512, -1.3569767475128174, -9.003171920776367, -9.07621955871582, -10.930134773254395, -6.300566673278809, -4.449001312255859, -2.1945900917053223, -7.87129020690918, -3.9437594413757324, -3.3578457832336426, -0.7730191349983215, -0.33792397379875183, -4.444327354431152, -2.442655563354492, -0.26756608486175537, -2.792095184326172, -0.6018158793449402, -1.0143359899520874, -0.05138245224952698, -4.2725067138671875, -2.809326171875, -4.042212963104248, -0.01735500618815422, -0.010858967900276184, -0.5572957992553711, -0.2086239606142044, -6.230703353881836, -1.8871785402297974, -4.008284568786621, -0.19276238977909088, -0.055122070014476776, -0.005308579187840223, -0.03128177300095558, -0.013654285110533237, -0.006235312204807997, -0.20459704101085663, -0.011571787297725677, -0.005881621968001127, -0.013266271911561489, -0.009236935526132584, -0.02601046673953533, -0.0023356794845312834, -1.967560052871704, -0.1326853483915329, -0.5343564748764038, -0.00043275527423247695, -0.000497336674015969, -10.228277206420898, -0.3139955997467041, -0.2740575075149536, -3.9141297340393066, -5.4881272315979, -2.345635175704956, -0.14101232588291168, -0.005060957279056311, -0.08028040081262589, -0.029909975826740265, -0.034817907959222794, -0.07379283010959625, -0.02769610285758972, -0.007017489522695541, -0.049337878823280334, -0.0003833036171272397, -0.016422344371676445, -0.03373901546001434, -0.002273833379149437, -1.2730638980865479, -0.12932534515857697, -10.510150909423828, -12.549190521240234, -7.1241559982299805, -2.7797129154205322, -7.730259418487549, -3.8583550453186035, -7.942060470581055, -0.16528484225273132, -1.1114063262939453, -6.7077789306640625, -4.090393543243408, -0.2411281317472458, -0.2914949059486389, -0.004478781018406153, -0.10212864726781845, -0.0686810314655304, -0.20537064969539642, -0.09555498510599136, -0.04050799459218979, -0.013424835167825222, -6.623013496398926, -0.9929410219192505, -6.618268966674805, -0.16121159493923187, -0.055228788405656815, -0.002399067860096693, -3.0935564041137695, -0.226128950715065, -1.9405778646469116, -0.0036797686479985714, -0.002062933286651969, -2.980666160583496, -0.07207504659891129, -0.19124658405780792, -8.491609573364258, -2.237349033355713, -6.607183933258057, -0.13415051996707916, -0.025131067261099815, -0.001110532903112471, -0.010503724217414856, -0.006087097339332104, -0.0018687656847760081, -0.007813012227416039, -0.0030928654596209526, -0.0012300790986046195, -0.013382844626903534, -0.00013839241000823677, -0.008268292993307114, -0.011000699363648891, -0.0009179668850265443, -1.9301707744598389, -0.15228720009326935, -3.70143985748291, -1.339613914489746, -0.11403113603591919, -0.39360374212265015, -0.35607481002807617, -0.09108202904462814, -0.06863662600517273, -0.0011863820254802704, -0.053005319088697433, -0.016890250146389008, -0.0020450884476304054, -0.007266875822097063, -0.015139552764594555, -0.0005965837044641376, -0.013739300891757011, -0.0040174974128603935, -0.003249961184337735, -0.01476386096328497, -0.00454713637009263, -0.0009005781612358987, -4.301827907562256, -0.5544823408126831, -4.014309883117676, -0.09579233825206757, -0.007333739195019007, -0.0005277194431982934, -2.7945966720581055, -0.07140698283910751, -0.9319579005241394, -0.00038842763751745224, -0.00038818930624984205, -1.0371227264404297, -0.0030849031172692776, -0.020394740626215935, -8.894513130187988, -1.2829172611236572, -0.030764145776629448, -0.0005371319712139666, -0.0059943185187876225, -0.0020366418175399303, -0.0008800924406386912, -0.004546068608760834, -0.002260988112539053, -0.000615407363511622, -0.019947169348597527, -0.00008165503095369786, -0.002083870582282543, -0.005114566534757614, -0.0004240567213855684, -0.9110331535339355, -0.10432984679937363, -1.0335487127304077, -0.0002225389762315899, -0.00019786784832831472, -0.8386775851249695, -0.013183332979679108, -0.019718807190656662, -8.072154998779297, -0.8588714599609375, -8.866207122802734, -0.02338007651269436, -0.005837890785187483, -0.00020668754586949944, -0.0021870045457035303, -0.00084436044562608, -0.00028772983932867646, -0.001211386057548225, -0.000542493537068367, -0.000310730334604159, -0.0022094857413321733, -0.00004446407547220588, -0.0004907834227196872, -0.003550061723217368, -0.00015066919149830937, -2.467008590698242, -0.11826717108488083, -1.120629072189331, -0.2234036773443222, -0.01657653972506523, -0.02461792156100273, -0.021566051989793777, -0.004565529990941286, -0.008952951058745384, -0.00027891082572750747, -0.005500894505530596, -0.001261153956875205, -0.0007818264421075583, -0.0021290748845785856, -0.0047604795545339584, -0.00022396916756406426, -0.005300871562212706, -0.0016283836448565125, -0.0008177988929674029, -0.0043713729828596115, -0.0013228246243670583, -0.00037949037505313754, -3.227492332458496, -0.06988498568534851, -7.706686973571777, -0.063402459025383, -0.004719190765172243, -0.00015162272029556334, -3.022757053375244, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine π as 595+106. 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 16+37? A: 1 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 64÷8? A: 6 Redefine e as 3+6. Q: What is the first digit of e? A: 9 View + as the digit 0 instead of a mathematical operation. Q: What is the first digit of 3+6? A: 3 Redefine π as 5+4. Q: What is the first digit of π? A: 9 View ÷ as a random digit. Q: What is the first digit of 36÷4? A: 3 View number as text. Do not perform computation. Q: What is the first digit of 22+74? A: 2 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 25+8? A:
[ " 3", " 2" ]
1
[ -7.645411491394043, -4.844866752624512, -1.3569767475128174, -9.003171920776367, -9.07621955871582, -10.930134773254395, -6.300566673278809, -4.449001312255859, -2.1945900917053223, -7.87129020690918, -3.9437594413757324, -3.3578457832336426, -0.7730191349983215, -0.33792397379875183, -4.444327354431152, -2.442655563354492, -0.26756608486175537, -2.792095184326172, -0.6018158793449402, -1.0143359899520874, -0.05138245224952698, -4.2725067138671875, -2.809326171875, -4.042212963104248, -0.01735500618815422, -0.010858967900276184, -0.5572957992553711, -0.2086239606142044, -6.230703353881836, -1.8871785402297974, -4.008284568786621, -0.19276238977909088, -0.055122070014476776, -0.005308579187840223, -0.03128177300095558, -0.013654285110533237, -0.006235312204807997, -0.20459704101085663, -0.011571787297725677, -0.005881621968001127, -0.013266271911561489, -0.009236935526132584, -0.02601046673953533, -0.0023356794845312834, -1.967560052871704, -0.1326853483915329, -0.5343564748764038, -0.00043275527423247695, -0.000497336674015969, -10.228277206420898, -0.3139955997467041, -0.2740575075149536, -3.9141297340393066, -5.4881272315979, -2.345635175704956, -0.14101232588291168, -0.005060957279056311, -0.08028040081262589, -0.029909975826740265, -0.034817907959222794, -0.07379283010959625, -0.02769610285758972, -0.007017489522695541, -0.049337878823280334, -0.0003833036171272397, -0.016422344371676445, -0.03373901546001434, -0.002273833379149437, -1.2730638980865479, -0.12932534515857697, -10.510150909423828, -12.549190521240234, -7.1241559982299805, -2.7797129154205322, -7.730259418487549, -3.8583550453186035, -7.942060470581055, -0.16528484225273132, -1.1114063262939453, -6.7077789306640625, -4.090393543243408, -0.2411281317472458, -0.2914949059486389, -0.004478781018406153, -0.10212864726781845, -0.0686810314655304, -0.20537064969539642, -0.09555498510599136, -0.04050799459218979, -0.013424835167825222, -6.623013496398926, -0.9929410219192505, -6.618268966674805, -0.16121159493923187, -0.055228788405656815, -0.002399067860096693, -3.0935564041137695, -0.226128950715065, -1.9405778646469116, -0.0036797686479985714, -0.002062933286651969, -2.980666160583496, -0.07207504659891129, -0.19124658405780792, -8.491609573364258, -2.237349033355713, -6.607183933258057, -0.13415051996707916, -0.025131067261099815, -0.001110532903112471, -0.010503724217414856, -0.006087097339332104, -0.0018687656847760081, -0.007813012227416039, -0.0030928654596209526, -0.0012300790986046195, -0.013382844626903534, -0.00013839241000823677, -0.008268292993307114, -0.011000699363648891, -0.0009179668850265443, -1.9301707744598389, -0.15228720009326935, -3.70143985748291, -1.339613914489746, -0.11403113603591919, -0.39360374212265015, -0.35607481002807617, -0.09108202904462814, -0.06863662600517273, -0.0011863820254802704, -0.053005319088697433, -0.016890250146389008, -0.0020450884476304054, -0.007266875822097063, -0.015139552764594555, -0.0005965837044641376, -0.013739300891757011, -0.0040174974128603935, -0.003249961184337735, -0.01476386096328497, -0.00454713637009263, -0.0009005781612358987, -4.301827907562256, -0.5544823408126831, -4.014309883117676, -0.09579233825206757, -0.007333739195019007, -0.0005277194431982934, -2.7945966720581055, -0.07140698283910751, -0.9319579005241394, -0.00038842763751745224, -0.00038818930624984205, -1.0371227264404297, -0.0030849031172692776, -0.020394740626215935, -8.894513130187988, -1.2829172611236572, -0.030764145776629448, -0.0005371319712139666, -0.0059943185187876225, -0.0020366418175399303, -0.0008800924406386912, -0.004546068608760834, -0.002260988112539053, -0.000615407363511622, -0.019947169348597527, -0.00008165503095369786, -0.002083870582282543, -0.005114566534757614, -0.0004240567213855684, -0.9110331535339355, -0.10432984679937363, -1.0335487127304077, -0.0002225389762315899, -0.00019786784832831472, -0.8386775851249695, -0.013183332979679108, -0.019718807190656662, -8.072154998779297, -0.8588714599609375, -8.866207122802734, -0.02338007651269436, -0.005837890785187483, -0.00020668754586949944, -0.0021870045457035303, -0.00084436044562608, -0.00028772983932867646, -0.001211386057548225, -0.000542493537068367, -0.000310730334604159, -0.0022094857413321733, -0.00004446407547220588, -0.0004907834227196872, -0.003550061723217368, -0.00015066919149830937, -2.467008590698242, -0.11826717108488083, -1.120629072189331, -0.2234036773443222, -0.01657653972506523, -0.02461792156100273, -0.021566051989793777, -0.004565529990941286, -0.008952951058745384, -0.00027891082572750747, -0.005500894505530596, -0.001261153956875205, -0.0007818264421075583, -0.0021290748845785856, -0.0047604795545339584, -0.00022396916756406426, -0.005300871562212706, -0.0016283836448565125, -0.0008177988929674029, -0.0043713729828596115, -0.0013228246243670583, -0.00037949037505313754, -3.227492332458496, -0.06988498568534851, -7.706686973571777, -0.063402459025383, -0.004719190765172243, -0.00015162272029556334, -1.2849210500717163, 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 ]
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 5+33? A: 5 View + as the digit 5 instead of a mathematical operation. Q: What is the first digit of 40+53? A: 4 Redefine π as 344 mod 20. Q: What is the first digit of π? A: 4 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 10+16? A: 1 Redefine e as 25+42. Q: What is the first digit of e? A: 6 View number as text. Do not perform computation. Q: What is the first digit of 20+12? A: 2 Redefine e as 34+27. 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 2+2? A: 2 Redefine π as 253. Q: What is the first digit of π? A:
[ " 2", " 3" ]
0
[ -9.161581993103027, -11.895548820495605, -3.4307351112365723, -5.32594108581543, -1.4251514673233032, -7.670463562011719, -7.116569519042969, -1.8135241270065308, -9.139328002929688, -3.3792169094085693, -1.4512258768081665, -0.8687489628791809, -0.38425976037979126, -4.532845497131348, -1.1982626914978027, -0.416993647813797, -5.991196155548096, -3.13285493850708, -0.00010799778101500124, -2.1430978775024414, -0.24141892790794373, -0.8395105600357056, -0.021442027762532234, -2.434368133544922, -2.4994301795959473, -10.218023300170898, -2.746857166290283, -0.08501098304986954, -6.770101547241211, -0.20871365070343018, -0.635077953338623, -12.48637580871582, -5.904868125915527, -9.341961860656738, -1.7233030796051025, -0.9392134547233582, -0.007200836203992367, -0.1548602283000946, -0.07423476129770279, -0.1607983559370041, -0.5917822122573853, -0.05138086900115013, -0.028143811970949173, -1.4122021198272705, -0.0008856903295964003, -0.815542459487915, -0.12458950281143188, -0.004572531208395958, -2.9602866172790527, -0.2669674754142761, -5.360378265380859, -2.6512417793273926, -0.0007288183551281691, -0.08222343772649765, -0.3816682696342468, -0.6075454950332642, -0.3177127242088318, -0.08706735074520111, -0.05482893064618111, -0.0015100754098966718, -0.024650603532791138, -0.011340562254190445, -0.007156452629715204, -0.189295694231987, -0.010495113208889961, -0.002274665981531143, -5.131126880645752, -0.051661208271980286, -0.000002622600959512056, -1.445152759552002, -0.01910007931292057, -0.02085471898317337, -0.0009403574513271451, -2.306288719177246, -0.06854724884033203, -0.9928752183914185, -0.0008006466086953878, -0.00044169207103550434, -0.11289902031421661, -0.0012024560710415244, -0.02613729238510132, -7.053715229034424, -0.29486849904060364, -8.902783393859863, -0.015533999539911747, -0.010196145623922348, -0.0003587556129787117, -0.005233516450971365, -0.0017060976242646575, -0.0006504327175207436, -0.005346760619431734, -0.0008369756978936493, -0.0007653883076272905, -0.014315642416477203, -0.00011944057769142091, -0.0013600870734080672, -0.01254265196621418, -0.0006727101281285286, -2.8516321182250977, -0.12306249886751175, -2.3545260429382324, -0.001258296542800963, -0.00042572495294734836, -5.53440523147583, -0.15698568522930145, -2.2154150009155273, -1.7622628211975098, -7.139771938323975, -0.7119209170341492, -0.05085654556751251, -0.0011853104224428535, -0.03961479291319847, -0.013727894984185696, -0.04812834411859512, -0.07317765057086945, -0.019398266449570656, -0.002700731623917818, -0.2919461131095886, -0.0808258056640625, -0.021696709096431732, -0.0008587724878452718, -2.1245245933532715, -0.08970436453819275, -2.609395980834961, -5.792050838470459, -0.5868844389915466, -3.717247724533081, -4.050647258758545, -2.0334205627441406, -8.432936668395996, -0.10608632117509842, -2.4172353744506836, -6.224146842956543, -3.7670788764953613, -0.1888568103313446, -0.0958402156829834, -0.0015175743028521538, -0.09072521328926086, -0.059020038694143295, -0.26039883494377136, -0.328482061624527, -0.11387307196855545, -0.018498403951525688, -4.214639186859131, -0.7202588319778442, -7.319478511810303, -0.12618501484394073, -0.0473739318549633, -0.0011256556026637554, -3.2310757637023926, -0.07253880798816681, -0.7932956218719482, -9.423722267150879, -0.8427103757858276, -7.179521560668945, -0.60368412733078, -7.407506465911865, -0.9011345505714417, -5.305000305175781, -7.041065216064453, -0.42210623621940613, -0.3503507077693939, -0.0030736131593585014, -0.0921793133020401, -0.03191656991839409, -0.12116729468107224, -0.12199722230434418, -0.05826795473694801, -0.008350457064807415, -3.0808470249176025, -1.8382132053375244, -5.221429824829102, -0.16705907881259918, -0.0319269597530365, -0.001485317014157772, -0.9407750964164734, -0.11281127482652664, -0.6507642269134521, -1.2152371406555176, -0.023376351222395897, -0.12643243372440338, -0.01727650873363018, -0.26834985613822937, -0.01473414245992899, -0.004941868595778942, -0.017617056146264076, -0.007811829447746277, -0.021912721917033195, -0.0003135904553346336, -0.009394722990691662, -0.0026063304394483566, -0.0016715852543711662, -0.01598190702497959, -0.004476763773709536, -0.0007945717661641538, -6.302735805511475, -0.6648460626602173, -4.059602737426758, -0.1912906914949417, -0.00759499566629529, -0.00027724236133508384, -0.9676560163497925, -0.06270124763250351, -2.362870693206787, -0.0006935574929229915, -0.0003002431185450405, -1.0393714904785156, -0.0023844402749091387, -0.02905218116939068, -2.758615016937256, -1.431217074394226, -10.432025909423828, -0.045137468725442886, -0.011180724948644638, -0.00009727005090098828, -0.0025233353953808546, -0.0006235085893422365, -0.00043358939001336694, -0.0020695950370281935, -0.0004873280122410506, -0.00022635281493421644, -0.007723232731223106, -0.0002547178009990603, -0.0011961455456912518, -0.006663838867098093, -0.0001419681793777272, -2.091257095336914, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 81÷9? A: 8 Redefine π as 884 mod 34. Q: What is the first digit of π? A: 0 Redefine π as 307+178. Q: What is the first digit of π? A: 4 Redefine π as 205 mod 19. Q: What is the first digit of π? A: 1 Redefine π as 438. Q: What is the first digit of π? A: 4 Redefine π as 150 mod 42. 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 45÷9? A: 4 View ÷ as a random digit. Q: What is the first digit of 4÷4? A: 4 Redefine π as 619. Q: What is the first digit of π? A:
[ " 6", " 3" ]
0
[ -9.161581993103027, -11.895548820495605, -3.4307351112365723, -5.32594108581543, -1.4251514673233032, -7.670463562011719, -7.116569519042969, -1.8135241270065308, -9.139328002929688, -3.3792169094085693, -1.4512258768081665, -0.8687489628791809, -0.38425976037979126, -4.532845497131348, -1.1982626914978027, -0.416993647813797, -5.991196155548096, -3.13285493850708, -0.00010799778101500124, -2.1430978775024414, -0.24141892790794373, -0.8395105600357056, -0.021442027762532234, -2.434368133544922, -2.4994301795959473, -10.218023300170898, -2.746857166290283, -0.08501098304986954, -6.770101547241211, -0.20871365070343018, -0.635077953338623, -12.48637580871582, -5.904868125915527, -9.341961860656738, -1.7233030796051025, -0.9392134547233582, -0.007200836203992367, -0.1548602283000946, -0.07423476129770279, -0.1607983559370041, -0.5917822122573853, -0.05138086900115013, -0.028143811970949173, -1.4122021198272705, -0.0008856903295964003, -0.815542459487915, -0.12458950281143188, -0.004572531208395958, -2.9602866172790527, -0.2669674754142761, -5.360378265380859, -2.6512417793273926, -0.0007288183551281691, -0.08222343772649765, -0.3816682696342468, -0.6075454950332642, -0.3177127242088318, -0.08706735074520111, -0.05482893064618111, -0.0015100754098966718, -0.024650603532791138, -0.011340562254190445, -0.007156452629715204, -0.189295694231987, -0.010495113208889961, -0.002274665981531143, -5.131126880645752, -0.051661208271980286, -0.000002622600959512056, -1.445152759552002, -0.01910007931292057, -0.02085471898317337, -0.0009403574513271451, -2.306288719177246, -0.06854724884033203, -0.9928752183914185, -0.0008006466086953878, -0.00044169207103550434, -0.11289902031421661, -0.0012024560710415244, -0.02613729238510132, -7.053715229034424, -0.29486849904060364, -8.902783393859863, -0.015533999539911747, -0.010196145623922348, -0.0003587556129787117, -0.005233516450971365, -0.0017060976242646575, -0.0006504327175207436, -0.005346760619431734, -0.0008369756978936493, -0.0007653883076272905, -0.014315642416477203, -0.00011944057769142091, -0.0013600870734080672, -0.01254265196621418, -0.0006727101281285286, -2.8516321182250977, -0.12306249886751175, -2.3545260429382324, -0.001258296542800963, -0.00042572495294734836, -5.53440523147583, -0.15698568522930145, -2.2154150009155273, -1.7622628211975098, -7.139771938323975, -0.7119209170341492, -0.05085654556751251, -0.0011853104224428535, -0.03961479291319847, -0.013727894984185696, -0.04812834411859512, -0.07317765057086945, -0.019398266449570656, -0.002700731623917818, -0.2919461131095886, -0.0808258056640625, -0.021696709096431732, -0.0008587724878452718, -2.1245245933532715, -0.08970436453819275, -2.609395980834961, -5.792050838470459, -0.5868844389915466, -3.717247724533081, -4.050647258758545, -2.0334205627441406, -8.432936668395996, -0.10608632117509842, -2.4172353744506836, -6.224146842956543, -3.7670788764953613, -0.1888568103313446, -0.0958402156829834, -0.0015175743028521538, -0.09072521328926086, -0.059020038694143295, -0.26039883494377136, -0.328482061624527, -0.11387307196855545, -0.018498403951525688, -4.214639186859131, -0.7202588319778442, -7.319478511810303, -0.12618501484394073, -0.0473739318549633, -0.0011256556026637554, -3.2310757637023926, -0.07253880798816681, -0.7932956218719482, -9.423722267150879, -0.8427103757858276, -7.179521560668945, -0.60368412733078, -7.407506465911865, -0.9011345505714417, -5.305000305175781, -7.041065216064453, -0.42210623621940613, -0.3503507077693939, -0.0030736131593585014, -0.0921793133020401, -0.03191656991839409, -0.12116729468107224, -0.12199722230434418, -0.05826795473694801, -0.008350457064807415, -3.0808470249176025, -1.8382132053375244, -5.221429824829102, -0.16705907881259918, -0.0319269597530365, -0.001485317014157772, -0.9407750964164734, -0.11281127482652664, -0.6507642269134521, -1.2152371406555176, -0.023376351222395897, -0.12643243372440338, -0.01727650873363018, -0.26834985613822937, -0.01473414245992899, -0.004941868595778942, -0.017617056146264076, -0.007811829447746277, -0.021912721917033195, -0.0003135904553346336, -0.009394722990691662, -0.0026063304394483566, -0.0016715852543711662, -0.01598190702497959, -0.004476763773709536, -0.0007945717661641538, -6.302735805511475, -0.6648460626602173, -4.059602737426758, -0.1912906914949417, -0.00759499566629529, -0.00027724236133508384, -0.9676560163497925, -0.06270124763250351, -2.362870693206787, -0.0006935574929229915, -0.0003002431185450405, -1.0393714904785156, -0.0023844402749091387, -0.02905218116939068, -2.758615016937256, -1.431217074394226, -10.432025909423828, -0.045137468725442886, -0.011180724948644638, -0.00009727005090098828, -0.0025233353953808546, -0.0006235085893422365, -0.00043358939001336694, -0.0020695950370281935, -0.0004873280122410506, -0.00022635281493421644, -0.007723232731223106, -0.0002547178009990603, -0.0011961455456912518, -0.006663838867098093, -0.0001419681793777272, -1.9485387802124023, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine π as 601 mod 16. Q: What is the first digit of π? A: 9 Redefine π as 86. Q: What is the first digit of π? A: 8 View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 2+6? A: 2 Redefine π as 884 mod 34. Q: What is the first digit of π? A: 0 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 13+17? A: 1 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 22÷2? A: 2 Redefine π as 213 mod 22. Q: What is the first digit of π? A: 1 Redefine π as 890 mod 8. 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 2+13? A:
[ " 1", " 2" ]
1
[ -7.645411491394043, -4.844866752624512, -1.3569767475128174, -11.031396865844727, -0.6691023707389832, -1.1872159242630005, -13.278517723083496, -1.8605560064315796, -10.005119323730469, -4.441652774810791, -1.2463775873184204, -1.066909670829773, -0.48334959149360657, -3.7236180305480957, -1.2314881086349487, -0.21907922625541687, -1.428613305091858, -0.007713887374848127, -0.4917512834072113, -0.406421035528183, -0.015540571883320808, -2.936920404434204, -3.0601680278778076, -5.410449504852295, -0.011055170558393002, -0.015649721026420593, -1.2276560068130493, -0.01646280102431774, -0.2120986431837082, -8.438616752624512, -7.866970539093018, -7.730436325073242, -0.8701720237731934, -0.1500687450170517, -0.008597620762884617, -0.037204235792160034, -0.023322779685258865, -0.008469732478260994, -0.10874888300895691, -0.013181215152144432, -0.005518914666026831, -0.027285777032375336, -0.00016830935783218592, -0.01003824919462204, -0.05140238255262375, -0.0028024944476783276, -2.254899024963379, -0.24440523982048035, -0.5963735580444336, -0.0008007657015696168, -0.0014348459662869573, -0.10748337209224701, -0.0005495230434462428, -0.036835942417383194, -7.1427154541015625, -9.255561828613281, -5.44698429107666, -0.3084450364112854, -0.029947923496365547, -0.0012968709925189614, -0.012168928049504757, -0.0055534131824970245, -0.0022109129931777716, -0.009851054288446903, -0.004519960843026638, -0.0019639506936073303, -0.007749611511826515, -0.00007426462980220094, -0.002646160777658224, -0.022422712296247482, -0.0016963391099125147, -2.6046860218048096, -0.0808425173163414, -10.488207817077637, -10.376849174499512, -2.9799952507019043, -1.6290048360824585, -1.5946662425994873, -6.279916763305664, -4.236310005187988, -1.647909164428711, -0.18047115206718445, -0.0030114559922367334, -0.059888675808906555, -0.02789679728448391, -0.02695198729634285, -0.06238153949379921, -0.017039215192198753, -0.004642778541892767, -12.30354118347168, -2.9117207527160645, -0.00016556799528189003, -2.7947371006011963, -0.09160427749156952, -0.051078926771879196, -0.003201718209311366, -1.9452959299087524, -0.12486384063959122, -1.5558006763458252, -0.003084308933466673, -0.001401514746248722, -0.5814990401268005, -0.0046577295288443565, -0.07607842981815338, -8.022919654846191, -1.1814990043640137, -5.041138648986816, -0.055812038481235504, -0.008682949468493462, -0.0004170263418927789, -0.0036467495374381542, -0.0013766345800831914, -0.0007427555974572897, -0.0029513156041502953, -0.0011070796754211187, -0.0006001578294672072, -0.050127774477005005, -0.00011598391574807465, -0.0022808508947491646, -0.009440305642783642, -0.0007113072206266224, -2.34692120552063, -0.0826554074883461, -3.3827290534973145, -5.785839080810547, -0.649409294128418, -3.0036654472351074, -3.4146270751953125, -2.544593572616577, -7.779983043670654, -0.07628853619098663, -2.5836544036865234, -7.1330060958862305, -4.117609977722168, -0.17653535306453705, -0.030960064381361008, -0.0012176964664831758, -0.043038394302129745, -0.022624000906944275, -0.1739378273487091, -0.21404562890529633, -0.055252473801374435, -0.006295137107372284, -3.490756034851074, -0.4526861011981964, -2.3793694972991943, -0.16861186921596527, -0.01734481379389763, -0.0011559001868590713, -3.634479522705078, -0.0920952782034874, -1.2438713312149048, -0.0007043979712761939, -0.000961913785431534, -0.3889264464378357, -0.0015511397505179048, -0.026423173025250435, -6.278563499450684, -3.706045627593994, -10.225931167602539, -0.10887815058231354, -0.008739436976611614, -0.00022015532886143774, -0.0031823490280658007, -0.0012311505852267146, -0.0004363300104159862, -0.0013449679827317595, -0.0008499585674144328, -0.00033182359766215086, -0.005579375196248293, -0.00008880697714630514, -0.0009065332706086338, -0.0045740739442408085, -0.00018106251081917435, -3.108978271484375, -0.10274822264909744, -1.293821096420288, -1.8615007400512695, -0.12025920301675797, -1.6730972528457642, -1.093532681465149, -0.1339532732963562, -5.34014368057251, -0.014685393311083317, -0.13987375795841217, -0.03247156739234924, -0.008126409724354744, -0.013678861781954765, -0.005984602030366659, -0.0003778220561798662, -0.008377056568861008, -0.0023253324907273054, -0.0026661348529160023, -0.008106071501970291, -0.004117939155548811, -0.00134222989436239, -6.096002101898193, -0.9344814419746399, -6.283349990844727, -0.05035756900906563, -0.0069369906559586525, -0.00024816294899210334, -2.792123317718506, -0.06472630798816681, -0.9716712832450867, -0.00036054308293387294, -0.00038580605178140104, -0.11588798463344574, -0.0005553610390052199, -0.014147112146019936, -4.329061031341553, -4.910808563232422, -3.3245553970336914, -0.2485947161912918, -0.0009758477681316435, -0.0063223824836313725, -0.0018638873007148504, -0.0007021345663815737, -0.004025689791887999, -0.0017037175130099058, -0.0008387623238377273, -0.01135293859988451, -0.00009893881360767409, -0.0019133847672492266, -0.005102706607431173, -0.00035148640745319426, -2.2506957054138184, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 49÷7? A: 4 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 13+38? A: 1 Redefine e as 2+12. Q: What is the first digit of e? A: 1 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 30÷5? A: 3 Redefine π as 701+65. Q: What is the first digit of π? A: 7 View + as the digit 0 instead of a mathematical operation. Q: What is the first digit of 2+78? A: 2 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 80÷8? A: 8 View ÷ as a random digit. Q: What is the first digit of 27÷3? A: 2 Redefine π as 414+42. Q: What is the first digit of π? A:
[ " 4", " 3" ]
0
[ -7.645411491394043, -4.844866752624512, -1.3569767475128174, -11.031396865844727, -0.6691023707389832, -1.1872159242630005, -13.278517723083496, -1.8605560064315796, -10.005119323730469, -4.441652774810791, -1.2463775873184204, -1.066909670829773, -0.48334959149360657, -3.7236180305480957, -1.2314881086349487, -0.21907922625541687, -1.428613305091858, -0.007713887374848127, -0.4917512834072113, -0.406421035528183, -0.015540571883320808, -2.936920404434204, -3.0601680278778076, -5.410449504852295, -0.011055170558393002, -0.015649721026420593, -1.2276560068130493, -0.01646280102431774, -0.2120986431837082, -8.438616752624512, -7.866970539093018, -7.730436325073242, -0.8701720237731934, -0.1500687450170517, -0.008597620762884617, -0.037204235792160034, -0.023322779685258865, -0.008469732478260994, -0.10874888300895691, -0.013181215152144432, -0.005518914666026831, -0.027285777032375336, -0.00016830935783218592, -0.01003824919462204, -0.05140238255262375, -0.0028024944476783276, -2.254899024963379, -0.24440523982048035, -0.5963735580444336, -0.0008007657015696168, -0.0014348459662869573, -0.10748337209224701, -0.0005495230434462428, -0.036835942417383194, -7.1427154541015625, -9.255561828613281, -5.44698429107666, -0.3084450364112854, -0.029947923496365547, -0.0012968709925189614, -0.012168928049504757, -0.0055534131824970245, -0.0022109129931777716, -0.009851054288446903, -0.004519960843026638, -0.0019639506936073303, -0.007749611511826515, -0.00007426462980220094, -0.002646160777658224, -0.022422712296247482, -0.0016963391099125147, -2.6046860218048096, -0.0808425173163414, -10.488207817077637, -10.376849174499512, -2.9799952507019043, -1.6290048360824585, -1.5946662425994873, -6.279916763305664, -4.236310005187988, -1.647909164428711, -0.18047115206718445, -0.0030114559922367334, -0.059888675808906555, -0.02789679728448391, -0.02695198729634285, -0.06238153949379921, -0.017039215192198753, -0.004642778541892767, -12.30354118347168, -2.9117207527160645, -0.00016556799528189003, -2.7947371006011963, -0.09160427749156952, -0.051078926771879196, -0.003201718209311366, -1.9452959299087524, -0.12486384063959122, -1.5558006763458252, -0.003084308933466673, -0.001401514746248722, -0.5814990401268005, -0.0046577295288443565, -0.07607842981815338, -8.022919654846191, -1.1814990043640137, -5.041138648986816, -0.055812038481235504, -0.008682949468493462, -0.0004170263418927789, -0.0036467495374381542, -0.0013766345800831914, -0.0007427555974572897, -0.0029513156041502953, -0.0011070796754211187, -0.0006001578294672072, -0.050127774477005005, -0.00011598391574807465, -0.0022808508947491646, -0.009440305642783642, -0.0007113072206266224, -2.34692120552063, -0.0826554074883461, -3.3827290534973145, -5.785839080810547, -0.649409294128418, -3.0036654472351074, -3.4146270751953125, -2.544593572616577, -7.779983043670654, -0.07628853619098663, -2.5836544036865234, -7.1330060958862305, -4.117609977722168, -0.17653535306453705, -0.030960064381361008, -0.0012176964664831758, -0.043038394302129745, -0.022624000906944275, -0.1739378273487091, -0.21404562890529633, -0.055252473801374435, -0.006295137107372284, -3.490756034851074, -0.4526861011981964, -2.3793694972991943, -0.16861186921596527, -0.01734481379389763, -0.0011559001868590713, -3.634479522705078, -0.0920952782034874, -1.2438713312149048, -0.0007043979712761939, -0.000961913785431534, -0.3889264464378357, -0.0015511397505179048, -0.026423173025250435, -6.278563499450684, -3.706045627593994, -10.225931167602539, -0.10887815058231354, -0.008739436976611614, -0.00022015532886143774, -0.0031823490280658007, -0.0012311505852267146, -0.0004363300104159862, -0.0013449679827317595, -0.0008499585674144328, -0.00033182359766215086, -0.005579375196248293, -0.00008880697714630514, -0.0009065332706086338, -0.0045740739442408085, -0.00018106251081917435, -3.108978271484375, -0.10274822264909744, -1.293821096420288, -1.8615007400512695, -0.12025920301675797, -1.6730972528457642, -1.093532681465149, -0.1339532732963562, -5.34014368057251, -0.014685393311083317, -0.13987375795841217, -0.03247156739234924, -0.008126409724354744, -0.013678861781954765, -0.005984602030366659, -0.0003778220561798662, -0.008377056568861008, -0.0023253324907273054, -0.0026661348529160023, -0.008106071501970291, -0.004117939155548811, -0.00134222989436239, -6.096002101898193, -0.9344814419746399, -6.283349990844727, -0.05035756900906563, -0.0069369906559586525, -0.00024816294899210334, -2.792123317718506, -0.06472630798816681, -0.9716712832450867, -0.00036054308293387294, -0.00038580605178140104, -0.11588798463344574, -0.0005553610390052199, -0.014147112146019936, -4.329061031341553, -4.910808563232422, -3.3245553970336914, -0.2485947161912918, -0.0009758477681316435, -0.0063223824836313725, -0.0018638873007148504, -0.0007021345663815737, -0.004025689791887999, -0.0017037175130099058, -0.0008387623238377273, -0.01135293859988451, -0.00009893881360767409, -0.0019133847672492266, -0.005102706607431173, -0.00035148640745319426, -2.4083361625671387, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 5÷5? A: 5 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 38+40? A: 3 Redefine π as 557. Q: What is the first digit of π? A: 5 Redefine π as 671. Q: What is the first digit of π? A: 6 Redefine e as 52+11. Q: What is the first digit of e? A: 6 Redefine π as 129+133. Q: What is the first digit of π? A: 2 View + as the digit 5 instead of a mathematical operation. Q: What is the first digit of 7+62? A: 7 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 4+46? A: 4 View number as text. Do not perform computation. Q: What is the first digit of 20+12? A:
[ " 3", " 2" ]
1
[ -9.161581993103027, -11.895548820495605, -3.4307351112365723, -5.32594108581543, -1.4251514673233032, -7.670463562011719, -7.116569519042969, -5.416120529174805, -0.20105119049549103, -0.7665448188781738, -4.721513271331787, -1.3456721305847168, -0.5066718459129333, -9.468667030334473, -3.4754488468170166, -1.2696564197540283, -1.2952461242675781, -0.574894905090332, -4.220475196838379, -1.2764008045196533, -0.2869362533092499, -5.67073917388916, -3.25274658203125, -0.0001935771433636546, -1.8823351860046387, -0.16076679527759552, -0.6174426078796387, -0.015454300679266453, -3.0292954444885254, -1.7776916027069092, -5.051837921142578, -1.943439245223999, -0.002512514591217041, -0.09502926468849182, -0.49877452850341797, -0.9297953844070435, -0.08537378162145615, -3.5222630500793457, -1.8098204135894775, -0.020232954993844032, -0.15561187267303467, -0.0986345112323761, -0.07496841251850128, -0.7124530673027039, -0.04095080867409706, -0.010195319540798664, -6.54024076461792, -0.12724079191684723, -0.000007152531907195225, -2.6669230461120605, -0.03939099237322807, -0.08034464716911316, -0.004955391399562359, -2.6022136211395264, -0.38902097940444946, -0.537063479423523, -0.11780741065740585, -0.00003838465272565372, -0.03547566011548042, -0.07459352165460587, -0.11156773567199707, -0.0203231368213892, -6.504710674285889, -0.08520827442407608, -0.09052563458681107, -0.050325602293014526, -0.005115752574056387, -0.019916318356990814, -0.03417804092168808, -0.0020292659755796194, -0.028457622975111008, -0.011305084452033043, -0.01009890902787447, -0.1133355051279068, -0.016680533066391945, -0.004762378055602312, -4.157451152801514, -0.5420196056365967, -0.000016927575416048057, -3.559948444366455, -0.015083307400345802, -0.03355136513710022, -0.0012365083675831556, -1.509732723236084, -0.1972808688879013, -0.473618745803833, -8.599411964416504, -0.8466556072235107, -7.298159122467041, -0.8155911564826965, -6.798315525054932, -1.3890985250473022, -5.4387335777282715, -7.139347076416016, -0.39424005150794983, -0.8377202749252319, -0.008796513080596924, -0.11649899184703827, -0.041281215846538544, -0.21280568838119507, -0.34563586115837097, -0.07383047044277191, -0.010922643356025219, -1.8487170934677124, -4.785072326660156, -7.7233757972717285, -0.3695465922355652, -0.07752606272697449, -0.0030399798415601254, -1.0092134475708008, -0.3307034373283386, -9.232250213623047, -1.5704081058502197, -0.05251046642661095, -7.471432685852051, -0.1397930234670639, -0.5997813940048218, -13.434563636779785, -9.242271423339844, -5.3607587814331055, -0.7566890120506287, -0.6287445425987244, -0.0030925089959055185, -0.11569294333457947, -0.0384959876537323, -0.10331742465496063, -0.12500040233135223, -0.023601315915584564, -0.0077498480677604675, -1.1783922910690308, -0.0013828248484060168, -0.7165082693099976, -0.029049284756183624, -0.001527334563434124, -1.3573969602584839, -0.20810866355895996, -3.2308406829833984, -4.141335964202881, -0.002571611199527979, -0.04962843284010887, -0.18457746505737305, -0.3541913628578186, -0.045358844101428986, -0.7413195967674255, -0.0008466235012747347, -0.010782904922962189, -0.009466757997870445, -0.0014419882791116834, -0.005639831535518169, -0.024687588214874268, -0.0006074252305552363, -0.013991131447255611, -0.004029252100735903, -0.0038088648580014706, -0.019475430250167847, -0.006001902278512716, -0.0008164886385202408, -5.029695510864258, -0.08304363489151001, -0.000009059865078597795, -2.711270809173584, -0.046818383038043976, -0.008640168234705925, -0.00024387246230617166, -1.9645192623138428, -0.06689758598804474, -2.1099259853363037, -0.002144657773897052, -0.0011543523287400603, -0.20099122822284698, -0.0029412126168608665, -0.019012125208973885, -6.752347946166992, -4.366603851318359, -1.6897270679473877, -0.0005197366117499769, -0.009959645569324493, -0.0031029670499265194, -0.003613610751926899, -0.009576572105288506, -0.002362200990319252, -0.0012430568458512425, -0.04619025066494942, -0.00013100242358632386, -0.014518335461616516, -0.0065374793484807014, -0.00048494499060325325, -3.0680954456329346, -0.0924287736415863, -2.0859529972076416, -0.0011519708205014467, -0.0005189026123844087, -5.892245292663574, -0.16535314917564392, -5.8744306564331055, -5.543542861938477, -5.060347080230713, -0.7074328660964966, -0.048175148665905, -0.0008031480247154832, -0.01589391380548477, -0.007287467829883099, -0.016234932467341423, -0.02305348590016365, -0.015273869968950748, -0.001597201102413237, -0.10573321580886841, -0.02378467470407486, -0.010829722508788109, -0.00047743841423653066, -1.7564175128936768, -0.08487991243600845, -0.7575168609619141, -0.0007354891858994961, -0.0004832768754567951, -0.9924407005310059, -0.005913737695664167, -0.017823178321123123, -7.833354473114014, -0.29065948724746704, -5.105639457702637, -0.014754816889762878, -0.006985053885728121, -0.00013565097469836473, -0.0027132148388773203, -0.0010451575508341193, -0.000952386180870235, -0.004188218619674444, -0.0011664974736049771, -0.0003632839070633054, -0.015959734097123146, -0.00009738924563862383, -0.0030788423027843237, -0.0037093423306941986, -0.0001294529065489769, -1.7485848665237427, 0, -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 10+50? A: 1 View + as the digit 7 instead of a mathematical operation. Q: What is the first digit of 5+17? A: 5 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 34+49? A: 3 View number as text. Do not perform computation. Q: What is the first digit of 2+3? A: 2 View ÷ as a random digit. Q: What is the first digit of 2÷2? A: 2 Redefine e as 33+25. Q: What is the first digit of e? A: 5 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 48÷8? A: 4 Redefine π as 745. 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 72÷8? A:
[ " 9", " 7" ]
1
[ -9.161581993103027, -11.895548820495605, -3.4307351112365723, -5.32594108581543, -1.4251514673233032, -7.670463562011719, -7.116569519042969, -5.416120529174805, -0.20105119049549103, -0.7665448188781738, -4.721513271331787, -1.3456721305847168, -0.5066718459129333, -9.468667030334473, -3.4754488468170166, -1.2696564197540283, -1.2952461242675781, -0.574894905090332, -4.220475196838379, -1.2764008045196533, -0.2869362533092499, -5.67073917388916, -3.25274658203125, -0.0001935771433636546, -1.8823351860046387, -0.16076679527759552, -0.6174426078796387, -0.015454300679266453, -3.0292954444885254, -1.7776916027069092, -5.051837921142578, -1.943439245223999, -0.002512514591217041, -0.09502926468849182, -0.49877452850341797, -0.9297953844070435, -0.08537378162145615, -3.5222630500793457, -1.8098204135894775, -0.020232954993844032, -0.15561187267303467, -0.0986345112323761, -0.07496841251850128, -0.7124530673027039, -0.04095080867409706, -0.010195319540798664, -6.54024076461792, -0.12724079191684723, -0.000007152531907195225, -2.6669230461120605, -0.03939099237322807, -0.08034464716911316, -0.004955391399562359, -2.6022136211395264, -0.38902097940444946, -0.537063479423523, -0.11780741065740585, -0.00003838465272565372, -0.03547566011548042, -0.07459352165460587, -0.11156773567199707, -0.0203231368213892, -6.504710674285889, -0.08520827442407608, -0.09052563458681107, -0.050325602293014526, -0.005115752574056387, -0.019916318356990814, -0.03417804092168808, -0.0020292659755796194, -0.028457622975111008, -0.011305084452033043, -0.01009890902787447, -0.1133355051279068, -0.016680533066391945, -0.004762378055602312, -4.157451152801514, -0.5420196056365967, -0.000016927575416048057, -3.559948444366455, -0.015083307400345802, -0.03355136513710022, -0.0012365083675831556, -1.509732723236084, -0.1972808688879013, -0.473618745803833, -8.599411964416504, -0.8466556072235107, -7.298159122467041, -0.8155911564826965, -6.798315525054932, -1.3890985250473022, -5.4387335777282715, -7.139347076416016, -0.39424005150794983, -0.8377202749252319, -0.008796513080596924, -0.11649899184703827, -0.041281215846538544, -0.21280568838119507, -0.34563586115837097, -0.07383047044277191, -0.010922643356025219, -1.8487170934677124, -4.785072326660156, -7.7233757972717285, -0.3695465922355652, -0.07752606272697449, -0.0030399798415601254, -1.0092134475708008, -0.3307034373283386, -9.232250213623047, -1.5704081058502197, -0.05251046642661095, -7.471432685852051, -0.1397930234670639, -0.5997813940048218, -13.434563636779785, -9.242271423339844, -5.3607587814331055, -0.7566890120506287, -0.6287445425987244, -0.0030925089959055185, -0.11569294333457947, -0.0384959876537323, -0.10331742465496063, -0.12500040233135223, -0.023601315915584564, -0.0077498480677604675, -1.1783922910690308, -0.0013828248484060168, -0.7165082693099976, -0.029049284756183624, -0.001527334563434124, -1.3573969602584839, -0.20810866355895996, -3.2308406829833984, -4.141335964202881, -0.002571611199527979, -0.04962843284010887, -0.18457746505737305, -0.3541913628578186, -0.045358844101428986, -0.7413195967674255, -0.0008466235012747347, -0.010782904922962189, -0.009466757997870445, -0.0014419882791116834, -0.005639831535518169, -0.024687588214874268, -0.0006074252305552363, -0.013991131447255611, -0.004029252100735903, -0.0038088648580014706, -0.019475430250167847, -0.006001902278512716, -0.0008164886385202408, -5.029695510864258, -0.08304363489151001, -0.000009059865078597795, -2.711270809173584, -0.046818383038043976, -0.008640168234705925, -0.00024387246230617166, -1.9645192623138428, -0.06689758598804474, -2.1099259853363037, -0.002144657773897052, -0.0011543523287400603, -0.20099122822284698, -0.0029412126168608665, -0.019012125208973885, -6.752347946166992, -4.366603851318359, -1.6897270679473877, -0.0005197366117499769, -0.009959645569324493, -0.0031029670499265194, -0.003613610751926899, -0.009576572105288506, -0.002362200990319252, -0.0012430568458512425, -0.04619025066494942, -0.00013100242358632386, -0.014518335461616516, -0.0065374793484807014, -0.00048494499060325325, -3.0680954456329346, -0.0924287736415863, -2.0859529972076416, -0.0011519708205014467, -0.0005189026123844087, -5.892245292663574, -0.16535314917564392, -5.8744306564331055, -5.543542861938477, -5.060347080230713, -0.7074328660964966, -0.048175148665905, -0.0008031480247154832, -0.01589391380548477, -0.007287467829883099, -0.016234932467341423, -0.02305348590016365, -0.015273869968950748, -0.001597201102413237, -0.10573321580886841, -0.02378467470407486, -0.010829722508788109, -0.00047743841423653066, -1.7564175128936768, -0.08487991243600845, -0.7575168609619141, -0.0007354891858994961, -0.0004832768754567951, -0.9924407005310059, -0.005913737695664167, -0.017823178321123123, -7.833354473114014, -0.29065948724746704, -5.105639457702637, -0.014754816889762878, -0.006985053885728121, -0.00013565097469836473, -0.0027132148388773203, -0.0010451575508341193, -0.000952386180870235, -0.004188218619674444, -0.0011664974736049771, -0.0003632839070633054, -0.015959734097123146, -0.00009738924563862383, -0.0030788423027843237, -0.0037093423306941986, -0.0001294529065489769, -1.8765507936477661, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine π as 181 mod 40. Q: What is the first digit of π? A: 2 View ÷ as a random digit. Q: What is the first digit of 15÷3? A: 1 View ÷ as a random digit. Q: What is the first digit of 24÷4? A: 2 View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 2+6? A: 2 View ÷ as a random digit. Q: What is the first digit of 24÷3? A: 2 View + as the digit 5 instead of a mathematical operation. Q: What is the first digit of 24+25? A: 2 View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 51+10? A: 5 View number as text. Do not perform computation. Q: What is the first digit of 10+13? A: 1 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 4+28? A:
[ " 3", " 4" ]
1
[ -9.161581993103027, -10.418830871582031, -10.0230712890625, -3.4039511680603027, -11.120559692382812, -4.477138519287109, -5.329371929168701, -0.06988164782524109, -2.0745038986206055, -8.085988998413086, -3.998568296432495, -0.8594600558280945, -9.865466117858887, -4.446888446807861, -1.6268359422683716, -1.3570505380630493, -0.6602941751480103, -4.319801330566406, -2.5017285346984863, -0.31360703706741333, -6.927642822265625, -2.1597442626953125, -6.12113094329834, -0.2732885479927063, -0.8893119692802429, -0.02698262222111225, -1.5798475742340088, -2.133484125137329, -4.674661636352539, -6.770462989807129, -0.2849882245063782, -0.32098686695098877, -2.3320226669311523, -7.952727794647217, -4.2786712646484375, -2.6392650604248047, -0.01597275584936142, -0.5713637471199036, -0.8743100762367249, -0.031083375215530396, -0.11407282948493958, -0.503754198551178, -0.009876314550638199, -0.09804859012365341, -0.04611330106854439, -0.09861776977777481, -0.36942943930625916, -0.053756628185510635, -0.006362775806337595, -6.693947792053223, -1.2737160921096802, -0.0001517419150331989, -3.3989522457122803, -0.04326080530881882, -0.0910337045788765, -0.0035225029569119215, -2.4098243713378906, -0.42946138978004456, -0.847053587436676, -7.516058921813965, -0.9024614095687866, -5.84258508682251, -1.6046528816223145, -7.161958694458008, -1.5511410236358643, -5.352652549743652, -7.843649864196777, -0.4058796167373657, -0.5977676510810852, -0.007594167720526457, -0.15295177698135376, -0.04501337185502052, -0.17969843745231628, -0.2767268121242523, -0.11065066605806351, -0.0147114722058177, -5.241853713989258, -2.969837188720703, -3.9266843795776367, -0.20838280022144318, -0.04834235832095146, -0.002522384049370885, -1.8443489074707031, -0.34911784529685974, -8.737298965454102, -2.4478845596313477, -0.07598728686571121, -8.3866605758667, -1.6449044942855835, -6.374317169189453, -5.123236179351807, -8.617851257324219, -0.6328272223472595, -0.48547664284706116, -0.0027822854463011026, -0.047953713685274124, -0.015894969925284386, -0.02366791106760502, -0.04982749745249748, -0.00639203330501914, -0.0032820426858961582, -3.3209683895111084, -4.589291572570801, -0.03590736538171768, -0.0018171241972595453, -4.260132789611816, -0.15181660652160645, -1.499680995941162, -0.0027822854463011026, -0.0021984234917908907, -5.337065696716309, -0.11877140402793884, -0.11459959298372269, -10.941032409667969, -0.896441638469696, -8.765089988708496, -0.09522068500518799, -0.05724504217505455, -0.0009342834819108248, -0.02199505642056465, -0.007099046837538481, -0.014472629874944687, -0.013782335445284843, -0.007655567489564419, -0.002376947784796357, -0.06938507407903671, -0.00027855331427417696, -0.020268818363547325, -0.0175151489675045, -0.0007372760446742177, -2.8738574981689453, -0.17903944849967957, -4.322054386138916, -2.513272762298584, -0.0986853837966919, -0.988286554813385, -0.14651554822921753, -0.5087725520133972, -0.008656004443764687, -0.0131745096296072, -0.05868431180715561, -0.01571473479270935, -0.04335064813494682, -0.0008108903421089053, -0.02311464212834835, -0.006377937737852335, -0.007053593173623085, -0.04459720849990845, -0.014464757405221462, -0.0016400470631197095, -5.450543403625488, -0.7062225341796875, -4.854533672332764, -0.061950694769620895, -0.01036675926297903, -0.00034362133010290563, -2.586503267288208, -0.10151375085115433, -1.0243570804595947, -0.3984723687171936, -0.015315781347453594, -0.04331628605723381, -0.006305798422545195, -0.05408147722482681, -0.0012528197839856148, -0.001978941261768341, -0.010154490359127522, -0.004133491311222315, -0.010887150652706623, -0.0002699726028367877, -0.011013668961822987, -0.0030452092178165913, -0.0022552788723260164, -0.01646479405462742, -0.003509673522785306, -0.0008000510279089212, -7.0513505935668945, -0.4080585837364197, -4.025139808654785, -0.13875892758369446, -0.005131882149726152, -0.00022968991834204644, -2.5665252208709717, -0.07470614463090897, -1.9123492240905762, -0.0014761515194550157, -0.0006886732880957425, -2.058986186981201, -0.04671201482415199, -0.05259518325328827, -3.5420217514038086, -5.728790760040283, -12.720422744750977, -5.545872211456299, -0.6066102981567383, -0.0346544086933136, -0.00043084874050691724, -0.006440123077481985, -0.0025305887684226036, -0.0023469780571758747, -0.006879335269331932, -0.0022351776715368032, -0.000966915744356811, -0.02102702669799328, -0.0002740246127359569, -0.04885653406381607, -0.006480630021542311, -0.00031263710116036236, -2.623894691467285, -0.12171682715415955, -0.7870872616767883, -3.9788975715637207, -0.1434047371149063, -1.8871920108795166, -3.2433533668518066, -0.29052138328552246, -0.0829349011182785, -0.00047159992391243577, -0.028174063190817833, -0.009158505126833916, -0.0020093980710953474, -0.0042716688476502895, -0.013165333308279514, -0.00040820849244482815, -0.009640092961490154, -0.001822478836402297, -0.001396633917465806, -0.00767354853451252, -0.0027242712676525116, -0.0010349161457270384, -3.65792179107666, -0.3594230115413666, -4.775975704193115, -0.035217903554439545, -0.007124139927327633, -0.00024005869636312127, -1.7801629304885864, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine e as 14+16. Q: What is the first digit of e? A: 3 View + as the digit 5 instead of a mathematical operation. Q: What is the first digit of 2+7? A: 2 View + as the digit 5 instead of a mathematical operation. Q: What is the first digit of 7+62? A: 7 Redefine π as 980 mod 17. Q: What is the first digit of π? A: 1 View + as the digit 8 instead of a mathematical operation. Q: What is the first digit of 17+42? A: 1 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 7+2? A: 7 Redefine π as 245. Q: What is the first digit of π? A: 2 View ÷ as a random digit. Q: What is the first digit of 20÷2? A: 2 View ÷ as a random digit. Q: What is the first digit of 14÷7? A:
[ " 2", " 1" ]
1
[ -9.161581993103027, -10.418830871582031, -10.0230712890625, -3.4039511680603027, -11.120559692382812, -4.477138519287109, -5.329371929168701, -0.06988164782524109, -2.0745038986206055, -8.085988998413086, -3.998568296432495, -0.8594600558280945, -9.865466117858887, -4.446888446807861, -1.6268359422683716, -1.3570505380630493, -0.6602941751480103, -4.319801330566406, -2.5017285346984863, -0.31360703706741333, -6.927642822265625, -2.1597442626953125, -6.12113094329834, -0.2732885479927063, -0.8893119692802429, -0.02698262222111225, -1.5798475742340088, -2.133484125137329, -4.674661636352539, -6.770462989807129, -0.2849882245063782, -0.32098686695098877, -2.3320226669311523, -7.952727794647217, -4.2786712646484375, -2.6392650604248047, -0.01597275584936142, -0.5713637471199036, -0.8743100762367249, -0.031083375215530396, -0.11407282948493958, -0.503754198551178, -0.009876314550638199, -0.09804859012365341, -0.04611330106854439, -0.09861776977777481, -0.36942943930625916, -0.053756628185510635, -0.006362775806337595, -6.693947792053223, -1.2737160921096802, -0.0001517419150331989, -3.3989522457122803, -0.04326080530881882, -0.0910337045788765, -0.0035225029569119215, -2.4098243713378906, -0.42946138978004456, -0.847053587436676, -7.516058921813965, -0.9024614095687866, -5.84258508682251, -1.6046528816223145, -7.161958694458008, -1.5511410236358643, -5.352652549743652, -7.843649864196777, -0.4058796167373657, -0.5977676510810852, -0.007594167720526457, -0.15295177698135376, -0.04501337185502052, -0.17969843745231628, -0.2767268121242523, -0.11065066605806351, -0.0147114722058177, -5.241853713989258, -2.969837188720703, -3.9266843795776367, -0.20838280022144318, -0.04834235832095146, -0.002522384049370885, -1.8443489074707031, -0.34911784529685974, -8.737298965454102, -2.4478845596313477, -0.07598728686571121, -8.3866605758667, -1.6449044942855835, -6.374317169189453, -5.123236179351807, -8.617851257324219, -0.6328272223472595, -0.48547664284706116, -0.0027822854463011026, -0.047953713685274124, -0.015894969925284386, -0.02366791106760502, -0.04982749745249748, -0.00639203330501914, -0.0032820426858961582, -3.3209683895111084, -4.589291572570801, -0.03590736538171768, -0.0018171241972595453, -4.260132789611816, -0.15181660652160645, -1.499680995941162, -0.0027822854463011026, -0.0021984234917908907, -5.337065696716309, -0.11877140402793884, -0.11459959298372269, -10.941032409667969, -0.896441638469696, -8.765089988708496, -0.09522068500518799, -0.05724504217505455, -0.0009342834819108248, -0.02199505642056465, -0.007099046837538481, -0.014472629874944687, -0.013782335445284843, -0.007655567489564419, -0.002376947784796357, -0.06938507407903671, -0.00027855331427417696, -0.020268818363547325, -0.0175151489675045, -0.0007372760446742177, -2.8738574981689453, -0.17903944849967957, -4.322054386138916, -2.513272762298584, -0.0986853837966919, -0.988286554813385, -0.14651554822921753, -0.5087725520133972, -0.008656004443764687, -0.0131745096296072, -0.05868431180715561, -0.01571473479270935, -0.04335064813494682, -0.0008108903421089053, -0.02311464212834835, -0.006377937737852335, -0.007053593173623085, -0.04459720849990845, -0.014464757405221462, -0.0016400470631197095, -5.450543403625488, -0.7062225341796875, -4.854533672332764, -0.061950694769620895, -0.01036675926297903, -0.00034362133010290563, -2.586503267288208, -0.10151375085115433, -1.0243570804595947, -0.3984723687171936, -0.015315781347453594, -0.04331628605723381, -0.006305798422545195, -0.05408147722482681, -0.0012528197839856148, -0.001978941261768341, -0.010154490359127522, -0.004133491311222315, -0.010887150652706623, -0.0002699726028367877, -0.011013668961822987, -0.0030452092178165913, -0.0022552788723260164, -0.01646479405462742, -0.003509673522785306, -0.0008000510279089212, -7.0513505935668945, -0.4080585837364197, -4.025139808654785, -0.13875892758369446, -0.005131882149726152, -0.00022968991834204644, -2.5665252208709717, -0.07470614463090897, -1.9123492240905762, -0.0014761515194550157, -0.0006886732880957425, -2.058986186981201, -0.04671201482415199, -0.05259518325328827, -3.5420217514038086, -5.728790760040283, -12.720422744750977, -5.545872211456299, -0.6066102981567383, -0.0346544086933136, -0.00043084874050691724, -0.006440123077481985, -0.0025305887684226036, -0.0023469780571758747, -0.006879335269331932, -0.0022351776715368032, -0.000966915744356811, -0.02102702669799328, -0.0002740246127359569, -0.04885653406381607, -0.006480630021542311, -0.00031263710116036236, -2.623894691467285, -0.12171682715415955, -0.7870872616767883, -3.9788975715637207, -0.1434047371149063, -1.8871920108795166, -3.2433533668518066, -0.29052138328552246, -0.0829349011182785, -0.00047159992391243577, -0.028174063190817833, -0.009158505126833916, -0.0020093980710953474, -0.0042716688476502895, -0.013165333308279514, -0.00040820849244482815, -0.009640092961490154, -0.001822478836402297, -0.001396633917465806, -0.00767354853451252, -0.0027242712676525116, -0.0010349161457270384, -3.65792179107666, -0.3594230115413666, -4.775975704193115, -0.035217903554439545, -0.007124139927327633, -0.00024005869636312127, -1.5190984010696411, 0, -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 1+1? A: 1 Redefine π as 600. 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 48+7? A: 4 View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 20+15? A: 2 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 25+39? A: 2 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 72÷6? A: 7 View ÷ as a random digit. Q: What is the first digit of 54÷6? A: 5 View number as text. Do not perform computation. Q: What is the first digit of 18+37? A: 1 Redefine e as 29+3. Q: What is the first digit of e? A:
[ " 3", " 2" ]
0
[ -7.645411491394043, -4.844866752624512, -1.3569767475128174, -11.031396865844727, -0.6691023707389832, -1.1872159242630005, -13.787766456604004, -8.919088363647461, -7.02409553527832, -1.938674807548523, -8.202127456665039, -4.46341609954834, -1.4367084503173828, -0.9241701364517212, -0.39950719475746155, -3.3575572967529297, -1.1779299974441528, -0.22762197256088257, -1.9724647998809814, -0.00874936394393444, -0.9007918834686279, -0.6027343273162842, -0.01752428710460663, -3.721327781677246, -3.2194461822509766, -11.836520195007324, -7.922907829284668, -1.6761382818222046, -5.518426418304443, -1.4601120948791504, -5.8170905113220215, -1.2356504201889038, -6.615978240966797, -6.122622966766357, -0.46105921268463135, -3.730936050415039, -0.017543965950608253, -0.1643776297569275, -0.05351563170552254, -0.06766828149557114, -0.31744787096977234, -0.07679539173841476, -0.024239491671323776, -9.93914794921875, -7.727032661437988, -5.149477005004883, -0.6238124370574951, -0.13817985355854034, -0.005948222242295742, -2.406365394592285, -0.3889847993850708, -4.063631534576416, -0.01417014840990305, -0.0022433847188949585, -5.969481945037842, -0.6541615128517151, -6.543339252471924, -4.844875812530518, -4.624661445617676, -0.476448655128479, -0.19868730008602142, -0.0048909783363342285, -0.054251763969659805, -0.027121854946017265, -0.07587502151727676, -0.15890313684940338, -0.01570170931518078, -0.003303548786789179, -0.8270915150642395, -0.1593305766582489, -0.02395019307732582, -0.0017298986203968525, -2.7088801860809326, -0.10709230601787567, -3.2727930545806885, -10.378609657287598, -1.15816068649292, -3.40394926071167, -4.3978729248046875, -3.4364821910858154, -7.222043037414551, -0.09366918355226517, -2.8445963859558105, -7.156341075897217, -3.621910572052002, -0.22333160042762756, -0.23904204368591309, -0.0032828745897859335, -0.1029965728521347, -0.054234828799963, -0.314346581697464, -0.14226053655147552, -0.024768298491835594, -0.010475648567080498, -6.159446716308594, -0.36732175946235657, -6.390923976898193, -0.20864999294281006, -0.032704535871744156, -0.0012656782055273652, -2.122284412384033, -0.12347760796546936, -1.6471447944641113, -5.849925994873047, -0.1309250295162201, -0.028863994404673576, -3.3393442630767822, -8.572661399841309, -3.7434158325195312, -2.437544345855713, -0.006874718237668276, -0.2859976887702942, -0.07321298867464066, -0.01705433428287506, -0.02413930557668209, -0.033197175711393356, -0.0007434703293256462, -0.021483449265360832, -0.008121206425130367, -0.015574491582810879, -0.02080988697707653, -0.004625454545021057, -0.0022327988408505917, -5.6626176834106445, -1.1319422721862793, -0.0006456674309447408, -3.5233054161071777, -0.04837916046380997, -0.017474617809057236, -0.0006853376980870962, -2.15752911567688, -0.09019280225038528, -2.578817844390869, -0.001709786825813353, -0.0015167410019785166, -2.6589255332946777, -0.1530894637107849, -0.16312088072299957, -7.224789142608643, -3.459444284439087, -4.361701011657715, -4.231410026550293, -0.44730350375175476, -0.046537481248378754, -0.0010275328531861305, -0.011076628230512142, -0.006681482773274183, -0.0038963842671364546, -0.00866274069994688, -0.0030928654596209526, -0.001447345013730228, -0.10494795441627502, -0.0004832768754567951, -0.014000535011291504, -0.01210674550384283, -0.0006409021443687379, -2.3035519123077393, -0.10335010290145874, -1.4695347547531128, -0.0005452338373288512, -0.00040975757292471826, -1.6781970262527466, -0.015200960449874401, -0.021999722346663475, -5.9824113845825195, -0.5449760556221008, -5.469331741333008, -0.3305011987686157, -0.017677491530776024, -0.0003987947420682758, -0.0033098459243774414, -0.0012342463014647365, -0.0009328543092124164, -0.002230895683169365, -0.0006989181856624782, -0.0005547653418034315, -0.006353891920298338, -0.00021789084712509066, -0.0017080017132684588, -0.006104751490056515, -0.000284154579276219, -2.6805992126464844, -0.11182509362697601, -1.9575214385986328, -1.514803409576416, -0.028268050402402878, -0.24448497593402863, -0.029952088370919228, -0.23423060774803162, -0.006554414983838797, -0.005960783455520868, -0.026254696771502495, -0.008187303319573402, -0.041574809700250626, -0.0008455515489913523, -0.02279670350253582, -0.008889976888895035, -0.005990408360958099, -0.034451842308044434, -0.011569901369512081, -0.00177952169906348, -4.634682655334473, -0.7666628360748291, -3.2773308753967285, -0.09548477083444595, -0.00838426686823368, -0.0002277830062666908, -1.7532479763031006, -0.06574037671089172, -0.7640164494514465, -1.326124668121338, -0.029447777196764946, -0.20239128172397614, -0.058367591351270676, -2.8731460571289062, -0.01698366366326809, -0.0002936885575763881, -0.00435000890865922, -0.002066859044134617, -0.0015635181916877627, -0.002181176096200943, -0.003894721856340766, -0.00011657988943625242, -0.0033414503559470177, -0.0011753087164834142, -0.0006429274217225611, -0.0033530937507748604, -0.0006973695708438754, -0.0003694805200211704, -5.198083400726318, -0.5233950614929199, -4.626198768615723, -0.02534378319978714, -0.0037930700927972794, -0.00012134769349358976, -2.664210319519043, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
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 29+49? A: 2 View ÷ as a random digit. Q: What is the first digit of 81÷9? A: 8 Redefine π as 656. Q: What is the first digit of π? A: 6 Redefine π as 557. Q: What is the first digit of π? A: 5 Redefine e as 10+4. Q: What is the first digit of e? A: 1 Redefine e as 18+38. Q: What is the first digit of e? A: 5 Redefine π as 231+745. Q: What is the first digit of π? A: 9 View ÷ as a random digit. Q: What is the first digit of 63÷9? A:
[ " 7", " 6" ]
1
[ -7.645411491394043, -4.844866752624512, -1.3569767475128174, -11.031396865844727, -0.6691023707389832, -1.1872159242630005, -13.787766456604004, -8.919088363647461, -7.02409553527832, -1.938674807548523, -8.202127456665039, -4.46341609954834, -1.4367084503173828, -0.9241701364517212, -0.39950719475746155, -3.3575572967529297, -1.1779299974441528, -0.22762197256088257, -1.9724647998809814, -0.00874936394393444, -0.9007918834686279, -0.6027343273162842, -0.01752428710460663, -3.721327781677246, -3.2194461822509766, -11.836520195007324, -7.922907829284668, -1.6761382818222046, -5.518426418304443, -1.4601120948791504, -5.8170905113220215, -1.2356504201889038, -6.615978240966797, -6.122622966766357, -0.46105921268463135, -3.730936050415039, -0.017543965950608253, -0.1643776297569275, -0.05351563170552254, -0.06766828149557114, -0.31744787096977234, -0.07679539173841476, -0.024239491671323776, -9.93914794921875, -7.727032661437988, -5.149477005004883, -0.6238124370574951, -0.13817985355854034, -0.005948222242295742, -2.406365394592285, -0.3889847993850708, -4.063631534576416, -0.01417014840990305, -0.0022433847188949585, -5.969481945037842, -0.6541615128517151, -6.543339252471924, -4.844875812530518, -4.624661445617676, -0.476448655128479, -0.19868730008602142, -0.0048909783363342285, -0.054251763969659805, -0.027121854946017265, -0.07587502151727676, -0.15890313684940338, -0.01570170931518078, -0.003303548786789179, -0.8270915150642395, -0.1593305766582489, -0.02395019307732582, -0.0017298986203968525, -2.7088801860809326, -0.10709230601787567, -3.2727930545806885, -10.378609657287598, -1.15816068649292, -3.40394926071167, -4.3978729248046875, -3.4364821910858154, -7.222043037414551, -0.09366918355226517, -2.8445963859558105, -7.156341075897217, -3.621910572052002, -0.22333160042762756, -0.23904204368591309, -0.0032828745897859335, -0.1029965728521347, -0.054234828799963, -0.314346581697464, -0.14226053655147552, -0.024768298491835594, -0.010475648567080498, -6.159446716308594, -0.36732175946235657, -6.390923976898193, -0.20864999294281006, -0.032704535871744156, -0.0012656782055273652, -2.122284412384033, -0.12347760796546936, -1.6471447944641113, -5.849925994873047, -0.1309250295162201, -0.028863994404673576, -3.3393442630767822, -8.572661399841309, -3.7434158325195312, -2.437544345855713, -0.006874718237668276, -0.2859976887702942, -0.07321298867464066, -0.01705433428287506, -0.02413930557668209, -0.033197175711393356, -0.0007434703293256462, -0.021483449265360832, -0.008121206425130367, -0.015574491582810879, -0.02080988697707653, -0.004625454545021057, -0.0022327988408505917, -5.6626176834106445, -1.1319422721862793, -0.0006456674309447408, -3.5233054161071777, -0.04837916046380997, -0.017474617809057236, -0.0006853376980870962, -2.15752911567688, -0.09019280225038528, -2.578817844390869, -0.001709786825813353, -0.0015167410019785166, -2.6589255332946777, -0.1530894637107849, -0.16312088072299957, -7.224789142608643, -3.459444284439087, -4.361701011657715, -4.231410026550293, -0.44730350375175476, -0.046537481248378754, -0.0010275328531861305, -0.011076628230512142, -0.006681482773274183, -0.0038963842671364546, -0.00866274069994688, -0.0030928654596209526, -0.001447345013730228, -0.10494795441627502, -0.0004832768754567951, -0.014000535011291504, -0.01210674550384283, -0.0006409021443687379, -2.3035519123077393, -0.10335010290145874, -1.4695347547531128, -0.0005452338373288512, -0.00040975757292471826, -1.6781970262527466, -0.015200960449874401, -0.021999722346663475, -5.9824113845825195, -0.5449760556221008, -5.469331741333008, -0.3305011987686157, -0.017677491530776024, -0.0003987947420682758, -0.0033098459243774414, -0.0012342463014647365, -0.0009328543092124164, -0.002230895683169365, -0.0006989181856624782, -0.0005547653418034315, -0.006353891920298338, -0.00021789084712509066, -0.0017080017132684588, -0.006104751490056515, -0.000284154579276219, -2.6805992126464844, -0.11182509362697601, -1.9575214385986328, -1.514803409576416, -0.028268050402402878, -0.24448497593402863, -0.029952088370919228, -0.23423060774803162, -0.006554414983838797, -0.005960783455520868, -0.026254696771502495, -0.008187303319573402, -0.041574809700250626, -0.0008455515489913523, -0.02279670350253582, -0.008889976888895035, -0.005990408360958099, -0.034451842308044434, -0.011569901369512081, -0.00177952169906348, -4.634682655334473, -0.7666628360748291, -3.2773308753967285, -0.09548477083444595, -0.00838426686823368, -0.0002277830062666908, -1.7532479763031006, -0.06574037671089172, -0.7640164494514465, -1.326124668121338, -0.029447777196764946, -0.20239128172397614, -0.058367591351270676, -2.8731460571289062, -0.01698366366326809, -0.0002936885575763881, -0.00435000890865922, -0.002066859044134617, -0.0015635181916877627, -0.002181176096200943, -0.003894721856340766, -0.00011657988943625242, -0.0033414503559470177, -0.0011753087164834142, -0.0006429274217225611, -0.0033530937507748604, -0.0006973695708438754, -0.0003694805200211704, -5.198083400726318, -0.5233950614929199, -4.626198768615723, -0.02534378319978714, -0.0037930700927972794, -0.00012134769349358976, -1.7558889389038086, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine π as 170. Q: What is the first digit of π? A: 1 View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 53+10? A: 5 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 16÷2? A: 1 View ÷ as a random digit. Q: What is the first digit of 72÷9? A: 7 View number as text. Do not perform computation. Q: What is the first digit of 18+37? A: 1 View ÷ as a random digit. Q: What is the first digit of 56÷8? A: 5 Redefine e as 2+12. Q: What is the first digit of e? A: 1 View ÷ as a random digit. Q: What is the first digit of 60÷6? A: 6 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 27+24? A:
[ " 5", " 2" ]
1
[ -7.645411491394043, -4.844866752624512, -1.3569767475128174, -11.031396865844727, -0.6691023707389832, -1.1872159242630005, -13.117168426513672, -2.161620616912842, -9.34661865234375, -4.250929355621338, -1.4142751693725586, -0.9954386949539185, -0.4423738121986389, -4.272860050201416, -1.1738862991333008, -0.2387678325176239, -1.5276973247528076, -0.008077573031187057, -0.7104204297065735, -0.4517286717891693, -0.015474372543394566, -2.333811044692993, -2.7011196613311768, -11.664300918579102, -10.211629867553711, -2.3840174674987793, -1.2888643741607666, -1.6540553569793701, -7.017976760864258, -4.21750020980835, -1.4225207567214966, -0.4578835070133209, -0.012121348641812801, -0.139933779835701, -0.07936698198318481, -0.05664527788758278, -0.39228323101997375, -0.05274130031466484, -0.014198120683431625, -6.80980110168457, -1.659682273864746, -0.00013755806139670312, -3.080009937286377, -0.10700587183237076, -0.08802977204322815, -0.0074665057472884655, -0.919427752494812, -0.1945933848619461, -3.1000990867614746, -0.011466669850051403, -0.002203776268288493, -4.236520767211914, -0.505820631980896, -4.697821617126465, -5.886754035949707, -8.55057144165039, -0.9107828140258789, -0.07396023720502853, -0.006451730150729418, -0.07685080915689468, -0.037504423409700394, -0.12600037455558777, -0.1783374398946762, -0.03252176567912102, -0.005120140966027975, -0.5573807954788208, -0.38618454337120056, -0.033454529941082, -0.0025563915260136127, -1.7397286891937256, -0.12261916697025299, -4.3300065994262695, -4.693426609039307, -0.019714951515197754, -0.1692458540201187, -0.6057097315788269, -0.19273987412452698, -0.20626531541347504, -0.050615984946489334, -0.016896579414606094, -0.0013427060330286622, -0.01672930270433426, -0.006950486451387405, -0.006115059833973646, -0.0353870615363121, -0.008028261363506317, -0.002096480457112193, -7.407235145568848, -0.0509844534099102, -0.00001847726889536716, -3.5495338439941406, -0.03236008435487747, -0.01597052812576294, -0.0006921279709786177, -2.193019390106201, -0.08493214100599289, -1.0224330425262451, -0.0008241117466241121, -0.0006438804557546973, -2.104597568511963, -0.05528451129794121, -0.07249601185321808, -4.8192338943481445, -6.619898319244385, -0.3613632619380951, -0.02664327621459961, -0.0010265801101922989, -0.013413661159574986, -0.005605810321867466, -0.0028897454030811787, -0.011525122448801994, -0.005176118575036526, -0.0014724613865837455, -0.341092050075531, -0.00021443451987579465, -0.008272903971374035, -0.01386675238609314, -0.0006876011611893773, -1.2062281370162964, -0.16782246530056, -1.3959856033325195, -0.0006631797295995057, -0.0003108495147898793, -1.5474300384521484, -0.026593593880534172, -0.019787415862083435, -3.5706095695495605, -4.585223197937012, -0.2063663750886917, -0.006336478982120752, -0.0002814135223161429, -0.003832615679129958, -0.0012697261990979314, -0.0006605588714592159, -0.0030834770295768976, -0.0010413468116894364, -0.0005641775787808001, -0.00896122120320797, -0.00009381330892210826, -0.0010699268896132708, -0.007701466791331768, -0.00019905969384126365, -0.2728497385978699, -0.07665727287530899, -0.64729243516922, -0.0005125877796672285, -0.00039641151670366526, -0.2826125919818878, -0.004301225300878286, -0.012026655487716198, -8.34272575378418, -5.351626396179199, -7.307827472686768, -0.1234312430024147, -0.0061148228123784065, -0.00019703354337252676, -0.002423684811219573, -0.0009311868925578892, -0.00041571559268049896, -0.0013740155845880508, -0.0007601470570079982, -0.00040451448876410723, -0.012486967258155346, -0.00009762764238985255, -0.0008916454971767962, -0.0063566165044903755, -0.00015555603022221476, -2.6645522117614746, -0.0973670482635498, -0.4408634901046753, -0.00029738296871073544, -0.00026008085114881396, -0.2567581832408905, -0.002834947081282735, -0.008466067723929882, -7.58711051940918, -10.532235145568848, -5.404919624328613, -0.3124038279056549, -0.02151588350534439, -0.0006070678355172276, -0.005933527834713459, -0.0023099901154637337, -0.000962151971179992, -0.0060392278246581554, -0.0017698828596621752, -0.0008394769974984229, -0.09841781109571457, -0.00008237022848334163, -0.022102104499936104, -0.012220626696944237, -0.00044645831803791225, -2.2586588859558105, -0.08451824635267258, -3.190805196762085, -5.377686977386475, -0.5211596488952637, -3.7910308837890625, -3.514002561569214, -4.0693793296813965, -8.366669654846191, -0.07314097136259079, -3.107830762863159, -6.857712268829346, -4.02730655670166, -0.1764141470193863, -0.06653415411710739, -0.0014190138317644596, -0.04830067232251167, -0.03940199688076973, -0.19122561812400818, -0.19380725920200348, -0.062341779470443726, -0.011440507136285305, -8.640317916870117, -0.6008064150810242, -3.503523826599121, -0.21379758417606354, -0.02183469757437706, -0.0008802115335129201, -0.43792444467544556, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View + as the digit 4 instead of a mathematical operation. Q: What is the first digit of 30+35? A: 3 Redefine π as 857. Q: What is the first digit of π? A: 8 View ÷ as a random digit. Q: What is the first digit of 7÷7? A: 7 Redefine π as 836. Q: What is the first digit of π? A: 8 Redefine e as 34+44. Q: What is the first digit of e? A: 7 View ÷ as a random digit. Q: What is the first digit of 10÷2? A: 1 View number as text. Do not perform computation. Q: What is the first digit of 77+3? A: 7 Redefine e as 5+62. Q: What is the first digit of e? A: 6 View ÷ as a random digit. Q: What is the first digit of 12÷2? A:
[ " 6", " 1" ]
1
[ -7.645411491394043, -4.844866752624512, -1.3569767475128174, -11.031396865844727, -0.6691023707389832, -1.1872159242630005, -13.117168426513672, -2.161620616912842, -9.34661865234375, -4.250929355621338, -1.4142751693725586, -0.9954386949539185, -0.4423738121986389, -4.272860050201416, -1.1738862991333008, -0.2387678325176239, -1.5276973247528076, -0.008077573031187057, -0.7104204297065735, -0.4517286717891693, -0.015474372543394566, -2.333811044692993, -2.7011196613311768, -11.664300918579102, -10.211629867553711, -2.3840174674987793, -1.2888643741607666, -1.6540553569793701, -7.017976760864258, -4.21750020980835, -1.4225207567214966, -0.4578835070133209, -0.012121348641812801, -0.139933779835701, -0.07936698198318481, -0.05664527788758278, -0.39228323101997375, -0.05274130031466484, -0.014198120683431625, -6.80980110168457, -1.659682273864746, -0.00013755806139670312, -3.080009937286377, -0.10700587183237076, -0.08802977204322815, -0.0074665057472884655, -0.919427752494812, -0.1945933848619461, -3.1000990867614746, -0.011466669850051403, -0.002203776268288493, -4.236520767211914, -0.505820631980896, -4.697821617126465, -5.886754035949707, -8.55057144165039, -0.9107828140258789, -0.07396023720502853, -0.006451730150729418, -0.07685080915689468, -0.037504423409700394, -0.12600037455558777, -0.1783374398946762, -0.03252176567912102, -0.005120140966027975, -0.5573807954788208, -0.38618454337120056, -0.033454529941082, -0.0025563915260136127, -1.7397286891937256, -0.12261916697025299, -4.3300065994262695, -4.693426609039307, -0.019714951515197754, -0.1692458540201187, -0.6057097315788269, -0.19273987412452698, -0.20626531541347504, -0.050615984946489334, -0.016896579414606094, -0.0013427060330286622, -0.01672930270433426, -0.006950486451387405, -0.006115059833973646, -0.0353870615363121, -0.008028261363506317, -0.002096480457112193, -7.407235145568848, -0.0509844534099102, -0.00001847726889536716, -3.5495338439941406, -0.03236008435487747, -0.01597052812576294, -0.0006921279709786177, -2.193019390106201, -0.08493214100599289, -1.0224330425262451, -0.0008241117466241121, -0.0006438804557546973, -2.104597568511963, -0.05528451129794121, -0.07249601185321808, -4.8192338943481445, -6.619898319244385, -0.3613632619380951, -0.02664327621459961, -0.0010265801101922989, -0.013413661159574986, -0.005605810321867466, -0.0028897454030811787, -0.011525122448801994, -0.005176118575036526, -0.0014724613865837455, -0.341092050075531, -0.00021443451987579465, -0.008272903971374035, -0.01386675238609314, -0.0006876011611893773, -1.2062281370162964, -0.16782246530056, -1.3959856033325195, -0.0006631797295995057, -0.0003108495147898793, -1.5474300384521484, -0.026593593880534172, -0.019787415862083435, -3.5706095695495605, -4.585223197937012, -0.2063663750886917, -0.006336478982120752, -0.0002814135223161429, -0.003832615679129958, -0.0012697261990979314, -0.0006605588714592159, -0.0030834770295768976, -0.0010413468116894364, -0.0005641775787808001, -0.00896122120320797, -0.00009381330892210826, -0.0010699268896132708, -0.007701466791331768, -0.00019905969384126365, -0.2728497385978699, -0.07665727287530899, -0.64729243516922, -0.0005125877796672285, -0.00039641151670366526, -0.2826125919818878, -0.004301225300878286, -0.012026655487716198, -8.34272575378418, -5.351626396179199, -7.307827472686768, -0.1234312430024147, -0.0061148228123784065, -0.00019703354337252676, -0.002423684811219573, -0.0009311868925578892, -0.00041571559268049896, -0.0013740155845880508, -0.0007601470570079982, -0.00040451448876410723, -0.012486967258155346, -0.00009762764238985255, -0.0008916454971767962, -0.0063566165044903755, -0.00015555603022221476, -2.6645522117614746, -0.0973670482635498, -0.4408634901046753, -0.00029738296871073544, -0.00026008085114881396, -0.2567581832408905, -0.002834947081282735, -0.008466067723929882, -7.58711051940918, -10.532235145568848, -5.404919624328613, -0.3124038279056549, -0.02151588350534439, -0.0006070678355172276, -0.005933527834713459, -0.0023099901154637337, -0.000962151971179992, -0.0060392278246581554, -0.0017698828596621752, -0.0008394769974984229, -0.09841781109571457, -0.00008237022848334163, -0.022102104499936104, -0.012220626696944237, -0.00044645831803791225, -2.2586588859558105, -0.08451824635267258, -3.190805196762085, -5.377686977386475, -0.5211596488952637, -3.7910308837890625, -3.514002561569214, -4.0693793296813965, -8.366669654846191, -0.07314097136259079, -3.107830762863159, -6.857712268829346, -4.02730655670166, -0.1764141470193863, -0.06653415411710739, -0.0014190138317644596, -0.04830067232251167, -0.03940199688076973, -0.19122561812400818, -0.19380725920200348, -0.062341779470443726, -0.011440507136285305, -8.640317916870117, -0.6008064150810242, -3.503523826599121, -0.21379758417606354, -0.02183469757437706, -0.0008802115335129201, -3.1201419830322266, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine π as 928. Q: What is the first digit of π? A: 9 Redefine π as 671. Q: What is the first digit of π? A: 6 View + as the digit 7 instead of a mathematical operation. Q: What is the first digit of 21+20? 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 13+83? A: 1 Redefine π as 462. Q: What is the first digit of π? A: 4 Redefine e as 42+7. Q: What is the first digit of e? A: 4 Redefine π as 860 mod 50. Q: What is the first digit of π? A: 1 View + as the digit 9 instead of a mathematical operation. Q: What is the first digit of 88+3? A:
[ " 9", " 8" ]
1
[ -9.161581993103027, -11.895548820495605, -3.4307351112365723, -5.32594108581543, -1.4251514673233032, -7.670463562011719, -7.116569519042969, -5.416120529174805, -0.20105119049549103, -0.7665448188781738, -4.721513271331787, -1.3456721305847168, -0.5066718459129333, -9.468667030334473, -3.4754488468170166, -1.2696564197540283, -1.2952461242675781, -0.574894905090332, -4.220475196838379, -1.2764008045196533, -0.2869362533092499, -4.405776023864746, -2.442422866821289, -0.00012635385792236775, -2.03544282913208, -0.1908576935529709, -0.5279203057289124, -0.014931230805814266, -2.3606362342834473, -2.211827516555786, -4.788745403289795, -7.683347225189209, -0.9375908970832825, -5.690705299377441, -1.4068418741226196, -5.9840497970581055, -1.571056604385376, -5.78179931640625, -6.60291051864624, -0.6895676851272583, -2.367417812347412, -0.028719210997223854, -0.1898057907819748, -0.08570536971092224, -0.33389806747436523, -0.7649527788162231, -0.2965447008609772, -0.024647928774356842, -1.33112633228302, -3.5583672523498535, -5.6146416664123535, -0.17342709004878998, -0.1545936018228531, -0.0058606453239917755, -1.902937412261963, -0.5988602042198181, -8.891576766967773, -1.8849422931671143, -0.028741683810949326, -7.611143112182617, -0.12167756259441376, -0.7305687069892883, -8.561145782470703, -1.0066888332366943, -1.4437766075134277, -0.004596382845193148, -0.16967381536960602, -0.03992101550102234, -0.10694931447505951, -0.3256518542766571, -0.016800928860902786, -0.0065264650620520115, -1.6898767948150635, -0.0011744751827791333, -0.7631484270095825, -0.057367630302906036, -0.001947531825862825, -1.0102254152297974, -0.29965001344680786, -2.363487720489502, -0.004755377769470215, -0.0026406915858387947, -1.4406574964523315, -0.0683838278055191, -0.12543731927871704, -3.9767403602600098, -7.252274036407471, -0.24048921465873718, -0.08353818953037262, -0.000825898430775851, -0.011631764471530914, -0.004165425896644592, -0.0027510200161486864, -0.007437634747475386, -0.0023808723781257868, -0.0009213017183355987, -0.05099306255578995, -0.0002661589242052287, -0.039545584470033646, -0.02350793592631817, -0.000727508042473346, -1.730879306793213, -0.27540069818496704, -4.3918023109436035, -3.969186305999756, -0.014188130386173725, -0.08929799497127533, -0.9023886919021606, -2.0310301780700684, -0.5939798355102539, -0.6038481593132019, -0.0014142522122710943, -0.09366744756698608, -0.07033354043960571, -0.003960860893130302, -0.014557928778231144, -0.10405680537223816, -0.0014280608156695962, -0.024356886744499207, -0.005809091031551361, -0.006182355340570211, -0.05005679652094841, -0.012556543573737144, -0.0013667537132278085, -7.096678733825684, -0.18576745688915253, -0.00003015949550899677, -1.5932369232177734, -0.0322137288749218, -0.015426481142640114, -0.000408327643526718, -0.5728583335876465, -0.08867592364549637, -0.713541567325592, -4.89065408706665, -0.3159603178501129, -0.6115680932998657, -0.9564706683158875, -0.10446129739284515, -0.11742735654115677, -0.000904032145626843, -0.08851270377635956, -0.019899606704711914, -0.005772230681031942, -0.009084794670343399, -0.022620156407356262, -0.0006258912617340684, -0.014031568542122841, -0.0054173097014427185, -0.005121089518070221, -0.014823060482740402, -0.006923494394868612, -0.0015238827327266335, -7.6476593017578125, -0.6235213279724121, -4.4291090965271, -0.04724886268377304, -0.006981975864619017, -0.00023922442051116377, -2.44807767868042, -0.06796781718730927, -0.4860481917858124, -1.6218081712722778, -0.05239485949277878, -0.10084685683250427, -0.2311408519744873, -0.010444740764796734, -0.013687210157513618, -0.00029059001826681197, -0.012233463115990162, -0.0046243867836892605, -0.0010258655529469252, -0.005583168473094702, -0.005936135072261095, -0.0001951265730895102, -0.0068727051839232445, -0.001953242812305689, -0.0014292511623352766, -0.00807035993784666, -0.0023223592434078455, -0.0004668337933253497, -5.325883865356445, -0.25798720121383667, -4.205183029174805, -0.07600308209657669, -0.0035669293720275164, -0.00012540031457319856, -2.348604917526245, -0.06888969242572784, -2.9053244590759277, -0.0021297885105013847, -0.0009115354623645544, -4.985325813293457, -0.12144637107849121, -7.207911491394043, -6.936789035797119, -2.982041597366333, -0.2368079423904419, -0.032045878469944, -0.000610999355558306, -0.0079181594774127, -0.0023971651680767536, -0.008287327364087105, -0.012561958283185959, -0.004059052560478449, -0.000834355247206986, -0.43225276470184326, -0.31229034066200256, -0.008429660461843014, -0.00032205163734033704, -2.7079567909240723, -0.07904572784900665, -1.4916093349456787, -2.1768994331359863, -0.0021257440093904734, -0.019922278821468353, -0.06607864797115326, -0.07930663973093033, -0.008505665697157383, -5.378135681152344, -0.10386062413454056, -0.0007259594276547432, -0.01161998137831688, -0.003420694498345256, -0.002508352743461728, -0.017930323258042336, -0.004402231890708208, -0.0013679441763088107, -4.834078311920166, -0.11506497859954834, -0.0000290866428258596, -1.087959885597229, -0.015279035083949566, -0.006133068818598986, -0.0003700763627421111, -2.7833168506622314, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View number as text. Do not perform computation. Q: What is the first digit of 7+48? A: 7 Redefine π as 109+390. 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 49÷7? A: 4 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 60÷12? A: 6 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 24+28? A: 2 Redefine π as 586. Q: What is the first digit of π? A: 5 Redefine π as 162+696. Q: What is the first digit of π? A: 8 Redefine e as 25+38. Q: What is the first digit of e? A: 6 View number as text. Do not perform computation. Q: What is the first digit of 9+5? A:
[ " 1", " 9" ]
1
[ -9.161581993103027, -11.895548820495605, -3.4307351112365723, -5.32594108581543, -1.4251514673233032, -7.670463562011719, -7.116569519042969, -5.416120529174805, -0.20105119049549103, -0.7665448188781738, -4.721513271331787, -1.3456721305847168, -0.5066718459129333, -9.468667030334473, -3.4754488468170166, -1.2696564197540283, -1.2952461242675781, -0.574894905090332, -4.220475196838379, -1.2764008045196533, -0.2869362533092499, -4.405776023864746, -2.442422866821289, -0.00012635385792236775, -2.03544282913208, -0.1908576935529709, -0.5279203057289124, -0.014931230805814266, -2.3606362342834473, -2.211827516555786, -4.788745403289795, -7.683347225189209, -0.9375908970832825, -5.690705299377441, -1.4068418741226196, -5.9840497970581055, -1.571056604385376, -5.78179931640625, -6.60291051864624, -0.6895676851272583, -2.367417812347412, -0.028719210997223854, -0.1898057907819748, -0.08570536971092224, -0.33389806747436523, -0.7649527788162231, -0.2965447008609772, -0.024647928774356842, -1.33112633228302, -3.5583672523498535, -5.6146416664123535, -0.17342709004878998, -0.1545936018228531, -0.0058606453239917755, -1.902937412261963, -0.5988602042198181, -8.891576766967773, -1.8849422931671143, -0.028741683810949326, -7.611143112182617, -0.12167756259441376, -0.7305687069892883, -8.561145782470703, -1.0066888332366943, -1.4437766075134277, -0.004596382845193148, -0.16967381536960602, -0.03992101550102234, -0.10694931447505951, -0.3256518542766571, -0.016800928860902786, -0.0065264650620520115, -1.6898767948150635, -0.0011744751827791333, -0.7631484270095825, -0.057367630302906036, -0.001947531825862825, -1.0102254152297974, -0.29965001344680786, -2.363487720489502, -0.004755377769470215, -0.0026406915858387947, -1.4406574964523315, -0.0683838278055191, -0.12543731927871704, -3.9767403602600098, -7.252274036407471, -0.24048921465873718, -0.08353818953037262, -0.000825898430775851, -0.011631764471530914, -0.004165425896644592, -0.0027510200161486864, -0.007437634747475386, -0.0023808723781257868, -0.0009213017183355987, -0.05099306255578995, -0.0002661589242052287, -0.039545584470033646, -0.02350793592631817, -0.000727508042473346, -1.730879306793213, -0.27540069818496704, -4.3918023109436035, -3.969186305999756, -0.014188130386173725, -0.08929799497127533, -0.9023886919021606, -2.0310301780700684, -0.5939798355102539, -0.6038481593132019, -0.0014142522122710943, -0.09366744756698608, -0.07033354043960571, -0.003960860893130302, -0.014557928778231144, -0.10405680537223816, -0.0014280608156695962, -0.024356886744499207, -0.005809091031551361, -0.006182355340570211, -0.05005679652094841, -0.012556543573737144, -0.0013667537132278085, -7.096678733825684, -0.18576745688915253, -0.00003015949550899677, -1.5932369232177734, -0.0322137288749218, -0.015426481142640114, -0.000408327643526718, -0.5728583335876465, -0.08867592364549637, -0.713541567325592, -4.89065408706665, -0.3159603178501129, -0.6115680932998657, -0.9564706683158875, -0.10446129739284515, -0.11742735654115677, -0.000904032145626843, -0.08851270377635956, -0.019899606704711914, -0.005772230681031942, -0.009084794670343399, -0.022620156407356262, -0.0006258912617340684, -0.014031568542122841, -0.0054173097014427185, -0.005121089518070221, -0.014823060482740402, -0.006923494394868612, -0.0015238827327266335, -7.6476593017578125, -0.6235213279724121, -4.4291090965271, -0.04724886268377304, -0.006981975864619017, -0.00023922442051116377, -2.44807767868042, -0.06796781718730927, -0.4860481917858124, -1.6218081712722778, -0.05239485949277878, -0.10084685683250427, -0.2311408519744873, -0.010444740764796734, -0.013687210157513618, -0.00029059001826681197, -0.012233463115990162, -0.0046243867836892605, -0.0010258655529469252, -0.005583168473094702, -0.005936135072261095, -0.0001951265730895102, -0.0068727051839232445, -0.001953242812305689, -0.0014292511623352766, -0.00807035993784666, -0.0023223592434078455, -0.0004668337933253497, -5.325883865356445, -0.25798720121383667, -4.205183029174805, -0.07600308209657669, -0.0035669293720275164, -0.00012540031457319856, -2.348604917526245, -0.06888969242572784, -2.9053244590759277, -0.0021297885105013847, -0.0009115354623645544, -4.985325813293457, -0.12144637107849121, -7.207911491394043, -6.936789035797119, -2.982041597366333, -0.2368079423904419, -0.032045878469944, -0.000610999355558306, -0.0079181594774127, -0.0023971651680767536, -0.008287327364087105, -0.012561958283185959, -0.004059052560478449, -0.000834355247206986, -0.43225276470184326, -0.31229034066200256, -0.008429660461843014, -0.00032205163734033704, -2.7079567909240723, -0.07904572784900665, -1.4916093349456787, -2.1768994331359863, -0.0021257440093904734, -0.019922278821468353, -0.06607864797115326, -0.07930663973093033, -0.008505665697157383, -5.378135681152344, -0.10386062413454056, -0.0007259594276547432, -0.01161998137831688, -0.003420694498345256, -0.002508352743461728, -0.017930323258042336, -0.004402231890708208, -0.0013679441763088107, -4.834078311920166, -0.11506497859954834, -0.0000290866428258596, -1.087959885597229, -0.015279035083949566, -0.006133068818598986, -0.0003700763627421111, -0.41369929909706116, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine π as 301+674. Q: What is the first digit of π? A: 9 View number as text. Do not perform computation. Q: What is the first digit of 37+12? A: 3 Redefine e as 2+12. Q: What is the first digit of e? A: 1 Redefine π as 165+356. Q: What is the first digit of π? A: 5 Redefine π as 571. Q: What is the first digit of π? A: 5 View number as text. Do not perform computation. Q: What is the first digit of 17+15? A: 1 View ÷ as a random digit. Q: What is the first digit of 54÷9? A: 5 View ÷ as a random digit. Q: What is the first digit of 10÷2? A: 1 Redefine π as 534 mod 29. Q: What is the first digit of π? A:
[ " 1", " 3" ]
0
[ -7.645411491394043, -4.844866752624512, -1.3569767475128174, -11.031396865844727, -0.6691023707389832, -1.1872159242630005, -11.383413314819336, -5.479896068572998, -13.274280548095703, -2.3303287029266357, -7.996024131774902, -4.750643730163574, -1.4675875902175903, -0.9876032471656799, -0.3918023705482483, -3.2561469078063965, -1.0437614917755127, -0.2514629364013672, -1.8007758855819702, -0.0057917870581150055, -0.9691333174705505, -0.5409315228462219, -0.0205564983189106, -3.7283565998077393, -3.083554744720459, -11.567682266235352, -10.367264747619629, -2.5955512523651123, -1.530336618423462, -1.894835352897644, -7.261377334594727, -4.163040637969971, -6.241795063018799, -0.057882361114025116, -0.8365525603294373, -5.254262447357178, -4.637510299682617, -0.2607693076133728, -0.39502978324890137, -0.01140444353222847, -0.20788635313510895, -0.12484364211559296, -0.2909799814224243, -0.3693740665912628, -0.06834998726844788, -0.013630296103656292, -9.483855247497559, -2.9256973266601562, -0.00011538793478393927, -3.7239017486572266, -0.08278479427099228, -0.06325990706682205, -0.0061132824048399925, -1.6061981916427612, -0.35900017619132996, -3.8724684715270996, -0.021151334047317505, -0.003846034873276949, -2.4026193618774414, -0.07746097445487976, -0.2868705987930298, -4.7237138748168945, -6.513565540313721, -1.2776234149932861, -0.07569290697574615, -0.005831371992826462, -0.035277631133794785, -0.01190874632447958, -0.009109956212341785, -0.04570852592587471, -0.00725220050662756, -0.002882970031350851, -0.2938311696052551, -0.0002329078270122409, -0.011837711557745934, -0.023645907640457153, -0.0020704278722405434, -0.9670355319976807, -0.13864591717720032, -3.9001708030700684, -1.8289903402328491, -0.00024125049822032452, -0.028827626258134842, -0.45544788241386414, -0.26237577199935913, -0.10196179896593094, -4.321743965148926, -0.034878119826316833, -0.003336460329592228, -0.016484376043081284, -0.008358259685337543, -0.0058996351435780525, -0.013554679229855537, -0.004306328948587179, -0.0025404582265764475, -4.98931360244751, -0.022002054378390312, -0.00002396077979938127, -2.768923759460449, -0.042566344141960144, -0.030303381383419037, -0.001561851822771132, -3.262876510620117, -0.12073981761932373, -2.320892333984375, -7.700456619262695, -1.1780744791030884, -6.603326797485352, -0.6948915719985962, -7.125582218170166, -1.011772871017456, -5.579760551452637, -7.081401824951172, -0.4923660457134247, -0.36497408151626587, -0.006940897088497877, -0.11277815699577332, -0.039832696318626404, -0.21164311468601227, -0.1429886370897293, -0.08998309820890427, -0.009108657017350197, -4.326824188232422, -3.335899829864502, -5.348472595214844, -0.38585981726646423, -0.05366861820220947, -0.002543668495491147, -2.6382107734680176, -0.15637291967868805, -1.1539711952209473, -0.8261033892631531, -0.024248333647847176, -0.2764762341976166, -0.0569036528468132, -0.33584949374198914, -0.01327462401241064, -0.011200646869838238, -0.039614561945199966, -0.01424748171120882, -0.029621386900544167, -0.0007191693875938654, -0.021657513454556465, -0.007000561337918043, -0.006964455358684063, -0.02899347059428692, -0.010931368917226791, -0.0016349294455721974, -3.6142473220825195, -1.7958881855010986, -5.158096790313721, -0.16774949431419373, -0.010629347525537014, -0.00051115796668455, -1.47701096534729, -0.09005130082368851, -0.5860188007354736, -6.607462406158447, -0.25170886516571045, -0.6647712588310242, -0.6867125630378723, -0.13444913923740387, -1.5073981285095215, -0.0029337245505303144, -0.22245189547538757, -0.028040075674653053, -0.023425843566656113, -0.009576689451932907, -0.013026378117501736, -0.001033129869028926, -0.012680732645094395, -0.004613826051354408, -0.004208873957395554, -0.0069818575866520405, -0.004082560073584318, -0.0014582963194698095, -4.43480110168457, -0.40245556831359863, -4.252588748931885, -0.03629715368151665, -0.008772525005042553, -0.00032824851223267615, -2.0089752674102783, -0.07026419788599014, -2.495499849319458, -0.001328062848187983, -0.0006244616815820336, -0.9282031655311584, -0.0018509175861254334, -0.042056240141391754, -3.2430825233459473, -4.461348533630371, -0.08863697201013565, -0.015702882781624794, -0.0005222387262620032, -0.005987919867038727, -0.0017183552263304591, -0.0010698077967390418, -0.003820146666839719, -0.0012041230220347643, -0.0004828002711292356, -0.024790743365883827, -0.00008892617915989831, -0.0018814972136169672, -0.005496033933013678, -0.0003073934931308031, -0.26818156242370605, -0.06016360968351364, -1.2853755950927734, -0.00042882305569946766, -0.00019047829846385866, -0.5304031372070312, -0.0021793919149786234, -0.011453352868556976, -3.31721830368042, -5.039365768432617, -11.959982872009277, -6.997585773468018, -0.27149856090545654, -0.025723770260810852, -0.0009864469757303596, -0.006275827530771494, -0.002310228068381548, -0.0011631635716184974, -0.00445587607100606, -0.002009992953389883, -0.0006786665762774646, -0.01579335704445839, -0.00013314791431184858, -0.015233012847602367, -0.008346556685864925, -0.0005189026123844087, -2.3851683139801025, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine π as 684 mod 12. Q: What is the first digit of π? A: 0 Redefine e as 42+14. Q: What is the first digit of e? A: 5 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 7+4? A: 7 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 56÷8? A: 5 View number as text. Do not perform computation. Q: What is the first digit of 18+37? A: 1 Redefine π as 621 mod 11. Q: What is the first digit of π? A: 5 Redefine e as 3+9. Q: What is the first digit of e? A: 1 Redefine π as 132 mod 29. Q: What is the first digit of π? A: 1 Redefine π as 560+333. Q: What is the first digit of π? A:
[ " 8", " 3" ]
0
[ -7.645411491394043, -4.844866752624512, -1.3569767475128174, -11.031396865844727, -0.6691023707389832, -1.1872159242630005, -11.383413314819336, -5.479896068572998, -13.274280548095703, -2.3303287029266357, -7.996024131774902, -4.750643730163574, -1.4675875902175903, -0.9876032471656799, -0.3918023705482483, -3.2561469078063965, -1.0437614917755127, -0.2514629364013672, -1.8007758855819702, -0.0057917870581150055, -0.9691333174705505, -0.5409315228462219, -0.0205564983189106, -3.7283565998077393, -3.083554744720459, -11.567682266235352, -10.367264747619629, -2.5955512523651123, -1.530336618423462, -1.894835352897644, -7.261377334594727, -4.163040637969971, -6.241795063018799, -0.057882361114025116, -0.8365525603294373, -5.254262447357178, -4.637510299682617, -0.2607693076133728, -0.39502978324890137, -0.01140444353222847, -0.20788635313510895, -0.12484364211559296, -0.2909799814224243, -0.3693740665912628, -0.06834998726844788, -0.013630296103656292, -9.483855247497559, -2.9256973266601562, -0.00011538793478393927, -3.7239017486572266, -0.08278479427099228, -0.06325990706682205, -0.0061132824048399925, -1.6061981916427612, -0.35900017619132996, -3.8724684715270996, -0.021151334047317505, -0.003846034873276949, -2.4026193618774414, -0.07746097445487976, -0.2868705987930298, -4.7237138748168945, -6.513565540313721, -1.2776234149932861, -0.07569290697574615, -0.005831371992826462, -0.035277631133794785, -0.01190874632447958, -0.009109956212341785, -0.04570852592587471, -0.00725220050662756, -0.002882970031350851, -0.2938311696052551, -0.0002329078270122409, -0.011837711557745934, -0.023645907640457153, -0.0020704278722405434, -0.9670355319976807, -0.13864591717720032, -3.9001708030700684, -1.8289903402328491, -0.00024125049822032452, -0.028827626258134842, -0.45544788241386414, -0.26237577199935913, -0.10196179896593094, -4.321743965148926, -0.034878119826316833, -0.003336460329592228, -0.016484376043081284, -0.008358259685337543, -0.0058996351435780525, -0.013554679229855537, -0.004306328948587179, -0.0025404582265764475, -4.98931360244751, -0.022002054378390312, -0.00002396077979938127, -2.768923759460449, -0.042566344141960144, -0.030303381383419037, -0.001561851822771132, -3.262876510620117, -0.12073981761932373, -2.320892333984375, -7.700456619262695, -1.1780744791030884, -6.603326797485352, -0.6948915719985962, -7.125582218170166, -1.011772871017456, -5.579760551452637, -7.081401824951172, -0.4923660457134247, -0.36497408151626587, -0.006940897088497877, -0.11277815699577332, -0.039832696318626404, -0.21164311468601227, -0.1429886370897293, -0.08998309820890427, -0.009108657017350197, -4.326824188232422, -3.335899829864502, -5.348472595214844, -0.38585981726646423, -0.05366861820220947, -0.002543668495491147, -2.6382107734680176, -0.15637291967868805, -1.1539711952209473, -0.8261033892631531, -0.024248333647847176, -0.2764762341976166, -0.0569036528468132, -0.33584949374198914, -0.01327462401241064, -0.011200646869838238, -0.039614561945199966, -0.01424748171120882, -0.029621386900544167, -0.0007191693875938654, -0.021657513454556465, -0.007000561337918043, -0.006964455358684063, -0.02899347059428692, -0.010931368917226791, -0.0016349294455721974, -3.6142473220825195, -1.7958881855010986, -5.158096790313721, -0.16774949431419373, -0.010629347525537014, -0.00051115796668455, -1.47701096534729, -0.09005130082368851, -0.5860188007354736, -6.607462406158447, -0.25170886516571045, -0.6647712588310242, -0.6867125630378723, -0.13444913923740387, -1.5073981285095215, -0.0029337245505303144, -0.22245189547538757, -0.028040075674653053, -0.023425843566656113, -0.009576689451932907, -0.013026378117501736, -0.001033129869028926, -0.012680732645094395, -0.004613826051354408, -0.004208873957395554, -0.0069818575866520405, -0.004082560073584318, -0.0014582963194698095, -4.43480110168457, -0.40245556831359863, -4.252588748931885, -0.03629715368151665, -0.008772525005042553, -0.00032824851223267615, -2.0089752674102783, -0.07026419788599014, -2.495499849319458, -0.001328062848187983, -0.0006244616815820336, -0.9282031655311584, -0.0018509175861254334, -0.042056240141391754, -3.2430825233459473, -4.461348533630371, -0.08863697201013565, -0.015702882781624794, -0.0005222387262620032, -0.005987919867038727, -0.0017183552263304591, -0.0010698077967390418, -0.003820146666839719, -0.0012041230220347643, -0.0004828002711292356, -0.024790743365883827, -0.00008892617915989831, -0.0018814972136169672, -0.005496033933013678, -0.0003073934931308031, -0.26818156242370605, -0.06016360968351364, -1.2853755950927734, -0.00042882305569946766, -0.00019047829846385866, -0.5304031372070312, -0.0021793919149786234, -0.011453352868556976, -3.31721830368042, -5.039365768432617, -11.959982872009277, -6.997585773468018, -0.27149856090545654, -0.025723770260810852, -0.0009864469757303596, -0.006275827530771494, -0.002310228068381548, -0.0011631635716184974, -0.00445587607100606, -0.002009992953389883, -0.0006786665762774646, -0.01579335704445839, -0.00013314791431184858, -0.015233012847602367, -0.008346556685864925, -0.0005189026123844087, -2.1883251667022705, 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 56÷8? A: 5 Redefine e as 3+49. Q: What is the first digit of e? A: 5 Redefine π as 453. Q: What is the first digit of π? A: 4 Redefine e as 34+27. Q: What is the first digit of e? A: 6 View number as text. Do not perform computation. Q: What is the first digit of 7+48? A: 7 Redefine π as 916 mod 38. Q: What is the first digit of π? A: 4 Redefine e as 48+12. Q: What is the first digit of e? A: 6 View number as text. Do not perform computation. Q: What is the first digit of 31+25? A: 3 Redefine π as 519. Q: What is the first digit of π? A:
[ " 5", " 3" ]
0
[ -9.161581993103027, -10.418830871582031, -10.0230712890625, -3.4039511680603027, -11.120559692382812, -5.4128899574279785, -5.177487373352051, -0.09763024747371674, -2.3557844161987305, -7.518333435058594, -3.915109872817993, -0.8034246563911438, -9.77614974975586, -4.557319641113281, -1.7320947647094727, -1.4100927114486694, -0.6206691265106201, -4.285177230834961, -2.3809714317321777, -0.3564901053905487, -4.189486503601074, -1.3427857160568237, -3.9225311279296875, -0.3522595167160034, -0.6414048671722412, -0.02191482111811638, -2.2549331188201904, -2.435577392578125, -4.039768218994141, -6.855771541595459, -0.27817898988723755, -0.25384676456451416, -2.3110032081604004, -7.811678886413574, -4.402557373046875, -2.272531032562256, -0.011847253888845444, -0.543757975101471, -0.832525372505188, -0.026132065802812576, -0.10804677754640579, -0.5777962803840637, -0.010003432631492615, -0.1166791319847107, -0.06254930049180984, -0.12857213616371155, -0.466755211353302, -0.06166190654039383, -0.006135201547294855, -3.8791942596435547, -1.9648665189743042, -0.0001908358681248501, -1.5149283409118652, -0.06927629560232162, -0.07681261003017426, -0.0028588399291038513, -1.7031453847885132, -0.5592793822288513, -9.45048713684082, -2.7926177978515625, -0.09069320559501648, -6.895179271697998, -0.04432696849107742, -0.497201144695282, -4.449350357055664, -8.055291175842285, -1.1229283809661865, -1.3022745847702026, -0.006264691706746817, -0.3220905661582947, -0.07393133640289307, -0.11394604295492172, -0.47292426228523254, -0.02638752944767475, -0.006981502287089825, -1.3477282524108887, -0.0005517867393791676, -0.8067872524261475, -0.0696038156747818, -0.0027013260405510664, -0.43124356865882874, -0.5251018404960632, -2.2281737327575684, -0.0035612278152257204, -0.005356958135962486, -2.8532216548919678, -0.32749828696250916, -7.278275489807129, -6.802443981170654, -5.0065083503723145, -0.5587207674980164, -0.05478796362876892, -0.0017742858035489917, -0.04023870825767517, -0.015383517369627953, -0.019850173965096474, -0.029062718152999878, -0.019713664427399635, -0.0021081382874399424, -0.1669752597808838, -0.2012454867362976, -0.02616342157125473, -0.0013218722306191921, -4.346160411834717, -0.17133142054080963, -6.324821949005127, -2.347444534301758, -0.3347908854484558, -1.1349886655807495, -1.0676947832107544, -2.4614529609680176, -0.0721372738480568, -0.0013759202556684613, -0.09944438189268112, -0.03974024951457977, -0.003124239156022668, -0.00986285787075758, -0.023921675980091095, -0.0009457168052904308, -0.0301368311047554, -0.005586724728345871, -0.005470306612551212, -0.014907976612448692, -0.0033715092577040195, -0.001046348363161087, -7.361983299255371, -0.35601142048835754, -6.2894511222839355, -0.06084315851330757, -0.014855007641017437, -0.00041631137719377875, -3.089874505996704, -0.1361202448606491, -1.9077281951904297, -0.0025953915901482105, -0.001746558933518827, -2.0224685668945312, -0.05822319537401199, -5.7163777351379395, -0.5083105564117432, -6.380719184875488, -0.06705935299396515, -0.010580044239759445, -0.0002889215829782188, -0.00405976502224803, -0.001625765347853303, -0.0010457528987899423, -0.0030277385376393795, -0.0010631391778588295, -0.00047946401173248887, -0.022051963955163956, -0.0034641751553863287, -0.007824485190212727, -0.0003013156820088625, -2.1995725631713867, -0.068067267537117, -1.1124303340911865, -1.3930178880691528, -0.0009466695482842624, -0.016810424625873566, -0.93292635679245, -0.19862015545368195, -0.05213826149702072, -0.01720784604549408, -0.0003935516288038343, -0.006139940582215786, -0.002722131321206689, -0.0010515881003811955, -0.002579696709290147, -0.006121339276432991, -0.00037508129025809467, -0.010202989913523197, -0.0014212755486369133, -0.0012836558744311333, -0.007404147647321224, -0.0018576999427750707, -0.000491021724883467, -5.650479316711426, -0.11662014573812485, -0.0000393382906622719, -2.947214365005493, -0.01741475611925125, -0.006113874725997448, -0.0001934579631779343, -2.035586357116699, -0.05672119930386543, -0.9407820701599121, -1.526492953300476, -0.012094849720597267, -0.019040314480662346, -0.5857833623886108, -0.11481248587369919, -0.010333370417356491, -6.007822036743164, -0.033055439591407776, -0.0014861501986160874, -0.02321108803153038, -0.010616491548717022, -0.006829254329204559, -0.02292591892182827, -0.009262211620807648, -0.003780956845730543, -4.890580654144287, -0.05627753958106041, -0.00009715084888739511, -2.889881134033203, -0.015635402873158455, -0.01424501370638609, -0.0009174905135296285, -1.567448616027832, -0.07877461612224579, -1.660415768623352, -0.0012692499440163374, -0.0009742995607666671, -0.9151114821434021, -0.017367426306009293, -5.531492233276367, -0.13346248865127563, -3.7580814361572266, -0.06459400057792664, -0.008226202800869942, -0.0002627027570270002, -0.003907546401023865, -0.0018688846612349153, -0.0012167439563199878, -0.004297545645385981, -0.0012398421531543136, -0.0005247407825663686, -0.013772223144769669, -0.0020072567276656628, -0.00765769649296999, -0.00037746457383036613, -1.7163363695144653, 0, -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 1+55? A: 1 Redefine e as 29+3. 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 88÷8? A: 8 Redefine π as 897. Q: What is the first digit of π? A: 8 View ÷ as a random digit. Q: What is the first digit of 50÷5? A: 5 Redefine e as 14+23. Q: What is the first digit of e? A: 3 Redefine π as 394 mod 31. 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 81÷9? A: 8 Redefine e as 37+59. Q: What is the first digit of e? A:
[ " 9", " 2" ]
0
[ -9.161581993103027, -10.418830871582031, -10.0230712890625, -3.4039511680603027, -11.120559692382812, -5.4128899574279785, -5.177487373352051, -0.09763024747371674, -2.3557844161987305, -7.518333435058594, -3.915109872817993, -0.8034246563911438, -9.77614974975586, -4.557319641113281, -1.7320947647094727, -1.4100927114486694, -0.6206691265106201, -4.285177230834961, -2.3809714317321777, -0.3564901053905487, -4.189486503601074, -1.3427857160568237, -3.9225311279296875, -0.3522595167160034, -0.6414048671722412, -0.02191482111811638, -2.2549331188201904, -2.435577392578125, -4.039768218994141, -6.855771541595459, -0.27817898988723755, -0.25384676456451416, -2.3110032081604004, -7.811678886413574, -4.402557373046875, -2.272531032562256, -0.011847253888845444, -0.543757975101471, -0.832525372505188, -0.026132065802812576, -0.10804677754640579, -0.5777962803840637, -0.010003432631492615, -0.1166791319847107, -0.06254930049180984, -0.12857213616371155, -0.466755211353302, -0.06166190654039383, -0.006135201547294855, -3.8791942596435547, -1.9648665189743042, -0.0001908358681248501, -1.5149283409118652, -0.06927629560232162, -0.07681261003017426, -0.0028588399291038513, -1.7031453847885132, -0.5592793822288513, -9.45048713684082, -2.7926177978515625, -0.09069320559501648, -6.895179271697998, -0.04432696849107742, -0.497201144695282, -4.449350357055664, -8.055291175842285, -1.1229283809661865, -1.3022745847702026, -0.006264691706746817, -0.3220905661582947, -0.07393133640289307, -0.11394604295492172, -0.47292426228523254, -0.02638752944767475, -0.006981502287089825, -1.3477282524108887, -0.0005517867393791676, -0.8067872524261475, -0.0696038156747818, -0.0027013260405510664, -0.43124356865882874, -0.5251018404960632, -2.2281737327575684, -0.0035612278152257204, -0.005356958135962486, -2.8532216548919678, -0.32749828696250916, -7.278275489807129, -6.802443981170654, -5.0065083503723145, -0.5587207674980164, -0.05478796362876892, -0.0017742858035489917, -0.04023870825767517, -0.015383517369627953, -0.019850173965096474, -0.029062718152999878, -0.019713664427399635, -0.0021081382874399424, -0.1669752597808838, -0.2012454867362976, -0.02616342157125473, -0.0013218722306191921, -4.346160411834717, -0.17133142054080963, -6.324821949005127, -2.347444534301758, -0.3347908854484558, -1.1349886655807495, -1.0676947832107544, -2.4614529609680176, -0.0721372738480568, -0.0013759202556684613, -0.09944438189268112, -0.03974024951457977, -0.003124239156022668, -0.00986285787075758, -0.023921675980091095, -0.0009457168052904308, -0.0301368311047554, -0.005586724728345871, -0.005470306612551212, -0.014907976612448692, -0.0033715092577040195, -0.001046348363161087, -7.361983299255371, -0.35601142048835754, -6.2894511222839355, -0.06084315851330757, -0.014855007641017437, -0.00041631137719377875, -3.089874505996704, -0.1361202448606491, -1.9077281951904297, -0.0025953915901482105, -0.001746558933518827, -2.0224685668945312, -0.05822319537401199, -5.7163777351379395, -0.5083105564117432, -6.380719184875488, -0.06705935299396515, -0.010580044239759445, -0.0002889215829782188, -0.00405976502224803, -0.001625765347853303, -0.0010457528987899423, -0.0030277385376393795, -0.0010631391778588295, -0.00047946401173248887, -0.022051963955163956, -0.0034641751553863287, -0.007824485190212727, -0.0003013156820088625, -2.1995725631713867, -0.068067267537117, -1.1124303340911865, -1.3930178880691528, -0.0009466695482842624, -0.016810424625873566, -0.93292635679245, -0.19862015545368195, -0.05213826149702072, -0.01720784604549408, -0.0003935516288038343, -0.006139940582215786, -0.002722131321206689, -0.0010515881003811955, -0.002579696709290147, -0.006121339276432991, -0.00037508129025809467, -0.010202989913523197, -0.0014212755486369133, -0.0012836558744311333, -0.007404147647321224, -0.0018576999427750707, -0.000491021724883467, -5.650479316711426, -0.11662014573812485, -0.0000393382906622719, -2.947214365005493, -0.01741475611925125, -0.006113874725997448, -0.0001934579631779343, -2.035586357116699, -0.05672119930386543, -0.9407820701599121, -1.526492953300476, -0.012094849720597267, -0.019040314480662346, -0.5857833623886108, -0.11481248587369919, -0.010333370417356491, -6.007822036743164, -0.033055439591407776, -0.0014861501986160874, -0.02321108803153038, -0.010616491548717022, -0.006829254329204559, -0.02292591892182827, -0.009262211620807648, -0.003780956845730543, -4.890580654144287, -0.05627753958106041, -0.00009715084888739511, -2.889881134033203, -0.015635402873158455, -0.01424501370638609, -0.0009174905135296285, -1.567448616027832, -0.07877461612224579, -1.660415768623352, -0.0012692499440163374, -0.0009742995607666671, -0.9151114821434021, -0.017367426306009293, -5.531492233276367, -0.13346248865127563, -3.7580814361572266, -0.06459400057792664, -0.008226202800869942, -0.0002627027570270002, -0.003907546401023865, -0.0018688846612349153, -0.0012167439563199878, -0.004297545645385981, -0.0012398421531543136, -0.0005247407825663686, -0.013772223144769669, -0.0020072567276656628, -0.00765769649296999, -0.00037746457383036613, -2.3663644790649414, 0, -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 20+16? A: 2 Redefine π as 235+558. Q: What is the first digit of π? A: 7 Redefine e as 63+0. Q: What is the first digit of e? A: 6 View number as text. Do not perform computation. Q: What is the first digit of 16+12? A: 1 Redefine π as 169+9. Q: What is the first digit of π? A: 1 Redefine π as 383 mod 8. 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 20÷2? 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 201 mod 17. Q: What is the first digit of π? A:
[ " 1", " 3" ]
0
[ -9.161581993103027, -11.895548820495605, -3.4307351112365723, -5.32594108581543, -1.4251514673233032, -7.670463562011719, -7.116569519042969, -1.8135241270065308, -9.139328002929688, -3.3792169094085693, -1.4512258768081665, -0.8687489628791809, -0.38425976037979126, -4.532845497131348, -1.1982626914978027, -0.416993647813797, -6.440672397613525, -3.0896973609924316, -0.00017534149810671806, -1.9882380962371826, -0.23553942143917084, -0.9315340518951416, -0.021853124722838402, -2.7245702743530273, -2.1854727268218994, -4.767677307128906, -5.600935459136963, -0.4570663571357727, -3.481172561645508, -3.8355064392089844, -4.67041015625, -7.817823886871338, -0.6706442832946777, -1.9951460361480713, -8.749354362487793, -3.467261552810669, -0.3112357258796692, -0.4674462378025055, -0.009304258041083813, -0.1452055126428604, -0.08305515348911285, -0.2135973423719406, -0.36123234033584595, -0.11565970629453659, -0.03951876983046532, -5.976619720458984, -1.2140228748321533, -6.841890335083008, -0.10689660906791687, -0.10231989622116089, -0.0032768147066235542, -1.8842419385910034, -0.23909920454025269, -8.32510757446289, -2.578247547149658, -0.032667383551597595, -6.7348432540893555, -0.10876449197530746, -0.536223828792572, -10.716036796569824, -8.582209587097168, -4.9208173751831055, -0.5271760821342468, -0.32172632217407227, -0.0037870134692639112, -0.1520991325378418, -0.05076896399259567, -0.09685958921909332, -0.22309967875480652, -0.03287158161401749, -0.013051440939307213, -1.036571741104126, -0.0010274137603119016, -1.3863331079483032, -0.07065238058567047, -0.0025824313051998615, -2.5255513191223145, -0.29243555665016174, -3.3105392456054688, -2.987722873687744, -0.022636938840150833, -0.228814959526062, -0.8341017365455627, -1.101741909980774, -0.47595152258872986, -7.308081150054932, -0.0420132614672184, -0.47295165061950684, -0.4251462519168854, -0.014237022027373314, -0.042737122625112534, -0.06157134100794792, -0.0014644861221313477, -0.025287993252277374, -0.01039047259837389, -0.011880474165081978, -0.04832543432712555, -0.0128360940143466, -0.005020274315029383, -5.775177955627441, -0.15199550986289978, -0.0000247952248173533, -2.901259422302246, -0.029440946877002716, -0.0287136510014534, -0.0007259594276547432, -2.446249008178711, -0.10731826722621918, -1.34943425655365, -8.245451927185059, -1.1015195846557617, -6.548320770263672, -0.7651086449623108, -7.1384172439575195, -1.3056012392044067, -5.3610405921936035, -7.491438865661621, -0.4021903872489929, -0.37238556146621704, -0.004395466763526201, -0.08006882667541504, -0.031124167144298553, -0.08415261656045914, -0.1384584754705429, -0.1005120575428009, -0.010096194222569466, -3.740046262741089, -3.771881580352783, -7.012902736663818, -0.17101971805095673, -0.03118356131017208, -0.0015122179174795747, -1.402856469154358, -0.12908147275447845, -2.6430535316467285, -0.0034780744463205338, -0.0011317284079268575, -0.4323098659515381, -0.0031849632505327463, -0.047512516379356384, -6.398839473724365, -3.9947900772094727, -0.43364688754081726, -0.0006787856691516936, -0.012695563025772572, -0.004296121187508106, -0.0040613082237541676, -0.009997177869081497, -0.00598412798717618, -0.0019002966582775116, -0.34770122170448303, -0.00034231049357913435, -0.05328577011823654, -0.011292118579149246, -0.0005943200667388737, -2.9381256103515625, -0.11906956136226654, -1.464453935623169, -0.000985136954113841, -0.0004086851258762181, -0.15410129725933075, -0.006633641663938761, -0.029552409425377846, -4.283853530883789, -6.285757064819336, -0.963899552822113, -0.0448283925652504, -0.00032884435495361686, -0.004366506822407246, -0.0014485353603959084, -0.0008345934911631048, -0.0028386320918798447, -0.0017910643946379423, -0.0007955246837809682, -0.005310358013957739, -0.00015472168161068112, -0.0035361635964363813, -0.009007060900330544, -0.00025078488397412, -2.634479522705078, -0.08969695121049881, -1.21137273311615, -0.5949759483337402, -0.018586987629532814, -0.1099563017487526, -0.05598349869251251, -0.1464553028345108, -0.0024694681633263826, -0.005660101771354675, -0.02598409913480282, -0.0067492141388356686, -0.01687665283679962, -0.00023946279543451965, -0.00921260379254818, -0.0027978583239018917, -0.0015584002248942852, -0.017611784860491753, -0.011540441773831844, -0.0008299481705762446, -5.623298645019531, -0.6794227361679077, -4.926670074462891, -0.05523860082030296, -0.006948829162865877, -0.0001399419124936685, -1.0132697820663452, -0.06294406950473785, -1.1462433338165283, -0.0002361257211305201, -0.00016926287207752466, -0.04175124317407608, -0.0002379134384682402, -0.025006206706166267, -8.099005699157715, -1.0379626750946045, -6.680222034454346, -0.20463240146636963, -0.018760621547698975, -0.00012599628826137632, -0.0021356174256652594, -0.000834355247206986, -0.000379132863599807, -0.001883400953374803, -0.0007715824176557362, -0.00026592056383378804, -0.00857587344944477, -0.00008964136941358447, -0.002732117660343647, -0.004993823356926441, -0.00012933371181134135, -2.1992225646972656, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View ÷ as a random digit. Q: What is the first digit of 4÷4? A: 4 Redefine π as 767 mod 11. Q: What is the first digit of π? A: 8 Redefine e as 14+21. Q: What is the first digit of e? A: 3 View number as text. Do not perform computation. Q: What is the first digit of 24+53? A: 2 Redefine π as 618 mod 43. Q: What is the first digit of π? A: 1 View ÷ as a random digit. Q: What is the first digit of 36÷4? A: 3 Redefine e as 1+12. Q: What is the first digit of e? A: 1 Redefine π as 51+1. Q: What is the first digit of π? A: 5 Redefine π as 809+125. Q: What is the first digit of π? A:
[ " 9", " 3" ]
0
[ -9.161581993103027, -11.895548820495605, -3.4307351112365723, -5.32594108581543, -1.4251514673233032, -7.670463562011719, -7.116569519042969, -1.8135241270065308, -9.139328002929688, -3.3792169094085693, -1.4512258768081665, -0.8687489628791809, -0.38425976037979126, -4.532845497131348, -1.1982626914978027, -0.416993647813797, -6.440672397613525, -3.0896973609924316, -0.00017534149810671806, -1.9882380962371826, -0.23553942143917084, -0.9315340518951416, -0.021853124722838402, -2.7245702743530273, -2.1854727268218994, -4.767677307128906, -5.600935459136963, -0.4570663571357727, -3.481172561645508, -3.8355064392089844, -4.67041015625, -7.817823886871338, -0.6706442832946777, -1.9951460361480713, -8.749354362487793, -3.467261552810669, -0.3112357258796692, -0.4674462378025055, -0.009304258041083813, -0.1452055126428604, -0.08305515348911285, -0.2135973423719406, -0.36123234033584595, -0.11565970629453659, -0.03951876983046532, -5.976619720458984, -1.2140228748321533, -6.841890335083008, -0.10689660906791687, -0.10231989622116089, -0.0032768147066235542, -1.8842419385910034, -0.23909920454025269, -8.32510757446289, -2.578247547149658, -0.032667383551597595, -6.7348432540893555, -0.10876449197530746, -0.536223828792572, -10.716036796569824, -8.582209587097168, -4.9208173751831055, -0.5271760821342468, -0.32172632217407227, -0.0037870134692639112, -0.1520991325378418, -0.05076896399259567, -0.09685958921909332, -0.22309967875480652, -0.03287158161401749, -0.013051440939307213, -1.036571741104126, -0.0010274137603119016, -1.3863331079483032, -0.07065238058567047, -0.0025824313051998615, -2.5255513191223145, -0.29243555665016174, -3.3105392456054688, -2.987722873687744, -0.022636938840150833, -0.228814959526062, -0.8341017365455627, -1.101741909980774, -0.47595152258872986, -7.308081150054932, -0.0420132614672184, -0.47295165061950684, -0.4251462519168854, -0.014237022027373314, -0.042737122625112534, -0.06157134100794792, -0.0014644861221313477, -0.025287993252277374, -0.01039047259837389, -0.011880474165081978, -0.04832543432712555, -0.0128360940143466, -0.005020274315029383, -5.775177955627441, -0.15199550986289978, -0.0000247952248173533, -2.901259422302246, -0.029440946877002716, -0.0287136510014534, -0.0007259594276547432, -2.446249008178711, -0.10731826722621918, -1.34943425655365, -8.245451927185059, -1.1015195846557617, -6.548320770263672, -0.7651086449623108, -7.1384172439575195, -1.3056012392044067, -5.3610405921936035, -7.491438865661621, -0.4021903872489929, -0.37238556146621704, -0.004395466763526201, -0.08006882667541504, -0.031124167144298553, -0.08415261656045914, -0.1384584754705429, -0.1005120575428009, -0.010096194222569466, -3.740046262741089, -3.771881580352783, -7.012902736663818, -0.17101971805095673, -0.03118356131017208, -0.0015122179174795747, -1.402856469154358, -0.12908147275447845, -2.6430535316467285, -0.0034780744463205338, -0.0011317284079268575, -0.4323098659515381, -0.0031849632505327463, -0.047512516379356384, -6.398839473724365, -3.9947900772094727, -0.43364688754081726, -0.0006787856691516936, -0.012695563025772572, -0.004296121187508106, -0.0040613082237541676, -0.009997177869081497, -0.00598412798717618, -0.0019002966582775116, -0.34770122170448303, -0.00034231049357913435, -0.05328577011823654, -0.011292118579149246, -0.0005943200667388737, -2.9381256103515625, -0.11906956136226654, -1.464453935623169, -0.000985136954113841, -0.0004086851258762181, -0.15410129725933075, -0.006633641663938761, -0.029552409425377846, -4.283853530883789, -6.285757064819336, -0.963899552822113, -0.0448283925652504, -0.00032884435495361686, -0.004366506822407246, -0.0014485353603959084, -0.0008345934911631048, -0.0028386320918798447, -0.0017910643946379423, -0.0007955246837809682, -0.005310358013957739, -0.00015472168161068112, -0.0035361635964363813, -0.009007060900330544, -0.00025078488397412, -2.634479522705078, -0.08969695121049881, -1.21137273311615, -0.5949759483337402, -0.018586987629532814, -0.1099563017487526, -0.05598349869251251, -0.1464553028345108, -0.0024694681633263826, -0.005660101771354675, -0.02598409913480282, -0.0067492141388356686, -0.01687665283679962, -0.00023946279543451965, -0.00921260379254818, -0.0027978583239018917, -0.0015584002248942852, -0.017611784860491753, -0.011540441773831844, -0.0008299481705762446, -5.623298645019531, -0.6794227361679077, -4.926670074462891, -0.05523860082030296, -0.006948829162865877, -0.0001399419124936685, -1.0132697820663452, -0.06294406950473785, -1.1462433338165283, -0.0002361257211305201, -0.00016926287207752466, -0.04175124317407608, -0.0002379134384682402, -0.025006206706166267, -8.099005699157715, -1.0379626750946045, -6.680222034454346, -0.20463240146636963, -0.018760621547698975, -0.00012599628826137632, -0.0021356174256652594, -0.000834355247206986, -0.000379132863599807, -0.001883400953374803, -0.0007715824176557362, -0.00026592056383378804, -0.00857587344944477, -0.00008964136941358447, -0.002732117660343647, -0.004993823356926441, -0.00012933371181134135, -1.7082911729812622, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View ÷ as a random digit. Q: What is the first digit of 66÷6? A: 6 Redefine e as 2+29. 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 39+43? A: 3 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 30÷5? A: 3 Redefine π as 105+66. Q: What is the first digit of π? A: 1 Redefine π as 788+113. Q: What is the first digit of π? A: 9 Redefine π as 14+4. 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 3+8? A: 3 Redefine π as 557. Q: What is the first digit of π? A:
[ " 5", " 3" ]
0
[ -9.161581993103027, -11.895548820495605, -3.4307351112365723, -5.32594108581543, -1.4251514673233032, -7.670463562011719, -7.116569519042969, -5.416120529174805, -0.20105119049549103, -0.7665448188781738, -4.721513271331787, -1.3456721305847168, -0.5066718459129333, -9.468667030334473, -3.4754488468170166, -1.2696564197540283, -1.2952461242675781, -0.574894905090332, -4.220475196838379, -1.2764008045196533, -0.2869362533092499, -4.721478462219238, -2.563932180404663, -0.00013314791431184858, -2.297318935394287, -0.17666514217853546, -0.6041660904884338, -0.016322661191225052, -1.7811120748519897, -1.9777007102966309, -10.872991561889648, -2.4543874263763428, -0.17169946432113647, -6.193021774291992, -0.10254371166229248, -0.5964773893356323, -6.4681854248046875, -8.855764389038086, -8.41932487487793, -7.212550640106201, -0.8655252456665039, -2.310468912124634, -0.01604924537241459, -0.32231006026268005, -0.18479104340076447, -0.2252659946680069, -1.1213895082473755, -0.10280276089906693, -0.0156501904129982, -0.7433692812919617, -0.0007644353318028152, -0.2756845951080322, -0.08411338925361633, -0.004968439228832722, -1.5913816690444946, -0.36597302556037903, -2.608527660369873, -0.003209917340427637, -0.0027497122064232826, -1.8131393194198608, -0.1299234926700592, -0.18173173069953918, -9.534932136535645, -3.924412727355957, -1.3204630613327026, -0.0024199981708079576, -0.03463805839419365, -0.01964411698281765, -0.008302814327180386, -0.02637115865945816, -0.008847322314977646, -0.0038083898834884167, -0.0392938032746315, -0.00040284625720232725, -0.013214744627475739, -0.04450588300824165, -0.0017752378480508924, -0.6201674342155457, -0.11118914932012558, -0.9589419364929199, -0.0008958140970207751, -0.0016484970692545176, -0.4360000789165497, -0.010085455141961575, -0.03916794806718826, -8.844684600830078, -0.6861221194267273, -0.04270628094673157, -0.0008750900160521269, -0.011932894587516785, -0.0055321925319731236, -0.0016623024130240083, -0.005720790475606918, -0.0026581690181046724, -0.0014350840356200933, -0.009133817628026009, -0.00017891713650897145, -0.003042119089514017, -0.026202209293842316, -0.0008835464250296354, -4.0609049797058105, -0.13593639433383942, -6.383070468902588, -3.232372522354126, -0.0021189635153859854, -0.1023017093539238, -0.6369622349739075, -0.8172133564949036, -0.44333720207214355, -0.22218093276023865, -0.0014843647368252277, -0.09159209579229355, -0.08704572170972824, -0.0037512665148824453, -0.01273193396627903, -0.03809213638305664, -0.0011853104224428535, -0.030002644285559654, -0.009764290414750576, -0.0142059950158, -0.11687026917934418, -0.022612113505601883, -0.00175691198091954, -5.847224712371826, -0.14195659756660461, -0.000006556489552167477, -2.9796369075775146, -0.04659585282206535, -0.022742168977856636, -0.0005890780012123287, -2.759263515472412, -0.08966054767370224, -1.5549449920654297, -0.6396375894546509, -0.00017510310863144696, -0.01926485262811184, -0.06577665358781815, -0.06344296038150787, -0.010258093476295471, -5.29525089263916, -0.04922962188720703, -0.002166069345548749, -0.026128234341740608, -0.014637699350714684, -0.011028642766177654, -0.03624208644032478, -0.009929901920258999, -0.0029344377107918262, -3.821199893951416, -0.18433202803134918, -0.000016212332411669195, -1.3795561790466309, -0.03896503150463104, -0.011344569735229015, -0.0012149580288678408, -2.27178955078125, -0.06686089932918549, -0.6593402624130249, -8.133721351623535, -1.1519029140472412, -6.921608924865723, -0.6077421307563782, -7.471014022827148, -1.1736150979995728, -5.416721820831299, -6.848318099975586, -0.3660864531993866, -0.40617263317108154, -0.004717529751360416, -0.12988339364528656, -0.03558840602636337, -0.18360276520252228, -0.22916719317436218, -0.10934620350599289, -0.0074737234972417355, -5.349109649658203, -5.048378944396973, -4.7277727127075195, -0.2859755754470825, -0.04645281657576561, -0.002177012851461768, -2.590156078338623, -0.10527891665697098, -3.077845335006714, -0.0031443224288523197, -0.001209242851473391, -0.8122553825378418, -0.0028118856716901064, -0.04076244682073593, -5.617061138153076, -1.8676851987838745, -0.6022456288337708, -0.05311497673392296, -0.0005414212355390191, -0.01018021535128355, -0.0035290364176034927, -0.0035302243195474148, -0.007216695696115494, -0.0036632593255490065, -0.0009707267745397985, -0.02545209974050522, -0.0003766304289456457, -0.005723516456782818, -0.009191579185426235, -0.0007020154735073447, -2.20527982711792, -0.05257799103856087, -1.2181766033172607, -1.8601281642913818, -0.00014399446081370115, -0.018981128931045532, -0.1326088309288025, -0.1869126260280609, -0.04159310460090637, -0.9932986497879028, -0.0409400537610054, -0.0005504761938937008, -0.007823538966476917, -0.0029289701487869024, -0.0025729192420840263, -0.011427660472691059, -0.00405644066631794, -0.0009750141180120409, -6.135562896728516, -0.018676264211535454, -0.000009775113539944869, -2.655064582824707, -0.011096433736383915, -0.004455757327377796, -0.0002460177056491375, -2.5718770027160645, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine π as 25. 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 9+9? A: 9 View ÷ as a random digit. Q: What is the first digit of 8÷8? A: 8 View + as the digit 0 instead of a mathematical operation. Q: What is the first digit of 2+78? A: 2 View number as text. Do not perform computation. Q: What is the first digit of 69+26? A: 6 View number as text. Do not perform computation. Q: What is the first digit of 22+26? A: 2 View ÷ as a random digit. Q: What is the first digit of 24÷8? A: 2 View ÷ as a random digit. Q: What is the first digit of 6÷2? A: 6 Redefine π as 619. Q: What is the first digit of π? A:
[ " 6", " 3" ]
0
[ -9.161581993103027, -11.895548820495605, -3.4307351112365723, -5.32594108581543, -1.4251514673233032, -7.670463562011719, -7.116569519042969, -5.416120529174805, -0.20105119049549103, -0.7665448188781738, -4.721513271331787, -1.3456721305847168, -0.5066718459129333, -9.468667030334473, -3.4754488468170166, -1.2696564197540283, -1.2952461242675781, -0.574894905090332, -4.220475196838379, -1.2764008045196533, -0.2869362533092499, -4.721478462219238, -2.563932180404663, -0.00013314791431184858, -2.297318935394287, -0.17666514217853546, -0.6041660904884338, -0.016322661191225052, -1.7811120748519897, -1.9777007102966309, -10.872991561889648, -2.4543874263763428, -0.17169946432113647, -6.193021774291992, -0.10254371166229248, -0.5964773893356323, -6.4681854248046875, -8.855764389038086, -8.41932487487793, -7.212550640106201, -0.8655252456665039, -2.310468912124634, -0.01604924537241459, -0.32231006026268005, -0.18479104340076447, -0.2252659946680069, -1.1213895082473755, -0.10280276089906693, -0.0156501904129982, -0.7433692812919617, -0.0007644353318028152, -0.2756845951080322, -0.08411338925361633, -0.004968439228832722, -1.5913816690444946, -0.36597302556037903, -2.608527660369873, -0.003209917340427637, -0.0027497122064232826, -1.8131393194198608, -0.1299234926700592, -0.18173173069953918, -9.534932136535645, -3.924412727355957, -1.3204630613327026, -0.0024199981708079576, -0.03463805839419365, -0.01964411698281765, -0.008302814327180386, -0.02637115865945816, -0.008847322314977646, -0.0038083898834884167, -0.0392938032746315, -0.00040284625720232725, -0.013214744627475739, -0.04450588300824165, -0.0017752378480508924, -0.6201674342155457, -0.11118914932012558, -0.9589419364929199, -0.0008958140970207751, -0.0016484970692545176, -0.4360000789165497, -0.010085455141961575, -0.03916794806718826, -8.844684600830078, -0.6861221194267273, -0.04270628094673157, -0.0008750900160521269, -0.011932894587516785, -0.0055321925319731236, -0.0016623024130240083, -0.005720790475606918, -0.0026581690181046724, -0.0014350840356200933, -0.009133817628026009, -0.00017891713650897145, -0.003042119089514017, -0.026202209293842316, -0.0008835464250296354, -4.0609049797058105, -0.13593639433383942, -6.383070468902588, -3.232372522354126, -0.0021189635153859854, -0.1023017093539238, -0.6369622349739075, -0.8172133564949036, -0.44333720207214355, -0.22218093276023865, -0.0014843647368252277, -0.09159209579229355, -0.08704572170972824, -0.0037512665148824453, -0.01273193396627903, -0.03809213638305664, -0.0011853104224428535, -0.030002644285559654, -0.009764290414750576, -0.0142059950158, -0.11687026917934418, -0.022612113505601883, -0.00175691198091954, -5.847224712371826, -0.14195659756660461, -0.000006556489552167477, -2.9796369075775146, -0.04659585282206535, -0.022742168977856636, -0.0005890780012123287, -2.759263515472412, -0.08966054767370224, -1.5549449920654297, -0.6396375894546509, -0.00017510310863144696, -0.01926485262811184, -0.06577665358781815, -0.06344296038150787, -0.010258093476295471, -5.29525089263916, -0.04922962188720703, -0.002166069345548749, -0.026128234341740608, -0.014637699350714684, -0.011028642766177654, -0.03624208644032478, -0.009929901920258999, -0.0029344377107918262, -3.821199893951416, -0.18433202803134918, -0.000016212332411669195, -1.3795561790466309, -0.03896503150463104, -0.011344569735229015, -0.0012149580288678408, -2.27178955078125, -0.06686089932918549, -0.6593402624130249, -8.133721351623535, -1.1519029140472412, -6.921608924865723, -0.6077421307563782, -7.471014022827148, -1.1736150979995728, -5.416721820831299, -6.848318099975586, -0.3660864531993866, -0.40617263317108154, -0.004717529751360416, -0.12988339364528656, -0.03558840602636337, -0.18360276520252228, -0.22916719317436218, -0.10934620350599289, -0.0074737234972417355, -5.349109649658203, -5.048378944396973, -4.7277727127075195, -0.2859755754470825, -0.04645281657576561, -0.002177012851461768, -2.590156078338623, -0.10527891665697098, -3.077845335006714, -0.0031443224288523197, -0.001209242851473391, -0.8122553825378418, -0.0028118856716901064, -0.04076244682073593, -5.617061138153076, -1.8676851987838745, -0.6022456288337708, -0.05311497673392296, -0.0005414212355390191, -0.01018021535128355, -0.0035290364176034927, -0.0035302243195474148, -0.007216695696115494, -0.0036632593255490065, -0.0009707267745397985, -0.02545209974050522, -0.0003766304289456457, -0.005723516456782818, -0.009191579185426235, -0.0007020154735073447, -2.20527982711792, -0.05257799103856087, -1.2181766033172607, -1.8601281642913818, -0.00014399446081370115, -0.018981128931045532, -0.1326088309288025, -0.1869126260280609, -0.04159310460090637, -0.9932986497879028, -0.0409400537610054, -0.0005504761938937008, -0.007823538966476917, -0.0029289701487869024, -0.0025729192420840263, -0.011427660472691059, -0.00405644066631794, -0.0009750141180120409, -6.135562896728516, -0.018676264211535454, -0.000009775113539944869, -2.655064582824707, -0.011096433736383915, -0.004455757327377796, -0.0002460177056491375, -2.4083571434020996, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View number as text. Do not perform computation. Q: What is the first digit of 8+41? A: 8 Redefine e as 14+23. 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 21÷7? A: 2 Redefine e as 29+29. Q: What is the first digit of e? A: 5 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 8÷2? A: 8 Redefine π as 87. Q: What is the first digit of π? A: 8 View + as the digit 5 instead of a mathematical operation. Q: What is the first digit of 2+9? A: 2 View ÷ as a random digit. Q: What is the first digit of 8÷2? A: 8 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 15÷5? A:
[ " 3", " 1" ]
1
[ -9.161581993103027, -11.895548820495605, -3.4307351112365723, -5.32594108581543, -1.4251514673233032, -7.670463562011719, -7.116569519042969, -5.416120529174805, -0.20105119049549103, -0.7665448188781738, -4.721513271331787, -1.3456721305847168, -0.5066718459129333, -9.468667030334473, -3.4754488468170166, -1.2696564197540283, -1.2952461242675781, -0.574894905090332, -4.220475196838379, -1.2764008045196533, -0.2869362533092499, -5.634067535400391, -2.5859227180480957, -0.0001554368354845792, -1.7652842998504639, -0.1811981201171875, -0.5692982077598572, -0.016452834010124207, -1.6172996759414673, -1.9839833974838257, -4.992191791534424, -5.193349361419678, -0.5044203996658325, -3.366703987121582, -5.981174468994141, -5.859576225280762, -2.0465314388275146, -0.03202902525663376, -1.036452293395996, -0.5127076506614685, -0.07481400668621063, -0.14584173262119293, -0.5474571585655212, -0.010899768210947514, -0.09722990542650223, -0.04707077890634537, -0.08311253041028976, -0.412723571062088, -0.05439910665154457, -0.009199493564665318, -7.320682525634766, -1.4540959596633911, -5.8216047286987305, -0.1128740981221199, -0.09509820491075516, -0.0035268981009721756, -2.3549306392669678, -0.3423236608505249, -0.8823216557502747, -8.608993530273438, -0.8704149723052979, -5.991974830627441, -1.1006858348846436, -7.001201152801514, -1.4353059530258179, -5.259012699127197, -7.538220405578613, -0.5514351725578308, -0.5994529128074646, -0.009702665731310844, -0.15925738215446472, -0.05584924295544624, -0.34551066160202026, -0.753447413444519, -0.1325322985649109, -0.021776961162686348, -2.799978494644165, -1.7014222145080566, -6.297021865844727, -0.15084242820739746, -0.0569099560379982, -0.0036377226933836937, -0.991377055644989, -0.24493399262428284, -8.600401878356934, -1.9872281551361084, -0.04822740703821182, -7.910601615905762, -0.1303906887769699, -0.6671440005302429, -5.790741920471191, -8.938888549804688, -5.547562122344971, -7.83610725402832, -0.7954733371734619, -0.5415608286857605, -0.0030214395374059677, -0.09409873187541962, -0.02572249248623848, -0.07485570758581161, -0.11073198914527893, -0.01696467585861683, -0.006200600415468216, -1.2442777156829834, -0.0012819890398532152, -0.9270882606506348, -0.0356195829808712, -0.0013234198559075594, -3.233996868133545, -0.2934109568595886, -2.0349080562591553, -0.003347391029819846, -0.0018023689044639468, -2.689417839050293, -0.1754898726940155, -5.33797025680542, -2.310892105102539, -5.224103927612305, -0.2187136709690094, -0.05218646302819252, -0.0007767044589854777, -0.014002533629536629, -0.004360216204077005, -0.013229803182184696, -0.020685069262981415, -0.010638901963829994, -0.0014323461800813675, -0.13250713050365448, -0.022269999608397484, -0.014652266167104244, -0.0005887205479666591, -2.1079673767089844, -0.11513902992010117, -3.621513843536377, -3.9640026092529297, -0.020343579351902008, -0.10748882591724396, -0.9332543611526489, -1.0993144512176514, -0.18080610036849976, -0.32660365104675293, -0.0010115751065313816, -0.04376242309808731, -0.02128356322646141, -0.002223521238192916, -0.009545164182782173, -0.06568232923746109, -0.0010873125866055489, -0.014752701856195927, -0.0030430699698626995, -0.0029424012172967196, -0.02593357302248478, -0.004375645890831947, -0.0007630059262737632, -5.133145332336426, -0.08672265708446503, -0.000011801649634435307, -2.736746311187744, -0.022697653621435165, -0.010128293186426163, -0.0002687808300834149, -1.9952125549316406, -0.07280030846595764, -0.48767325282096863, -0.4199635088443756, -0.00823152344673872, -2.6716294288635254, -1.920279860496521, -0.038571808487176895, -0.01855398900806904, -0.0004217927053105086, -0.005323164165019989, -0.0030906074680387974, -0.0011555430246517062, -0.0028662097174674273, -0.0029428766574710608, -0.00015269544383045286, -0.003057569032534957, -0.0009943069890141487, -0.0004103533865418285, -0.003613848239183426, -0.001149470335803926, -0.00037889453233219683, -4.923798561096191, -0.15880459547042847, -3.8116118907928467, -0.018796419724822044, -0.0060779741033911705, -0.00008749579137656838, -1.7700468301773071, -0.04954550787806511, -1.9162582159042358, -0.0006400682032108307, -0.00038699767901562154, -2.5191938877105713, -0.023925285786390305, -4.591004371643066, -0.11007484048604965, -4.7255859375, -0.01844901777803898, -0.007868248037993908, -0.00011586471373448148, -0.0020231986418366432, -0.0004993622424080968, -0.0005678709712810814, -0.002433198504149914, -0.0007098776986822486, -0.0003337303060106933, -0.03132151812314987, -0.003162622917443514, -0.003344777040183544, -0.00012242044613230973, -2.6119141578674316, -0.06972634047269821, -0.5585931539535522, -1.8067951202392578, -0.017243115231394768, -0.2668350338935852, -0.06049513816833496, -0.0038244216702878475, -0.007723942399024963, -0.00016604475968051702, -0.002835422521457076, -0.0011582816950976849, -0.0006301801186054945, -0.0016433794517070055, -0.0021526277996599674, -0.00009572047565598041, -0.00224576354958117, -0.0005488081369549036, -0.0002640137099660933, -0.0021578615996986628, -0.0008643704932183027, -0.00034814971149899065, -4.533308982849121, -0.23414042592048645, -3.1175761222839355, -0.16763396561145782, -0.002800117013975978, -0.0000821318244561553, -1.7299158573150635, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine π as 258 mod 20. 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+37? A: 1 View number as text. Do not perform computation. Q: What is the first digit of 13+42? A: 1 View ÷ as a random digit. Q: What is the first digit of 12÷4? A: 1 Redefine π as 238. Q: What is the first digit of π? A: 2 Redefine π as 28+64. Q: What is the first digit of π? A: 9 Redefine π as 993. Q: What is the first digit of π? A: 9 Redefine e as 9+5. Q: What is the first digit of e? A: 1 View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 15+64? A:
[ " 7", " 1" ]
1
[ -9.161581993103027, -11.895548820495605, -3.4307351112365723, -5.32594108581543, -1.4251514673233032, -7.670463562011719, -7.116569519042969, -5.416120529174805, -0.20105119049549103, -0.7665448188781738, -4.721513271331787, -1.3456721305847168, -0.5066718459129333, -9.468667030334473, -3.4754488468170166, -1.2696564197540283, -1.2952461242675781, -0.574894905090332, -4.220475196838379, -1.2764008045196533, -0.2869362533092499, -5.634067535400391, -2.5859227180480957, -0.0001554368354845792, -1.7652842998504639, -0.1811981201171875, -0.5692982077598572, -0.016452834010124207, -1.6172996759414673, -1.9839833974838257, -4.992191791534424, -5.193349361419678, -0.5044203996658325, -3.366703987121582, -5.981174468994141, -5.859576225280762, -2.0465314388275146, -0.03202902525663376, -1.036452293395996, -0.5127076506614685, -0.07481400668621063, -0.14584173262119293, -0.5474571585655212, -0.010899768210947514, -0.09722990542650223, -0.04707077890634537, -0.08311253041028976, -0.412723571062088, -0.05439910665154457, -0.009199493564665318, -7.320682525634766, -1.4540959596633911, -5.8216047286987305, -0.1128740981221199, -0.09509820491075516, -0.0035268981009721756, -2.3549306392669678, -0.3423236608505249, -0.8823216557502747, -8.608993530273438, -0.8704149723052979, -5.991974830627441, -1.1006858348846436, -7.001201152801514, -1.4353059530258179, -5.259012699127197, -7.538220405578613, -0.5514351725578308, -0.5994529128074646, -0.009702665731310844, -0.15925738215446472, -0.05584924295544624, -0.34551066160202026, -0.753447413444519, -0.1325322985649109, -0.021776961162686348, -2.799978494644165, -1.7014222145080566, -6.297021865844727, -0.15084242820739746, -0.0569099560379982, -0.0036377226933836937, -0.991377055644989, -0.24493399262428284, -8.600401878356934, -1.9872281551361084, -0.04822740703821182, -7.910601615905762, -0.1303906887769699, -0.6671440005302429, -5.790741920471191, -8.938888549804688, -5.547562122344971, -7.83610725402832, -0.7954733371734619, -0.5415608286857605, -0.0030214395374059677, -0.09409873187541962, -0.02572249248623848, -0.07485570758581161, -0.11073198914527893, -0.01696467585861683, -0.006200600415468216, -1.2442777156829834, -0.0012819890398532152, -0.9270882606506348, -0.0356195829808712, -0.0013234198559075594, -3.233996868133545, -0.2934109568595886, -2.0349080562591553, -0.003347391029819846, -0.0018023689044639468, -2.689417839050293, -0.1754898726940155, -5.33797025680542, -2.310892105102539, -5.224103927612305, -0.2187136709690094, -0.05218646302819252, -0.0007767044589854777, -0.014002533629536629, -0.004360216204077005, -0.013229803182184696, -0.020685069262981415, -0.010638901963829994, -0.0014323461800813675, -0.13250713050365448, -0.022269999608397484, -0.014652266167104244, -0.0005887205479666591, -2.1079673767089844, -0.11513902992010117, -3.621513843536377, -3.9640026092529297, -0.020343579351902008, -0.10748882591724396, -0.9332543611526489, -1.0993144512176514, -0.18080610036849976, -0.32660365104675293, -0.0010115751065313816, -0.04376242309808731, -0.02128356322646141, -0.002223521238192916, -0.009545164182782173, -0.06568232923746109, -0.0010873125866055489, -0.014752701856195927, -0.0030430699698626995, -0.0029424012172967196, -0.02593357302248478, -0.004375645890831947, -0.0007630059262737632, -5.133145332336426, -0.08672265708446503, -0.000011801649634435307, -2.736746311187744, -0.022697653621435165, -0.010128293186426163, -0.0002687808300834149, -1.9952125549316406, -0.07280030846595764, -0.48767325282096863, -0.4199635088443756, -0.00823152344673872, -2.6716294288635254, -1.920279860496521, -0.038571808487176895, -0.01855398900806904, -0.0004217927053105086, -0.005323164165019989, -0.0030906074680387974, -0.0011555430246517062, -0.0028662097174674273, -0.0029428766574710608, -0.00015269544383045286, -0.003057569032534957, -0.0009943069890141487, -0.0004103533865418285, -0.003613848239183426, -0.001149470335803926, -0.00037889453233219683, -4.923798561096191, -0.15880459547042847, -3.8116118907928467, -0.018796419724822044, -0.0060779741033911705, -0.00008749579137656838, -1.7700468301773071, -0.04954550787806511, -1.9162582159042358, -0.0006400682032108307, -0.00038699767901562154, -2.5191938877105713, -0.023925285786390305, -4.591004371643066, -0.11007484048604965, -4.7255859375, -0.01844901777803898, -0.007868248037993908, -0.00011586471373448148, -0.0020231986418366432, -0.0004993622424080968, -0.0005678709712810814, -0.002433198504149914, -0.0007098776986822486, -0.0003337303060106933, -0.03132151812314987, -0.003162622917443514, -0.003344777040183544, -0.00012242044613230973, -2.6119141578674316, -0.06972634047269821, -0.5585931539535522, -1.8067951202392578, -0.017243115231394768, -0.2668350338935852, -0.06049513816833496, -0.0038244216702878475, -0.007723942399024963, -0.00016604475968051702, -0.002835422521457076, -0.0011582816950976849, -0.0006301801186054945, -0.0016433794517070055, -0.0021526277996599674, -0.00009572047565598041, -0.00224576354958117, -0.0005488081369549036, -0.0002640137099660933, -0.0021578615996986628, -0.0008643704932183027, -0.00034814971149899065, -4.533308982849121, -0.23414042592048645, -3.1175761222839355, -0.16763396561145782, -0.002800117013975978, -0.0000821318244561553, -2.4056026935577393, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine e as 8+6. Q: What is the first digit of e? A: 1 Redefine π as 290 mod 16. Q: What is the first digit of π? A: 2 Redefine π as 656. Q: What is the first digit of π? A: 6 Redefine e as 28+68. Q: What is the first digit of e? A: 9 Redefine e as 26+4. 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 19+68? A: 1 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 34+17? A: 3 View + as the digit 8 instead of a mathematical operation. Q: What is the first digit of 29+5? A: 2 Redefine π as 205 mod 19. Q: What is the first digit of π? A:
[ " 1", " 3" ]
0
[ -7.645411491394043, -4.844866752624512, -1.3569767475128174, -9.003171920776367, -9.07621955871582, -7.510997772216797, -5.2529706954956055, -3.6278703212738037, -2.146604299545288, -7.867417812347412, -4.137312889099121, -4.246521949768066, -0.8960180878639221, -0.4118647873401642, -4.1580963134765625, -2.08379864692688, -0.29170170426368713, -2.6052520275115967, -0.5095731019973755, -1.0134129524230957, -0.06524541974067688, -3.136033058166504, -3.03359317779541, -4.192607402801514, -0.014664131216704845, -0.010325111448764801, -7.199560642242432, -0.20360082387924194, -0.3618748188018799, -5.185678482055664, -8.112340927124023, -5.120184421539307, -6.534157752990723, -0.7269138693809509, -0.11236827820539474, -0.009660636074841022, -0.1108894869685173, -0.0384242944419384, -0.04693236202001572, -0.28236815333366394, -0.040927693247795105, -0.012720751576125622, -0.034328024834394455, -0.0005579821881838143, -0.021920420229434967, -0.05379300191998482, -0.003419268876314163, -2.320746421813965, -0.23230357468128204, -10.535345077514648, -7.700043678283691, -1.9935986995697021, -7.513063907623291, -0.8375749588012695, -6.499790191650391, -1.1820943355560303, -6.4549560546875, -5.953187465667725, -0.41865259408950806, -1.1346689462661743, -0.013035320676863194, -0.13785773515701294, -0.04991913214325905, -0.2392270267009735, -0.2482607215642929, -0.16612491011619568, -0.029874339699745178, -5.826993465423584, -4.126298904418945, -4.161035060882568, -0.15016712248325348, -0.10486702620983124, -0.0048807766288518906, -1.6008086204528809, -0.19125141203403473, -1.7098729610443115, -10.086248397827148, -1.2649593353271484, -2.2841415405273438, -8.525965690612793, -3.69024920463562, -7.287046432495117, -0.11388158053159714, -1.0383251905441284, -6.277232646942139, -1.7041652202606201, -0.11944782733917236, -0.3001024127006531, -0.003538420656695962, -0.06865888833999634, -0.03185698762536049, -0.08616088330745697, -0.056819748133420944, -0.01598941534757614, -0.009217328391969204, -4.439477920532227, -0.18670819699764252, -6.535672187805176, -0.12230898439884186, -0.032186027616262436, -0.0016561138909310102, -0.9025515913963318, -0.1230657622218132, -3.4411537647247314, -0.004879234358668327, -0.0021645228844136, -2.2216219902038574, -0.2058459371328354, -7.631296157836914, -0.7934607267379761, -4.084360122680664, -0.1123461127281189, -0.05098660662770271, -0.001754413009621203, -0.009861677885055542, -0.0041772969998419285, -0.0017116909148171544, -0.006292767822742462, -0.0014663906767964363, -0.0007909983396530151, -0.07903405278921127, -0.007404029369354248, -0.012363460846245289, -0.0008977196994237602, -2.9977879524230957, -0.07669668644666672, -1.0543036460876465, -0.0005383234238252044, -0.0005254556890577078, -0.7224999070167542, -0.0011682836338877678, -0.02582705020904541, -8.650023460388184, -10.870908737182617, -6.543623447418213, -0.23347994685173035, -0.04607072472572327, -0.0009028411004692316, -0.008729983121156693, -0.0025490194093436003, -0.0018618644680827856, -0.006130106747150421, -0.0037119551561772823, -0.0008247073274105787, -0.005666384007781744, -0.00022909401741344482, -0.005482044070959091, -0.009487422183156013, -0.0007565735140815377, -2.9361183643341064, -0.1201666072010994, -1.3254457712173462, -7.290347099304199, -0.15359750390052795, -0.036934979259967804, -0.8749369382858276, -0.5676900148391724, -0.2541148364543915, -0.11291946470737457, -0.0013016331940889359, -0.1293235719203949, -0.012810084037482738, -0.005000109784305096, -0.009936275891959667, -0.02557585947215557, -0.0007259594276547432, -0.01123106013983488, -0.002506212331354618, -0.002026291796937585, -0.006352944299578667, -0.001831641187891364, -0.0009217780898325145, -6.300206661224365, -1.535161018371582, -0.0005301024066284299, -3.0258030891418457, -0.03375976160168648, -0.01051410473883152, -0.0006003961316309869, -3.670024871826172, -0.08384408056735992, -0.9621004462242126, -1.7613348960876465, -0.06271166354417801, -0.12668578326702118, -0.0686207115650177, -0.02344738505780697, -0.02205219678580761, -0.0004596845537889749, -0.00986805185675621, -0.001981796696782112, -0.0011619728757068515, -0.00389519683085382, -0.009379488416016102, -0.000285584683297202, -0.00425315136089921, -0.0013803249457851052, -0.0007649118197150528, -0.002868587151169777, -0.0012316268403083086, -0.0005278385942801833, -4.590430736541748, -0.5360397100448608, -2.6844940185546875, -0.13279516994953156, -0.005649433471262455, -0.00021217002358753234, -2.90805983543396, -0.06161998584866524, -1.448639154434204, -0.0003904534096363932, -0.00034195298212580383, -0.3353341519832611, -0.009290440008044243, -3.6159982681274414, -0.310556024312973, -8.372020721435547, -0.08124595880508423, -0.00818907655775547, -0.0001677133986959234, -0.002277758438140154, -0.00048565989709459245, -0.0002728328399825841, -0.0010288427583873272, -0.000321336614433676, -0.0002498314715921879, -0.004780529998242855, -0.0004943578969687223, -0.0035263041500002146, -0.00014697425649501383, -2.177506923675537, 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 90÷9? A: 9 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 88÷8? A: 8 Redefine π as 7+706. Q: What is the first digit of π? A: 7 Redefine π as 924. Q: What is the first digit of π? A: 9 Redefine e as 15+58. Q: What is the first digit of e? A: 7 Redefine π as 386 mod 14. Q: What is the first digit of π? A: 8 View ÷ as a random digit. Q: What is the first digit of 30÷6? A: 3 Redefine e as 18+24. Q: What is the first digit of e? A: 4 Redefine π as 500. Q: What is the first digit of π? A:
[ " 5", " 3" ]
0
[ -7.645411491394043, -4.844866752624512, -1.3569767475128174, -9.003171920776367, -9.07621955871582, -7.510997772216797, -5.2529706954956055, -3.6278703212738037, -2.146604299545288, -7.867417812347412, -4.137312889099121, -4.246521949768066, -0.8960180878639221, -0.4118647873401642, -4.1580963134765625, -2.08379864692688, -0.29170170426368713, -2.6052520275115967, -0.5095731019973755, -1.0134129524230957, -0.06524541974067688, -3.136033058166504, -3.03359317779541, -4.192607402801514, -0.014664131216704845, -0.010325111448764801, -7.199560642242432, -0.20360082387924194, -0.3618748188018799, -5.185678482055664, -8.112340927124023, -5.120184421539307, -6.534157752990723, -0.7269138693809509, -0.11236827820539474, -0.009660636074841022, -0.1108894869685173, -0.0384242944419384, -0.04693236202001572, -0.28236815333366394, -0.040927693247795105, -0.012720751576125622, -0.034328024834394455, -0.0005579821881838143, -0.021920420229434967, -0.05379300191998482, -0.003419268876314163, -2.320746421813965, -0.23230357468128204, -10.535345077514648, -7.700043678283691, -1.9935986995697021, -7.513063907623291, -0.8375749588012695, -6.499790191650391, -1.1820943355560303, -6.4549560546875, -5.953187465667725, -0.41865259408950806, -1.1346689462661743, -0.013035320676863194, -0.13785773515701294, -0.04991913214325905, -0.2392270267009735, -0.2482607215642929, -0.16612491011619568, -0.029874339699745178, -5.826993465423584, -4.126298904418945, -4.161035060882568, -0.15016712248325348, -0.10486702620983124, -0.0048807766288518906, -1.6008086204528809, -0.19125141203403473, -1.7098729610443115, -10.086248397827148, -1.2649593353271484, -2.2841415405273438, -8.525965690612793, -3.69024920463562, -7.287046432495117, -0.11388158053159714, -1.0383251905441284, -6.277232646942139, -1.7041652202606201, -0.11944782733917236, -0.3001024127006531, -0.003538420656695962, -0.06865888833999634, -0.03185698762536049, -0.08616088330745697, -0.056819748133420944, -0.01598941534757614, -0.009217328391969204, -4.439477920532227, -0.18670819699764252, -6.535672187805176, -0.12230898439884186, -0.032186027616262436, -0.0016561138909310102, -0.9025515913963318, -0.1230657622218132, -3.4411537647247314, -0.004879234358668327, -0.0021645228844136, -2.2216219902038574, -0.2058459371328354, -7.631296157836914, -0.7934607267379761, -4.084360122680664, -0.1123461127281189, -0.05098660662770271, -0.001754413009621203, -0.009861677885055542, -0.0041772969998419285, -0.0017116909148171544, -0.006292767822742462, -0.0014663906767964363, -0.0007909983396530151, -0.07903405278921127, -0.007404029369354248, -0.012363460846245289, -0.0008977196994237602, -2.9977879524230957, -0.07669668644666672, -1.0543036460876465, -0.0005383234238252044, -0.0005254556890577078, -0.7224999070167542, -0.0011682836338877678, -0.02582705020904541, -8.650023460388184, -10.870908737182617, -6.543623447418213, -0.23347994685173035, -0.04607072472572327, -0.0009028411004692316, -0.008729983121156693, -0.0025490194093436003, -0.0018618644680827856, -0.006130106747150421, -0.0037119551561772823, -0.0008247073274105787, -0.005666384007781744, -0.00022909401741344482, -0.005482044070959091, -0.009487422183156013, -0.0007565735140815377, -2.9361183643341064, -0.1201666072010994, -1.3254457712173462, -7.290347099304199, -0.15359750390052795, -0.036934979259967804, -0.8749369382858276, -0.5676900148391724, -0.2541148364543915, -0.11291946470737457, -0.0013016331940889359, -0.1293235719203949, -0.012810084037482738, -0.005000109784305096, -0.009936275891959667, -0.02557585947215557, -0.0007259594276547432, -0.01123106013983488, -0.002506212331354618, -0.002026291796937585, -0.006352944299578667, -0.001831641187891364, -0.0009217780898325145, -6.300206661224365, -1.535161018371582, -0.0005301024066284299, -3.0258030891418457, -0.03375976160168648, -0.01051410473883152, -0.0006003961316309869, -3.670024871826172, -0.08384408056735992, -0.9621004462242126, -1.7613348960876465, -0.06271166354417801, -0.12668578326702118, -0.0686207115650177, -0.02344738505780697, -0.02205219678580761, -0.0004596845537889749, -0.00986805185675621, -0.001981796696782112, -0.0011619728757068515, -0.00389519683085382, -0.009379488416016102, -0.000285584683297202, -0.00425315136089921, -0.0013803249457851052, -0.0007649118197150528, -0.002868587151169777, -0.0012316268403083086, -0.0005278385942801833, -4.590430736541748, -0.5360397100448608, -2.6844940185546875, -0.13279516994953156, -0.005649433471262455, -0.00021217002358753234, -2.90805983543396, -0.06161998584866524, -1.448639154434204, -0.0003904534096363932, -0.00034195298212580383, -0.3353341519832611, -0.009290440008044243, -3.6159982681274414, -0.310556024312973, -8.372020721435547, -0.08124595880508423, -0.00818907655775547, -0.0001677133986959234, -0.002277758438140154, -0.00048565989709459245, -0.0002728328399825841, -0.0010288427583873272, -0.000321336614433676, -0.0002498314715921879, -0.004780529998242855, -0.0004943578969687223, -0.0035263041500002146, -0.00014697425649501383, -2.3743863105773926, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]