text
stringlengths
546
871
classes
sequence
target
int32
0
1
evaluation_predictions
sequence
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 40+47? A: 4 View ÷ as a random digit. Q: What is the first digit of 64÷8? A: 6 Redefine e as 62+15. Q: What is the first digit of e? A: 7 View ÷ as a random digit. Q: What is the first digit of 28÷4? A: 2 Redefine π as 235+558. Q: What is the first digit of π? A: 7 View ÷ as a random digit. Q: What is the first digit of 18÷2? A: 1 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 7+1? A: 7 Redefine e as 1+9. 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 4+46? A:
[ " 5", " 4" ]
1
[ -9.392577171325684, -11.409866333007812, -5.483450889587402, -8.248729705810547, -1.9027529954910278, -6.873618125915527, -6.929285049438477, -2.346619129180908, -9.76980972290039, -3.0619356632232666, -1.5311520099639893, -0.6552292704582214, -0.4741505980491638, -3.9240882396698, -1.5309361219406128, -0.3361009955406189, -9.293018341064453, -5.055675506591797, -0.004785394296050072, -5.250762939453125, -0.9372948408126831, -0.6448304057121277, -0.02029755525290966, -2.4728546142578125, -2.6063389778137207, -10.712915420532227, -6.040396690368652, -0.23912857472896576, -6.333737373352051, -0.49845385551452637, -1.0108078718185425, -12.99875259399414, -2.230886220932007, -1.457358479499817, -0.015021774917840958, -0.4114416837692261, -0.09203188866376877, -0.11887280642986298, -0.48394256830215454, -0.04346205294132233, -0.016898570582270622, -4.5294413566589355, -0.05479202792048454, -0.6251973509788513, -0.028857508674263954, -0.004336715210229158, -3.7870898246765137, -0.3242416977882385, -5.240939140319824, -5.8787312507629395, -0.47959017753601074, -3.1622488498687744, -5.905057430267334, -4.672224044799805, -7.690532684326172, -0.123670294880867, -3.51133131980896, -9.545672416687012, -3.2336244583129883, -0.327877014875412, -0.18900947272777557, -0.005136745050549507, -0.17761677503585815, -0.0982399731874466, -0.04972643777728081, -0.14105413854122162, -0.022875702008605003, -0.03225816786289215, -7.302294731140137, -5.424093723297119, -6.800105571746826, -0.26422491669654846, -0.0782334953546524, -0.004317249171435833, -3.374936103820801, -0.12884537875652313, -2.6996867656707764, -0.004293747246265411, -0.0002848696312867105, -0.47021812200546265, -0.04572344571352005, -0.08922766894102097, -4.55572509765625, -6.491505146026611, -12.634367942810059, -6.42919921875, -0.8098118901252747, -0.08737511932849884, -0.0016671819612383842, -0.047001514583826065, -0.011462545022368431, -0.012160802260041237, -0.02696370705962181, -0.006582363974303007, -0.0033918251283466816, -0.35538604855537415, -0.0005206898204050958, -0.18412669003009796, -0.021215058863162994, -0.0014774608425796032, -2.9163825511932373, -0.12627527117729187, -0.9998810291290283, -0.9008346199989319, -0.3435777723789215, -0.2917386591434479, -0.4162376821041107, -3.2048134803771973, -0.2666867673397064, -0.004192610736936331, -0.20421846210956573, -0.0451844148337841, -0.00940641388297081, -0.007962863892316818, -0.010005203075706959, -0.0005953923100605607, -0.013390136882662773, -0.00298542738892138, -0.001440678839571774, -0.006857077591121197, -0.002041638595983386, -0.000976919662207365, -4.787175178527832, -1.864471197128296, -7.0283918380737305, -0.0777788758277893, -0.03615298494696617, -0.0009535771678201854, -2.7734792232513428, -0.12137553095817566, -0.47680431604385376, -0.4028550684452057, -0.0917801484465599, -0.07327702641487122, -0.10628142207860947, -2.696854591369629, -0.0414731428027153, -0.0013813963159918785, -0.021943161264061928, -0.013967737555503845, -0.004113427828997374, -0.0027350897435098886, -0.002862405963242054, -0.00014256415306590497, -0.003238910576328635, -0.0015592334093526006, -0.0007938570925034583, -0.002557342639192939, -0.0011457790387794375, -0.0006100462633185089, -5.863799571990967, -0.19236798584461212, -4.692788124084473, -0.012950127944350243, -0.012033015489578247, -0.0005329619161784649, -2.8026323318481445, -0.06206116825342178, -0.33520159125328064, -11.914430618286133, -0.9891369938850403, -10.455217361450195, -0.9100956916809082, -8.255476951599121, -1.4100874662399292, -6.271336555480957, -6.353178024291992, -0.9201690554618835, -0.3450157046318054, -0.010040136985480785, -0.24836598336696625, -0.11155153065919876, -0.09987232089042664, -0.3639400005340576, -0.0906376764178276, -0.016642078757286072, -6.216463088989258, -1.0050357580184937, -7.3091511726379395, -0.02099679224193096, -0.01830892264842987, -0.0034076261799782515, -2.51285457611084, -0.0814327821135521, -0.47668805718421936, -5.207553386688232, -0.004187031649053097, -0.0767589583992958, -0.6193280816078186, -0.29296860098838806, -0.039903488010168076, -0.027106771245598793, -0.23469659686088562, -0.001259844284504652, -0.041840992867946625, -0.011658983305096626, -0.008839759975671768, -0.019751301035284996, -0.0048436447978019714, -0.004523521289229393, -7.776385307312012, -0.04521472007036209, -0.00022980909852776676, -3.067500352859497, -0.03544493764638901, -0.021041616797447205, -0.0012538912706077099, -1.7893702983856201, -0.06340939551591873, -2.233243227005005, -0.0028003547340631485, -0.0001998939987970516, -0.13428425788879395, -0.005383399315178394, -0.04455798864364624, -3.7021875381469727, -4.93286657333374, -0.4451908469200134, -0.09808457642793655, -0.0009950215462595224, -0.012270909734070301, -0.005263281520456076, -0.003913483582437038, -0.007620076648890972, -0.003143371781334281, -0.001168402610346675, -0.22390277683734894, -0.00028165188268758357, -0.024988766759634018, -0.007718146312981844, -0.0006199345225468278, -1.7349019050598145, 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 53+359. 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 8+15? A: 8 View number as text. Do not perform computation. Q: What is the first digit of 13+42? A: 1 Redefine π as 403+413. Q: What is the first digit of π? A: 8 Redefine e as 20+21. Q: What is the first digit of e? A: 4 Redefine π as 161. 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 20+16? A: 2 View ÷ as a random digit. Q: What is the first digit of 42÷6? A: 4 Redefine π as 421+73. Q: What is the first digit of π? A:
[ " 4", " 3" ]
0
[ -9.392577171325684, -11.409866333007812, -5.483450889587402, -8.248729705810547, -1.9027529954910278, -6.873618125915527, -6.929285049438477, -2.346619129180908, -9.76980972290039, -3.0619356632232666, -1.5311520099639893, -0.6552292704582214, -0.4741505980491638, -3.9240882396698, -1.5309361219406128, -0.3361009955406189, -9.293018341064453, -5.055675506591797, -0.004785394296050072, -5.250762939453125, -0.9372948408126831, -0.6448304057121277, -0.02029755525290966, -2.4728546142578125, -2.6063389778137207, -10.712915420532227, -6.040396690368652, -0.23912857472896576, -6.333737373352051, -0.49845385551452637, -1.0108078718185425, -12.99875259399414, -2.230886220932007, -1.457358479499817, -0.015021774917840958, -0.4114416837692261, -0.09203188866376877, -0.11887280642986298, -0.48394256830215454, -0.04346205294132233, -0.016898570582270622, -4.5294413566589355, -0.05479202792048454, -0.6251973509788513, -0.028857508674263954, -0.004336715210229158, -3.7870898246765137, -0.3242416977882385, -5.240939140319824, -5.8787312507629395, -0.47959017753601074, -3.1622488498687744, -5.905057430267334, -4.672224044799805, -7.690532684326172, -0.123670294880867, -3.51133131980896, -9.545672416687012, -3.2336244583129883, -0.327877014875412, -0.18900947272777557, -0.005136745050549507, -0.17761677503585815, -0.0982399731874466, -0.04972643777728081, -0.14105413854122162, -0.022875702008605003, -0.03225816786289215, -7.302294731140137, -5.424093723297119, -6.800105571746826, -0.26422491669654846, -0.0782334953546524, -0.004317249171435833, -3.374936103820801, -0.12884537875652313, -2.6996867656707764, -0.004293747246265411, -0.0002848696312867105, -0.47021812200546265, -0.04572344571352005, -0.08922766894102097, -4.55572509765625, -6.491505146026611, -12.634367942810059, -6.42919921875, -0.8098118901252747, -0.08737511932849884, -0.0016671819612383842, -0.047001514583826065, -0.011462545022368431, -0.012160802260041237, -0.02696370705962181, -0.006582363974303007, -0.0033918251283466816, -0.35538604855537415, -0.0005206898204050958, -0.18412669003009796, -0.021215058863162994, -0.0014774608425796032, -2.9163825511932373, -0.12627527117729187, -0.9998810291290283, -0.9008346199989319, -0.3435777723789215, -0.2917386591434479, -0.4162376821041107, -3.2048134803771973, -0.2666867673397064, -0.004192610736936331, -0.20421846210956573, -0.0451844148337841, -0.00940641388297081, -0.007962863892316818, -0.010005203075706959, -0.0005953923100605607, -0.013390136882662773, -0.00298542738892138, -0.001440678839571774, -0.006857077591121197, -0.002041638595983386, -0.000976919662207365, -4.787175178527832, -1.864471197128296, -7.0283918380737305, -0.0777788758277893, -0.03615298494696617, -0.0009535771678201854, -2.7734792232513428, -0.12137553095817566, -0.47680431604385376, -0.4028550684452057, -0.0917801484465599, -0.07327702641487122, -0.10628142207860947, -2.696854591369629, -0.0414731428027153, -0.0013813963159918785, -0.021943161264061928, -0.013967737555503845, -0.004113427828997374, -0.0027350897435098886, -0.002862405963242054, -0.00014256415306590497, -0.003238910576328635, -0.0015592334093526006, -0.0007938570925034583, -0.002557342639192939, -0.0011457790387794375, -0.0006100462633185089, -5.863799571990967, -0.19236798584461212, -4.692788124084473, -0.012950127944350243, -0.012033015489578247, -0.0005329619161784649, -2.8026323318481445, -0.06206116825342178, -0.33520159125328064, -11.914430618286133, -0.9891369938850403, -10.455217361450195, -0.9100956916809082, -8.255476951599121, -1.4100874662399292, -6.271336555480957, -6.353178024291992, -0.9201690554618835, -0.3450157046318054, -0.010040136985480785, -0.24836598336696625, -0.11155153065919876, -0.09987232089042664, -0.3639400005340576, -0.0906376764178276, -0.016642078757286072, -6.216463088989258, -1.0050357580184937, -7.3091511726379395, -0.02099679224193096, -0.01830892264842987, -0.0034076261799782515, -2.51285457611084, -0.0814327821135521, -0.47668805718421936, -5.207553386688232, -0.004187031649053097, -0.0767589583992958, -0.6193280816078186, -0.29296860098838806, -0.039903488010168076, -0.027106771245598793, -0.23469659686088562, -0.001259844284504652, -0.041840992867946625, -0.011658983305096626, -0.008839759975671768, -0.019751301035284996, -0.0048436447978019714, -0.004523521289229393, -7.776385307312012, -0.04521472007036209, -0.00022980909852776676, -3.067500352859497, -0.03544493764638901, -0.021041616797447205, -0.0012538912706077099, -1.7893702983856201, -0.06340939551591873, -2.233243227005005, -0.0028003547340631485, -0.0001998939987970516, -0.13428425788879395, -0.005383399315178394, -0.04455798864364624, -3.7021875381469727, -4.93286657333374, -0.4451908469200134, -0.09808457642793655, -0.0009950215462595224, -0.012270909734070301, -0.005263281520456076, -0.003913483582437038, -0.007620076648890972, -0.003143371781334281, -0.001168402610346675, -0.22390277683734894, -0.00028165188268758357, -0.024988766759634018, -0.007718146312981844, -0.0006199345225468278, -2.7228455543518066, 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 20÷2? A: 2 View number as text. Do not perform computation. Q: What is the first digit of 31+52? A: 3 Redefine e as 3+6. 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 21÷3? A: 2 Redefine π as 120+42. Q: What is the first digit of π? A: 1 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 30÷3? A: 3 Redefine e as 11+79. Q: What is the first digit of e? A: 9 Redefine e as 15+24. Q: What is the first digit of e? A:
[ " 3", " 2" ]
0
[ -8.06562328338623, -5.02650260925293, -2.070202112197876, -8.415580749511719, -9.303564071655273, -8.176414489746094, -5.003613471984863, -1.86651611328125, -2.2844655513763428, -8.416853904724121, -3.4918971061706543, -1.7147210836410522, -1.0267773866653442, -0.733772873878479, -4.2711896896362305, -4.893287658691406, -0.2692869007587433, -1.3613135814666748, -0.25435900688171387, -0.6952865123748779, -0.013508106581866741, -2.6400394439697266, -2.6847057342529297, -10.920001983642578, -10.969036102294922, -5.447295188903809, -6.320841312408447, -1.3232206106185913, -6.206722259521484, -0.7607696652412415, -7.082901954650879, -5.579702377319336, -0.7532336711883545, -3.016216993331909, -0.019729210063815117, -0.4187927544116974, -0.12494895607233047, -0.11789068579673767, -1.1962381601333618, -0.1267089992761612, -0.07839619368314743, -9.357684135437012, -6.483333110809326, -6.239034175872803, -0.3211010992527008, -0.09870655089616776, -0.005120022222399712, -2.4342167377471924, -0.18912264704704285, -4.593131065368652, -0.014575081877410412, -0.0010688550537452102, -9.919694900512695, -0.4462820589542389, -0.35982319712638855, -8.932721138000488, -5.4315032958984375, -10.246317863464355, -6.063129425048828, -0.44784632325172424, -0.3486098051071167, -0.003855772316455841, -0.1639106571674347, -0.029485277831554413, -0.060711123049259186, -0.39552009105682373, -0.020286457613110542, -0.008961929939687252, -1.459446668624878, -0.043377585709095, -0.2512301206588745, -0.0419255867600441, -0.005770927295088768, -2.5133721828460693, -0.20327527821063995, -1.3352030515670776, -0.0027707540430128574, -0.00038795097498223186, -1.0479753017425537, -0.16226491332054138, -0.21814508736133575, -6.576642990112305, -4.490434646606445, -6.771388053894043, -0.45158031582832336, -0.13224898278713226, -0.002441760618239641, -0.06969910115003586, -0.006971321534365416, -0.004809240810573101, -0.010169949382543564, -0.0035343817435204983, -0.0022753796074539423, -0.0523698590695858, -0.00044276448898017406, -0.014390379190444946, -0.024922259151935577, -0.0012201968347653747, -2.4453182220458984, -0.06708365678787231, -0.5151634216308594, -0.0017333496361970901, -0.0001941730733960867, -0.43767106533050537, -0.010656828992068768, -0.022581228986382484, -4.965646743774414, -6.0744428634643555, -2.7065205574035645, -0.21246355772018433, -0.0026153665967285633, -0.05811105668544769, -0.006744596175849438, -0.0041467878036201, -0.010745285078883171, -0.0037592235021293163, -0.0012711548479273915, -0.019618751481175423, -0.00019405389321036637, -0.007067205850034952, -0.015093640424311161, -0.0013085383689031005, -2.407491445541382, -0.15436755120754242, -3.235507011413574, -10.05408763885498, -3.0535311698913574, -2.615309715270996, -6.249291896820068, -3.5859599113464355, -9.07703971862793, -0.10793773829936981, -1.1325660943984985, -7.552034854888916, -3.7954022884368896, -0.12438762187957764, -0.4116894006729126, -0.003650312777608633, -0.1836903691291809, -0.07695192098617554, -0.05770571157336235, -0.11259091645479202, -0.01896183006465435, -0.016033878549933434, -9.581920623779297, -0.802062451839447, -5.897228717803955, -0.05168124660849571, -0.08090914785861969, -0.0026236893609166145, -2.834609031677246, -0.09129911661148071, -0.9868533611297607, -0.5179017782211304, -0.09957054257392883, -3.3680005073547363, -5.520599365234375, -5.271708965301514, -2.680482864379883, -0.008515476249158382, -1.1340395212173462, -0.6642476320266724, -0.02751554735004902, -0.0274734478443861, -0.05247709900140762, -0.0007073761080391705, -0.022691477090120316, -0.00975201278924942, -0.007121535949409008, -0.02982609160244465, -0.004386090207844973, -0.003389805555343628, -5.293027877807617, -0.06149870157241821, -4.005995750427246, -0.02753479965031147, -0.023893043398857117, -0.0008235162240453064, -2.1886706352233887, -0.0445757731795311, -0.2999284267425537, -4.296322345733643, -0.058953624218702316, -0.7330588102340698, -0.11631680279970169, -0.13393472135066986, -0.00332065811380744, -0.04523944482207298, -0.05868532508611679, -0.008493254892528057, -0.08722403645515442, -0.0010629009921103716, -0.02435944601893425, -0.010461256839334965, -0.011839596554636955, -0.02767418697476387, -0.0052211834117770195, -0.002211269922554493, -4.066247940063477, -0.39605268836021423, -1.9675376415252686, -0.0555337630212307, -0.01606367528438568, -0.0013652060879394412, -1.1928696632385254, -0.07494474202394485, -0.6212285757064819, -0.2347402423620224, -0.010771583765745163, -0.22477900981903076, -0.008681767620146275, -0.008127118460834026, -0.0008438840159215033, -0.0013262771535664797, -0.010415955446660519, -0.002186052966862917, -0.017029723152518272, -0.00030655929003842175, -0.014532551169395447, -0.005283084698021412, -0.013487759977579117, -0.021253805607557297, -0.0036921207793056965, -0.002841603709384799, -5.730173587799072, -0.05720338970422745, -4.48834228515625, -0.011783872731029987, -0.00941786915063858, -0.00033539868309162557, -3.032083511352539, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 5+33? A: 5 View ÷ as a random digit. Q: What is the first digit of 8÷4? A: 8 Redefine e as 4+73. Q: What is the first digit of e? A: 7 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 2+94? A: 2 View number as text. Do not perform computation. Q: What is the first digit of 23+63? A: 2 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 8+12? A: 8 Redefine π as 68. Q: What is the first digit of π? A: 6 View + as the digit 2 instead of a mathematical operation. Q: What is the first digit of 61+27? A: 6 Redefine e as 14+16. Q: What is the first digit of e? A:
[ " 3", " 2" ]
0
[ -8.06562328338623, -5.02650260925293, -2.070202112197876, -8.415580749511719, -9.303564071655273, -8.176414489746094, -5.003613471984863, -1.86651611328125, -2.2844655513763428, -8.416853904724121, -3.4918971061706543, -1.7147210836410522, -1.0267773866653442, -0.733772873878479, -4.2711896896362305, -4.893287658691406, -0.2692869007587433, -1.3613135814666748, -0.25435900688171387, -0.6952865123748779, -0.013508106581866741, -2.6400394439697266, -2.6847057342529297, -10.920001983642578, -10.969036102294922, -5.447295188903809, -6.320841312408447, -1.3232206106185913, -6.206722259521484, -0.7607696652412415, -7.082901954650879, -5.579702377319336, -0.7532336711883545, -3.016216993331909, -0.019729210063815117, -0.4187927544116974, -0.12494895607233047, -0.11789068579673767, -1.1962381601333618, -0.1267089992761612, -0.07839619368314743, -9.357684135437012, -6.483333110809326, -6.239034175872803, -0.3211010992527008, -0.09870655089616776, -0.005120022222399712, -2.4342167377471924, -0.18912264704704285, -4.593131065368652, -0.014575081877410412, -0.0010688550537452102, -9.919694900512695, -0.4462820589542389, -0.35982319712638855, -8.932721138000488, -5.4315032958984375, -10.246317863464355, -6.063129425048828, -0.44784632325172424, -0.3486098051071167, -0.003855772316455841, -0.1639106571674347, -0.029485277831554413, -0.060711123049259186, -0.39552009105682373, -0.020286457613110542, -0.008961929939687252, -1.459446668624878, -0.043377585709095, -0.2512301206588745, -0.0419255867600441, -0.005770927295088768, -2.5133721828460693, -0.20327527821063995, -1.3352030515670776, -0.0027707540430128574, -0.00038795097498223186, -1.0479753017425537, -0.16226491332054138, -0.21814508736133575, -6.576642990112305, -4.490434646606445, -6.771388053894043, -0.45158031582832336, -0.13224898278713226, -0.002441760618239641, -0.06969910115003586, -0.006971321534365416, -0.004809240810573101, -0.010169949382543564, -0.0035343817435204983, -0.0022753796074539423, -0.0523698590695858, -0.00044276448898017406, -0.014390379190444946, -0.024922259151935577, -0.0012201968347653747, -2.4453182220458984, -0.06708365678787231, -0.5151634216308594, -0.0017333496361970901, -0.0001941730733960867, -0.43767106533050537, -0.010656828992068768, -0.022581228986382484, -4.965646743774414, -6.0744428634643555, -2.7065205574035645, -0.21246355772018433, -0.0026153665967285633, -0.05811105668544769, -0.006744596175849438, -0.0041467878036201, -0.010745285078883171, -0.0037592235021293163, -0.0012711548479273915, -0.019618751481175423, -0.00019405389321036637, -0.007067205850034952, -0.015093640424311161, -0.0013085383689031005, -2.407491445541382, -0.15436755120754242, -3.235507011413574, -10.05408763885498, -3.0535311698913574, -2.615309715270996, -6.249291896820068, -3.5859599113464355, -9.07703971862793, -0.10793773829936981, -1.1325660943984985, -7.552034854888916, -3.7954022884368896, -0.12438762187957764, -0.4116894006729126, -0.003650312777608633, -0.1836903691291809, -0.07695192098617554, -0.05770571157336235, -0.11259091645479202, -0.01896183006465435, -0.016033878549933434, -9.581920623779297, -0.802062451839447, -5.897228717803955, -0.05168124660849571, -0.08090914785861969, -0.0026236893609166145, -2.834609031677246, -0.09129911661148071, -0.9868533611297607, -0.5179017782211304, -0.09957054257392883, -3.3680005073547363, -5.520599365234375, -5.271708965301514, -2.680482864379883, -0.008515476249158382, -1.1340395212173462, -0.6642476320266724, -0.02751554735004902, -0.0274734478443861, -0.05247709900140762, -0.0007073761080391705, -0.022691477090120316, -0.00975201278924942, -0.007121535949409008, -0.02982609160244465, -0.004386090207844973, -0.003389805555343628, -5.293027877807617, -0.06149870157241821, -4.005995750427246, -0.02753479965031147, -0.023893043398857117, -0.0008235162240453064, -2.1886706352233887, -0.0445757731795311, -0.2999284267425537, -4.296322345733643, -0.058953624218702316, -0.7330588102340698, -0.11631680279970169, -0.13393472135066986, -0.00332065811380744, -0.04523944482207298, -0.05868532508611679, -0.008493254892528057, -0.08722403645515442, -0.0010629009921103716, -0.02435944601893425, -0.010461256839334965, -0.011839596554636955, -0.02767418697476387, -0.0052211834117770195, -0.002211269922554493, -4.066247940063477, -0.39605268836021423, -1.9675376415252686, -0.0555337630212307, -0.01606367528438568, -0.0013652060879394412, -1.1928696632385254, -0.07494474202394485, -0.6212285757064819, -0.2347402423620224, -0.010771583765745163, -0.22477900981903076, -0.008681767620146275, -0.008127118460834026, -0.0008438840159215033, -0.0013262771535664797, -0.010415955446660519, -0.002186052966862917, -0.017029723152518272, -0.00030655929003842175, -0.014532551169395447, -0.005283084698021412, -0.013487759977579117, -0.021253805607557297, -0.0036921207793056965, -0.002841603709384799, -5.730173587799072, -0.05720338970422745, -4.48834228515625, -0.011783872731029987, -0.00941786915063858, -0.00033539868309162557, -2.8087339401245117, 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 88+5? A: 8 View + as the digit 7 instead of a mathematical operation. Q: What is the first digit of 3+3? A: 3 Redefine e as 29+29. Q: What is the first digit of e? A: 5 Redefine π as 28+64. Q: What is the first digit of π? A: 9 Redefine e as 40+44. Q: What is the first digit of e? A: 8 Redefine e as 10+3. Q: What is the first digit of e? A: 1 View + as the digit 4 instead of a mathematical operation. Q: What is the first digit of 42+14? A: 4 View number as text. Do not perform computation. Q: What is the first digit of 34+22? A: 3 View + as the digit 3 instead of a mathematical operation. Q: What is the first digit of 32+47? A:
[ " 7", " 3" ]
1
[ -8.06562328338623, -5.02650260925293, -2.070202112197876, -12.737667083740234, -0.5079778432846069, -2.9861879348754883, -5.450549125671387, -10.457435607910156, -5.511148929595947, -8.730985641479492, -2.035019874572754, -9.088122367858887, -3.5740511417388916, -1.4155511856079102, -0.613112211227417, -0.3688269257545471, -5.002713680267334, -3.0472893714904785, -0.1534840166568756, -1.534373164176941, -0.0015525680501013994, -0.21335458755493164, -0.4838680624961853, -0.015096928924322128, -4.8212809562683105, -3.0467185974121094, -4.962469577789307, -0.01932881399989128, -0.003021796001121402, -0.24917134642601013, -0.01963476650416851, -0.04098318889737129, -5.576400279998779, -5.061192512512207, -2.1427059173583984, -0.21505139768123627, -0.009850817732512951, -0.21961236000061035, -0.03870289772748947, -0.02246549166738987, -1.154312252998352, -0.029932305216789246, -0.009040139615535736, -0.1654716581106186, -0.0014994817320257425, -0.07304733991622925, -0.06842446327209473, -0.005498286336660385, -2.688765048980713, -0.38042959570884705, -10.404011726379395, -9.553434371948242, -10.868600845336914, -4.436684608459473, -5.78883695602417, -4.718260765075684, -7.853941917419434, -0.4203640818595886, -4.143520355224609, -8.366889953613281, -3.9121603965759277, -0.5296658873558044, -1.3607313632965088, -0.004373153205960989, -0.2438102662563324, -0.15285775065422058, -0.13252957165241241, -0.6280743479728699, -0.03970049321651459, -0.02939869649708271, -12.153337478637695, -5.940409183502197, -5.181387424468994, -0.21660451591014862, -0.12052511423826218, -0.003615867579355836, -2.9072911739349365, -0.2245493233203888, -1.448301076889038, -9.897014617919922, -1.5269907712936401, -8.816383361816406, -1.476298451423645, -7.366742134094238, -0.7327480912208557, -6.135134220123291, -6.398007392883301, -0.8097333908081055, -0.3928874731063843, -0.006150603760033846, -0.12831339240074158, -0.044117797166109085, -0.08015123754739761, -0.22994287312030792, -0.03880564868450165, -0.007020093500614166, -6.904876232147217, -0.3737545609474182, -3.506708860397339, -0.09786775708198547, -0.0521254763007164, -0.0029924397822469473, -2.761535167694092, -0.09777111560106277, -1.811067819595337, -0.004926684778183699, -0.00029237763374112546, -0.41861245036125183, -0.001976324012503028, -0.03741152957081795, -6.876253128051758, -0.38428717851638794, -8.52438735961914, -0.3037281930446625, -0.10448169708251953, -0.0016905077500268817, -0.02452533319592476, -0.005160938482731581, -0.0030589953530579805, -0.010858378373086452, -0.0023594654630869627, -0.0008666335488669574, -0.08355540782213211, -0.00040284625720232725, -0.017590701580047607, -0.015595030970871449, -0.000969535845797509, -3.6754038333892822, -0.08907992392778397, -0.8476080894470215, -1.2282394170761108, -0.055619124323129654, -2.8603248596191406, -6.922914028167725, -2.3109169006347656, -3.54722261428833, -0.009755082428455353, -0.34328365325927734, -0.14246049523353577, -0.03204241767525673, -0.014634174294769764, -0.0693180039525032, -0.0007743220776319504, -0.024850979447364807, -0.008166139014065266, -0.00639227032661438, -0.01295860018581152, -0.004033051431179047, -0.0013317534467205405, -4.529796123504639, -0.0586557611823082, -3.8926408290863037, -0.015742195770144463, -0.022725971415638924, -0.00047505536349490285, -1.8050565719604492, -0.05299469083547592, -2.348022937774658, -0.0013009188696742058, -0.00012158608296886086, -10.169608116149902, -1.3299351930618286, -6.62830924987793, -1.7696245908737183, -4.10330867767334, -0.2179805040359497, -0.10189785063266754, -0.001768454909324646, -0.02503480762243271, -0.007842227816581726, -0.007805087603628635, -0.008347620256245136, -0.003309964668005705, -0.0009944260818883777, -2.469468355178833, -0.026472166180610657, -0.017156168818473816, -0.0016480210470035672, -3.1714937686920166, -0.07200194895267487, -0.52931147813797, -2.7408711910247803, -0.02513188123703003, -0.3638310432434082, -0.025911735370755196, -0.06552580744028091, -0.0018669809214770794, -0.016275983303785324, -0.03513457998633385, -0.004828934092074633, -0.03882468491792679, -0.0005927712772972882, -0.018319575116038322, -0.008875089697539806, -0.02205348014831543, -0.020219404250383377, -0.007801657076925039, -0.0026419993955641985, -4.812472343444824, -0.07540087401866913, -8.662118911743164, -0.011284103617072105, -0.014479444362223148, -0.0005332001601345837, -2.4481568336486816, -0.07053152471780777, -0.32292547821998596, -9.407807350158691, -1.3977091312408447, -0.2298765629529953, -1.5941191911697388, -0.5142922401428223, -0.12014863640069962, -2.63142991065979, -0.24831074476242065, -0.0013674680376425385, -0.01782013475894928, -0.004529573488980532, -0.004676951095461845, -0.005350317806005478, -0.004310958087444305, -0.0010318199638277292, -4.825862407684326, -9.787691116333008, -0.006773724220693111, -3.9163291454315186, -0.04822797328233719, -0.02395857311785221, -0.0010475391754880548, -2.079179286956787, 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 number as text. Do not perform computation. Q: What is the first digit of 33+28? A: 3 View number as text. Do not perform computation. Q: What is the first digit of 5+15? A: 5 Redefine π as 70+430. Q: What is the first digit of π? A: 5 Redefine π as 462. Q: What is the first digit of π? A: 4 Redefine π as 277 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 10÷2? A: 1 View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 20+15? A: 2 Redefine e as 2+97. Q: What is the first digit of e? A: 9 Redefine π as 43. Q: What is the first digit of π? A:
[ " 4", " 3" ]
0
[ -8.06562328338623, -5.02650260925293, -2.070202112197876, -12.737667083740234, -0.5079778432846069, -2.9861879348754883, -5.450549125671387, -10.457435607910156, -5.511148929595947, -8.730985641479492, -2.035019874572754, -9.088122367858887, -3.5740511417388916, -1.4155511856079102, -0.613112211227417, -0.3688269257545471, -5.002713680267334, -3.0472893714904785, -0.1534840166568756, -1.534373164176941, -0.0015525680501013994, -0.21335458755493164, -0.4838680624961853, -0.015096928924322128, -4.8212809562683105, -3.0467185974121094, -4.962469577789307, -0.01932881399989128, -0.003021796001121402, -0.24917134642601013, -0.01963476650416851, -0.04098318889737129, -5.576400279998779, -5.061192512512207, -2.1427059173583984, -0.21505139768123627, -0.009850817732512951, -0.21961236000061035, -0.03870289772748947, -0.02246549166738987, -1.154312252998352, -0.029932305216789246, -0.009040139615535736, -0.1654716581106186, -0.0014994817320257425, -0.07304733991622925, -0.06842446327209473, -0.005498286336660385, -2.688765048980713, -0.38042959570884705, -10.404011726379395, -9.553434371948242, -10.868600845336914, -4.436684608459473, -5.78883695602417, -4.718260765075684, -7.853941917419434, -0.4203640818595886, -4.143520355224609, -8.366889953613281, -3.9121603965759277, -0.5296658873558044, -1.3607313632965088, -0.004373153205960989, -0.2438102662563324, -0.15285775065422058, -0.13252957165241241, -0.6280743479728699, -0.03970049321651459, -0.02939869649708271, -12.153337478637695, -5.940409183502197, -5.181387424468994, -0.21660451591014862, -0.12052511423826218, -0.003615867579355836, -2.9072911739349365, -0.2245493233203888, -1.448301076889038, -9.897014617919922, -1.5269907712936401, -8.816383361816406, -1.476298451423645, -7.366742134094238, -0.7327480912208557, -6.135134220123291, -6.398007392883301, -0.8097333908081055, -0.3928874731063843, -0.006150603760033846, -0.12831339240074158, -0.044117797166109085, -0.08015123754739761, -0.22994287312030792, -0.03880564868450165, -0.007020093500614166, -6.904876232147217, -0.3737545609474182, -3.506708860397339, -0.09786775708198547, -0.0521254763007164, -0.0029924397822469473, -2.761535167694092, -0.09777111560106277, -1.811067819595337, -0.004926684778183699, -0.00029237763374112546, -0.41861245036125183, -0.001976324012503028, -0.03741152957081795, -6.876253128051758, -0.38428717851638794, -8.52438735961914, -0.3037281930446625, -0.10448169708251953, -0.0016905077500268817, -0.02452533319592476, -0.005160938482731581, -0.0030589953530579805, -0.010858378373086452, -0.0023594654630869627, -0.0008666335488669574, -0.08355540782213211, -0.00040284625720232725, -0.017590701580047607, -0.015595030970871449, -0.000969535845797509, -3.6754038333892822, -0.08907992392778397, -0.8476080894470215, -1.2282394170761108, -0.055619124323129654, -2.8603248596191406, -6.922914028167725, -2.3109169006347656, -3.54722261428833, -0.009755082428455353, -0.34328365325927734, -0.14246049523353577, -0.03204241767525673, -0.014634174294769764, -0.0693180039525032, -0.0007743220776319504, -0.024850979447364807, -0.008166139014065266, -0.00639227032661438, -0.01295860018581152, -0.004033051431179047, -0.0013317534467205405, -4.529796123504639, -0.0586557611823082, -3.8926408290863037, -0.015742195770144463, -0.022725971415638924, -0.00047505536349490285, -1.8050565719604492, -0.05299469083547592, -2.348022937774658, -0.0013009188696742058, -0.00012158608296886086, -10.169608116149902, -1.3299351930618286, -6.62830924987793, -1.7696245908737183, -4.10330867767334, -0.2179805040359497, -0.10189785063266754, -0.001768454909324646, -0.02503480762243271, -0.007842227816581726, -0.007805087603628635, -0.008347620256245136, -0.003309964668005705, -0.0009944260818883777, -2.469468355178833, -0.026472166180610657, -0.017156168818473816, -0.0016480210470035672, -3.1714937686920166, -0.07200194895267487, -0.52931147813797, -2.7408711910247803, -0.02513188123703003, -0.3638310432434082, -0.025911735370755196, -0.06552580744028091, -0.0018669809214770794, -0.016275983303785324, -0.03513457998633385, -0.004828934092074633, -0.03882468491792679, -0.0005927712772972882, -0.018319575116038322, -0.008875089697539806, -0.02205348014831543, -0.020219404250383377, -0.007801657076925039, -0.0026419993955641985, -4.812472343444824, -0.07540087401866913, -8.662118911743164, -0.011284103617072105, -0.014479444362223148, -0.0005332001601345837, -2.4481568336486816, -0.07053152471780777, -0.32292547821998596, -9.407807350158691, -1.3977091312408447, -0.2298765629529953, -1.5941191911697388, -0.5142922401428223, -0.12014863640069962, -2.63142991065979, -0.24831074476242065, -0.0013674680376425385, -0.01782013475894928, -0.004529573488980532, -0.004676951095461845, -0.005350317806005478, -0.004310958087444305, -0.0010318199638277292, -4.825862407684326, -9.787691116333008, -0.006773724220693111, -3.9163291454315186, -0.04822797328233719, -0.02395857311785221, -0.0010475391754880548, -3.368669033050537, 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 39+15? A: 3 Redefine π as 253. Q: What is the first digit of π? A: 2 Redefine π as 725 mod 17. Q: What is the first digit of π? A: 1 View ÷ as a random digit. Q: What is the first digit of 21÷3? A: 2 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 7+4? A: 7 View + as the digit 4 instead of a mathematical operation. Q: What is the first digit of 42+14? A: 4 Redefine e as 44+40. 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 22+17? A:
[ " 3", " 2" ]
1
[ -9.392577171325684, -11.409866333007812, -5.483450889587402, -8.248729705810547, -1.9027529954910278, -6.873618125915527, -6.929285049438477, -2.346619129180908, -9.76980972290039, -3.0619356632232666, -1.5311520099639893, -0.6552292704582214, -0.4741505980491638, -3.9240882396698, -1.5309361219406128, -0.3361009955406189, -8.565620422363281, -6.793337345123291, -0.002385153668001294, -4.928133964538574, -0.7885248064994812, -0.6210000514984131, -0.021770663559436798, -2.882434368133545, -2.343306541442871, -10.728778839111328, -5.923209190368652, -0.2415507584810257, -6.186692714691162, -1.6052896976470947, -9.285820007324219, -5.895110607147217, -4.716654300689697, -2.0235435962677, -0.688694417476654, -0.012115106917917728, -0.25285226106643677, -0.07607799023389816, -0.08183290809392929, -0.43348756432533264, -0.04339265450835228, -0.02095465175807476, -3.525562286376953, -3.5918264389038086, -0.062380868941545486, -0.005580560769885778, -5.65389347076416, -0.26030024886131287, -4.617550849914551, -0.7123368382453918, -0.002193189924582839, -0.34988337755203247, -0.2427876740694046, -0.33823734521865845, -0.03223762288689613, -11.011224746704102, -0.15223366022109985, -1.721008539199829, -7.977697849273682, -3.2707295417785645, -0.2006172388792038, -0.18211594223976135, -0.005413159728050232, -0.2772834897041321, -0.12031448632478714, -0.067874476313591, -0.10707249492406845, -0.026676472276449203, -0.03541801497340202, -7.3404011726379395, -0.11055802553892136, -0.0002658013836480677, -3.183159351348877, -0.030935561284422874, -0.06803430616855621, -0.0025968183763325214, -2.6568892002105713, -0.13360758125782013, -2.789069175720215, -0.007931877858936787, -0.00034850722295232117, -6.1513566970825195, -0.6520376205444336, -0.17727018892765045, -11.026881217956543, -10.050806999206543, -7.061959266662598, -0.7468082308769226, -0.08437450975179672, -0.0037106487434357405, -0.11367902159690857, -0.0292168278247118, -0.06089509278535843, -0.07884028553962708, -0.014636289328336716, -0.00889730267226696, -1.953551173210144, -0.022018030285835266, -0.16991876065731049, -0.024842724204063416, -0.0027806211728602648, -3.2831900119781494, -0.1750110536813736, -1.4767954349517822, -0.0043015810661017895, -0.00040570611599832773, -1.3737565279006958, -0.18315035104751587, -0.21657542884349823, -4.386135101318359, -6.265637397766113, -0.1954588145017624, -6.274951934814453, -0.0618833526968956, -0.049830786883831024, -0.0009135602158494294, -0.030319804325699806, -0.008065629750490189, -0.007316816598176956, -0.01519086305052042, -0.004350839648395777, -0.0019112430745735765, -0.06996835768222809, -0.0001517419150331989, -0.043695785105228424, -0.0159186702221632, -0.0005399914807640016, -2.569424629211426, -0.09385565668344498, -0.7224613428115845, -0.0021005249582231045, -0.00028379703871905804, -0.400939404964447, -0.012255130335688591, -0.030299333855509758, -6.399474143981934, -5.628665924072266, -0.17519256472587585, -0.0017970141489058733, -0.043861232697963715, -0.009631828404963017, -0.00711680157110095, -0.01767081581056118, -0.00496274558827281, -0.0016132686287164688, -0.013214274309575558, -0.00010001159535022452, -0.007493482902646065, -0.009220990352332592, -0.0007558587822131813, -3.16121768951416, -0.11588851362466812, -2.064272880554199, -6.029605388641357, -0.3597559928894043, -0.3676641881465912, -0.3627651631832123, -0.11414706707000732, -1.9709153175354004, -0.006860273890197277, -0.6938381195068359, -0.5020512938499451, -0.03764311969280243, -0.03832023963332176, -0.03569343313574791, -0.003339549293741584, -0.04536636546254158, -0.019530493766069412, -0.011730737052857876, -0.02236652560532093, -0.008012178353965282, -0.007418584078550339, -5.89649772644043, -5.588136672973633, -3.754997491836548, -0.05259145051240921, -0.027456283569335938, -0.001358658540993929, -2.2800230979919434, -0.06630916148424149, -1.2828924655914307, -0.002545808907598257, -0.00016973962192423642, -1.7342984676361084, -0.07262583822011948, -5.062222957611084, -0.9653631448745728, -4.459179878234863, -0.14666606485843658, -0.02168189361691475, -0.0004676678800024092, -0.010148590430617332, -0.00490307854488492, -0.003201361745595932, -0.005803402047604322, -0.00195312371943146, -0.0012210302520543337, -0.13485422730445862, -0.008806319907307625, -0.00632048724219203, -0.0005746620590798557, -2.6742072105407715, -0.04601186513900757, -0.4747977554798126, -1.049080729484558, -0.004383954219520092, -0.07755143195390701, -0.04733777791261673, -0.061155062168836594, -0.013571378774940968, -1.9364486932754517, -0.032565269619226456, -0.002261582762002945, -0.034307174384593964, -0.016307415440678596, -0.005825327709317207, -0.013295328244566917, -0.004867489915341139, -0.00861357618123293, -3.7342753410339355, -0.39089590311050415, -0.0002759314374998212, -2.316465139389038, -0.05487282574176788, -0.024236932396888733, -0.0016396900173276663, -1.7947901487350464, 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 868. 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 31+63? A: 3 Redefine e as 21+30. 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 69+9? A: 6 Redefine π as 528. Q: What is the first digit of π? A: 5 Redefine π as 5+4. Q: What is the first digit of π? A: 9 Redefine π as 28+64. 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 5+9? A: 5 Redefine e as 34+44. Q: What is the first digit of e? A:
[ " 7", " 2" ]
0
[ -9.392577171325684, -11.409866333007812, -5.483450889587402, -8.248729705810547, -1.9027529954910278, -6.873618125915527, -6.929285049438477, -2.346619129180908, -9.76980972290039, -3.0619356632232666, -1.5311520099639893, -0.6552292704582214, -0.4741505980491638, -3.9240882396698, -1.5309361219406128, -0.3361009955406189, -8.565620422363281, -6.793337345123291, -0.002385153668001294, -4.928133964538574, -0.7885248064994812, -0.6210000514984131, -0.021770663559436798, -2.882434368133545, -2.343306541442871, -10.728778839111328, -5.923209190368652, -0.2415507584810257, -6.186692714691162, -1.6052896976470947, -9.285820007324219, -5.895110607147217, -4.716654300689697, -2.0235435962677, -0.688694417476654, -0.012115106917917728, -0.25285226106643677, -0.07607799023389816, -0.08183290809392929, -0.43348756432533264, -0.04339265450835228, -0.02095465175807476, -3.525562286376953, -3.5918264389038086, -0.062380868941545486, -0.005580560769885778, -5.65389347076416, -0.26030024886131287, -4.617550849914551, -0.7123368382453918, -0.002193189924582839, -0.34988337755203247, -0.2427876740694046, -0.33823734521865845, -0.03223762288689613, -11.011224746704102, -0.15223366022109985, -1.721008539199829, -7.977697849273682, -3.2707295417785645, -0.2006172388792038, -0.18211594223976135, -0.005413159728050232, -0.2772834897041321, -0.12031448632478714, -0.067874476313591, -0.10707249492406845, -0.026676472276449203, -0.03541801497340202, -7.3404011726379395, -0.11055802553892136, -0.0002658013836480677, -3.183159351348877, -0.030935561284422874, -0.06803430616855621, -0.0025968183763325214, -2.6568892002105713, -0.13360758125782013, -2.789069175720215, -0.007931877858936787, -0.00034850722295232117, -6.1513566970825195, -0.6520376205444336, -0.17727018892765045, -11.026881217956543, -10.050806999206543, -7.061959266662598, -0.7468082308769226, -0.08437450975179672, -0.0037106487434357405, -0.11367902159690857, -0.0292168278247118, -0.06089509278535843, -0.07884028553962708, -0.014636289328336716, -0.00889730267226696, -1.953551173210144, -0.022018030285835266, -0.16991876065731049, -0.024842724204063416, -0.0027806211728602648, -3.2831900119781494, -0.1750110536813736, -1.4767954349517822, -0.0043015810661017895, -0.00040570611599832773, -1.3737565279006958, -0.18315035104751587, -0.21657542884349823, -4.386135101318359, -6.265637397766113, -0.1954588145017624, -6.274951934814453, -0.0618833526968956, -0.049830786883831024, -0.0009135602158494294, -0.030319804325699806, -0.008065629750490189, -0.007316816598176956, -0.01519086305052042, -0.004350839648395777, -0.0019112430745735765, -0.06996835768222809, -0.0001517419150331989, -0.043695785105228424, -0.0159186702221632, -0.0005399914807640016, -2.569424629211426, -0.09385565668344498, -0.7224613428115845, -0.0021005249582231045, -0.00028379703871905804, -0.400939404964447, -0.012255130335688591, -0.030299333855509758, -6.399474143981934, -5.628665924072266, -0.17519256472587585, -0.0017970141489058733, -0.043861232697963715, -0.009631828404963017, -0.00711680157110095, -0.01767081581056118, -0.00496274558827281, -0.0016132686287164688, -0.013214274309575558, -0.00010001159535022452, -0.007493482902646065, -0.009220990352332592, -0.0007558587822131813, -3.16121768951416, -0.11588851362466812, -2.064272880554199, -6.029605388641357, -0.3597559928894043, -0.3676641881465912, -0.3627651631832123, -0.11414706707000732, -1.9709153175354004, -0.006860273890197277, -0.6938381195068359, -0.5020512938499451, -0.03764311969280243, -0.03832023963332176, -0.03569343313574791, -0.003339549293741584, -0.04536636546254158, -0.019530493766069412, -0.011730737052857876, -0.02236652560532093, -0.008012178353965282, -0.007418584078550339, -5.89649772644043, -5.588136672973633, -3.754997491836548, -0.05259145051240921, -0.027456283569335938, -0.001358658540993929, -2.2800230979919434, -0.06630916148424149, -1.2828924655914307, -0.002545808907598257, -0.00016973962192423642, -1.7342984676361084, -0.07262583822011948, -5.062222957611084, -0.9653631448745728, -4.459179878234863, -0.14666606485843658, -0.02168189361691475, -0.0004676678800024092, -0.010148590430617332, -0.00490307854488492, -0.003201361745595932, -0.005803402047604322, -0.00195312371943146, -0.0012210302520543337, -0.13485422730445862, -0.008806319907307625, -0.00632048724219203, -0.0005746620590798557, -2.6742072105407715, -0.04601186513900757, -0.4747977554798126, -1.049080729484558, -0.004383954219520092, -0.07755143195390701, -0.04733777791261673, -0.061155062168836594, -0.013571378774940968, -1.9364486932754517, -0.032565269619226456, -0.002261582762002945, -0.034307174384593964, -0.016307415440678596, -0.005825327709317207, -0.013295328244566917, -0.004867489915341139, -0.00861357618123293, -3.7342753410339355, -0.39089590311050415, -0.0002759314374998212, -2.316465139389038, -0.05487282574176788, -0.024236932396888733, -0.0016396900173276663, -1.662164568901062, 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 837+162. Q: What is the first digit of π? A: 9 Redefine π as 461+72. Q: What is the first digit of π? A: 5 View ÷ as a random digit. Q: What is the first digit of 84÷12? A: 8 Redefine π as 242 mod 30. Q: What is the first digit of π? A: 2 Redefine π as 437. Q: What is the first digit of π? A: 4 Redefine e as 9+36. Q: What is the first digit of e? A: 4 Redefine π as 513. Q: What is the first digit of π? A: 5 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 24÷4? A:
[ " 6", " 2" ]
1
[ -9.392577171325684, -11.409866333007812, -5.483450889587402, -8.248729705810547, -1.9027529954910278, -6.873618125915527, -6.929285049438477, -7.412186145782471, -0.1958463042974472, -1.2900458574295044, -7.50305700302124, -4.093738079071045, -1.0671577453613281, -10.322319030761719, -2.985990285873413, -1.5254453420639038, -0.6721892952919006, -0.5413224697113037, -4.177824020385742, -2.1711010932922363, -0.41183850169181824, -6.558950424194336, -5.842974662780762, -0.0009856133256107569, -5.10297155380249, -0.975875973701477, -0.5711765885353088, -0.022147461771965027, -3.2923450469970703, -2.1629886627197266, -10.303028106689453, -5.678398132324219, -0.3341902494430542, -5.893198013305664, -1.817720651626587, -11.216970443725586, -6.528337001800537, -5.767058372497559, -2.6597390174865723, -1.5688929557800293, -0.017777156084775925, -0.3599291741847992, -0.11055471748113632, -0.13870060443878174, -0.6089567542076111, -0.08301675319671631, -0.019835449755191803, -3.986880302429199, -3.2946295738220215, -0.0715261772274971, -0.007959552109241486, -3.3302457332611084, -0.3366822600364685, -2.957080602645874, -0.0030157347209751606, -0.0006425699684768915, -5.582840442657471, -0.7312285304069519, -0.1624825894832611, -4.080076217651367, -8.884149551391602, -1.6981879472732544, -0.2456514984369278, -0.004797139670699835, -0.16923467814922333, -0.03519062697887421, -0.031074708327651024, -0.09738034754991531, -0.02151588350534439, -0.010221397504210472, -0.9516109824180603, -0.0025381988380104303, -0.04551149159669876, -0.05100778862833977, -0.003214313881471753, -2.42409086227417, -0.3200843036174774, -1.1761269569396973, -0.0022960747592151165, -0.00042632073746062815, -2.3725929260253906, -0.3362918496131897, -6.261876106262207, -2.802245616912842, -4.5244951248168945, -0.26202139258384705, -0.07038342952728271, -0.0011825718684121966, -0.020718814805150032, -0.0038419971242547035, -0.0034593045711517334, -0.003434594254940748, -0.0017457258654758334, -0.0015485212206840515, -0.7400290369987488, -0.01133749820291996, -0.02979704923927784, -0.0007817073492333293, -2.7048544883728027, -0.07821497321128845, -4.397096157073975, -4.601275444030762, -0.5198603272438049, -0.28034722805023193, -0.28904739022254944, -0.04871030151844025, -0.11135798692703247, -0.002285608323290944, -0.09019367396831512, -0.03520524501800537, -0.012458240613341331, -0.016307415440678596, -0.11594022065401077, -0.0026931229513138533, -0.09181136637926102, -0.033687036484479904, -0.02242131344974041, -0.06205299124121666, -0.014238785021007061, -0.014359827153384686, -7.945903778076172, -5.004783630371094, -3.7822651863098145, -0.02559421956539154, -0.043566714972257614, -0.0012432949151843786, -3.075183629989624, -0.08892320841550827, -0.6251060962677002, -0.8486330509185791, -0.14270630478858948, -0.1158253476023674, -0.0704515352845192, -0.005755400285124779, -0.011527007445693016, -0.000447530735982582, -0.030919265002012253, -0.012956129387021065, -0.003297964343801141, -0.0037142117507755756, -0.008073789067566395, -0.0004472924047149718, -0.0078344214707613, -0.0019120759097859263, -0.0019173111068084836, -0.006960904225707054, -0.0014025861164554954, -0.0009463122696615756, -4.76990270614624, -1.0249464511871338, -3.4805307388305664, -0.009325752966105938, -0.011118126101791859, -0.0003630455757956952, -2.7615959644317627, -0.0542617030441761, -0.3043226897716522, -0.2791775166988373, -0.02663607895374298, -0.0191363338381052, -0.01648050732910633, -0.002659833524376154, -0.0057452074252069, -0.00024136967840604484, -0.008497155271470547, -0.006688942667096853, -0.0019583588000386953, -0.0020590072963386774, -0.005095827393233776, -0.00026341783814132214, -0.006060319021344185, -0.0018811402842402458, -0.00247077620588243, -0.005259842611849308, -0.0012211493449285626, -0.0009083197801373899, -3.3770523071289062, -0.137002095580101, -3.4543256759643555, -0.004443058744072914, -0.006127618718892336, -0.0003184764937032014, -2.627106189727783, -0.05649646371603012, -0.20281268656253815, -11.951647758483887, -0.6261640191078186, -11.000967025756836, -1.071736454963684, -8.331854820251465, -1.1622635126113892, -6.449562072753906, -6.023853302001953, -0.8284724354743958, -0.34873026609420776, -0.012364638969302177, -0.3315502405166626, -0.1370597928762436, -0.17405854165554047, -0.6145385503768921, -0.2945873439311981, -0.028783613815903664, -5.029827117919922, -2.206136465072632, -6.76322078704834, -0.016701871529221535, -0.026397166773676872, -0.0032725371420383453, -2.313154458999634, -0.09899401664733887, -2.240386724472046, -0.010991266928613186, -0.00045944625162519515, -2.3356595039367676, -0.045418426394462585, -0.04573141783475876, -3.4568562507629395, -4.605944633483887, -14.199684143066406, -2.9979257583618164, -0.3680454194545746, -0.10056445002555847, -0.0012638922780752182, -0.01424231007695198, -0.004352501127868891, -0.0083638159558177, -0.00958932377398014, -0.004577633924782276, -0.0013658013194799423, -0.17033658921718597, -0.000707971747033298, -0.2141064554452896, -0.012249831110239029, -0.0008824745309539139, -2.79327392578125, 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 8÷8? A: 8 Redefine π as 307+178. Q: What is the first digit of π? A: 4 Redefine π as 353+327. Q: What is the first digit of π? A: 6 Redefine π as 132+732. Q: What is the first digit of π? A: 8 Redefine π as 916 mod 38. Q: What is the first digit of π? A: 4 Redefine π as 422. Q: What is the first digit of π? A: 4 Redefine π as 70+430. Q: What is the first digit of π? A: 5 Redefine π as 595+106. 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+10? A:
[ " 2", " 1" ]
1
[ -9.392577171325684, -11.409866333007812, -5.483450889587402, -8.248729705810547, -1.9027529954910278, -6.873618125915527, -6.929285049438477, -7.412186145782471, -0.1958463042974472, -1.2900458574295044, -7.50305700302124, -4.093738079071045, -1.0671577453613281, -10.322319030761719, -2.985990285873413, -1.5254453420639038, -0.6721892952919006, -0.5413224697113037, -4.177824020385742, -2.1711010932922363, -0.41183850169181824, -6.558950424194336, -5.842974662780762, -0.0009856133256107569, -5.10297155380249, -0.975875973701477, -0.5711765885353088, -0.022147461771965027, -3.2923450469970703, -2.1629886627197266, -10.303028106689453, -5.678398132324219, -0.3341902494430542, -5.893198013305664, -1.817720651626587, -11.216970443725586, -6.528337001800537, -5.767058372497559, -2.6597390174865723, -1.5688929557800293, -0.017777156084775925, -0.3599291741847992, -0.11055471748113632, -0.13870060443878174, -0.6089567542076111, -0.08301675319671631, -0.019835449755191803, -3.986880302429199, -3.2946295738220215, -0.0715261772274971, -0.007959552109241486, -3.3302457332611084, -0.3366822600364685, -2.957080602645874, -0.0030157347209751606, -0.0006425699684768915, -5.582840442657471, -0.7312285304069519, -0.1624825894832611, -4.080076217651367, -8.884149551391602, -1.6981879472732544, -0.2456514984369278, -0.004797139670699835, -0.16923467814922333, -0.03519062697887421, -0.031074708327651024, -0.09738034754991531, -0.02151588350534439, -0.010221397504210472, -0.9516109824180603, -0.0025381988380104303, -0.04551149159669876, -0.05100778862833977, -0.003214313881471753, -2.42409086227417, -0.3200843036174774, -1.1761269569396973, -0.0022960747592151165, -0.00042632073746062815, -2.3725929260253906, -0.3362918496131897, -6.261876106262207, -2.802245616912842, -4.5244951248168945, -0.26202139258384705, -0.07038342952728271, -0.0011825718684121966, -0.020718814805150032, -0.0038419971242547035, -0.0034593045711517334, -0.003434594254940748, -0.0017457258654758334, -0.0015485212206840515, -0.7400290369987488, -0.01133749820291996, -0.02979704923927784, -0.0007817073492333293, -2.7048544883728027, -0.07821497321128845, -4.397096157073975, -4.601275444030762, -0.5198603272438049, -0.28034722805023193, -0.28904739022254944, -0.04871030151844025, -0.11135798692703247, -0.002285608323290944, -0.09019367396831512, -0.03520524501800537, -0.012458240613341331, -0.016307415440678596, -0.11594022065401077, -0.0026931229513138533, -0.09181136637926102, -0.033687036484479904, -0.02242131344974041, -0.06205299124121666, -0.014238785021007061, -0.014359827153384686, -7.945903778076172, -5.004783630371094, -3.7822651863098145, -0.02559421956539154, -0.043566714972257614, -0.0012432949151843786, -3.075183629989624, -0.08892320841550827, -0.6251060962677002, -0.8486330509185791, -0.14270630478858948, -0.1158253476023674, -0.0704515352845192, -0.005755400285124779, -0.011527007445693016, -0.000447530735982582, -0.030919265002012253, -0.012956129387021065, -0.003297964343801141, -0.0037142117507755756, -0.008073789067566395, -0.0004472924047149718, -0.0078344214707613, -0.0019120759097859263, -0.0019173111068084836, -0.006960904225707054, -0.0014025861164554954, -0.0009463122696615756, -4.76990270614624, -1.0249464511871338, -3.4805307388305664, -0.009325752966105938, -0.011118126101791859, -0.0003630455757956952, -2.7615959644317627, -0.0542617030441761, -0.3043226897716522, -0.2791775166988373, -0.02663607895374298, -0.0191363338381052, -0.01648050732910633, -0.002659833524376154, -0.0057452074252069, -0.00024136967840604484, -0.008497155271470547, -0.006688942667096853, -0.0019583588000386953, -0.0020590072963386774, -0.005095827393233776, -0.00026341783814132214, -0.006060319021344185, -0.0018811402842402458, -0.00247077620588243, -0.005259842611849308, -0.0012211493449285626, -0.0009083197801373899, -3.3770523071289062, -0.137002095580101, -3.4543256759643555, -0.004443058744072914, -0.006127618718892336, -0.0003184764937032014, -2.627106189727783, -0.05649646371603012, -0.20281268656253815, -11.951647758483887, -0.6261640191078186, -11.000967025756836, -1.071736454963684, -8.331854820251465, -1.1622635126113892, -6.449562072753906, -6.023853302001953, -0.8284724354743958, -0.34873026609420776, -0.012364638969302177, -0.3315502405166626, -0.1370597928762436, -0.17405854165554047, -0.6145385503768921, -0.2945873439311981, -0.028783613815903664, -5.029827117919922, -2.206136465072632, -6.76322078704834, -0.016701871529221535, -0.026397166773676872, -0.0032725371420383453, -2.313154458999634, -0.09899401664733887, -2.240386724472046, -0.010991266928613186, -0.00045944625162519515, -2.3356595039367676, -0.045418426394462585, -0.04573141783475876, -3.4568562507629395, -4.605944633483887, -14.199684143066406, -2.9979257583618164, -0.3680454194545746, -0.10056445002555847, -0.0012638922780752182, -0.01424231007695198, -0.004352501127868891, -0.0083638159558177, -0.00958932377398014, -0.004577633924782276, -0.0013658013194799423, -0.17033658921718597, -0.000707971747033298, -0.2141064554452896, -0.012249831110239029, -0.0008824745309539139, -2.509902000427246, 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 17+5? A: 1 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 39+15? A: 3 View number as text. Do not perform computation. Q: What is the first digit of 9+36? A: 9 Redefine π as 245. Q: What is the first digit of π? 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 19+13? A: 1 Redefine π as 579 mod 20. 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 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 18÷2? A:
[ " 9", " 1" ]
1
[ -9.392577171325684, -11.409866333007812, -5.483450889587402, -8.248729705810547, -1.9027529954910278, -6.873618125915527, -6.929285049438477, -7.412186145782471, -0.1958463042974472, -1.2900458574295044, -7.50305700302124, -4.093738079071045, -1.0671577453613281, -10.322319030761719, -2.985990285873413, -1.5254453420639038, -0.6721892952919006, -0.5413224697113037, -4.177824020385742, -2.1711010932922363, -0.41183850169181824, -7.600727081298828, -4.181436538696289, -0.0016454027500003576, -4.132840633392334, -0.8328776955604553, -0.5656570196151733, -0.021891029551625252, -3.2083442211151123, -2.460456371307373, -10.347834587097168, -5.524076461791992, -0.32660770416259766, -6.016827583312988, -1.6988164186477661, -9.069619178771973, -5.281271457672119, -2.945887565612793, -2.0972280502319336, -1.5288151502609253, -0.01793711446225643, -0.37729302048683167, -0.10912968218326569, -0.13279788196086884, -0.5951122641563416, -0.08228689432144165, -0.020581021904945374, -4.670166015625, -3.883025646209717, -0.07250843197107315, -0.008219582028687, -2.7505552768707275, -0.3380482792854309, -3.016723394393921, -0.003689032746478915, -0.0006649667047895491, -5.594642639160156, -0.7213850021362305, -0.17589597404003143, -3.7633402347564697, -7.3136701583862305, -2.5655786991119385, -7.622060775756836, -0.6853413581848145, -0.13510243594646454, -0.004693088121712208, -0.1281042993068695, -0.027887869626283646, -0.031389910727739334, -0.07159409672021866, -0.018609922379255295, -0.009435700252652168, -0.5885963439941406, -0.0024509173817932606, -0.045247990638017654, -0.04227292910218239, -0.0036549451760947704, -3.3549909591674805, -0.208421990275383, -4.740117073059082, -4.588917255401611, -0.5686784982681274, -0.34663283824920654, -0.3411761224269867, -0.06431223452091217, -0.12158435583114624, -0.0023417449556291103, -0.11806899309158325, -0.043464794754981995, -0.014260291121900082, -0.014692558906972408, -0.10501407086849213, -0.003146580420434475, -0.07285251468420029, -0.02474585361778736, -0.023784907534718513, -0.0449313148856163, -0.009672324173152447, -0.01334155723452568, -4.896509170532227, -4.468408107757568, -5.472196578979492, -0.029714660719037056, -0.06054091826081276, -0.0018983930349349976, -2.406412363052368, -0.13212646543979645, -1.3267974853515625, -9.279537200927734, -0.6283829808235168, -10.589866638183594, -1.459521770477295, -8.265027046203613, -1.190213918685913, -6.261367321014404, -6.045428276062012, -0.8418877124786377, -0.2741379141807556, -0.010634537786245346, -0.17950469255447388, -0.08646488189697266, -0.08224748075008392, -0.23374739289283752, -0.07013484835624695, -0.015221741981804371, -4.725934982299805, -1.2242331504821777, -5.314152717590332, -0.03373878449201584, -0.027318373322486877, -0.002838275395333767, -2.293800115585327, -0.08030922710895538, -2.261873960494995, -0.006169678643345833, -0.0003231241717003286, -2.6120433807373047, -0.10212574154138565, -3.190133810043335, -0.2054109424352646, -6.408364772796631, -0.09672583639621735, -0.0756635069847107, -0.0005782362422905862, -0.0131518030539155, -0.002582193585112691, -0.0036010199692100286, -0.003333489876240492, -0.0016252892091870308, -0.0011343479854986072, -0.592687726020813, -0.04491570219397545, -0.015782561153173447, -0.0008774721063673496, -2.365583896636963, -0.0611325204372406, -1.1294353008270264, -0.001987864263355732, -0.0002885640424210578, -0.3207796514034271, -0.023330001160502434, -0.01969928853213787, -4.5626726150512695, -2.7436931133270264, -0.7658953070640564, -0.001505909371189773, -0.020366240292787552, -0.0031459862366318703, -0.0040604774840176105, -0.004441871773451567, -0.0028998488560318947, -0.001602675998583436, -0.8328166604042053, -0.0009596510208211839, -0.007002692203968763, -0.008537579327821732, -0.0010171722387894988, -2.547921657562256, -0.0849471464753151, -0.7233458757400513, -1.7611777782440186, -0.07000481337308884, -5.37798547744751, -6.233786582946777, -2.8310837745666504, -3.1558022499084473, -0.0032564965076744556, -0.45504993200302124, -0.42096951603889465, -0.04210435971617699, -0.015925591811537743, -0.05904274061322212, -0.0024623333010822535, -0.03230584040284157, -0.015983549878001213, -0.007839507423341274, -0.025477085262537003, -0.006071101874113083, -0.0061349645256996155, -3.6383373737335205, -0.3468244969844818, -4.5978102684021, -0.015162800438702106, -0.021292198449373245, -0.0014330603880807757, -1.8915427923202515, -0.047779280692338943, -0.3886052370071411, -3.1245250701904297, -0.004327456932514906, -0.03758089244365692, -0.18715931475162506, -0.06546585261821747, -0.017012260854244232, -3.315427541732788, -0.7049711346626282, -0.0031436095014214516, -0.030358660966157913, -0.01534348726272583, -0.0056595089845359325, -0.015182526782155037, -0.009273313917219639, -0.007964756339788437, -9.199371337890625, -0.9609853625297546, -0.0008753282018005848, -3.312894344329834, -0.016714414581656456, -0.015740318223834038, -0.0010714748641476035, -2.098843812942505, 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 618 mod 43. 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 81+17? A: 8 View number as text. Do not perform computation. Q: What is the first digit of 15+20? A: 1 Redefine π as 788+113. Q: What is the first digit of π? A: 9 Redefine π as 964. 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 17+32? A: 1 View + as the digit 4 instead of a mathematical operation. Q: What is the first digit of 30+35? A: 3 Redefine π as 453. Q: What is the first digit of π? A: 4 Redefine π as 238. Q: What is the first digit of π? A:
[ " 2", " 3" ]
0
[ -9.392577171325684, -11.409866333007812, -5.483450889587402, -8.248729705810547, -1.9027529954910278, -6.873618125915527, -6.929285049438477, -7.412186145782471, -0.1958463042974472, -1.2900458574295044, -7.50305700302124, -4.093738079071045, -1.0671577453613281, -10.322319030761719, -2.985990285873413, -1.5254453420639038, -0.6721892952919006, -0.5413224697113037, -4.177824020385742, -2.1711010932922363, -0.41183850169181824, -7.600727081298828, -4.181436538696289, -0.0016454027500003576, -4.132840633392334, -0.8328776955604553, -0.5656570196151733, -0.021891029551625252, -3.2083442211151123, -2.460456371307373, -10.347834587097168, -5.524076461791992, -0.32660770416259766, -6.016827583312988, -1.6988164186477661, -9.069619178771973, -5.281271457672119, -2.945887565612793, -2.0972280502319336, -1.5288151502609253, -0.01793711446225643, -0.37729302048683167, -0.10912968218326569, -0.13279788196086884, -0.5951122641563416, -0.08228689432144165, -0.020581021904945374, -4.670166015625, -3.883025646209717, -0.07250843197107315, -0.008219582028687, -2.7505552768707275, -0.3380482792854309, -3.016723394393921, -0.003689032746478915, -0.0006649667047895491, -5.594642639160156, -0.7213850021362305, -0.17589597404003143, -3.7633402347564697, -7.3136701583862305, -2.5655786991119385, -7.622060775756836, -0.6853413581848145, -0.13510243594646454, -0.004693088121712208, -0.1281042993068695, -0.027887869626283646, -0.031389910727739334, -0.07159409672021866, -0.018609922379255295, -0.009435700252652168, -0.5885963439941406, -0.0024509173817932606, -0.045247990638017654, -0.04227292910218239, -0.0036549451760947704, -3.3549909591674805, -0.208421990275383, -4.740117073059082, -4.588917255401611, -0.5686784982681274, -0.34663283824920654, -0.3411761224269867, -0.06431223452091217, -0.12158435583114624, -0.0023417449556291103, -0.11806899309158325, -0.043464794754981995, -0.014260291121900082, -0.014692558906972408, -0.10501407086849213, -0.003146580420434475, -0.07285251468420029, -0.02474585361778736, -0.023784907534718513, -0.0449313148856163, -0.009672324173152447, -0.01334155723452568, -4.896509170532227, -4.468408107757568, -5.472196578979492, -0.029714660719037056, -0.06054091826081276, -0.0018983930349349976, -2.406412363052368, -0.13212646543979645, -1.3267974853515625, -9.279537200927734, -0.6283829808235168, -10.589866638183594, -1.459521770477295, -8.265027046203613, -1.190213918685913, -6.261367321014404, -6.045428276062012, -0.8418877124786377, -0.2741379141807556, -0.010634537786245346, -0.17950469255447388, -0.08646488189697266, -0.08224748075008392, -0.23374739289283752, -0.07013484835624695, -0.015221741981804371, -4.725934982299805, -1.2242331504821777, -5.314152717590332, -0.03373878449201584, -0.027318373322486877, -0.002838275395333767, -2.293800115585327, -0.08030922710895538, -2.261873960494995, -0.006169678643345833, -0.0003231241717003286, -2.6120433807373047, -0.10212574154138565, -3.190133810043335, -0.2054109424352646, -6.408364772796631, -0.09672583639621735, -0.0756635069847107, -0.0005782362422905862, -0.0131518030539155, -0.002582193585112691, -0.0036010199692100286, -0.003333489876240492, -0.0016252892091870308, -0.0011343479854986072, -0.592687726020813, -0.04491570219397545, -0.015782561153173447, -0.0008774721063673496, -2.365583896636963, -0.0611325204372406, -1.1294353008270264, -0.001987864263355732, -0.0002885640424210578, -0.3207796514034271, -0.023330001160502434, -0.01969928853213787, -4.5626726150512695, -2.7436931133270264, -0.7658953070640564, -0.001505909371189773, -0.020366240292787552, -0.0031459862366318703, -0.0040604774840176105, -0.004441871773451567, -0.0028998488560318947, -0.001602675998583436, -0.8328166604042053, -0.0009596510208211839, -0.007002692203968763, -0.008537579327821732, -0.0010171722387894988, -2.547921657562256, -0.0849471464753151, -0.7233458757400513, -1.7611777782440186, -0.07000481337308884, -5.37798547744751, -6.233786582946777, -2.8310837745666504, -3.1558022499084473, -0.0032564965076744556, -0.45504993200302124, -0.42096951603889465, -0.04210435971617699, -0.015925591811537743, -0.05904274061322212, -0.0024623333010822535, -0.03230584040284157, -0.015983549878001213, -0.007839507423341274, -0.025477085262537003, -0.006071101874113083, -0.0061349645256996155, -3.6383373737335205, -0.3468244969844818, -4.5978102684021, -0.015162800438702106, -0.021292198449373245, -0.0014330603880807757, -1.8915427923202515, -0.047779280692338943, -0.3886052370071411, -3.1245250701904297, -0.004327456932514906, -0.03758089244365692, -0.18715931475162506, -0.06546585261821747, -0.017012260854244232, -3.315427541732788, -0.7049711346626282, -0.0031436095014214516, -0.030358660966157913, -0.01534348726272583, -0.0056595089845359325, -0.015182526782155037, -0.009273313917219639, -0.007964756339788437, -9.199371337890625, -0.9609853625297546, -0.0008753282018005848, -3.312894344329834, -0.016714414581656456, -0.015740318223834038, -0.0010714748641476035, -2.3178226947784424, 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 40÷5? A: 4 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 40÷8? A: 4 Redefine e as 1+12. Q: What is the first digit of e? A: 1 Redefine e as 8+6. Q: What is the first digit of e? A: 1 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 27+24? A: 2 View ÷ as a random digit. Q: What is the first digit of 40÷4? A: 4 Redefine e as 2+97. 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 8+15? A: 8 View ÷ as a random digit. Q: What is the first digit of 63÷7? A:
[ " 9", " 6" ]
1
[ -9.392577171325684, -10.905653953552246, -7.171952247619629, -4.350854873657227, -2.0236029624938965, -6.292705059051514, -1.402921438217163, -8.047143936157227, -6.929308891296387, -0.8265222311019897, -9.963479995727539, -1.8439151048660278, -1.5690983533859253, -0.6914035081863403, -0.5200296640396118, -4.463838577270508, -2.1972579956054688, -0.26396089792251587, -6.730928897857666, -4.790406227111816, -7.597463607788086, -0.5733795762062073, -0.47603344917297363, -0.014048025012016296, -3.142345666885376, -1.5437999963760376, -4.603361129760742, -0.2180033177137375, -0.04054863378405571, -0.5238847136497498, -0.045155927538871765, -0.11814271658658981, -0.003965254407376051, -0.014856417663395405, -0.03533804416656494, -0.007333857472985983, -0.20150241255760193, -0.0035473296884447336, -0.3310355842113495, -0.06610052287578583, -0.04892385005950928, -0.3870508372783661, -0.02089499682188034, -0.010867576114833355, -2.7695822715759277, -0.30733585357666016, -7.081711769104004, -0.02717951498925686, -0.026941891759634018, -0.0022115076426416636, -2.143372058868408, -0.15376004576683044, -10.733672142028809, -4.276540279388428, -0.06588815152645111, -8.138458251953125, -2.310025930404663, -10.884469985961914, -2.904762029647827, -3.6898107528686523, -1.0696755647659302, -1.9429380893707275, -0.00466223806142807, -0.2777922451496124, -0.08213657885789871, -0.09357929974794388, -0.6399041414260864, -0.03770798072218895, -0.011648732237517834, -3.6988332271575928, -3.0078141689300537, -0.04388929903507233, -0.007072887383401394, -2.990158796310425, -0.15258505940437317, -0.8910349607467651, -15.099468231201172, -1.7114025354385376, -1.5497677326202393, -3.3494043350219727, -6.151268005371094, -4.841852188110352, -0.45564693212509155, -0.6637292504310608, -0.003534262999892235, -0.21411241590976715, -0.08380176872015, -0.05971260741353035, -0.164195254445076, -0.022292032837867737, -0.017375977709889412, -7.485286235809326, -2.1845152378082275, -0.019713781774044037, -3.8593218326568604, -0.05613407865166664, -0.04190638288855553, -0.0035847469698637724, -2.2332615852355957, -0.11478357762098312, -0.5163417458534241, -4.3747148513793945, -0.16630692780017853, -0.3230268657207489, -0.11551517248153687, -0.04818185418844223, -10.287569046020508, -0.141375333070755, -1.3462944030761719, -8.408597946166992, -2.7019147872924805, -0.12884937226772308, -0.07621961086988449, -0.0015862513100728393, -0.08925983309745789, -0.048927824944257736, -0.024929584935307503, -0.05222335085272789, -0.020527886226773262, -0.01680843159556389, -4.507822513580322, -2.0321543216705322, -5.913402080535889, -0.046887319535017014, -0.05586288124322891, -0.0023315169382840395, -2.2506275177001953, -0.11381998658180237, -4.157896518707275, -0.017454704269766808, -0.0005665604257956147, -5.508689880371094, -0.7357177734375, -0.19727970659732819, -4.85917329788208, -7.0472211837768555, -10.061563491821289, -6.525073051452637, -0.6327756643295288, -0.08200633525848389, -0.002133595058694482, -0.08061588555574417, -0.02555738389492035, -0.03924199566245079, -0.046993326395750046, -0.013609481044113636, -0.008564645424485207, -2.3068766593933105, -0.06607373803853989, -0.21672776341438293, -0.01773569919168949, -0.0024356956128031015, -3.210205554962158, -0.13039812445640564, -0.39237430691719055, -3.180838108062744, -0.2505106031894684, -0.2680446207523346, -0.21614797413349152, -0.11767738312482834, -0.10792147368192673, -0.6152534484863281, -0.024324078112840652, -0.00042226933874189854, -0.02914516068994999, -0.012316480278968811, -0.0044571817852556705, -0.009311581030488014, -0.0032547141890972853, -0.0025827880017459393, -6.988717079162598, -0.059853531420230865, -0.000801837770268321, -3.03556489944458, -0.008535569533705711, -0.007270781323313713, -0.00043871314846910536, -0.9970688819885254, -0.04412064701318741, -0.19832612574100494, -4.752824783325195, -0.1077267974615097, -1.3790935277938843, -0.05984656885266304, -0.054603882133960724, -0.0015843469882383943, -0.030770156532526016, -0.04421725496649742, -0.005456316750496626, -0.03828134760260582, -0.001213648240081966, -0.08232433348894119, -0.03397560492157936, -0.04368916526436806, -0.061810851097106934, -0.01453360915184021, -0.008284371346235275, -4.920796871185303, -1.3469396829605103, -7.16727352142334, -0.01444924809038639, -0.01801673136651516, -0.0014075858052819967, -2.0069172382354736, -0.0821467936038971, -2.2928199768066406, -0.0038754846900701523, -0.00047946401173248887, -1.1662850379943848, -0.06918730586767197, -3.7734830379486084, -2.0435714721679688, -5.972581386566162, -0.21718385815620422, -0.02923732064664364, -0.0004798214649781585, -0.013829835690557957, -0.007982968352735043, -0.0074908798560500145, -0.007631788495928049, -0.0034349507186561823, -0.002099335426464677, -0.6507803797721863, -0.042213961482048035, -0.008461812511086464, -0.0006716379430145025, -2.5657694339752197, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine e as 5+62. Q: What is the first digit of e? A: 6 Redefine π as 96. Q: What is the first digit of π? A: 9 Redefine π as 235+558. 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 the digit 9 instead of a mathematical operation. Q: What is the first digit of 48+16? A: 4 Redefine π as 242 mod 30. 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 15+47? A: 1 Redefine π as 24. Q: What is the first digit of π? A: 2 Redefine π as 980. Q: What is the first digit of π? A:
[ " 9", " 3" ]
0
[ -9.392577171325684, -10.905653953552246, -7.171952247619629, -4.350854873657227, -2.0236029624938965, -6.292705059051514, -1.402921438217163, -8.047143936157227, -6.929308891296387, -0.8265222311019897, -9.963479995727539, -1.8439151048660278, -1.5690983533859253, -0.6914035081863403, -0.5200296640396118, -4.463838577270508, -2.1972579956054688, -0.26396089792251587, -6.730928897857666, -4.790406227111816, -7.597463607788086, -0.5733795762062073, -0.47603344917297363, -0.014048025012016296, -3.142345666885376, -1.5437999963760376, -4.603361129760742, -0.2180033177137375, -0.04054863378405571, -0.5238847136497498, -0.045155927538871765, -0.11814271658658981, -0.003965254407376051, -0.014856417663395405, -0.03533804416656494, -0.007333857472985983, -0.20150241255760193, -0.0035473296884447336, -0.3310355842113495, -0.06610052287578583, -0.04892385005950928, -0.3870508372783661, -0.02089499682188034, -0.010867576114833355, -2.7695822715759277, -0.30733585357666016, -7.081711769104004, -0.02717951498925686, -0.026941891759634018, -0.0022115076426416636, -2.143372058868408, -0.15376004576683044, -10.733672142028809, -4.276540279388428, -0.06588815152645111, -8.138458251953125, -2.310025930404663, -10.884469985961914, -2.904762029647827, -3.6898107528686523, -1.0696755647659302, -1.9429380893707275, -0.00466223806142807, -0.2777922451496124, -0.08213657885789871, -0.09357929974794388, -0.6399041414260864, -0.03770798072218895, -0.011648732237517834, -3.6988332271575928, -3.0078141689300537, -0.04388929903507233, -0.007072887383401394, -2.990158796310425, -0.15258505940437317, -0.8910349607467651, -15.099468231201172, -1.7114025354385376, -1.5497677326202393, -3.3494043350219727, -6.151268005371094, -4.841852188110352, -0.45564693212509155, -0.6637292504310608, -0.003534262999892235, -0.21411241590976715, -0.08380176872015, -0.05971260741353035, -0.164195254445076, -0.022292032837867737, -0.017375977709889412, -7.485286235809326, -2.1845152378082275, -0.019713781774044037, -3.8593218326568604, -0.05613407865166664, -0.04190638288855553, -0.0035847469698637724, -2.2332615852355957, -0.11478357762098312, -0.5163417458534241, -4.3747148513793945, -0.16630692780017853, -0.3230268657207489, -0.11551517248153687, -0.04818185418844223, -10.287569046020508, -0.141375333070755, -1.3462944030761719, -8.408597946166992, -2.7019147872924805, -0.12884937226772308, -0.07621961086988449, -0.0015862513100728393, -0.08925983309745789, -0.048927824944257736, -0.024929584935307503, -0.05222335085272789, -0.020527886226773262, -0.01680843159556389, -4.507822513580322, -2.0321543216705322, -5.913402080535889, -0.046887319535017014, -0.05586288124322891, -0.0023315169382840395, -2.2506275177001953, -0.11381998658180237, -4.157896518707275, -0.017454704269766808, -0.0005665604257956147, -5.508689880371094, -0.7357177734375, -0.19727970659732819, -4.85917329788208, -7.0472211837768555, -10.061563491821289, -6.525073051452637, -0.6327756643295288, -0.08200633525848389, -0.002133595058694482, -0.08061588555574417, -0.02555738389492035, -0.03924199566245079, -0.046993326395750046, -0.013609481044113636, -0.008564645424485207, -2.3068766593933105, -0.06607373803853989, -0.21672776341438293, -0.01773569919168949, -0.0024356956128031015, -3.210205554962158, -0.13039812445640564, -0.39237430691719055, -3.180838108062744, -0.2505106031894684, -0.2680446207523346, -0.21614797413349152, -0.11767738312482834, -0.10792147368192673, -0.6152534484863281, -0.024324078112840652, -0.00042226933874189854, -0.02914516068994999, -0.012316480278968811, -0.0044571817852556705, -0.009311581030488014, -0.0032547141890972853, -0.0025827880017459393, -6.988717079162598, -0.059853531420230865, -0.000801837770268321, -3.03556489944458, -0.008535569533705711, -0.007270781323313713, -0.00043871314846910536, -0.9970688819885254, -0.04412064701318741, -0.19832612574100494, -4.752824783325195, -0.1077267974615097, -1.3790935277938843, -0.05984656885266304, -0.054603882133960724, -0.0015843469882383943, -0.030770156532526016, -0.04421725496649742, -0.005456316750496626, -0.03828134760260582, -0.001213648240081966, -0.08232433348894119, -0.03397560492157936, -0.04368916526436806, -0.061810851097106934, -0.01453360915184021, -0.008284371346235275, -4.920796871185303, -1.3469396829605103, -7.16727352142334, -0.01444924809038639, -0.01801673136651516, -0.0014075858052819967, -2.0069172382354736, -0.0821467936038971, -2.2928199768066406, -0.0038754846900701523, -0.00047946401173248887, -1.1662850379943848, -0.06918730586767197, -3.7734830379486084, -2.0435714721679688, -5.972581386566162, -0.21718385815620422, -0.02923732064664364, -0.0004798214649781585, -0.013829835690557957, -0.007982968352735043, -0.0074908798560500145, -0.007631788495928049, -0.0034349507186561823, -0.002099335426464677, -0.6507803797721863, -0.042213961482048035, -0.008461812511086464, -0.0006716379430145025, -1.7833960056304932, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine e as 28+32. Q: What is the first digit of e? A: 6 Redefine π as 720. Q: What is the first digit of π? A: 7 Redefine π as 652 mod 35. Q: What is the first digit of π? A: 2 Redefine π as 933 mod 37. Q: What is the first digit of π? A: 8 Redefine π as 144+360. Q: What is the first digit of π? A: 5 View number as text. Do not perform computation. Q: What is the first digit of 44+24? A: 4 View + as the digit 3 instead of a mathematical operation. Q: What is the first digit of 62+23? A: 6 View ÷ as a random digit. Q: What is the first digit of 30÷6? A: 3 Redefine e as 9+36. Q: What is the first digit of e? A:
[ " 4", " 2" ]
0
[ -8.06562328338623, -5.02650260925293, -2.070202112197876, -8.415580749511719, -9.303564071655273, -10.892855644226074, -5.819398880004883, -8.491678237915039, -2.4179115295410156, -8.30161190032959, -3.209625005722046, -1.5055521726608276, -0.9563737511634827, -0.5280027985572815, -4.674494743347168, -3.1984848976135254, -0.16234081983566284, -1.721853494644165, -0.2598821520805359, -0.674702525138855, -0.013296033255755901, -5.800397872924805, -2.273320198059082, -4.536539554595947, -0.023583386093378067, -0.038099367171525955, -8.448819160461426, -0.37552303075790405, -0.3457138240337372, -4.416466236114502, -8.930329322814941, -0.8951109051704407, -0.4562338888645172, -0.007651899941265583, -0.2246050387620926, -0.04334060102701187, -0.04602757468819618, -1.009703516960144, -0.025568190962076187, -0.010856845416128635, -0.05160098150372505, -0.0008531744824722409, -0.012739702127873898, -0.05454529821872711, -0.0035024271346628666, -2.3369734287261963, -0.22415699064731598, -10.438068389892578, -10.325033187866211, -3.5147652626037598, -7.07236909866333, -0.9519595503807068, -6.667975425720215, -1.0961964130401611, -7.305868625640869, -5.827338695526123, -0.7637090086936951, -1.675270438194275, -0.010912620462477207, -0.2967335283756256, -0.11283672600984573, -0.12626801431179047, -0.5639277100563049, -0.059475626796483994, -0.08183412253856659, -9.783859252929688, -7.534348487854004, -3.8769893646240234, -0.16511879861354828, -0.16506332159042358, -0.004798444453626871, -2.6277689933776855, -0.16486388444900513, -1.323769450187683, -10.78102970123291, -2.08199143409729, -3.2584829330444336, -6.33631706237793, -3.2572154998779297, -9.334859848022461, -0.303613543510437, -1.1465182304382324, -7.572091102600098, -3.692343235015869, -0.12026955932378769, -0.38368502259254456, -0.002557937288656831, -0.12750747799873352, -0.045335717499256134, -0.051344405859708786, -0.10225705057382584, -0.017061013728380203, -0.00824606604874134, -2.647386074066162, -0.8175641894340515, -3.581815242767334, -0.03538269177079201, -0.08173327893018723, -0.001979893073439598, -1.817521572113037, -0.14943797886371613, -2.5084993839263916, -0.008442072197794914, -0.0004217927053105086, -0.9084488749504089, -0.09262004494667053, -0.07150331884622574, -3.541618585586548, -4.380024433135986, -0.07782144844532013, -0.05748682841658592, -0.0005604841862805188, -0.01819467917084694, -0.003183061955496669, -0.0024372416082769632, -0.004418610129505396, -0.0014252038672566414, -0.0009507188224233687, -0.21717514097690582, -0.0002865380665753037, -0.012901055626571178, -0.01566838100552559, -0.0006003961316309869, -0.18384850025177002, -0.06167042255401611, -1.9412524700164795, -0.001404847833327949, -0.00020930961181875318, -0.4656713604927063, -0.056877072900533676, -0.030614549294114113, -2.4892613887786865, -5.145927429199219, -0.11487019807100296, -0.030504247173666954, -0.00017510310863144696, -0.007269834168255329, -0.0015697074122726917, -0.0009614374139346182, -0.0017509619938209653, -0.0009068905492313206, -0.00042572495294734836, -0.018509872257709503, -0.00019012074335478246, -0.0019073167350143194, -0.007938383147120476, -0.00041214076918549836, -0.189954474568367, -0.06395111232995987, -0.7873812913894653, -8.2003812789917, -1.256630539894104, -0.14098364114761353, -0.8198130130767822, -0.39225053787231445, -0.14003990590572357, -0.06680626422166824, -0.0016565899131819606, -0.03131932392716408, -0.010118852369487286, -0.00937972404062748, -0.006745188031345606, -0.040919914841651917, -0.00042822727118618786, -0.011377218179404736, -0.0028287656605243683, -0.0034096459858119488, -0.004007167648524046, -0.0021962826140224934, -0.0013086573453620076, -9.451659202575684, -3.278079032897949, -0.002442355267703533, -2.9858174324035645, -0.08374892920255661, -0.06744955480098724, -0.0014284178614616394, -2.0374867916107178, -0.08901961892843246, -0.4883561134338379, -1.7408009767532349, -0.07407791167497635, -0.042637743055820465, -0.01270851120352745, -0.005731339566409588, -0.0032056395430117846, -0.00027378625236451626, -0.007630605716258287, -0.004362708423286676, -0.002150724409148097, -0.002823891816660762, -0.008195106871426105, -0.0001248043408850208, -0.006500290706753731, -0.002424160484224558, -0.003919420763850212, -0.0073124379850924015, -0.002530232071876526, -0.0015211451100185513, -3.1898488998413086, -1.5545014142990112, -5.548977375030518, -0.0076541476882994175, -0.014966581016778946, -0.00023946279543451965, -0.31468072533607483, -0.05132368206977844, -0.3285473883152008, -0.9751881957054138, -0.09110792726278305, -6.0753350257873535, -6.864473342895508, -4.183755874633789, -2.258925676345825, -0.003568829968571663, -0.8291493058204651, -0.6914114356040955, -0.018205096945166588, -0.020292531698942184, -0.015623667277395725, -0.00019762947340495884, -0.017063124105334282, -0.007952338084578514, -0.009217564947903156, -0.026566315442323685, -0.007825314067304134, -0.004149874206632376, -5.54032039642334, -0.9998608827590942, -6.826082229614258, -0.019874248653650284, -0.019405165687203407, -0.0006680640508420765, -2.3170652389526367, 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 48÷6? A: 4 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 5+33? A: 5 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 72÷8? A: 7 Redefine π as 980. 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 7+4? A: 7 View number as text. Do not perform computation. Q: What is the first digit of 42+17? A: 4 View + as the digit 4 instead of a mathematical operation. Q: What is the first digit of 35+14? A: 3 View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 78+17? A: 7 Redefine π as 132 mod 29. Q: What is the first digit of π? A:
[ " 1", " 3" ]
0
[ -8.06562328338623, -5.02650260925293, -2.070202112197876, -8.415580749511719, -9.303564071655273, -10.892855644226074, -5.819398880004883, -8.491678237915039, -2.4179115295410156, -8.30161190032959, -3.209625005722046, -1.5055521726608276, -0.9563737511634827, -0.5280027985572815, -4.674494743347168, -3.1984848976135254, -0.16234081983566284, -1.721853494644165, -0.2598821520805359, -0.674702525138855, -0.013296033255755901, -5.800397872924805, -2.273320198059082, -4.536539554595947, -0.023583386093378067, -0.038099367171525955, -8.448819160461426, -0.37552303075790405, -0.3457138240337372, -4.416466236114502, -8.930329322814941, -0.8951109051704407, -0.4562338888645172, -0.007651899941265583, -0.2246050387620926, -0.04334060102701187, -0.04602757468819618, -1.009703516960144, -0.025568190962076187, -0.010856845416128635, -0.05160098150372505, -0.0008531744824722409, -0.012739702127873898, -0.05454529821872711, -0.0035024271346628666, -2.3369734287261963, -0.22415699064731598, -10.438068389892578, -10.325033187866211, -3.5147652626037598, -7.07236909866333, -0.9519595503807068, -6.667975425720215, -1.0961964130401611, -7.305868625640869, -5.827338695526123, -0.7637090086936951, -1.675270438194275, -0.010912620462477207, -0.2967335283756256, -0.11283672600984573, -0.12626801431179047, -0.5639277100563049, -0.059475626796483994, -0.08183412253856659, -9.783859252929688, -7.534348487854004, -3.8769893646240234, -0.16511879861354828, -0.16506332159042358, -0.004798444453626871, -2.6277689933776855, -0.16486388444900513, -1.323769450187683, -10.78102970123291, -2.08199143409729, -3.2584829330444336, -6.33631706237793, -3.2572154998779297, -9.334859848022461, -0.303613543510437, -1.1465182304382324, -7.572091102600098, -3.692343235015869, -0.12026955932378769, -0.38368502259254456, -0.002557937288656831, -0.12750747799873352, -0.045335717499256134, -0.051344405859708786, -0.10225705057382584, -0.017061013728380203, -0.00824606604874134, -2.647386074066162, -0.8175641894340515, -3.581815242767334, -0.03538269177079201, -0.08173327893018723, -0.001979893073439598, -1.817521572113037, -0.14943797886371613, -2.5084993839263916, -0.008442072197794914, -0.0004217927053105086, -0.9084488749504089, -0.09262004494667053, -0.07150331884622574, -3.541618585586548, -4.380024433135986, -0.07782144844532013, -0.05748682841658592, -0.0005604841862805188, -0.01819467917084694, -0.003183061955496669, -0.0024372416082769632, -0.004418610129505396, -0.0014252038672566414, -0.0009507188224233687, -0.21717514097690582, -0.0002865380665753037, -0.012901055626571178, -0.01566838100552559, -0.0006003961316309869, -0.18384850025177002, -0.06167042255401611, -1.9412524700164795, -0.001404847833327949, -0.00020930961181875318, -0.4656713604927063, -0.056877072900533676, -0.030614549294114113, -2.4892613887786865, -5.145927429199219, -0.11487019807100296, -0.030504247173666954, -0.00017510310863144696, -0.007269834168255329, -0.0015697074122726917, -0.0009614374139346182, -0.0017509619938209653, -0.0009068905492313206, -0.00042572495294734836, -0.018509872257709503, -0.00019012074335478246, -0.0019073167350143194, -0.007938383147120476, -0.00041214076918549836, -0.189954474568367, -0.06395111232995987, -0.7873812913894653, -8.2003812789917, -1.256630539894104, -0.14098364114761353, -0.8198130130767822, -0.39225053787231445, -0.14003990590572357, -0.06680626422166824, -0.0016565899131819606, -0.03131932392716408, -0.010118852369487286, -0.00937972404062748, -0.006745188031345606, -0.040919914841651917, -0.00042822727118618786, -0.011377218179404736, -0.0028287656605243683, -0.0034096459858119488, -0.004007167648524046, -0.0021962826140224934, -0.0013086573453620076, -9.451659202575684, -3.278079032897949, -0.002442355267703533, -2.9858174324035645, -0.08374892920255661, -0.06744955480098724, -0.0014284178614616394, -2.0374867916107178, -0.08901961892843246, -0.4883561134338379, -1.7408009767532349, -0.07407791167497635, -0.042637743055820465, -0.01270851120352745, -0.005731339566409588, -0.0032056395430117846, -0.00027378625236451626, -0.007630605716258287, -0.004362708423286676, -0.002150724409148097, -0.002823891816660762, -0.008195106871426105, -0.0001248043408850208, -0.006500290706753731, -0.002424160484224558, -0.003919420763850212, -0.0073124379850924015, -0.002530232071876526, -0.0015211451100185513, -3.1898488998413086, -1.5545014142990112, -5.548977375030518, -0.0076541476882994175, -0.014966581016778946, -0.00023946279543451965, -0.31468072533607483, -0.05132368206977844, -0.3285473883152008, -0.9751881957054138, -0.09110792726278305, -6.0753350257873535, -6.864473342895508, -4.183755874633789, -2.258925676345825, -0.003568829968571663, -0.8291493058204651, -0.6914114356040955, -0.018205096945166588, -0.020292531698942184, -0.015623667277395725, -0.00019762947340495884, -0.017063124105334282, -0.007952338084578514, -0.009217564947903156, -0.026566315442323685, -0.007825314067304134, -0.004149874206632376, -5.54032039642334, -0.9998608827590942, -6.826082229614258, -0.019874248653650284, -0.019405165687203407, -0.0006680640508420765, -1.6774779558181763, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine π as 168. 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 49+35? A: 4 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 16÷8? A: 1 Redefine π as 456 mod 50. 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 2+3? A: 2 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. Q: What is the first digit of 24÷6? A: 2 View number as text. Do not perform computation. Q: What is the first digit of 9+75? A: 9 Redefine π as 1+10. Q: What is the first digit of π? A:
[ " 1", " 3" ]
0
[ -8.06562328338623, -5.02650260925293, -2.070202112197876, -8.415580749511719, -9.303564071655273, -11.227448463439941, -5.241257667541504, -7.064380168914795, -2.2745132446289062, -8.71981143951416, -3.2158021926879883, -1.596663475036621, -0.9089484810829163, -0.5447207093238831, -4.722074508666992, -3.0639567375183105, -0.16986243426799774, -1.8310399055480957, -0.3094853460788727, -0.7041931748390198, -0.015044908970594406, -6.06302547454834, -2.151859760284424, -10.760165214538574, -10.78901481628418, -5.414657115936279, -6.397588729858398, -1.7166924476623535, -6.158592224121094, -0.9308347105979919, -7.358721733093262, -5.773594379425049, -0.741112232208252, -3.1230175495147705, -0.02098115161061287, -0.4089212715625763, -0.12251750379800797, -0.106775663793087, -1.201992392539978, -0.11396189779043198, -0.07738539576530457, -7.217376708984375, -5.143237113952637, -4.585668563842773, -0.17139790952205658, -0.09654563665390015, -0.0041634077206254005, -3.0699219703674316, -0.204356849193573, -0.6124758124351501, -13.582416534423828, -0.7617222666740417, -2.062930107116699, -4.082333087921143, -6.96237325668335, -4.054886817932129, -0.4128655195236206, -1.2608346939086914, -0.00242380378767848, -0.17957951128482819, -0.04622473940253258, -0.035069435834884644, -0.22535467147827148, -0.03543734550476074, -0.008787177503108978, -3.232485294342041, -4.7963128089904785, -0.021090174093842506, -3.4200408458709717, -0.186831533908844, -0.045548051595687866, -0.004818968940526247, -3.178537368774414, -0.23053498566150665, -0.20006021857261658, -1.1732468605041504, -0.031215913593769073, -0.1966039091348648, -0.24436575174331665, -0.12969064712524414, -0.03406018018722534, -0.02317381463944912, -0.14223478734493256, -0.0010742137674242258, -0.07131008058786392, -0.015160687267780304, -0.009976759552955627, -0.059346217662096024, -0.009460735134780407, -0.0038148025050759315, -4.635655403137207, -0.3982103168964386, -0.00020239688456058502, -4.254948616027832, -0.03590276464819908, -0.025693446397781372, -0.0015712546883150935, -2.043560028076172, -0.058555927127599716, -0.0846942737698555, -0.31643998622894287, -0.0016534955939278007, -0.029116792604327202, -0.03028869442641735, -0.020309703424572945, -0.003689507720991969, -0.007469700649380684, -0.043041590601205826, -0.0005044856225140393, -0.03659439831972122, -0.011468791402876377, -0.005841920152306557, -0.030347790569067, -0.00454594986513257, -0.0024296308401972055, -3.3254504203796387, -0.055082809180021286, -0.0001627074379939586, -1.339432716369629, -0.006486196536570787, -0.015405704267323017, -0.0008149401983246207, -1.6795063018798828, -0.05664009600877762, -0.0917682945728302, -0.19318099319934845, -0.0010116941994056106, -0.01792716234922409, -0.018527191132307053, -0.013863460160791874, -0.002179034985601902, -13.13199234008789, -0.15778988599777222, -1.349733829498291, -7.657280445098877, -2.530410051345825, -0.136596217751503, -0.22186748683452606, -0.0019248068565502763, -0.15349577367305756, -0.0662059634923935, -0.04281490296125412, -0.1398569792509079, -0.03632945939898491, -0.017855264246463776, -6.138179302215576, -0.09727587550878525, -0.0002351722796447575, -3.0064587593078613, -0.018903343006968498, -0.07729238271713257, -0.001353777595795691, -2.7962307929992676, -0.07391484081745148, -6.954125881195068, -0.02654367871582508, -0.0021007629111409187, -6.070393085479736, -0.467342346906662, -0.306893914937973, -9.838353157043457, -3.920360803604126, -8.296586036682129, -0.6496753096580505, -0.09397102147340775, -0.002368147252127528, -0.1390337496995926, -0.054547443985939026, -0.06899473071098328, -0.17921733856201172, -0.018496062606573105, -0.013149332255125046, -1.837219476699829, -0.03514551371335983, -0.2447379231452942, -0.05594269558787346, -0.0023883646354079247, -4.3246684074401855, -0.11220035701990128, -2.7197721004486084, -0.0015378089156001806, -0.00016807096835691482, -0.9574804306030273, -0.09232290834188461, -0.10633265972137451, -3.5232574939727783, -5.777117729187012, -3.77311635017395, -0.09435292333364487, -0.0013809201773256063, -0.06146989390254021, -0.015541511587798595, -0.011724021285772324, -0.022152826189994812, -0.004983740858733654, -0.003935925662517548, -0.09243736416101456, -0.000527123745996505, -0.05605270713567734, -0.009780345484614372, -0.000847814604640007, -2.000546455383301, -0.10176628082990646, -0.355805903673172, -1.3768075704574585, -0.04557311162352562, -0.48871755599975586, -0.030772468075156212, -0.07297420501708984, -0.0025739893317222595, -0.046014826744794846, -0.03668932244181633, -0.0061305807903409, -0.06935993582010269, -0.0010172913316637278, -0.030352532863616943, -0.012751353904604912, -0.014300483278930187, -0.02307177521288395, -0.005282136145979166, -0.0027006128802895546, -6.562298774719238, -2.9141650199890137, -5.936690330505371, -0.012929534539580345, -0.021944794803857803, -0.0012180536286905408, -4.309683799743652, 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+10? A: 3 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 4÷4? A: 4 Redefine e as 27+8. Q: What is the first digit of e? A: 3 Redefine π as 253. 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 30÷3? A: 3 View + as the digit 4 instead of a mathematical operation. Q: What is the first digit of 27+45? A: 2 Redefine π as 442+294. Q: What is the first digit of π? A: 7 Redefine π as 788+113. Q: What is the first digit of π? A: 9 View ÷ as a random digit. Q: What is the first digit of 36÷9? A:
[ " 4", " 3" ]
1
[ -8.06562328338623, -5.02650260925293, -2.070202112197876, -8.415580749511719, -9.303564071655273, -11.227448463439941, -5.241257667541504, -7.064380168914795, -2.2745132446289062, -8.71981143951416, -3.2158021926879883, -1.596663475036621, -0.9089484810829163, -0.5447207093238831, -4.722074508666992, -3.0639567375183105, -0.16986243426799774, -1.8310399055480957, -0.3094853460788727, -0.7041931748390198, -0.015044908970594406, -6.06302547454834, -2.151859760284424, -10.760165214538574, -10.78901481628418, -5.414657115936279, -6.397588729858398, -1.7166924476623535, -6.158592224121094, -0.9308347105979919, -7.358721733093262, -5.773594379425049, -0.741112232208252, -3.1230175495147705, -0.02098115161061287, -0.4089212715625763, -0.12251750379800797, -0.106775663793087, -1.201992392539978, -0.11396189779043198, -0.07738539576530457, -7.217376708984375, -5.143237113952637, -4.585668563842773, -0.17139790952205658, -0.09654563665390015, -0.0041634077206254005, -3.0699219703674316, -0.204356849193573, -0.6124758124351501, -13.582416534423828, -0.7617222666740417, -2.062930107116699, -4.082333087921143, -6.96237325668335, -4.054886817932129, -0.4128655195236206, -1.2608346939086914, -0.00242380378767848, -0.17957951128482819, -0.04622473940253258, -0.035069435834884644, -0.22535467147827148, -0.03543734550476074, -0.008787177503108978, -3.232485294342041, -4.7963128089904785, -0.021090174093842506, -3.4200408458709717, -0.186831533908844, -0.045548051595687866, -0.004818968940526247, -3.178537368774414, -0.23053498566150665, -0.20006021857261658, -1.1732468605041504, -0.031215913593769073, -0.1966039091348648, -0.24436575174331665, -0.12969064712524414, -0.03406018018722534, -0.02317381463944912, -0.14223478734493256, -0.0010742137674242258, -0.07131008058786392, -0.015160687267780304, -0.009976759552955627, -0.059346217662096024, -0.009460735134780407, -0.0038148025050759315, -4.635655403137207, -0.3982103168964386, -0.00020239688456058502, -4.254948616027832, -0.03590276464819908, -0.025693446397781372, -0.0015712546883150935, -2.043560028076172, -0.058555927127599716, -0.0846942737698555, -0.31643998622894287, -0.0016534955939278007, -0.029116792604327202, -0.03028869442641735, -0.020309703424572945, -0.003689507720991969, -0.007469700649380684, -0.043041590601205826, -0.0005044856225140393, -0.03659439831972122, -0.011468791402876377, -0.005841920152306557, -0.030347790569067, -0.00454594986513257, -0.0024296308401972055, -3.3254504203796387, -0.055082809180021286, -0.0001627074379939586, -1.339432716369629, -0.006486196536570787, -0.015405704267323017, -0.0008149401983246207, -1.6795063018798828, -0.05664009600877762, -0.0917682945728302, -0.19318099319934845, -0.0010116941994056106, -0.01792716234922409, -0.018527191132307053, -0.013863460160791874, -0.002179034985601902, -13.13199234008789, -0.15778988599777222, -1.349733829498291, -7.657280445098877, -2.530410051345825, -0.136596217751503, -0.22186748683452606, -0.0019248068565502763, -0.15349577367305756, -0.0662059634923935, -0.04281490296125412, -0.1398569792509079, -0.03632945939898491, -0.017855264246463776, -6.138179302215576, -0.09727587550878525, -0.0002351722796447575, -3.0064587593078613, -0.018903343006968498, -0.07729238271713257, -0.001353777595795691, -2.7962307929992676, -0.07391484081745148, -6.954125881195068, -0.02654367871582508, -0.0021007629111409187, -6.070393085479736, -0.467342346906662, -0.306893914937973, -9.838353157043457, -3.920360803604126, -8.296586036682129, -0.6496753096580505, -0.09397102147340775, -0.002368147252127528, -0.1390337496995926, -0.054547443985939026, -0.06899473071098328, -0.17921733856201172, -0.018496062606573105, -0.013149332255125046, -1.837219476699829, -0.03514551371335983, -0.2447379231452942, -0.05594269558787346, -0.0023883646354079247, -4.3246684074401855, -0.11220035701990128, -2.7197721004486084, -0.0015378089156001806, -0.00016807096835691482, -0.9574804306030273, -0.09232290834188461, -0.10633265972137451, -3.5232574939727783, -5.777117729187012, -3.77311635017395, -0.09435292333364487, -0.0013809201773256063, -0.06146989390254021, -0.015541511587798595, -0.011724021285772324, -0.022152826189994812, -0.004983740858733654, -0.003935925662517548, -0.09243736416101456, -0.000527123745996505, -0.05605270713567734, -0.009780345484614372, -0.000847814604640007, -2.000546455383301, -0.10176628082990646, -0.355805903673172, -1.3768075704574585, -0.04557311162352562, -0.48871755599975586, -0.030772468075156212, -0.07297420501708984, -0.0025739893317222595, -0.046014826744794846, -0.03668932244181633, -0.0061305807903409, -0.06935993582010269, -0.0010172913316637278, -0.030352532863616943, -0.012751353904604912, -0.014300483278930187, -0.02307177521288395, -0.005282136145979166, -0.0027006128802895546, -6.562298774719238, -2.9141650199890137, -5.936690330505371, -0.012929534539580345, -0.021944794803857803, -0.0012180536286905408, -2.913595199584961, 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 5÷5? A: 5 View number as text. Do not perform computation. Q: What is the first digit of 31+25? A: 3 Redefine π as 864 mod 12. Q: What is the first digit of π? A: 0 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+35? A: 4 Redefine π as 574 mod 42. Q: What is the first digit of π? A: 2 Redefine π as 87. Q: What is the first digit of π? A: 8 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 5+11? A: 5 View + as the digit 4 instead of a mathematical operation. Q: What is the first digit of 42+14? A:
[ " 5", " 4" ]
1
[ -8.06562328338623, -5.02650260925293, -2.070202112197876, -12.737667083740234, -0.5079778432846069, -2.9861879348754883, -5.450549125671387, -9.655535697937012, -5.665002822875977, -8.052335739135742, -2.5158796310424805, -9.080781936645508, -3.176933765411377, -1.473972201347351, -0.6933485269546509, -0.3804953694343567, -4.890576362609863, -2.8093783855438232, -0.17209628224372864, -1.4276920557022095, -0.001760957995429635, -0.22608378529548645, -0.5036963820457458, -0.014320108108222485, -4.974296569824219, -2.943099021911621, -4.775667190551758, -0.020551126450300217, -0.0030201321933418512, -0.26811519265174866, -0.020858455449342728, -0.04420767351984978, -9.555017471313477, -1.28560209274292, -7.846763610839844, -0.20751522481441498, -0.07897985726594925, -0.005270396359264851, -0.1354745775461197, -0.026125678792595863, -0.015103738754987717, -0.7819231152534485, -0.018360773101449013, -0.00641903979703784, -0.09711924195289612, -0.0022845377679914236, -0.04189860820770264, -0.07451983541250229, -0.003959673922508955, -3.407835006713867, -0.1921095997095108, -10.445311546325684, -9.377540588378906, -10.72929573059082, -3.8178093433380127, -5.590147018432617, -4.9090752601623535, -7.526254653930664, -0.24258743226528168, -4.0234785079956055, -8.458189010620117, -4.05146598815918, -0.49865782260894775, -1.1174174547195435, -0.003430198645219207, -0.19523268938064575, -0.12476156651973724, -0.12434814870357513, -0.4856823980808258, -0.03129332512617111, -0.020550426095724106, -9.950801849365234, -6.048667907714844, -4.7654709815979, -0.11247970908880234, -0.12352923303842545, -0.0026006230618804693, -3.38450288772583, -0.14107225835323334, -0.9921689629554749, -0.0017348966794088483, -0.00025054652360267937, -0.09059902280569077, -0.0029133993666619062, -0.026830950751900673, -3.7929491996765137, -1.4304553270339966, -7.241533279418945, -0.1989607959985733, -0.06323506683111191, -0.0009926398051902652, -0.016267890110611916, -0.0029093578923493624, -0.0025676873046904802, -0.011028171516954899, -0.0023308033123612404, -0.0007900454220362008, -0.2975570857524872, -0.0009170140838250518, -0.022965412586927414, -0.021125540137290955, -0.0010920758359134197, -3.0738513469696045, -0.10173989832401276, -1.4424405097961426, -0.23261158168315887, -0.124585822224617, -0.3006366789340973, -0.1987813115119934, -3.007859230041504, -0.07101298123598099, -0.0027359218802303076, -0.19750730693340302, -0.030899731442332268, -0.00724131241440773, -0.010363809764385223, -0.031870611011981964, -0.00035279724397696555, -0.01181827299296856, -0.0023079682141542435, -0.004040412604808807, -0.009856602177023888, -0.0018892312655225396, -0.0011185110779479146, -6.478382587432861, -0.236289843916893, -3.8748862743377686, -0.044654324650764465, -0.040460143238306046, -0.0006921279709786177, -1.9747705459594727, -0.08898929506540298, -0.5274915099143982, -10.549637794494629, -1.6910117864608765, -0.1844550520181656, -2.7311410903930664, -7.179196834564209, -2.6136584281921387, -3.24530029296875, -0.0074382261373102665, -0.27713432908058167, -0.14075501263141632, -0.028042858466506004, -0.017817558720707893, -0.07183665782213211, -0.0011594723910093307, -0.03243694826960564, -0.008237197995185852, -0.011977184563875198, -0.023855797946453094, -0.008086560294032097, -0.0017207353375852108, -7.511207580566406, -4.758378028869629, -0.007045780774205923, -3.2965569496154785, -0.023939717561006546, -0.02622171863913536, -0.0017535799415782094, -2.0912044048309326, -0.09306372702121735, -2.00032377243042, -0.0020543676801025867, -0.00014077626110520214, -0.11274120211601257, -0.008453774265944958, -0.031420063227415085, -3.4223055839538574, -4.298709869384766, -12.11404037475586, -6.630126953125, -0.5386218428611755, -0.06920332461595535, -0.0014765085652470589, -0.041299059987068176, -0.013382961973547935, -0.016248304396867752, -0.043457258492708206, -0.009185909293591976, -0.0023412692826241255, -0.09323825687170029, -0.0006289887824095786, -0.1082717776298523, -0.015296293422579765, -0.001493292162194848, -2.3293776512145996, -0.11124205589294434, -1.1541333198547363, -0.0012391278287395835, -0.00016389934171456844, -0.02974196895956993, -0.00037353215157054365, -0.025093400850892067, -1.565600037574768, -5.677132606506348, -3.8138396739959717, -0.13310441374778748, -0.0016074366867542267, -0.027033675462007523, -0.006146220024675131, -0.004382885992527008, -0.014988424256443977, -0.0042644282802939415, -0.0009391664643771946, -0.025207556784152985, -0.00013767725613433868, -0.011688793078064919, -0.009199020452797413, -0.000933926145080477, -2.3149843215942383, -0.4528530240058899, -0.509147584438324, -2.5845842361450195, -0.08000632375478745, -0.08280059695243835, -0.5386714935302734, -0.025947976857423782, -0.05512489005923271, -3.7360925674438477, -0.023814357817173004, -0.0013223483692854643, -0.015297584235668182, -0.004603027831763029, -0.0023068978916853666, -0.005553887225687504, -0.00399220734834671, -0.0009332115878351033, -5.188223838806152, -0.31476253271102905, -0.0003196682082489133, -4.17248010635376, -0.01119145192205906, -0.010724999941885471, -0.0009135602158494294, -2.1025633811950684, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine e as 14+21. Q: What is the first digit of e? A: 3 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 18÷9? A: 1 View + as the digit 7 instead of a mathematical operation. Q: What is the first digit of 21+20? A: 2 Redefine π as 44. Q: What is the first digit of π? A: 4 Redefine π as 330+422. Q: What is the first digit of π? A: 7 Redefine e as 37+59. Q: What is the first digit of e? A: 9 Redefine π as 411+48. Q: What is the first digit of π? A: 4 Redefine π as 629. Q: What is the first digit of π? A:
[ " 6", " 3" ]
0
[ -8.06562328338623, -5.02650260925293, -2.070202112197876, -12.737667083740234, -0.5079778432846069, -2.9861879348754883, -5.450549125671387, -9.655535697937012, -5.665002822875977, -8.052335739135742, -2.5158796310424805, -9.080781936645508, -3.176933765411377, -1.473972201347351, -0.6933485269546509, -0.3804953694343567, -4.890576362609863, -2.8093783855438232, -0.17209628224372864, -1.4276920557022095, -0.001760957995429635, -0.22608378529548645, -0.5036963820457458, -0.014320108108222485, -4.974296569824219, -2.943099021911621, -4.775667190551758, -0.020551126450300217, -0.0030201321933418512, -0.26811519265174866, -0.020858455449342728, -0.04420767351984978, -9.555017471313477, -1.28560209274292, -7.846763610839844, -0.20751522481441498, -0.07897985726594925, -0.005270396359264851, -0.1354745775461197, -0.026125678792595863, -0.015103738754987717, -0.7819231152534485, -0.018360773101449013, -0.00641903979703784, -0.09711924195289612, -0.0022845377679914236, -0.04189860820770264, -0.07451983541250229, -0.003959673922508955, -3.407835006713867, -0.1921095997095108, -10.445311546325684, -9.377540588378906, -10.72929573059082, -3.8178093433380127, -5.590147018432617, -4.9090752601623535, -7.526254653930664, -0.24258743226528168, -4.0234785079956055, -8.458189010620117, -4.05146598815918, -0.49865782260894775, -1.1174174547195435, -0.003430198645219207, -0.19523268938064575, -0.12476156651973724, -0.12434814870357513, -0.4856823980808258, -0.03129332512617111, -0.020550426095724106, -9.950801849365234, -6.048667907714844, -4.7654709815979, -0.11247970908880234, -0.12352923303842545, -0.0026006230618804693, -3.38450288772583, -0.14107225835323334, -0.9921689629554749, -0.0017348966794088483, -0.00025054652360267937, -0.09059902280569077, -0.0029133993666619062, -0.026830950751900673, -3.7929491996765137, -1.4304553270339966, -7.241533279418945, -0.1989607959985733, -0.06323506683111191, -0.0009926398051902652, -0.016267890110611916, -0.0029093578923493624, -0.0025676873046904802, -0.011028171516954899, -0.0023308033123612404, -0.0007900454220362008, -0.2975570857524872, -0.0009170140838250518, -0.022965412586927414, -0.021125540137290955, -0.0010920758359134197, -3.0738513469696045, -0.10173989832401276, -1.4424405097961426, -0.23261158168315887, -0.124585822224617, -0.3006366789340973, -0.1987813115119934, -3.007859230041504, -0.07101298123598099, -0.0027359218802303076, -0.19750730693340302, -0.030899731442332268, -0.00724131241440773, -0.010363809764385223, -0.031870611011981964, -0.00035279724397696555, -0.01181827299296856, -0.0023079682141542435, -0.004040412604808807, -0.009856602177023888, -0.0018892312655225396, -0.0011185110779479146, -6.478382587432861, -0.236289843916893, -3.8748862743377686, -0.044654324650764465, -0.040460143238306046, -0.0006921279709786177, -1.9747705459594727, -0.08898929506540298, -0.5274915099143982, -10.549637794494629, -1.6910117864608765, -0.1844550520181656, -2.7311410903930664, -7.179196834564209, -2.6136584281921387, -3.24530029296875, -0.0074382261373102665, -0.27713432908058167, -0.14075501263141632, -0.028042858466506004, -0.017817558720707893, -0.07183665782213211, -0.0011594723910093307, -0.03243694826960564, -0.008237197995185852, -0.011977184563875198, -0.023855797946453094, -0.008086560294032097, -0.0017207353375852108, -7.511207580566406, -4.758378028869629, -0.007045780774205923, -3.2965569496154785, -0.023939717561006546, -0.02622171863913536, -0.0017535799415782094, -2.0912044048309326, -0.09306372702121735, -2.00032377243042, -0.0020543676801025867, -0.00014077626110520214, -0.11274120211601257, -0.008453774265944958, -0.031420063227415085, -3.4223055839538574, -4.298709869384766, -12.11404037475586, -6.630126953125, -0.5386218428611755, -0.06920332461595535, -0.0014765085652470589, -0.041299059987068176, -0.013382961973547935, -0.016248304396867752, -0.043457258492708206, -0.009185909293591976, -0.0023412692826241255, -0.09323825687170029, -0.0006289887824095786, -0.1082717776298523, -0.015296293422579765, -0.001493292162194848, -2.3293776512145996, -0.11124205589294434, -1.1541333198547363, -0.0012391278287395835, -0.00016389934171456844, -0.02974196895956993, -0.00037353215157054365, -0.025093400850892067, -1.565600037574768, -5.677132606506348, -3.8138396739959717, -0.13310441374778748, -0.0016074366867542267, -0.027033675462007523, -0.006146220024675131, -0.004382885992527008, -0.014988424256443977, -0.0042644282802939415, -0.0009391664643771946, -0.025207556784152985, -0.00013767725613433868, -0.011688793078064919, -0.009199020452797413, -0.000933926145080477, -2.3149843215942383, -0.4528530240058899, -0.509147584438324, -2.5845842361450195, -0.08000632375478745, -0.08280059695243835, -0.5386714935302734, -0.025947976857423782, -0.05512489005923271, -3.7360925674438477, -0.023814357817173004, -0.0013223483692854643, -0.015297584235668182, -0.004603027831763029, -0.0023068978916853666, -0.005553887225687504, -0.00399220734834671, -0.0009332115878351033, -5.188223838806152, -0.31476253271102905, -0.0003196682082489133, -4.17248010635376, -0.01119145192205906, -0.010724999941885471, -0.0009135602158494294, -0.6003164649009705, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 37+13? A: 3 Redefine π as 170 mod 29. Q: What is the first digit of π? A: 2 Redefine e as 1+3. Q: What is the first digit of e? 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 49+35? A: 4 View number as text. Do not perform computation. Q: What is the first digit of 20+16? A: 2 Redefine e as 14+21. Q: What is the first digit of e? A: 3 Redefine π as 134+512. Q: What is the first digit of π? A: 6 View ÷ as a random digit. Q: What is the first digit of 72÷12? A:
[ " 6", " 7" ]
1
[ -9.392577171325684, -11.409866333007812, -5.483450889587402, -8.248729705810547, -1.9027529954910278, -6.873618125915527, -6.929285049438477, -7.412186145782471, -0.1958463042974472, -1.2900458574295044, -7.50305700302124, -4.093738079071045, -1.0671577453613281, -10.322319030761719, -2.985990285873413, -1.5254453420639038, -0.6721892952919006, -0.5413224697113037, -4.177824020385742, -2.1711010932922363, -0.41183850169181824, -8.623358726501465, -6.54232120513916, -0.0013569919392466545, -4.811163902282715, -0.9883851408958435, -0.5841920971870422, -0.022234207019209862, -2.308729887008667, -2.1906168460845947, -2.8616952896118164, -9.326712608337402, -1.9070353507995605, -8.444284439086914, -1.9360618591308594, -6.863234519958496, -0.8999179601669312, -6.541507244110107, -5.727197170257568, -0.8521443605422974, -1.161763072013855, -0.0200218353420496, -0.33304232358932495, -0.10454419255256653, -0.1476369947195053, -0.533866286277771, -0.15591178834438324, -0.022888751700520515, -3.6820921897888184, -4.741788864135742, -2.604175090789795, -1.7783045768737793, -0.05698923394083977, -0.00893463846296072, -1.4130836725234985, -0.27242758870124817, -9.333429336547852, -4.92692756652832, -0.01901668682694435, -6.402308464050293, -0.44603896141052246, -0.9949907064437866, -5.743107795715332, -8.15869140625, -9.996707916259766, -8.67517375946045, -0.8167048692703247, -0.7671688795089722, -0.00883597880601883, -0.2535158097743988, -0.07734303176403046, -0.17328445613384247, -0.717858612537384, -0.09269741177558899, -0.014002181589603424, -3.199988842010498, -0.06038898229598999, -1.1718753576278687, -0.05342138931155205, -0.007726781535893679, -3.5706138610839844, -0.24857640266418457, -2.189105272293091, -6.374368667602539, -0.42294323444366455, -3.306211233139038, -5.79876708984375, -4.937064170837402, -4.029961585998535, -0.010090883821249008, -1.6973456144332886, -1.196547269821167, -0.07685389369726181, -0.034464165568351746, -0.10891171544790268, -0.0033579650335013866, -0.0681890919804573, -0.029269041493535042, -0.023032749071717262, -0.06986519694328308, -0.012053273618221283, -0.011246265843510628, -3.731292724609375, -1.653440237045288, -10.471908569335938, -0.07418207824230194, -0.07279066741466522, -0.0025474736467003822, -0.8067022562026978, -0.15745986998081207, -0.5129609107971191, -3.7231645584106445, -0.05756133422255516, -0.419722318649292, -0.029825396835803986, -0.05806842818856239, -0.0016825341153889894, -0.009279928170144558, -0.022527499124407768, -0.003370321122929454, -0.030800441280007362, -0.0009410720085725188, -0.03261234611272812, -0.015379173681139946, -0.016981203109025955, -0.03171725571155548, -0.006418684497475624, -0.0027367540169507265, -3.414425849914551, -0.16169747710227966, -5.628078460693359, -0.012780189514160156, -0.011294475756585598, -0.000504723924677819, -0.4238366484642029, -0.052984967827796936, -0.2666025757789612, -4.472689151763916, -0.0046993764117360115, -0.05134587734937668, -0.5509546995162964, -0.08944103121757507, -0.006548256613314152, -5.265730857849121, -0.654626190662384, -0.0035707305651158094, -0.06256016343832016, -0.03267211467027664, -0.02118133008480072, -0.04579678177833557, -0.01269591599702835, -0.005816676188260317, -6.474133014678955, -0.0755092054605484, -0.000426439888542518, -3.7533271312713623, -0.02799231931567192, -0.011402086354792118, -0.0011362532386556268, -2.953970432281494, -0.11239416152238846, -0.15916801989078522, -1.5603139400482178, -0.0004228651523590088, -0.06169172003865242, -0.22660863399505615, -0.13859526813030243, -0.017781255766749382, -0.5159869194030762, -0.11593405902385712, -0.0005564333405345678, -0.0076567502692341805, -0.00499631417915225, -0.0031861516181379557, -0.007993139326572418, -0.002716662595048547, -0.0011676882859319448, -5.759870529174805, -0.030970003455877304, -0.00015138434537220746, -2.1758933067321777, -0.0047102924436330795, -0.007386043202131987, -0.0002733095607254654, -1.6744306087493896, -0.04779121279716492, -0.1290551722049713, -2.916801929473877, -0.03957044705748558, -2.232882261276245, -0.252529114484787, -0.006578811444342136, -2.2311482429504395, -0.0013448490062728524, -0.04078373312950134, -0.02512850984930992, -0.008593720383942127, -0.0037019785959273577, -0.008027669973671436, -0.00026675479602999985, -0.006464285310357809, -0.004376951605081558, -0.003442554036155343, -0.007548381574451923, -0.0034155859611928463, -0.0015050761867314577, -3.6906163692474365, -0.3808847665786743, -1.982129454612732, -0.02661750651896, -0.022082049399614334, -0.0004844683862756938, -0.120903879404068, -0.04862673208117485, -0.1476941853761673, -1.0385825634002686, -0.00026306029758416116, -0.019158905372023582, -0.04639478027820587, -0.03774150088429451, -0.004121856763958931, -0.7874357104301453, -0.0018497277051210403, -0.02204531617462635, -0.02298242226243019, -0.004639812279492617, -0.0029199367854744196, -0.007040098775178194, -0.00011574551899684593, -0.004515688866376877, -0.003985558170825243, -0.006874481216073036, -0.009002807550132275, -0.0024125061463564634, -0.0012185298837721348, -9.74575138092041, -0.038028791546821594, -0.0001892864383989945, -2.929954767227173, -0.011337379924952984, -0.011477041058242321, -0.00020549570035655051, -3.577514171600342, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 2+13? A: 2 View + as the digit 9 instead of a mathematical operation. Q: What is the first digit of 38+59? A: 3 View + as the digit 9 instead of a mathematical operation. Q: What is the first digit of 13+33? A: 1 Redefine π as 75. 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 14÷2? A: 1 Redefine π as 231+745. Q: What is the first digit of π? A: 9 Redefine π as 551 mod 36. Q: What is the first digit of π? A: 1 Redefine π as 396 mod 7. Q: What is the first digit of π? A: 4 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 20÷4? A:
[ " 5", " 2" ]
1
[ -9.392577171325684, -11.409866333007812, -5.483450889587402, -8.248729705810547, -1.9027529954910278, -6.873618125915527, -6.929285049438477, -7.412186145782471, -0.1958463042974472, -1.2900458574295044, -7.50305700302124, -4.093738079071045, -1.0671577453613281, -10.322319030761719, -2.985990285873413, -1.5254453420639038, -0.6721892952919006, -0.5413224697113037, -4.177824020385742, -2.1711010932922363, -0.41183850169181824, -8.623358726501465, -6.54232120513916, -0.0013569919392466545, -4.811163902282715, -0.9883851408958435, -0.5841920971870422, -0.022234207019209862, -2.308729887008667, -2.1906168460845947, -2.8616952896118164, -9.326712608337402, -1.9070353507995605, -8.444284439086914, -1.9360618591308594, -6.863234519958496, -0.8999179601669312, -6.541507244110107, -5.727197170257568, -0.8521443605422974, -1.161763072013855, -0.0200218353420496, -0.33304232358932495, -0.10454419255256653, -0.1476369947195053, -0.533866286277771, -0.15591178834438324, -0.022888751700520515, -3.6820921897888184, -4.741788864135742, -2.604175090789795, -1.7783045768737793, -0.05698923394083977, -0.00893463846296072, -1.4130836725234985, -0.27242758870124817, -9.333429336547852, -4.92692756652832, -0.01901668682694435, -6.402308464050293, -0.44603896141052246, -0.9949907064437866, -5.743107795715332, -8.15869140625, -9.996707916259766, -8.67517375946045, -0.8167048692703247, -0.7671688795089722, -0.00883597880601883, -0.2535158097743988, -0.07734303176403046, -0.17328445613384247, -0.717858612537384, -0.09269741177558899, -0.014002181589603424, -3.199988842010498, -0.06038898229598999, -1.1718753576278687, -0.05342138931155205, -0.007726781535893679, -3.5706138610839844, -0.24857640266418457, -2.189105272293091, -6.374368667602539, -0.42294323444366455, -3.306211233139038, -5.79876708984375, -4.937064170837402, -4.029961585998535, -0.010090883821249008, -1.6973456144332886, -1.196547269821167, -0.07685389369726181, -0.034464165568351746, -0.10891171544790268, -0.0033579650335013866, -0.0681890919804573, -0.029269041493535042, -0.023032749071717262, -0.06986519694328308, -0.012053273618221283, -0.011246265843510628, -3.731292724609375, -1.653440237045288, -10.471908569335938, -0.07418207824230194, -0.07279066741466522, -0.0025474736467003822, -0.8067022562026978, -0.15745986998081207, -0.5129609107971191, -3.7231645584106445, -0.05756133422255516, -0.419722318649292, -0.029825396835803986, -0.05806842818856239, -0.0016825341153889894, -0.009279928170144558, -0.022527499124407768, -0.003370321122929454, -0.030800441280007362, -0.0009410720085725188, -0.03261234611272812, -0.015379173681139946, -0.016981203109025955, -0.03171725571155548, -0.006418684497475624, -0.0027367540169507265, -3.414425849914551, -0.16169747710227966, -5.628078460693359, -0.012780189514160156, -0.011294475756585598, -0.000504723924677819, -0.4238366484642029, -0.052984967827796936, -0.2666025757789612, -4.472689151763916, -0.0046993764117360115, -0.05134587734937668, -0.5509546995162964, -0.08944103121757507, -0.006548256613314152, -5.265730857849121, -0.654626190662384, -0.0035707305651158094, -0.06256016343832016, -0.03267211467027664, -0.02118133008480072, -0.04579678177833557, -0.01269591599702835, -0.005816676188260317, -6.474133014678955, -0.0755092054605484, -0.000426439888542518, -3.7533271312713623, -0.02799231931567192, -0.011402086354792118, -0.0011362532386556268, -2.953970432281494, -0.11239416152238846, -0.15916801989078522, -1.5603139400482178, -0.0004228651523590088, -0.06169172003865242, -0.22660863399505615, -0.13859526813030243, -0.017781255766749382, -0.5159869194030762, -0.11593405902385712, -0.0005564333405345678, -0.0076567502692341805, -0.00499631417915225, -0.0031861516181379557, -0.007993139326572418, -0.002716662595048547, -0.0011676882859319448, -5.759870529174805, -0.030970003455877304, -0.00015138434537220746, -2.1758933067321777, -0.0047102924436330795, -0.007386043202131987, -0.0002733095607254654, -1.6744306087493896, -0.04779121279716492, -0.1290551722049713, -2.916801929473877, -0.03957044705748558, -2.232882261276245, -0.252529114484787, -0.006578811444342136, -2.2311482429504395, -0.0013448490062728524, -0.04078373312950134, -0.02512850984930992, -0.008593720383942127, -0.0037019785959273577, -0.008027669973671436, -0.00026675479602999985, -0.006464285310357809, -0.004376951605081558, -0.003442554036155343, -0.007548381574451923, -0.0034155859611928463, -0.0015050761867314577, -3.6906163692474365, -0.3808847665786743, -1.982129454612732, -0.02661750651896, -0.022082049399614334, -0.0004844683862756938, -0.120903879404068, -0.04862673208117485, -0.1476941853761673, -1.0385825634002686, -0.00026306029758416116, -0.019158905372023582, -0.04639478027820587, -0.03774150088429451, -0.004121856763958931, -0.7874357104301453, -0.0018497277051210403, -0.02204531617462635, -0.02298242226243019, -0.004639812279492617, -0.0029199367854744196, -0.007040098775178194, -0.00011574551899684593, -0.004515688866376877, -0.003985558170825243, -0.006874481216073036, -0.009002807550132275, -0.0024125061463564634, -0.0012185298837721348, -9.74575138092041, -0.038028791546821594, -0.0001892864383989945, -2.929954767227173, -0.011337379924952984, -0.011477041058242321, -0.00020549570035655051, -2.4778504371643066, 0, -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+12? A: 9 View ÷ as a random digit. Q: What is the first digit of 30÷5? A: 3 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 16÷8? A: 1 Redefine e as 62+15. Q: What is the first digit of e? A: 7 Redefine π as 485 mod 44. 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 Redefine π as 307+178. 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 17+17? A: 1 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 47+12? A:
[ " 5", " 4" ]
1
[ -8.06562328338623, -5.02650260925293, -2.070202112197876, -8.415580749511719, -9.303564071655273, -9.916241645812988, -5.556256294250488, -9.58248233795166, -2.4424750804901123, -8.02609634399414, -3.011183738708496, -1.4174548387527466, -0.8120280504226685, -0.5381559729576111, -4.794743061065674, -2.2056827545166016, -0.18050499260425568, -1.5040552616119385, -0.2968680262565613, -0.6789363622665405, -0.012625525705516338, -3.326120138168335, -2.2881364822387695, -10.690896987915039, -9.566112518310547, -8.142924308776855, -4.345597743988037, -5.315367221832275, -4.962451457977295, -7.754820346832275, -0.5928246378898621, -4.340169906616211, -9.158949851989746, -2.8310983180999756, -0.6506015658378601, -1.550422191619873, -0.0080441078171134, -0.2852100729942322, -0.11270743608474731, -0.07406573742628098, -0.7323875427246094, -0.06690137833356857, -0.03605329617857933, -3.3824472427368164, -4.4807634353637695, -6.106849670410156, -0.11879024654626846, -0.0802638977766037, -0.0036487688776105642, -2.283816337585449, -0.3434721529483795, -1.0967127084732056, -0.5203194618225098, -0.3213118016719818, -3.674777030944824, -7.101374626159668, -1.846516489982605, -2.0981814861297607, -0.011923941783607006, -0.35434257984161377, -0.1760331392288208, -0.03121475875377655, -0.042268700897693634, -0.2572084665298462, -0.001348063233308494, -0.09524007886648178, -0.03295255824923515, -0.03130234032869339, -0.06793629378080368, -0.017589647322893143, -0.008419257588684559, -2.892883777618408, -0.10456180572509766, -3.162766456604004, -0.032657116651535034, -0.046927016228437424, -0.0023930028546601534, -0.5939660668373108, -0.10900761187076569, -0.42493170499801636, -0.10988602787256241, -0.05797022581100464, -0.6414373517036438, -0.19408956170082092, -0.08131080120801926, -0.07110780477523804, -0.0012881800066679716, -0.01820872537791729, -0.025051897391676903, -0.004896554164588451, -0.0100993812084198, -0.037233296781778336, -0.0004683827864937484, -0.038847390562295914, -0.015313902869820595, -0.016053704544901848, -0.04235691949725151, -0.010992918163537979, -0.003912414889782667, -3.948782444000244, -0.028414752334356308, -2.064423084259033, -0.013832069002091885, -0.038962624967098236, -0.0009802542626857758, -4.2038774490356445, -0.09906679391860962, -0.2907562851905823, -12.16596508026123, -0.9425582885742188, -9.82054328918457, -1.9509601593017578, -7.054684638977051, -1.0019478797912598, -6.415439128875732, -6.495148658752441, -1.0590457916259766, -0.5974994897842407, -0.009331894107162952, -0.23487871885299683, -0.11869899183511734, -0.15080572664737701, -0.42342621088027954, -0.11565365642309189, -0.01831302046775818, -4.088775634765625, -0.13668522238731384, -3.9631505012512207, -0.023248940706253052, -0.032676730304956436, -0.004059646278619766, -0.9236650466918945, -0.10067440569400787, -0.25919485092163086, -0.6812009215354919, -0.05281536653637886, -0.6018425226211548, -0.04521346837282181, -0.12613961100578308, -0.006226308643817902, -0.006633641663938761, -0.026483427733182907, -0.004220507573336363, -0.04249516874551773, -0.0006188622792251408, -0.0233794953674078, -0.009649892337620258, -0.009906413964927197, -0.02851393260061741, -0.007017370779067278, -0.0022373187821358442, -4.091034412384033, -0.013322501443326473, -6.903622150421143, -0.00813149381428957, -0.02092616818845272, -0.000753476400859654, -2.843724250793457, -0.07580529898405075, -0.18430356681346893, -2.6786060333251953, -0.06791334599256516, -0.8894643783569336, -0.9334251880645752, -3.3149406909942627, -0.06405934691429138, -0.0010068115079775453, -0.03871883824467659, -0.10117195546627045, -0.009070382453501225, -0.013370376080274582, -0.025164894759655, -0.00048756631440483034, -0.015681643038988113, -0.007601502817124128, -0.004557698033750057, -0.008671249262988567, -0.003202668856829405, -0.002395024523139, -7.779763221740723, -0.0679880827665329, -4.10330867767334, -0.07168320566415787, -0.02696150355041027, -0.0014638908905908465, -3.0637032985687256, -0.08421420305967331, -0.12657970190048218, -11.594273567199707, -1.5013082027435303, -0.4408557415008545, -1.701522707939148, -0.9655746817588806, -0.23063911497592926, -1.8425021171569824, -0.3089575171470642, -0.0019074357114732265, -0.051156967878341675, -0.01689189113676548, -0.011494364589452744, -0.03085222654044628, -0.014187190681695938, -0.005144097842276096, -3.223782539367676, -2.7839226722717285, -0.015706520527601242, -3.6657843589782715, -0.02413499914109707, -0.021788042038679123, -0.0020695950370281935, -0.512627899646759, -0.09704048931598663, -0.14483904838562012, -4.227629661560059, -0.0997639000415802, -0.5011159181594849, -0.02452765963971615, -0.034308671951293945, -0.0010253892978653312, -0.006768395658582449, -0.018161317333579063, -0.004629132803529501, -0.03134115785360336, -0.00044145373976789415, -0.01657114550471306, -0.009633127599954605, -0.011408097110688686, -0.01506921648979187, -0.0060554612427949905, -0.0028255560901015997, -2.8724377155303955, -2.8419854640960693, -3.1046535968780518, -0.03397122770547867, -0.010213373228907585, -0.0005435658385977149, -2.4544677734375, 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 32+15? A: 3 Redefine π as 897. 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 9+75? A: 9 Redefine e as 8+6. Q: What is the first digit of e? A: 1 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 64÷8? A: 6 Redefine π as 129+133. 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 number as text. Do not perform computation. Q: What is the first digit of 36+19? A: 3 View ÷ as a random digit. Q: What is the first digit of 56÷8? A:
[ " 7", " 5" ]
1
[ -8.06562328338623, -5.02650260925293, -2.070202112197876, -8.415580749511719, -9.303564071655273, -9.916241645812988, -5.556256294250488, -9.58248233795166, -2.4424750804901123, -8.02609634399414, -3.011183738708496, -1.4174548387527466, -0.8120280504226685, -0.5381559729576111, -4.794743061065674, -2.2056827545166016, -0.18050499260425568, -1.5040552616119385, -0.2968680262565613, -0.6789363622665405, -0.012625525705516338, -3.326120138168335, -2.2881364822387695, -10.690896987915039, -9.566112518310547, -8.142924308776855, -4.345597743988037, -5.315367221832275, -4.962451457977295, -7.754820346832275, -0.5928246378898621, -4.340169906616211, -9.158949851989746, -2.8310983180999756, -0.6506015658378601, -1.550422191619873, -0.0080441078171134, -0.2852100729942322, -0.11270743608474731, -0.07406573742628098, -0.7323875427246094, -0.06690137833356857, -0.03605329617857933, -3.3824472427368164, -4.4807634353637695, -6.106849670410156, -0.11879024654626846, -0.0802638977766037, -0.0036487688776105642, -2.283816337585449, -0.3434721529483795, -1.0967127084732056, -0.5203194618225098, -0.3213118016719818, -3.674777030944824, -7.101374626159668, -1.846516489982605, -2.0981814861297607, -0.011923941783607006, -0.35434257984161377, -0.1760331392288208, -0.03121475875377655, -0.042268700897693634, -0.2572084665298462, -0.001348063233308494, -0.09524007886648178, -0.03295255824923515, -0.03130234032869339, -0.06793629378080368, -0.017589647322893143, -0.008419257588684559, -2.892883777618408, -0.10456180572509766, -3.162766456604004, -0.032657116651535034, -0.046927016228437424, -0.0023930028546601534, -0.5939660668373108, -0.10900761187076569, -0.42493170499801636, -0.10988602787256241, -0.05797022581100464, -0.6414373517036438, -0.19408956170082092, -0.08131080120801926, -0.07110780477523804, -0.0012881800066679716, -0.01820872537791729, -0.025051897391676903, -0.004896554164588451, -0.0100993812084198, -0.037233296781778336, -0.0004683827864937484, -0.038847390562295914, -0.015313902869820595, -0.016053704544901848, -0.04235691949725151, -0.010992918163537979, -0.003912414889782667, -3.948782444000244, -0.028414752334356308, -2.064423084259033, -0.013832069002091885, -0.038962624967098236, -0.0009802542626857758, -4.2038774490356445, -0.09906679391860962, -0.2907562851905823, -12.16596508026123, -0.9425582885742188, -9.82054328918457, -1.9509601593017578, -7.054684638977051, -1.0019478797912598, -6.415439128875732, -6.495148658752441, -1.0590457916259766, -0.5974994897842407, -0.009331894107162952, -0.23487871885299683, -0.11869899183511734, -0.15080572664737701, -0.42342621088027954, -0.11565365642309189, -0.01831302046775818, -4.088775634765625, -0.13668522238731384, -3.9631505012512207, -0.023248940706253052, -0.032676730304956436, -0.004059646278619766, -0.9236650466918945, -0.10067440569400787, -0.25919485092163086, -0.6812009215354919, -0.05281536653637886, -0.6018425226211548, -0.04521346837282181, -0.12613961100578308, -0.006226308643817902, -0.006633641663938761, -0.026483427733182907, -0.004220507573336363, -0.04249516874551773, -0.0006188622792251408, -0.0233794953674078, -0.009649892337620258, -0.009906413964927197, -0.02851393260061741, -0.007017370779067278, -0.0022373187821358442, -4.091034412384033, -0.013322501443326473, -6.903622150421143, -0.00813149381428957, -0.02092616818845272, -0.000753476400859654, -2.843724250793457, -0.07580529898405075, -0.18430356681346893, -2.6786060333251953, -0.06791334599256516, -0.8894643783569336, -0.9334251880645752, -3.3149406909942627, -0.06405934691429138, -0.0010068115079775453, -0.03871883824467659, -0.10117195546627045, -0.009070382453501225, -0.013370376080274582, -0.025164894759655, -0.00048756631440483034, -0.015681643038988113, -0.007601502817124128, -0.004557698033750057, -0.008671249262988567, -0.003202668856829405, -0.002395024523139, -7.779763221740723, -0.0679880827665329, -4.10330867767334, -0.07168320566415787, -0.02696150355041027, -0.0014638908905908465, -3.0637032985687256, -0.08421420305967331, -0.12657970190048218, -11.594273567199707, -1.5013082027435303, -0.4408557415008545, -1.701522707939148, -0.9655746817588806, -0.23063911497592926, -1.8425021171569824, -0.3089575171470642, -0.0019074357114732265, -0.051156967878341675, -0.01689189113676548, -0.011494364589452744, -0.03085222654044628, -0.014187190681695938, -0.005144097842276096, -3.223782539367676, -2.7839226722717285, -0.015706520527601242, -3.6657843589782715, -0.02413499914109707, -0.021788042038679123, -0.0020695950370281935, -0.512627899646759, -0.09704048931598663, -0.14483904838562012, -4.227629661560059, -0.0997639000415802, -0.5011159181594849, -0.02452765963971615, -0.034308671951293945, -0.0010253892978653312, -0.006768395658582449, -0.018161317333579063, -0.004629132803529501, -0.03134115785360336, -0.00044145373976789415, -0.01657114550471306, -0.009633127599954605, -0.011408097110688686, -0.01506921648979187, -0.0060554612427949905, -0.0028255560901015997, -2.8724377155303955, -2.8419854640960693, -3.1046535968780518, -0.03397122770547867, -0.010213373228907585, -0.0005435658385977149, -0.43843647837638855, 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 50÷5? A: 5 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 18÷3? A: 1 View ÷ as a random digit. Q: What is the first digit of 49÷7? A: 4 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 7+1? A: 7 Redefine π as 977 mod 10. Q: What is the first digit of π? A: 7 Redefine e as 4+73. Q: What is the first digit of e? A: 7 Redefine e as 9+5. Q: What is the first digit of e? A: 1 Redefine π as 857. Q: What is the first digit of π? A:
[ " 8", " 3" ]
0
[ -9.392577171325684, -9.079399108886719, -10.504480361938477, -2.199965715408325, -8.162893295288086, -8.45998764038086, -6.408166408538818, -0.1817380040884018, -1.362803339958191, -9.18822193145752, -4.032083034515381, -0.9715216755867004, -10.00368595123291, -3.399092197418213, -1.7693281173706055, -0.8277125954627991, -0.6045845150947571, -4.256899833679199, -2.1802163124084473, -0.49014028906822205, -4.657573223114014, -3.1219353675842285, -4.2921552658081055, -0.7148215174674988, -0.5736967921257019, -0.023622389882802963, -2.084505796432495, -1.9220564365386963, -9.523914337158203, -5.180452823638916, -0.40158918499946594, -7.662993431091309, -0.4258832037448883, -1.3759089708328247, -9.065114974975586, -4.799198627471924, -1.49213445186615, -3.038886308670044, -0.018440006300807, -0.505214512348175, -0.13190698623657227, -0.17978957295417786, -0.8580925464630127, -0.1354488730430603, -0.02124808542430401, -2.8001418113708496, -0.028624339029192924, -0.5453482270240784, -0.053209926933050156, -0.006663483567535877, -3.179032802581787, -0.4099890887737274, -2.943622589111328, -0.004322946537286043, -0.0005932478234171867, -0.41659197211265564, -0.06796213239431381, -0.0665682852268219, -4.569393157958984, -1.997328519821167, -14.007946968078613, -5.9477691650390625, -0.4689611494541168, -0.11854610592126846, -0.002622500527650118, -0.09964154660701752, -0.021732870489358902, -0.014824939891695976, -0.06100590527057648, -0.013954571448266506, -0.003951243124902248, -0.13876743614673615, -0.0005260513862594962, -0.06473658978939056, -0.08429781347513199, -0.0025839770678430796, -3.5535085201263428, -0.1872367113828659, -5.624807834625244, -0.3135474622249603, -0.25912758708000183, -3.4277002811431885, -6.520355701446533, -4.811117172241211, -3.02524471282959, -0.007394918240606785, -0.8277808427810669, -0.2696736752986908, -0.03251010924577713, -0.04255640506744385, -0.061646439135074615, -0.002009041141718626, -0.06992355734109879, -0.03985663875937462, -0.0187002494931221, -0.07422822713851929, -0.017516320571303368, -0.013763287104666233, -4.667218208312988, -1.0675172805786133, -8.201440811157227, -0.038593027740716934, -0.09890245646238327, -0.003484370419755578, -1.7485313415527344, -0.12306766211986542, -1.3503820896148682, -0.001347229932434857, -0.00023362292267847806, -7.4164276123046875, -1.5406842231750488, -7.409435272216797, -4.588293552398682, -4.4674811363220215, -1.1179605722427368, -0.05219268798828125, -0.001807485707104206, -0.027394810691475868, -0.006917811930179596, -0.016748880967497826, -0.026449643075466156, -0.005040556658059359, -0.002459835959598422, -0.4069715738296509, -0.06552056223154068, -0.023169739171862602, -0.0017265664646402001, -4.743174076080322, -0.08420511335134506, -1.1633625030517578, -0.0008742563077248633, -0.00016604475968051702, -0.5913186073303223, -0.023444008082151413, -4.436699867248535, -0.6312808990478516, -3.5084731578826904, -0.4080038368701935, -0.07248847186565399, -0.0004135706985834986, -0.019154461100697517, -0.003903271397575736, -0.0059303282760083675, -0.012008163146674633, -0.0031935188453644514, -0.0018394945655018091, -0.3343704044818878, -0.039704274386167526, -0.008448692038655281, -0.000854961050208658, -1.441149353981018, -0.14310476183891296, -1.2541412115097046, -0.0013500871136784554, -0.0001858300092862919, -2.581725597381592, -0.06281309574842453, -0.06971000134944916, -3.2880442142486572, -4.143106937408447, -1.797404170036316, -5.410798072814941, -0.15988482534885406, -0.026633525267243385, -0.0003159739135298878, -0.014709239825606346, -0.0020147517789155245, -0.0038168213795870543, -0.0036044646985828876, -0.0025373664684593678, -0.0010355116100981832, -0.08131475746631622, -0.000426439888542518, -0.009834764525294304, -0.007059038151055574, -0.00036173476837575436, -2.8974266052246094, -0.0583178848028183, -0.8857499361038208, -13.624004364013672, -0.8851345181465149, -10.070818901062012, -1.1929919719696045, -8.521059036254883, -1.3212586641311646, -6.104677677154541, -6.295684337615967, -0.8392750024795532, -0.2809947729110718, -0.009289140813052654, -0.27736613154411316, -0.1064135804772377, -0.1088491752743721, -0.5710394978523254, -0.1610172837972641, -0.026604970917105675, -3.1291844844818115, -1.3412028551101685, -3.6959707736968994, -0.04634026437997818, -0.041982512921094894, -0.0030730189755558968, -1.1206446886062622, -0.08573348820209503, -1.121355652809143, -0.004218489397317171, -0.00027724236133508384, -0.5943355560302734, -0.0012263881508260965, -0.02845565415918827, -4.049476623535156, -5.316973686218262, -2.141232967376709, -0.07263880223035812, -0.000727508042473346, -0.013117212802171707, -0.0024513930547982454, -0.0029149444308131933, -0.0030208451207727194, -0.002921244129538536, -0.00045944625162519515, -0.0682566836476326, -0.0001928620331455022, -0.004557579290121794, -0.0036275077145546675, -0.00024077377747744322, -0.8677485585212708, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine e as 11+6. Q: What is the first digit of e? A: 1 View number as text. Do not perform computation. Q: What is the first digit of 3+40? A: 3 Redefine e as 4+73. Q: What is the first digit of e? A: 7 View number as text. Do not perform computation. Q: What is the first digit of 31+55? A: 3 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 24÷3? A: 2 Redefine π as 600. Q: What is the first digit of π? A: 6 Redefine π as 936 mod 13. 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 90÷9? A: 9 Redefine π as 372+157. Q: What is the first digit of π? A:
[ " 5", " 3" ]
0
[ -9.392577171325684, -9.079399108886719, -10.504480361938477, -2.199965715408325, -8.162893295288086, -8.45998764038086, -6.408166408538818, -0.1817380040884018, -1.362803339958191, -9.18822193145752, -4.032083034515381, -0.9715216755867004, -10.00368595123291, -3.399092197418213, -1.7693281173706055, -0.8277125954627991, -0.6045845150947571, -4.256899833679199, -2.1802163124084473, -0.49014028906822205, -4.657573223114014, -3.1219353675842285, -4.2921552658081055, -0.7148215174674988, -0.5736967921257019, -0.023622389882802963, -2.084505796432495, -1.9220564365386963, -9.523914337158203, -5.180452823638916, -0.40158918499946594, -7.662993431091309, -0.4258832037448883, -1.3759089708328247, -9.065114974975586, -4.799198627471924, -1.49213445186615, -3.038886308670044, -0.018440006300807, -0.505214512348175, -0.13190698623657227, -0.17978957295417786, -0.8580925464630127, -0.1354488730430603, -0.02124808542430401, -2.8001418113708496, -0.028624339029192924, -0.5453482270240784, -0.053209926933050156, -0.006663483567535877, -3.179032802581787, -0.4099890887737274, -2.943622589111328, -0.004322946537286043, -0.0005932478234171867, -0.41659197211265564, -0.06796213239431381, -0.0665682852268219, -4.569393157958984, -1.997328519821167, -14.007946968078613, -5.9477691650390625, -0.4689611494541168, -0.11854610592126846, -0.002622500527650118, -0.09964154660701752, -0.021732870489358902, -0.014824939891695976, -0.06100590527057648, -0.013954571448266506, -0.003951243124902248, -0.13876743614673615, -0.0005260513862594962, -0.06473658978939056, -0.08429781347513199, -0.0025839770678430796, -3.5535085201263428, -0.1872367113828659, -5.624807834625244, -0.3135474622249603, -0.25912758708000183, -3.4277002811431885, -6.520355701446533, -4.811117172241211, -3.02524471282959, -0.007394918240606785, -0.8277808427810669, -0.2696736752986908, -0.03251010924577713, -0.04255640506744385, -0.061646439135074615, -0.002009041141718626, -0.06992355734109879, -0.03985663875937462, -0.0187002494931221, -0.07422822713851929, -0.017516320571303368, -0.013763287104666233, -4.667218208312988, -1.0675172805786133, -8.201440811157227, -0.038593027740716934, -0.09890245646238327, -0.003484370419755578, -1.7485313415527344, -0.12306766211986542, -1.3503820896148682, -0.001347229932434857, -0.00023362292267847806, -7.4164276123046875, -1.5406842231750488, -7.409435272216797, -4.588293552398682, -4.4674811363220215, -1.1179605722427368, -0.05219268798828125, -0.001807485707104206, -0.027394810691475868, -0.006917811930179596, -0.016748880967497826, -0.026449643075466156, -0.005040556658059359, -0.002459835959598422, -0.4069715738296509, -0.06552056223154068, -0.023169739171862602, -0.0017265664646402001, -4.743174076080322, -0.08420511335134506, -1.1633625030517578, -0.0008742563077248633, -0.00016604475968051702, -0.5913186073303223, -0.023444008082151413, -4.436699867248535, -0.6312808990478516, -3.5084731578826904, -0.4080038368701935, -0.07248847186565399, -0.0004135706985834986, -0.019154461100697517, -0.003903271397575736, -0.0059303282760083675, -0.012008163146674633, -0.0031935188453644514, -0.0018394945655018091, -0.3343704044818878, -0.039704274386167526, -0.008448692038655281, -0.000854961050208658, -1.441149353981018, -0.14310476183891296, -1.2541412115097046, -0.0013500871136784554, -0.0001858300092862919, -2.581725597381592, -0.06281309574842453, -0.06971000134944916, -3.2880442142486572, -4.143106937408447, -1.797404170036316, -5.410798072814941, -0.15988482534885406, -0.026633525267243385, -0.0003159739135298878, -0.014709239825606346, -0.0020147517789155245, -0.0038168213795870543, -0.0036044646985828876, -0.0025373664684593678, -0.0010355116100981832, -0.08131475746631622, -0.000426439888542518, -0.009834764525294304, -0.007059038151055574, -0.00036173476837575436, -2.8974266052246094, -0.0583178848028183, -0.8857499361038208, -13.624004364013672, -0.8851345181465149, -10.070818901062012, -1.1929919719696045, -8.521059036254883, -1.3212586641311646, -6.104677677154541, -6.295684337615967, -0.8392750024795532, -0.2809947729110718, -0.009289140813052654, -0.27736613154411316, -0.1064135804772377, -0.1088491752743721, -0.5710394978523254, -0.1610172837972641, -0.026604970917105675, -3.1291844844818115, -1.3412028551101685, -3.6959707736968994, -0.04634026437997818, -0.041982512921094894, -0.0030730189755558968, -1.1206446886062622, -0.08573348820209503, -1.121355652809143, -0.004218489397317171, -0.00027724236133508384, -0.5943355560302734, -0.0012263881508260965, -0.02845565415918827, -4.049476623535156, -5.316973686218262, -2.141232967376709, -0.07263880223035812, -0.000727508042473346, -0.013117212802171707, -0.0024513930547982454, -0.0029149444308131933, -0.0030208451207727194, -0.002921244129538536, -0.00045944625162519515, -0.0682566836476326, -0.0001928620331455022, -0.004557579290121794, -0.0036275077145546675, -0.00024077377747744322, -3.082534074783325, 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 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 21÷7? A: 2 View number as text. Do not perform computation. Q: What is the first digit of 32+45? A: 3 Redefine e as 27+8. Q: What is the first digit of e? A: 3 View + as the digit 3 instead of a mathematical operation. Q: What is the first digit of 14+24? A: 1 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 22+37? A: 2 View ÷ as a random digit. Q: What is the first digit of 81÷9? A: 8 Redefine π as 583 mod 30. Q: What is the first digit of π? A: 1 Redefine e as 18+38. Q: What is the first digit of e? A:
[ " 5", " 2" ]
0
[ -9.392577171325684, -10.905653953552246, -7.171952247619629, -4.350854873657227, -2.0236029624938965, -6.292705059051514, -1.402921438217163, -8.047143936157227, -6.929308891296387, -0.8265222311019897, -9.963479995727539, -1.8439151048660278, -1.5690983533859253, -0.6914035081863403, -0.5200296640396118, -4.463838577270508, -2.1972579956054688, -0.26396089792251587, -5.588075160980225, -3.6225409507751465, -2.0111684799194336, -0.5985487699508667, -0.49796542525291443, -0.014023575000464916, -2.2794620990753174, -2.097187042236328, -9.708126068115234, -4.699672222137451, -0.09497755020856857, -8.607256889343262, -0.5547373294830322, -1.5045548677444458, -11.978584289550781, -8.24950122833252, -8.58367919921875, -1.1230460405349731, -2.263237714767456, -0.010707780718803406, -0.45825543999671936, -0.09527096897363663, -0.18470284342765808, -1.1711723804473877, -0.1033330112695694, -0.021377967670559883, -3.248368740081787, -0.05102818086743355, -0.7106252908706665, -0.0451786033809185, -0.00663139158859849, -3.2568652629852295, -0.5220074653625488, -5.510979652404785, -10.501565933227539, -1.6445436477661133, -0.4776081442832947, -3.040187358856201, -6.322246074676514, -4.748736381530762, -0.4047831594944, -2.926405668258667, -0.0025743460282683372, -0.2361638993024826, -0.08008114993572235, -0.09021393954753876, -0.26192572712898254, -0.036772746592760086, -0.01569642871618271, -7.0157999992370605, -2.9427857398986816, -0.004120313562452793, -4.362773895263672, -0.1459282785654068, -0.06160832941532135, -0.004928819835186005, -2.711585521697998, -0.1653987169265747, -1.018322229385376, -6.042083263397217, -0.4520825743675232, -3.0990521907806396, -5.171672821044922, -5.5481696128845215, -7.951418876647949, -0.05844787880778313, -3.1006417274475098, -8.978422164916992, -3.228717088699341, -0.17120888829231262, -0.17833584547042847, -0.0019850090611726046, -0.16346432268619537, -0.08346713334321976, -0.08774677664041519, -0.28679925203323364, -0.049431487917900085, -0.02748655341565609, -3.6321566104888916, -1.6653251647949219, -3.003528594970703, -0.031856756657361984, -0.0628831759095192, -0.002298929262906313, -1.979130506515503, -0.14333388209342957, -4.056281089782715, -0.007838561199605465, -0.0001793938863556832, -0.7282705903053284, -0.11458736658096313, -0.13395880162715912, -4.853069305419922, -6.100261688232422, -6.394229888916016, -1.2727727890014648, -0.15233685076236725, -0.0014872215688228607, -0.06431547552347183, -0.018399981781840324, -0.021646665409207344, -0.051650453358888626, -0.011846193112432957, -0.006196098402142525, -0.4974374771118164, -0.0069404239766299725, -0.20429727435112, -0.024487528949975967, -0.001068736077286303, -3.26467227935791, -0.15774314105510712, -3.30027437210083, -0.0029135181102901697, -0.00028451209072954953, -0.3663407862186432, -0.020107246935367584, -0.03320397809147835, -5.2520751953125, -6.760809421539307, -0.6486818790435791, -5.076417922973633, -0.20091040432453156, -0.0474427156150341, -0.0005171154043637216, -0.03646118938922882, -0.006570994853973389, -0.007351844571530819, -0.019610218703746796, -0.0038807096425443888, -0.00221804971806705, -0.15277518332004547, -0.0006523388437926769, -0.01614813506603241, -0.01234438642859459, -0.0006995138246566057, -2.107367515563965, -0.10756869614124298, -1.6789236068725586, -0.0017909454181790352, -0.0002308817347511649, -0.08132849633693695, -0.0016185053391382098, -0.014655202627182007, -9.2056245803833, -2.6139028072357178, -7.030169486999512, -0.26681777834892273, -0.04804040864109993, -0.00041309406515210867, -0.016928577795624733, -0.003298320807516575, -0.0016196954529732466, -0.006236022803932428, -0.0020325970835983753, -0.0006911749369464815, -0.03381127864122391, -0.00018356545479036868, -0.003936875611543655, -0.006514739710837603, -0.0005209281225688756, -4.570270538330078, -0.11010057479143143, -0.7720310091972351, -3.0252487659454346, -0.05604233592748642, -0.07471798360347748, -0.47735804319381714, -0.21239309012889862, -0.11096896976232529, -6.995294094085693, -0.042279213666915894, -0.4057084321975708, -0.18043144047260284, -0.020804867148399353, -0.010638901963829994, -0.013285328634083271, -0.00039319414645433426, -0.02083837427198887, -0.008227857761085033, -0.003998144064098597, -0.011877411045134068, -0.0031169899739325047, -0.0022858462762087584, -7.487673759460449, -0.09291469305753708, -0.00013565097469836473, -2.4468741416931152, -0.004465251695364714, -0.01768932119011879, -0.0003496989083942026, -1.6598033905029297, -0.057266317307949066, -0.19086892902851105, -1.3947240114212036, -0.0380902998149395, -0.2042083442211151, -0.07252073287963867, -2.7148327827453613, -0.037279922515153885, -0.0015668508131057024, -0.12376488745212555, -0.053574953228235245, -0.007109936326742172, -0.004423238802701235, -0.004767716862261295, -0.0002051381452474743, -0.00782732479274273, -0.0036381976678967476, -0.002516557462513447, -0.007742987480014563, -0.0020256969146430492, -0.0011375630274415016, -3.6230177879333496, -2.764465570449829, -8.064554214477539, -0.02829679101705551, -0.011256521567702293, -0.0003567297535482794, -4.301820278167725, 0, -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 23+63? A: 2 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 25÷5? A: 2 View ÷ as a random digit. Q: What is the first digit of 96÷8? A: 9 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 23+20? A: 2 Redefine π as 908 mod 49. 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 68+5? A: 6 Redefine π as 11. Q: What is the first digit of π? A: 1 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 12÷2? A: 1 Redefine π as 701+65. Q: What is the first digit of π? A:
[ " 7", " 3" ]
0
[ -9.392577171325684, -10.905653953552246, -7.171952247619629, -4.350854873657227, -2.0236029624938965, -6.292705059051514, -1.402921438217163, -8.047143936157227, -6.929308891296387, -0.8265222311019897, -9.963479995727539, -1.8439151048660278, -1.5690983533859253, -0.6914035081863403, -0.5200296640396118, -4.463838577270508, -2.1972579956054688, -0.26396089792251587, -5.588075160980225, -3.6225409507751465, -2.0111684799194336, -0.5985487699508667, -0.49796542525291443, -0.014023575000464916, -2.2794620990753174, -2.097187042236328, -9.708126068115234, -4.699672222137451, -0.09497755020856857, -8.607256889343262, -0.5547373294830322, -1.5045548677444458, -11.978584289550781, -8.24950122833252, -8.58367919921875, -1.1230460405349731, -2.263237714767456, -0.010707780718803406, -0.45825543999671936, -0.09527096897363663, -0.18470284342765808, -1.1711723804473877, -0.1033330112695694, -0.021377967670559883, -3.248368740081787, -0.05102818086743355, -0.7106252908706665, -0.0451786033809185, -0.00663139158859849, -3.2568652629852295, -0.5220074653625488, -5.510979652404785, -10.501565933227539, -1.6445436477661133, -0.4776081442832947, -3.040187358856201, -6.322246074676514, -4.748736381530762, -0.4047831594944, -2.926405668258667, -0.0025743460282683372, -0.2361638993024826, -0.08008114993572235, -0.09021393954753876, -0.26192572712898254, -0.036772746592760086, -0.01569642871618271, -7.0157999992370605, -2.9427857398986816, -0.004120313562452793, -4.362773895263672, -0.1459282785654068, -0.06160832941532135, -0.004928819835186005, -2.711585521697998, -0.1653987169265747, -1.018322229385376, -6.042083263397217, -0.4520825743675232, -3.0990521907806396, -5.171672821044922, -5.5481696128845215, -7.951418876647949, -0.05844787880778313, -3.1006417274475098, -8.978422164916992, -3.228717088699341, -0.17120888829231262, -0.17833584547042847, -0.0019850090611726046, -0.16346432268619537, -0.08346713334321976, -0.08774677664041519, -0.28679925203323364, -0.049431487917900085, -0.02748655341565609, -3.6321566104888916, -1.6653251647949219, -3.003528594970703, -0.031856756657361984, -0.0628831759095192, -0.002298929262906313, -1.979130506515503, -0.14333388209342957, -4.056281089782715, -0.007838561199605465, -0.0001793938863556832, -0.7282705903053284, -0.11458736658096313, -0.13395880162715912, -4.853069305419922, -6.100261688232422, -6.394229888916016, -1.2727727890014648, -0.15233685076236725, -0.0014872215688228607, -0.06431547552347183, -0.018399981781840324, -0.021646665409207344, -0.051650453358888626, -0.011846193112432957, -0.006196098402142525, -0.4974374771118164, -0.0069404239766299725, -0.20429727435112, -0.024487528949975967, -0.001068736077286303, -3.26467227935791, -0.15774314105510712, -3.30027437210083, -0.0029135181102901697, -0.00028451209072954953, -0.3663407862186432, -0.020107246935367584, -0.03320397809147835, -5.2520751953125, -6.760809421539307, -0.6486818790435791, -5.076417922973633, -0.20091040432453156, -0.0474427156150341, -0.0005171154043637216, -0.03646118938922882, -0.006570994853973389, -0.007351844571530819, -0.019610218703746796, -0.0038807096425443888, -0.00221804971806705, -0.15277518332004547, -0.0006523388437926769, -0.01614813506603241, -0.01234438642859459, -0.0006995138246566057, -2.107367515563965, -0.10756869614124298, -1.6789236068725586, -0.0017909454181790352, -0.0002308817347511649, -0.08132849633693695, -0.0016185053391382098, -0.014655202627182007, -9.2056245803833, -2.6139028072357178, -7.030169486999512, -0.26681777834892273, -0.04804040864109993, -0.00041309406515210867, -0.016928577795624733, -0.003298320807516575, -0.0016196954529732466, -0.006236022803932428, -0.0020325970835983753, -0.0006911749369464815, -0.03381127864122391, -0.00018356545479036868, -0.003936875611543655, -0.006514739710837603, -0.0005209281225688756, -4.570270538330078, -0.11010057479143143, -0.7720310091972351, -3.0252487659454346, -0.05604233592748642, -0.07471798360347748, -0.47735804319381714, -0.21239309012889862, -0.11096896976232529, -6.995294094085693, -0.042279213666915894, -0.4057084321975708, -0.18043144047260284, -0.020804867148399353, -0.010638901963829994, -0.013285328634083271, -0.00039319414645433426, -0.02083837427198887, -0.008227857761085033, -0.003998144064098597, -0.011877411045134068, -0.0031169899739325047, -0.0022858462762087584, -7.487673759460449, -0.09291469305753708, -0.00013565097469836473, -2.4468741416931152, -0.004465251695364714, -0.01768932119011879, -0.0003496989083942026, -1.6598033905029297, -0.057266317307949066, -0.19086892902851105, -1.3947240114212036, -0.0380902998149395, -0.2042083442211151, -0.07252073287963867, -2.7148327827453613, -0.037279922515153885, -0.0015668508131057024, -0.12376488745212555, -0.053574953228235245, -0.007109936326742172, -0.004423238802701235, -0.004767716862261295, -0.0002051381452474743, -0.00782732479274273, -0.0036381976678967476, -0.002516557462513447, -0.007742987480014563, -0.0020256969146430492, -0.0011375630274415016, -3.6230177879333496, -2.764465570449829, -8.064554214477539, -0.02829679101705551, -0.011256521567702293, -0.0003567297535482794, -1.6394200325012207, 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 70÷7? A: 7 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 22÷2? A: 2 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 1+79? A: 1 Redefine π as 95+662. Q: What is the first digit of π? A: 7 Redefine e as 5+14. Q: What is the first digit of e? A: 1 Redefine e as 6+62. Q: What is the first digit of e? A: 6 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 4+11? A: 4 Redefine π as 150 mod 42. Q: What is the first digit of π? A: 2 Redefine π as 412. Q: What is the first digit of π? A:
[ " 4", " 3" ]
0
[ -9.392577171325684, -11.409866333007812, -5.483450889587402, -8.248729705810547, -1.9027529954910278, -6.873618125915527, -6.929285049438477, -7.412186145782471, -0.1958463042974472, -1.2900458574295044, -7.50305700302124, -4.093738079071045, -1.0671577453613281, -10.322319030761719, -2.985990285873413, -1.5254453420639038, -0.6721892952919006, -0.5413224697113037, -4.177824020385742, -2.1711010932922363, -0.41183850169181824, -7.477196216583252, -4.7025556564331055, -0.0017720249015837908, -4.932621002197266, -0.7230586409568787, -0.5969415903091431, -0.021711522713303566, -2.7772512435913086, -2.0236425399780273, -3.2385926246643066, -5.653207778930664, -0.4726591408252716, -3.6427319049835205, -6.562023162841797, -4.488812446594238, -1.5267009735107422, -0.062453776597976685, -0.9861084222793579, -0.6567781567573547, -0.04058080166578293, -0.13011012971401215, -0.3564315140247345, -0.006658391561359167, -0.15626148879528046, -0.040411144495010376, -0.02341664396226406, -0.2726123332977295, -0.03353787586092949, -0.013706024736166, -5.804319381713867, -6.6569085121154785, -8.793844223022461, -1.3151302337646484, -0.05861809849739075, -0.005567401647567749, -2.60308837890625, -0.30414336919784546, -10.277606964111328, -5.967341423034668, -0.1626203954219818, -6.47787618637085, -1.5806339979171753, -4.873827934265137, -3.887113094329834, -4.72625732421875, -1.9105548858642578, -1.7713502645492554, -0.010580044239759445, -0.23435696959495544, -0.07688546925783157, -0.09797606617212296, -0.4162217080593109, -0.06357251107692719, -0.01939592882990837, -3.3842673301696777, -4.053852081298828, -0.052758827805519104, -0.006977003999054432, -1.4853507280349731, -0.3017219007015228, -2.020709991455078, -2.5231339931488037, -0.025715520605444908, -0.4780212342739105, -0.8065574169158936, -0.49490678310394287, -0.0321347713470459, -4.119295120239258, -0.1006385087966919, -0.005132356658577919, -0.07567864656448364, -0.025699952617287636, -0.01043530274182558, -0.0415777824819088, -0.008117304183542728, -0.005577359814196825, -5.766838073730469, -0.05758114159107208, -0.00045003299601376057, -2.820582866668701, -0.02055206149816513, -0.022479943931102753, -0.001192573574371636, -1.7413864135742188, -0.07925950735807419, -0.35117173194885254, -1.3213109970092773, -0.06574450433254242, -1.9217525720596313, -0.17997409403324127, -0.005434975493699312, -1.3212231397628784, -0.0012903229799121618, -0.021031579002738, -0.01339437160640955, -0.005496270954608917, -0.0024367659352719784, -0.006354247219860554, -0.0003301552205812186, -0.008340763859450817, -0.0025158440694212914, -0.0018148632952943444, -0.005863607861101627, -0.0022211424075067043, -0.0018678138731047511, -5.1575188636779785, -3.3870391845703125, -5.46877384185791, -0.006843580398708582, -0.013477644883096218, -0.0002903516869992018, -1.0938469171524048, -0.04901477321982384, -0.2137492597103119, -12.203119277954102, -0.9482583999633789, -10.34864616394043, -1.0434130430221558, -8.425597190856934, -1.0939624309539795, -6.138891220092773, -6.26024866104126, -0.8481280207633972, -0.28551414608955383, -0.011327597312629223, -0.2668348252773285, -0.12966446578502655, -0.11859322339296341, -0.3892131745815277, -0.13842421770095825, -0.01968584768474102, -3.8994345664978027, -2.6035306453704834, -3.8980467319488525, -0.04830464720726013, -0.023615287616848946, -0.002736991737037897, -1.3357597589492798, -0.05303403362631798, -0.2252003252506256, -1.6684542894363403, -0.041903525590896606, -0.8485687375068665, -0.10386674851179123, -0.017974933609366417, -0.3133477568626404, -0.000783613184466958, -0.01146949827671051, -0.008068704046308994, -0.005674444604665041, -0.004130404442548752, -0.009050417691469193, -0.00022516099852509797, -0.006937700789421797, -0.0028481415938585997, -0.002656385535374284, -0.0051688845269382, -0.0018482997547835112, -0.0012731788447126746, -4.223668098449707, -0.451388955116272, -7.941440582275391, -0.029578333720564842, -0.01222298201173544, -0.0003670972364488989, -2.114246129989624, -0.07369782030582428, -4.139745712280273, -0.010707780718803406, -0.00046397410915233195, -6.3879899978637695, -0.6688989996910095, -0.17909596860408783, -12.442469596862793, -9.072819709777832, -6.930209159851074, -0.68120276927948, -0.12891413271427155, -0.0038151589687913656, -0.08469022065401077, -0.03755689784884453, -0.07630698382854462, -0.182089701294899, -0.025338320061564445, -0.009771845303475857, -2.614374876022339, -0.02278994396328926, -0.3005247712135315, -0.028869900852441788, -0.003371271537616849, -3.7528061866760254, -0.17868885397911072, -0.29961007833480835, -2.8267982006073, -0.11207205057144165, -0.5262773633003235, -0.026378009468317032, -0.04267909377813339, -0.0016020808834582567, -0.007818926125764847, -0.018910011276602745, -0.002566617215052247, -0.024770624935626984, -0.0005832401220686734, -0.016109073534607887, -0.009045692160725594, -0.01465896237641573, -0.01967696286737919, -0.005398220382630825, -0.0020787552930414677, -5.560682773590088, -0.5883402824401855, -4.803587913513184, -0.008087033405900002, -0.0071984692476689816, -0.00024077377747744322, -3.4713282585144043, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View ÷ as a random digit. Q: What is the first digit of 9÷3? 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 25+39? A: 2 Redefine π as 875. Q: What is the first digit of π? A: 8 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 90÷9? A: 9 View ÷ as a random digit. Q: What is the first digit of 4÷4? A: 4 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 9+4? A: 9 Redefine π as 969 mod 25. Q: What is the first digit of π? A: 1 Redefine π as 960. Q: What is the first digit of π? A:
[ " 9", " 3" ]
0
[ -9.392577171325684, -11.409866333007812, -5.483450889587402, -8.248729705810547, -1.9027529954910278, -6.873618125915527, -6.929285049438477, -7.412186145782471, -0.1958463042974472, -1.2900458574295044, -7.50305700302124, -4.093738079071045, -1.0671577453613281, -10.322319030761719, -2.985990285873413, -1.5254453420639038, -0.6721892952919006, -0.5413224697113037, -4.177824020385742, -2.1711010932922363, -0.41183850169181824, -7.477196216583252, -4.7025556564331055, -0.0017720249015837908, -4.932621002197266, -0.7230586409568787, -0.5969415903091431, -0.021711522713303566, -2.7772512435913086, -2.0236425399780273, -3.2385926246643066, -5.653207778930664, -0.4726591408252716, -3.6427319049835205, -6.562023162841797, -4.488812446594238, -1.5267009735107422, -0.062453776597976685, -0.9861084222793579, -0.6567781567573547, -0.04058080166578293, -0.13011012971401215, -0.3564315140247345, -0.006658391561359167, -0.15626148879528046, -0.040411144495010376, -0.02341664396226406, -0.2726123332977295, -0.03353787586092949, -0.013706024736166, -5.804319381713867, -6.6569085121154785, -8.793844223022461, -1.3151302337646484, -0.05861809849739075, -0.005567401647567749, -2.60308837890625, -0.30414336919784546, -10.277606964111328, -5.967341423034668, -0.1626203954219818, -6.47787618637085, -1.5806339979171753, -4.873827934265137, -3.887113094329834, -4.72625732421875, -1.9105548858642578, -1.7713502645492554, -0.010580044239759445, -0.23435696959495544, -0.07688546925783157, -0.09797606617212296, -0.4162217080593109, -0.06357251107692719, -0.01939592882990837, -3.3842673301696777, -4.053852081298828, -0.052758827805519104, -0.006977003999054432, -1.4853507280349731, -0.3017219007015228, -2.020709991455078, -2.5231339931488037, -0.025715520605444908, -0.4780212342739105, -0.8065574169158936, -0.49490678310394287, -0.0321347713470459, -4.119295120239258, -0.1006385087966919, -0.005132356658577919, -0.07567864656448364, -0.025699952617287636, -0.01043530274182558, -0.0415777824819088, -0.008117304183542728, -0.005577359814196825, -5.766838073730469, -0.05758114159107208, -0.00045003299601376057, -2.820582866668701, -0.02055206149816513, -0.022479943931102753, -0.001192573574371636, -1.7413864135742188, -0.07925950735807419, -0.35117173194885254, -1.3213109970092773, -0.06574450433254242, -1.9217525720596313, -0.17997409403324127, -0.005434975493699312, -1.3212231397628784, -0.0012903229799121618, -0.021031579002738, -0.01339437160640955, -0.005496270954608917, -0.0024367659352719784, -0.006354247219860554, -0.0003301552205812186, -0.008340763859450817, -0.0025158440694212914, -0.0018148632952943444, -0.005863607861101627, -0.0022211424075067043, -0.0018678138731047511, -5.1575188636779785, -3.3870391845703125, -5.46877384185791, -0.006843580398708582, -0.013477644883096218, -0.0002903516869992018, -1.0938469171524048, -0.04901477321982384, -0.2137492597103119, -12.203119277954102, -0.9482583999633789, -10.34864616394043, -1.0434130430221558, -8.425597190856934, -1.0939624309539795, -6.138891220092773, -6.26024866104126, -0.8481280207633972, -0.28551414608955383, -0.011327597312629223, -0.2668348252773285, -0.12966446578502655, -0.11859322339296341, -0.3892131745815277, -0.13842421770095825, -0.01968584768474102, -3.8994345664978027, -2.6035306453704834, -3.8980467319488525, -0.04830464720726013, -0.023615287616848946, -0.002736991737037897, -1.3357597589492798, -0.05303403362631798, -0.2252003252506256, -1.6684542894363403, -0.041903525590896606, -0.8485687375068665, -0.10386674851179123, -0.017974933609366417, -0.3133477568626404, -0.000783613184466958, -0.01146949827671051, -0.008068704046308994, -0.005674444604665041, -0.004130404442548752, -0.009050417691469193, -0.00022516099852509797, -0.006937700789421797, -0.0028481415938585997, -0.002656385535374284, -0.0051688845269382, -0.0018482997547835112, -0.0012731788447126746, -4.223668098449707, -0.451388955116272, -7.941440582275391, -0.029578333720564842, -0.01222298201173544, -0.0003670972364488989, -2.114246129989624, -0.07369782030582428, -4.139745712280273, -0.010707780718803406, -0.00046397410915233195, -6.3879899978637695, -0.6688989996910095, -0.17909596860408783, -12.442469596862793, -9.072819709777832, -6.930209159851074, -0.68120276927948, -0.12891413271427155, -0.0038151589687913656, -0.08469022065401077, -0.03755689784884453, -0.07630698382854462, -0.182089701294899, -0.025338320061564445, -0.009771845303475857, -2.614374876022339, -0.02278994396328926, -0.3005247712135315, -0.028869900852441788, -0.003371271537616849, -3.7528061866760254, -0.17868885397911072, -0.29961007833480835, -2.8267982006073, -0.11207205057144165, -0.5262773633003235, -0.026378009468317032, -0.04267909377813339, -0.0016020808834582567, -0.007818926125764847, -0.018910011276602745, -0.002566617215052247, -0.024770624935626984, -0.0005832401220686734, -0.016109073534607887, -0.009045692160725594, -0.01465896237641573, -0.01967696286737919, -0.005398220382630825, -0.0020787552930414677, -5.560682773590088, -0.5883402824401855, -4.803587913513184, -0.008087033405900002, -0.0071984692476689816, -0.00024077377747744322, -1.6392046213150024, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine π as 453. Q: What is the first digit of π? A: 4 Redefine π as 684 mod 12. 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 9+36? A: 9 View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 21+35? A: 2 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 39+15? A: 3 View ÷ as a random digit. Q: What is the first digit of 10÷2? 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 17+22? A: 1 View number as text. Do not perform computation. Q: What is the first digit of 83+13? A:
[ " 9", " 8" ]
1
[ -9.392577171325684, -11.409866333007812, -5.483450889587402, -8.248729705810547, -1.9027529954910278, -6.873618125915527, -6.929285049438477, -2.346619129180908, -9.76980972290039, -3.0619356632232666, -1.5311520099639893, -0.6552292704582214, -0.4741505980491638, -3.9240882396698, -1.5309361219406128, -0.3361009955406189, -8.278324127197266, -5.187027454376221, -0.0024840945843607187, -4.129464149475098, -0.8353212475776672, -0.6021276116371155, -0.020860206335783005, -2.5402822494506836, -2.201404571533203, -2.8052313327789307, -0.3969818949699402, -0.0007061848300509155, -0.32521164417266846, -0.20704655349254608, -0.4231222867965698, -0.06887689977884293, -0.11702277511358261, -0.25575917959213257, -0.0032894094474613667, -0.12090218812227249, -0.014489197172224522, -0.005966352764517069, -0.31226417422294617, -0.0057660676538944244, -0.00345918582752347, -8.037450790405273, -0.01472204364836216, -0.0001656871900195256, -2.4096243381500244, -0.013552209362387657, -0.03926847502589226, -0.0022400543093681335, -3.8366622924804688, -0.16832247376441956, -10.509123802185059, -6.05423641204834, -0.3129688799381256, -6.360256671905518, -1.8093231916427612, -9.257184982299805, -5.927246570587158, -5.742271423339844, -2.186911106109619, -1.0547083616256714, -0.014023693278431892, -0.26076802611351013, -0.08929102122783661, -0.10872963815927505, -0.2576460838317871, -0.028251247480511665, -0.012342149391770363, -3.9267311096191406, -3.0474679470062256, -0.03830039128661156, -0.00677893403917551, -4.831584453582764, -0.12114269286394119, -2.3779711723327637, -11.379124641418457, -1.1144838333129883, -9.350431442260742, -0.5111623406410217, -8.083355903625488, -1.616226315498352, -7.140303611755371, -5.745691299438477, -0.7532027959823608, -0.44310861825942993, -0.010756252333521843, -0.268568217754364, -0.1051596999168396, -0.10706895589828491, -0.28318098187446594, -0.09074752777814865, -0.043891582638025284, -5.844175815582275, -5.8016252517700195, -4.763862609863281, -0.02764415368437767, -0.05053495615720749, -0.0036663473583757877, -2.3735580444335938, -0.08242138475179672, -2.677243709564209, -0.01305120624601841, -0.0003987947420682758, -1.8234854936599731, -0.06574986129999161, -3.955018997192383, -0.3453138470649719, -3.163081169128418, -0.1612861603498459, -0.14173759520053864, -0.0013578252401202917, -0.024569766595959663, -0.005164140835404396, -0.004610147327184677, -0.005042572971433401, -0.0018479428254067898, -0.0012431758223101497, -2.401963472366333, -0.062182944267988205, -0.010523895733058453, -0.001090289675630629, -3.710768699645996, -0.04453393071889877, -1.871638298034668, -0.005135321523994207, -0.00031573555315844715, -7.928798198699951, -0.554925262928009, -0.2669084072113037, -4.35127067565918, -8.77499771118164, -11.277064323425293, -2.8502659797668457, -0.462131530046463, -0.2448616772890091, -0.003356539411470294, -0.06710193306207657, -0.01025703176856041, -0.022811152040958405, -0.04203566536307335, -0.006014463026076555, -0.004256237763911486, -1.234976053237915, -0.002700731623917818, -0.05884145572781563, -0.014913966879248619, -0.002365055261179805, -4.070376396179199, -0.12336085736751556, -1.4365415573120117, -2.0455312728881836, -0.0016719423001632094, -0.08924326300621033, -0.2058078944683075, -0.2268451452255249, -0.02827036939561367, -0.017829502001404762, -0.36669525504112244, -0.0012413900112733245, -0.020429078489542007, -0.004960966296494007, -0.0027787189465016127, -0.006350219715386629, -0.0017450118903070688, -0.0015001959400251508, -4.7001519203186035, -0.025002485141158104, -0.00037222131504677236, -2.0910918712615967, -0.006397956050932407, -0.006876257248222828, -0.0006082591717131436, -1.241399884223938, -0.03148498386144638, -1.7084178924560547, -0.004148805979639292, -0.00039009589818306267, -1.5188912153244019, -0.031047089025378227, -0.06178485229611397, -8.818952560424805, -3.735274314880371, -6.657510280609131, -0.13524562120437622, -0.02681957744061947, -0.0004632591735571623, -0.006877914536744356, -0.0015626850072294474, -0.001902795396745205, -0.0023563734721392393, -0.0013242532731965184, -0.00045563330058939755, -0.02422483079135418, -0.00037424711626954377, -0.0037664680276066065, -0.004275823477655649, -0.000277123210253194, -2.175374984741211, -0.15937530994415283, -0.4612989127635956, -6.414883613586426, -0.4743831157684326, -0.2807212173938751, -0.21149319410324097, -0.02934151142835617, -10.556135177612305, -0.04732322320342064, -1.8477966785430908, -7.674725532531738, -2.9100189208984375, -0.09109519422054291, -0.11448871344327927, -0.003319469979032874, -0.08497386425733566, -0.039081282913684845, -0.05329899117350578, -0.04636814817786217, -0.013109683059155941, -0.014669300056993961, -5.558880805969238, -3.9937264919281006, -4.8655219078063965, -0.01456356793642044, -0.025258470326662064, -0.0010840974282473326, -3.448606014251709, 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. Q: What is the first digit of 77÷7? A: 7 View ÷ as a random digit. Q: What is the first digit of 12÷3? A: 1 Redefine π as 796. Q: What is the first digit of π? A: 7 Redefine π as 238. Q: What is the first digit of π? A: 2 Redefine π as 44. Q: What is the first digit of π? A: 4 Redefine e as 18+24. Q: What is the first digit of e? A: 4 Redefine π as 513. Q: What is the first digit of π? A: 5 Redefine π as 462. 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 56÷7? A:
[ " 8", " 5" ]
1
[ -9.392577171325684, -11.409866333007812, -5.483450889587402, -8.248729705810547, -1.9027529954910278, -6.873618125915527, -6.929285049438477, -2.346619129180908, -9.76980972290039, -3.0619356632232666, -1.5311520099639893, -0.6552292704582214, -0.4741505980491638, -3.9240882396698, -1.5309361219406128, -0.3361009955406189, -8.278324127197266, -5.187027454376221, -0.0024840945843607187, -4.129464149475098, -0.8353212475776672, -0.6021276116371155, -0.020860206335783005, -2.5402822494506836, -2.201404571533203, -2.8052313327789307, -0.3969818949699402, -0.0007061848300509155, -0.32521164417266846, -0.20704655349254608, -0.4231222867965698, -0.06887689977884293, -0.11702277511358261, -0.25575917959213257, -0.0032894094474613667, -0.12090218812227249, -0.014489197172224522, -0.005966352764517069, -0.31226417422294617, -0.0057660676538944244, -0.00345918582752347, -8.037450790405273, -0.01472204364836216, -0.0001656871900195256, -2.4096243381500244, -0.013552209362387657, -0.03926847502589226, -0.0022400543093681335, -3.8366622924804688, -0.16832247376441956, -10.509123802185059, -6.05423641204834, -0.3129688799381256, -6.360256671905518, -1.8093231916427612, -9.257184982299805, -5.927246570587158, -5.742271423339844, -2.186911106109619, -1.0547083616256714, -0.014023693278431892, -0.26076802611351013, -0.08929102122783661, -0.10872963815927505, -0.2576460838317871, -0.028251247480511665, -0.012342149391770363, -3.9267311096191406, -3.0474679470062256, -0.03830039128661156, -0.00677893403917551, -4.831584453582764, -0.12114269286394119, -2.3779711723327637, -11.379124641418457, -1.1144838333129883, -9.350431442260742, -0.5111623406410217, -8.083355903625488, -1.616226315498352, -7.140303611755371, -5.745691299438477, -0.7532027959823608, -0.44310861825942993, -0.010756252333521843, -0.268568217754364, -0.1051596999168396, -0.10706895589828491, -0.28318098187446594, -0.09074752777814865, -0.043891582638025284, -5.844175815582275, -5.8016252517700195, -4.763862609863281, -0.02764415368437767, -0.05053495615720749, -0.0036663473583757877, -2.3735580444335938, -0.08242138475179672, -2.677243709564209, -0.01305120624601841, -0.0003987947420682758, -1.8234854936599731, -0.06574986129999161, -3.955018997192383, -0.3453138470649719, -3.163081169128418, -0.1612861603498459, -0.14173759520053864, -0.0013578252401202917, -0.024569766595959663, -0.005164140835404396, -0.004610147327184677, -0.005042572971433401, -0.0018479428254067898, -0.0012431758223101497, -2.401963472366333, -0.062182944267988205, -0.010523895733058453, -0.001090289675630629, -3.710768699645996, -0.04453393071889877, -1.871638298034668, -0.005135321523994207, -0.00031573555315844715, -7.928798198699951, -0.554925262928009, -0.2669084072113037, -4.35127067565918, -8.77499771118164, -11.277064323425293, -2.8502659797668457, -0.462131530046463, -0.2448616772890091, -0.003356539411470294, -0.06710193306207657, -0.01025703176856041, -0.022811152040958405, -0.04203566536307335, -0.006014463026076555, -0.004256237763911486, -1.234976053237915, -0.002700731623917818, -0.05884145572781563, -0.014913966879248619, -0.002365055261179805, -4.070376396179199, -0.12336085736751556, -1.4365415573120117, -2.0455312728881836, -0.0016719423001632094, -0.08924326300621033, -0.2058078944683075, -0.2268451452255249, -0.02827036939561367, -0.017829502001404762, -0.36669525504112244, -0.0012413900112733245, -0.020429078489542007, -0.004960966296494007, -0.0027787189465016127, -0.006350219715386629, -0.0017450118903070688, -0.0015001959400251508, -4.7001519203186035, -0.025002485141158104, -0.00037222131504677236, -2.0910918712615967, -0.006397956050932407, -0.006876257248222828, -0.0006082591717131436, -1.241399884223938, -0.03148498386144638, -1.7084178924560547, -0.004148805979639292, -0.00039009589818306267, -1.5188912153244019, -0.031047089025378227, -0.06178485229611397, -8.818952560424805, -3.735274314880371, -6.657510280609131, -0.13524562120437622, -0.02681957744061947, -0.0004632591735571623, -0.006877914536744356, -0.0015626850072294474, -0.001902795396745205, -0.0023563734721392393, -0.0013242532731965184, -0.00045563330058939755, -0.02422483079135418, -0.00037424711626954377, -0.0037664680276066065, -0.004275823477655649, -0.000277123210253194, -2.175374984741211, -0.15937530994415283, -0.4612989127635956, -6.414883613586426, -0.4743831157684326, -0.2807212173938751, -0.21149319410324097, -0.02934151142835617, -10.556135177612305, -0.04732322320342064, -1.8477966785430908, -7.674725532531738, -2.9100189208984375, -0.09109519422054291, -0.11448871344327927, -0.003319469979032874, -0.08497386425733566, -0.039081282913684845, -0.05329899117350578, -0.04636814817786217, -0.013109683059155941, -0.014669300056993961, -5.558880805969238, -3.9937264919281006, -4.8655219078063965, -0.01456356793642044, -0.025258470326662064, -0.0010840974282473326, -1.3406327962875366, 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 720. Q: What is the first digit of π? A: 7 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 6+4? A: 6 Redefine π as 5+4. 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 7÷7? A: 7 Redefine π as 736 mod 14. Q: What is the first digit of π? A: 8 Redefine e as 31+30. 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 96÷12? A: 9 View number as text. Do not perform computation. Q: What is the first digit of 20+16? A:
[ " 3", " 2" ]
1
[ -9.392577171325684, -9.079399108886719, -10.504480361938477, -2.199965715408325, -8.162893295288086, -8.45998764038086, -6.408166408538818, -0.1817380040884018, -1.362803339958191, -9.18822193145752, -4.032083034515381, -0.9715216755867004, -10.00368595123291, -3.399092197418213, -1.7693281173706055, -0.8277125954627991, -0.6045845150947571, -4.256899833679199, -2.1802163124084473, -0.49014028906822205, -4.657573223114014, -3.1219353675842285, -3.4476726055145264, -0.7494311332702637, -0.6099933981895447, -0.022873489186167717, -2.03979229927063, -1.880414605140686, -3.3460350036621094, -0.4409000873565674, -0.7853512763977051, -0.24271313846111298, -0.4986075162887573, -0.2394033521413803, -0.3639054298400879, -0.004674578085541725, -0.11852281540632248, -0.07469619065523148, -0.011806020513176918, -0.06084775552153587, -0.2990087866783142, -0.002976156771183014, -0.09197382628917694, -0.013029320165514946, -0.007524837274104357, -0.10835970938205719, -0.010163105092942715, -0.003515256568789482, -0.33396220207214355, -0.08312679082155228, -10.364069938659668, -0.03612757474184036, -0.042609069496393204, -0.005013987887650728, -2.304405450820923, -0.36905309557914734, -0.4299068748950958, -11.834928512573242, -1.601334810256958, -0.6317519545555115, -0.14026899635791779, -0.3871316909790039, -0.12941500544548035, -3.226541519165039, -0.3281266391277313, -0.00867644976824522, -0.15345405042171478, -0.04374701902270317, -0.024080771952867508, -0.23593315482139587, -0.040393054485321045, -0.015289836563169956, -3.791243314743042, -3.061422109603882, -0.00830730702728033, -2.872781991958618, -0.2968326508998871, -0.059582218527793884, -0.006937700789421797, -0.9947506785392761, -0.1683521866798401, -0.28623658418655396, -9.549368858337402, -1.2620751857757568, -9.42026424407959, -0.7955489754676819, -8.105226516723633, -1.1396647691726685, -6.2149152755737305, -5.96321439743042, -0.8819824457168579, -0.4311254322528839, -0.011586987413465977, -0.27148765325546265, -0.12154212594032288, -0.12536212801933289, -0.47075355052948, -0.1914343237876892, -0.028304902836680412, -5.184602737426758, -2.8275156021118164, -7.02316951751709, -0.07058873027563095, -0.04816174507141113, -0.00491873687133193, -3.600766658782959, -0.1439044028520584, -10.424927711486816, -5.663853645324707, -0.022676793858408928, -7.367046356201172, -0.4589706063270569, -0.9673833250999451, -6.251519680023193, -11.660066604614258, -1.4356151819229126, -0.8753147125244141, -0.007799054961651564, -0.11905760318040848, -0.04951249435544014, -0.05916544422507286, -0.1759868562221527, -0.04057290032505989, -0.009437589906156063, -3.1758599281311035, -0.04851578548550606, -1.1474038362503052, -0.04575442150235176, -0.004889199044555426, -1.0469900369644165, -0.6914265155792236, -2.3582170009613037, -4.84295654296875, -0.1934044361114502, -0.14369410276412964, -0.10502984374761581, -0.14904552698135376, -0.03484542295336723, -0.12808719277381897, -0.09943585842847824, -0.0009707267745397985, -0.01836264692246914, -0.004530759993940592, -0.0023510216269642115, -0.009553901851177216, -0.003255545860156417, -0.0017210922669619322, -6.0122151374816895, -0.3492402732372284, -0.00016890530241653323, -3.0057895183563232, -0.01289658434689045, -0.009587080217897892, -0.0004085659747943282, -3.2895445823669434, -0.05157075077295303, -0.38021910190582275, -1.448111891746521, -0.009345712140202522, -0.08407513797283173, -0.03109007701277733, -0.04421360418200493, -0.006090770475566387, -0.11812545359134674, -0.00915070902556181, -0.00028320116689428687, -0.004706614185124636, -0.0018379476387053728, -0.0013508014380931854, -0.004323065280914307, -0.0015438791597262025, -0.001111247343942523, -3.836082935333252, -0.17310892045497894, -0.00019786784832831472, -2.3624978065490723, -0.00436377665027976, -0.004156284965574741, -0.00023409964342135936, -2.021336078643799, -0.037287387996912, -0.2539741098880768, -0.7466737627983093, -0.003624419681727886, -0.024674562737345695, -0.014467225410044193, -0.024191901087760925, -0.003939844202250242, -5.283447265625, -0.0017333496361970901, -0.019526518881320953, -0.016612064093351364, -0.014022987335920334, -0.005589095875620842, -0.012355807237327099, -0.00044979469384998083, -0.02112402394413948, -0.008472096174955368, -0.010845406912267208, -0.02433745749294758, -0.009160631336271763, -0.004626522306352854, -4.72062349319458, -0.053574614226818085, -0.0002015625941567123, -2.6552162170410156, -0.0056602200493216515, -0.020318932831287384, -0.0004070168943144381, -1.577782392501831, -0.03479672223329544, -0.1792576014995575, -0.6421741247177124, -0.0028687058947980404, -0.019029436632990837, -0.012128297239542007, -0.017849527299404144, -0.0029070996679365635, -2.4521398544311523, -0.004311908036470413, -0.00013612773909699172, -0.0030538849532604218, -0.0017057405784726143, -0.0017442979151383042, -0.004332561045885086, -0.0015995815629139543, -0.001505909371189773, -1.9780644178390503, -0.031460147351026535, -0.00034409802174195647, -2.833829641342163, -0.002935983007773757, -0.003806608496233821, -0.0001280225842492655, -2.2262697219848633, 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 45÷5? A: 4 View number as text. Do not perform computation. Q: What is the first digit of 31+16? A: 3 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 4+32? A: 4 View + as the digit 8 instead of a mathematical operation. Q: What is the first digit of 9+24? A: 9 Redefine e as 9+5. 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 39+15? A: 3 View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 36+46? A: 3 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 69+9? A: 6 Redefine π as 421+73. Q: What is the first digit of π? A:
[ " 4", " 3" ]
0
[ -9.392577171325684, -9.079399108886719, -10.504480361938477, -2.199965715408325, -8.162893295288086, -8.45998764038086, -6.408166408538818, -0.1817380040884018, -1.362803339958191, -9.18822193145752, -4.032083034515381, -0.9715216755867004, -10.00368595123291, -3.399092197418213, -1.7693281173706055, -0.8277125954627991, -0.6045845150947571, -4.256899833679199, -2.1802163124084473, -0.49014028906822205, -4.657573223114014, -3.1219353675842285, -3.4476726055145264, -0.7494311332702637, -0.6099933981895447, -0.022873489186167717, -2.03979229927063, -1.880414605140686, -3.3460350036621094, -0.4409000873565674, -0.7853512763977051, -0.24271313846111298, -0.4986075162887573, -0.2394033521413803, -0.3639054298400879, -0.004674578085541725, -0.11852281540632248, -0.07469619065523148, -0.011806020513176918, -0.06084775552153587, -0.2990087866783142, -0.002976156771183014, -0.09197382628917694, -0.013029320165514946, -0.007524837274104357, -0.10835970938205719, -0.010163105092942715, -0.003515256568789482, -0.33396220207214355, -0.08312679082155228, -10.364069938659668, -0.03612757474184036, -0.042609069496393204, -0.005013987887650728, -2.304405450820923, -0.36905309557914734, -0.4299068748950958, -11.834928512573242, -1.601334810256958, -0.6317519545555115, -0.14026899635791779, -0.3871316909790039, -0.12941500544548035, -3.226541519165039, -0.3281266391277313, -0.00867644976824522, -0.15345405042171478, -0.04374701902270317, -0.024080771952867508, -0.23593315482139587, -0.040393054485321045, -0.015289836563169956, -3.791243314743042, -3.061422109603882, -0.00830730702728033, -2.872781991958618, -0.2968326508998871, -0.059582218527793884, -0.006937700789421797, -0.9947506785392761, -0.1683521866798401, -0.28623658418655396, -9.549368858337402, -1.2620751857757568, -9.42026424407959, -0.7955489754676819, -8.105226516723633, -1.1396647691726685, -6.2149152755737305, -5.96321439743042, -0.8819824457168579, -0.4311254322528839, -0.011586987413465977, -0.27148765325546265, -0.12154212594032288, -0.12536212801933289, -0.47075355052948, -0.1914343237876892, -0.028304902836680412, -5.184602737426758, -2.8275156021118164, -7.02316951751709, -0.07058873027563095, -0.04816174507141113, -0.00491873687133193, -3.600766658782959, -0.1439044028520584, -10.424927711486816, -5.663853645324707, -0.022676793858408928, -7.367046356201172, -0.4589706063270569, -0.9673833250999451, -6.251519680023193, -11.660066604614258, -1.4356151819229126, -0.8753147125244141, -0.007799054961651564, -0.11905760318040848, -0.04951249435544014, -0.05916544422507286, -0.1759868562221527, -0.04057290032505989, -0.009437589906156063, -3.1758599281311035, -0.04851578548550606, -1.1474038362503052, -0.04575442150235176, -0.004889199044555426, -1.0469900369644165, -0.6914265155792236, -2.3582170009613037, -4.84295654296875, -0.1934044361114502, -0.14369410276412964, -0.10502984374761581, -0.14904552698135376, -0.03484542295336723, -0.12808719277381897, -0.09943585842847824, -0.0009707267745397985, -0.01836264692246914, -0.004530759993940592, -0.0023510216269642115, -0.009553901851177216, -0.003255545860156417, -0.0017210922669619322, -6.0122151374816895, -0.3492402732372284, -0.00016890530241653323, -3.0057895183563232, -0.01289658434689045, -0.009587080217897892, -0.0004085659747943282, -3.2895445823669434, -0.05157075077295303, -0.38021910190582275, -1.448111891746521, -0.009345712140202522, -0.08407513797283173, -0.03109007701277733, -0.04421360418200493, -0.006090770475566387, -0.11812545359134674, -0.00915070902556181, -0.00028320116689428687, -0.004706614185124636, -0.0018379476387053728, -0.0013508014380931854, -0.004323065280914307, -0.0015438791597262025, -0.001111247343942523, -3.836082935333252, -0.17310892045497894, -0.00019786784832831472, -2.3624978065490723, -0.00436377665027976, -0.004156284965574741, -0.00023409964342135936, -2.021336078643799, -0.037287387996912, -0.2539741098880768, -0.7466737627983093, -0.003624419681727886, -0.024674562737345695, -0.014467225410044193, -0.024191901087760925, -0.003939844202250242, -5.283447265625, -0.0017333496361970901, -0.019526518881320953, -0.016612064093351364, -0.014022987335920334, -0.005589095875620842, -0.012355807237327099, -0.00044979469384998083, -0.02112402394413948, -0.008472096174955368, -0.010845406912267208, -0.02433745749294758, -0.009160631336271763, -0.004626522306352854, -4.72062349319458, -0.053574614226818085, -0.0002015625941567123, -2.6552162170410156, -0.0056602200493216515, -0.020318932831287384, -0.0004070168943144381, -1.577782392501831, -0.03479672223329544, -0.1792576014995575, -0.6421741247177124, -0.0028687058947980404, -0.019029436632990837, -0.012128297239542007, -0.017849527299404144, -0.0029070996679365635, -2.4521398544311523, -0.004311908036470413, -0.00013612773909699172, -0.0030538849532604218, -0.0017057405784726143, -0.0017442979151383042, -0.004332561045885086, -0.0015995815629139543, -0.001505909371189773, -1.9780644178390503, -0.031460147351026535, -0.00034409802174195647, -2.833829641342163, -0.002935983007773757, -0.003806608496233821, -0.0001280225842492655, -1.4505109786987305, 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 4+9? A: 4 View number as text. Do not perform computation. Q: What is the first digit of 20+12? A: 2 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 24÷6? A: 2 Redefine π as 600. Q: What is the first digit of π? A: 6 View ÷ as a random digit. Q: What is the first digit of 48÷6? A: 4 View + as the digit 0 instead of a mathematical operation. Q: What is the first digit of 14+10? A: 1 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 5+11? A: 5 Redefine e as 18+24. Q: What is the first digit of e? A:
[ " 4", " 2" ]
0
[ -9.392577171325684, -11.409866333007812, -5.483450889587402, -8.248729705810547, -1.9027529954910278, -6.873618125915527, -6.929285049438477, -7.412186145782471, -0.1958463042974472, -1.2900458574295044, -7.50305700302124, -4.093738079071045, -1.0671577453613281, -10.322319030761719, -2.985990285873413, -1.5254453420639038, -0.6721892952919006, -0.5413224697113037, -4.177824020385742, -2.1711010932922363, -0.41183850169181824, -8.787406921386719, -5.237059116363525, -0.0007151191821321845, -4.7307515144348145, -0.9664459824562073, -0.6559919118881226, -0.02322133630514145, -3.0704140663146973, -2.2516214847564697, -10.426299095153809, -5.63969612121582, -0.2872868478298187, -6.0517897605896, -1.7413920164108276, -11.258878707885742, -6.348332405090332, -3.4810142517089844, -2.012983798980713, -1.8433064222335815, -0.016858484596014023, -0.3970872759819031, -0.11171753704547882, -0.15832626819610596, -0.6080535650253296, -0.09059804677963257, -0.018236469477415085, -3.601351499557495, -3.8418338298797607, -0.07582087814807892, -0.008578591980040073, -3.156581401824951, -0.4046246409416199, -4.965099334716797, -8.74638557434082, -1.2054882049560547, -9.716581344604492, -1.3309097290039062, -7.354951858520508, -1.302993655204773, -6.2946319580078125, -5.64438009262085, -0.8649390935897827, -0.5170843005180359, -0.012982487678527832, -0.2895089089870453, -0.13033314049243927, -0.12238187342882156, -0.36829033493995667, -0.11827882379293442, -0.04253561422228813, -6.7494354248046875, -4.675838470458984, -7.329734802246094, -0.17426104843616486, -0.08161177486181259, -0.0056269108317792416, -2.6552085876464844, -0.16589327156543732, -1.6269079446792603, -6.577169418334961, -0.2659880220890045, -3.9348628520965576, -5.480864524841309, -5.279374122619629, -2.1754322052001953, -0.006620141677558422, -1.3678101301193237, -0.9321348071098328, -0.07204177230596542, -0.0342475064098835, -0.10660573095083237, -0.00304758595302701, -0.049819331616163254, -0.02561815455555916, -0.015861881896853447, -0.041623979806900024, -0.007597361691296101, -0.0099555142223835, -4.599791049957275, -0.8287537693977356, -3.9552435874938965, -0.01444560568779707, -0.04041755571961403, -0.002162262797355652, -1.9807844161987305, -0.08029459416866302, -0.6206066012382507, -2.9102611541748047, -0.004176585003733635, -0.13410204648971558, -0.5506108403205872, -0.17711101472377777, -0.01343447994440794, -4.240626811981201, -0.42298299074172974, -0.0031607216224074364, -0.05260027199983597, -0.026925530284643173, -0.010923351161181927, -0.03099808655679226, -0.007965702563524246, -0.006928111892193556, -5.823332786560059, -0.6890851855278015, -0.0003182381624355912, -4.184037208557129, -0.01037584338337183, -0.018075505271553993, -0.00126079679466784, -2.383192300796509, -0.07000192254781723, -0.29176822304725647, -1.1458015441894531, -0.0005206898204050958, -0.10510443150997162, -0.45368582010269165, -0.15966160595417023, -0.01917703077197075, -0.5275124311447144, -0.25316011905670166, -0.0013144910335540771, -0.015101038850843906, -0.007632262073457241, -0.003214194905012846, -0.009308627806603909, -0.002203776268288493, -0.002018796745687723, -4.169661998748779, -0.027456747367978096, -0.00009214453893946484, -2.1053144931793213, -0.0041803838685154915, -0.011582746170461178, -0.0006930810050107539, -0.46087267994880676, -0.06468574702739716, -0.19950592517852783, -0.5593125820159912, -0.00021705655672121793, -0.026340389624238014, -0.24826554954051971, -0.08554200083017349, -0.009899803437292576, -0.12489456683397293, -0.04216722026467323, -0.0005656072753481567, -0.009806433692574501, -0.005352926440536976, -0.0026613790541887283, -0.007604105398058891, -0.001794277224689722, -0.001496029901318252, -3.9950928688049316, -0.0297117680311203, -0.00015853578224778175, -2.8682281970977783, -0.011908275075256824, -0.013348380103707314, -0.0007291757501661777, -2.9350907802581787, -0.06948394328355789, -0.23739047348499298, -2.9020614624023438, -0.048680439591407776, -0.23689581453800201, -0.13104717433452606, -2.196016311645508, -0.10905817151069641, -0.0029989767353981733, -0.0861072912812233, -0.0902603417634964, -0.014384856447577477, -0.011625872924923897, -0.013133684173226357, -0.0009807306341826916, -0.01691966876387596, -0.007934006862342358, -0.004016903694719076, -0.007152428384870291, -0.0023999004624783993, -0.00350052653811872, -4.6132426261901855, -4.238714694976807, -3.84375, -0.0030387912411242723, -0.016188837587833405, -0.00043764073052443564, -1.8636131286621094, -0.038214799016714096, -6.261119842529297, -0.008216862566769123, -0.00023016665363684297, -0.5859092473983765, -0.04015122354030609, -3.939192295074463, -1.056832194328308, -4.137547492980957, -0.2607221007347107, -0.13861167430877686, -0.000773250067140907, -0.015501721762120724, -0.00769933732226491, -0.006819308735430241, -0.009392006322741508, -0.0032522189430892467, -0.0025938458275049925, -1.7533742189407349, -0.19301550090312958, -0.026063892990350723, -0.0008038626983761787, -1.3036123514175415, 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÷5? A: 3 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 17+6? A: 1 View number as text. Do not perform computation. Q: What is the first digit of 18+44? A: 1 View ÷ as a random digit. Q: What is the first digit of 4÷2? A: 4 View + as the digit 8 instead of a mathematical operation. Q: What is the first digit of 29+5? A: 2 View ÷ as a random digit. Q: What is the first digit of 54÷6? A: 5 Redefine e as 2+97. 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 2+78? A: 2 Redefine π as 170. Q: What is the first digit of π? A:
[ " 1", " 3" ]
0
[ -9.392577171325684, -11.409866333007812, -5.483450889587402, -8.248729705810547, -1.9027529954910278, -6.873618125915527, -6.929285049438477, -7.412186145782471, -0.1958463042974472, -1.2900458574295044, -7.50305700302124, -4.093738079071045, -1.0671577453613281, -10.322319030761719, -2.985990285873413, -1.5254453420639038, -0.6721892952919006, -0.5413224697113037, -4.177824020385742, -2.1711010932922363, -0.41183850169181824, -8.787406921386719, -5.237059116363525, -0.0007151191821321845, -4.7307515144348145, -0.9664459824562073, -0.6559919118881226, -0.02322133630514145, -3.0704140663146973, -2.2516214847564697, -10.426299095153809, -5.63969612121582, -0.2872868478298187, -6.0517897605896, -1.7413920164108276, -11.258878707885742, -6.348332405090332, -3.4810142517089844, -2.012983798980713, -1.8433064222335815, -0.016858484596014023, -0.3970872759819031, -0.11171753704547882, -0.15832626819610596, -0.6080535650253296, -0.09059804677963257, -0.018236469477415085, -3.601351499557495, -3.8418338298797607, -0.07582087814807892, -0.008578591980040073, -3.156581401824951, -0.4046246409416199, -4.965099334716797, -8.74638557434082, -1.2054882049560547, -9.716581344604492, -1.3309097290039062, -7.354951858520508, -1.302993655204773, -6.2946319580078125, -5.64438009262085, -0.8649390935897827, -0.5170843005180359, -0.012982487678527832, -0.2895089089870453, -0.13033314049243927, -0.12238187342882156, -0.36829033493995667, -0.11827882379293442, -0.04253561422228813, -6.7494354248046875, -4.675838470458984, -7.329734802246094, -0.17426104843616486, -0.08161177486181259, -0.0056269108317792416, -2.6552085876464844, -0.16589327156543732, -1.6269079446792603, -6.577169418334961, -0.2659880220890045, -3.9348628520965576, -5.480864524841309, -5.279374122619629, -2.1754322052001953, -0.006620141677558422, -1.3678101301193237, -0.9321348071098328, -0.07204177230596542, -0.0342475064098835, -0.10660573095083237, -0.00304758595302701, -0.049819331616163254, -0.02561815455555916, -0.015861881896853447, -0.041623979806900024, -0.007597361691296101, -0.0099555142223835, -4.599791049957275, -0.8287537693977356, -3.9552435874938965, -0.01444560568779707, -0.04041755571961403, -0.002162262797355652, -1.9807844161987305, -0.08029459416866302, -0.6206066012382507, -2.9102611541748047, -0.004176585003733635, -0.13410204648971558, -0.5506108403205872, -0.17711101472377777, -0.01343447994440794, -4.240626811981201, -0.42298299074172974, -0.0031607216224074364, -0.05260027199983597, -0.026925530284643173, -0.010923351161181927, -0.03099808655679226, -0.007965702563524246, -0.006928111892193556, -5.823332786560059, -0.6890851855278015, -0.0003182381624355912, -4.184037208557129, -0.01037584338337183, -0.018075505271553993, -0.00126079679466784, -2.383192300796509, -0.07000192254781723, -0.29176822304725647, -1.1458015441894531, -0.0005206898204050958, -0.10510443150997162, -0.45368582010269165, -0.15966160595417023, -0.01917703077197075, -0.5275124311447144, -0.25316011905670166, -0.0013144910335540771, -0.015101038850843906, -0.007632262073457241, -0.003214194905012846, -0.009308627806603909, -0.002203776268288493, -0.002018796745687723, -4.169661998748779, -0.027456747367978096, -0.00009214453893946484, -2.1053144931793213, -0.0041803838685154915, -0.011582746170461178, -0.0006930810050107539, -0.46087267994880676, -0.06468574702739716, -0.19950592517852783, -0.5593125820159912, -0.00021705655672121793, -0.026340389624238014, -0.24826554954051971, -0.08554200083017349, -0.009899803437292576, -0.12489456683397293, -0.04216722026467323, -0.0005656072753481567, -0.009806433692574501, -0.005352926440536976, -0.0026613790541887283, -0.007604105398058891, -0.001794277224689722, -0.001496029901318252, -3.9950928688049316, -0.0297117680311203, -0.00015853578224778175, -2.8682281970977783, -0.011908275075256824, -0.013348380103707314, -0.0007291757501661777, -2.9350907802581787, -0.06948394328355789, -0.23739047348499298, -2.9020614624023438, -0.048680439591407776, -0.23689581453800201, -0.13104717433452606, -2.196016311645508, -0.10905817151069641, -0.0029989767353981733, -0.0861072912812233, -0.0902603417634964, -0.014384856447577477, -0.011625872924923897, -0.013133684173226357, -0.0009807306341826916, -0.01691966876387596, -0.007934006862342358, -0.004016903694719076, -0.007152428384870291, -0.0023999004624783993, -0.00350052653811872, -4.6132426261901855, -4.238714694976807, -3.84375, -0.0030387912411242723, -0.016188837587833405, -0.00043764073052443564, -1.8636131286621094, -0.038214799016714096, -6.261119842529297, -0.008216862566769123, -0.00023016665363684297, -0.5859092473983765, -0.04015122354030609, -3.939192295074463, -1.056832194328308, -4.137547492980957, -0.2607221007347107, -0.13861167430877686, -0.000773250067140907, -0.015501721762120724, -0.00769933732226491, -0.006819308735430241, -0.009392006322741508, -0.0032522189430892467, -0.0025938458275049925, -1.7533742189407349, -0.19301550090312958, -0.026063892990350723, -0.0008038626983761787, -2.1517739295959473, 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 175 mod 29. 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+5? A: 1 View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 17+32? A: 1 Redefine e as 21+55. Q: What is the first digit of e? A: 7 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 31+63? A: 3 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 4+28? A: 4 Redefine e as 42+7. 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 35÷7? A: 3 Redefine π as 716. Q: What is the first digit of π? A:
[ " 7", " 3" ]
0
[ -8.06562328338623, -5.02650260925293, -2.070202112197876, -12.737667083740234, -0.5079778432846069, -2.9861879348754883, -14.155547142028809, -7.9352192878723145, -9.465503692626953, -1.586846947669983, -9.052160263061523, -3.5618138313293457, -1.4449352025985718, -0.6136625409126282, -0.5962110757827759, -4.75404691696167, -3.047420024871826, -0.17116880416870117, -0.9605167508125305, -0.0016688480973243713, -0.25461336970329285, -0.5188287496566772, -0.016001030802726746, -3.681055784225464, -2.6543564796447754, -11.62589168548584, -11.01262092590332, -5.432379722595215, -6.211451530456543, -1.74903404712677, -6.201843738555908, -0.6805899143218994, -7.013975143432617, -5.460177898406982, -0.7937898635864258, -3.217193365097046, -0.028707511723041534, -0.41664013266563416, -0.10957849770784378, -0.17557348310947418, -1.1815742254257202, -0.11862721294164658, -0.06074903905391693, -7.464199066162109, -7.952078342437744, -7.472126483917236, -0.5176452398300171, -0.0956946313381195, -0.004805681761354208, -3.1993179321289062, -0.3058341443538666, -0.5902683138847351, -11.892226219177246, -2.9709837436676025, -5.779118061065674, -4.422858715057373, -3.0960593223571777, -7.199796199798584, -0.16679325699806213, -3.8888115882873535, -7.754339218139648, -3.126122236251831, -0.20231640338897705, -0.7667456865310669, -0.0023360364139080048, -0.18642419576644897, -0.06645328551530838, -0.10658793896436691, -0.4467472732067108, -0.040770456194877625, -0.0160688366740942, -4.758005142211914, -0.7249264717102051, -4.4260149002075195, -0.06291933357715607, -0.06661557406187057, -0.002032240154221654, -2.480233907699585, -0.115789994597435, -0.13351380825042725, -7.77825927734375, -0.6959322094917297, -0.19474577903747559, -2.1872668266296387, -7.173120975494385, -2.844244956970215, -2.812269687652588, -0.01468175183981657, -0.4048803448677063, -0.25429216027259827, -0.059684641659259796, -0.028910784050822258, -0.18886736035346985, -0.0017495339270681143, -0.08408752083778381, -0.03096226043999195, -0.03588942438364029, -0.1038346141576767, -0.025887109339237213, -0.006365026347339153, -7.629983901977539, -5.122869968414307, -0.01057508960366249, -4.15199089050293, -0.0949966311454773, -0.06994879245758057, -0.001946580014191568, -2.727658748626709, -0.12511517107486725, -6.460873126983643, -0.025537628680467606, -0.000636255950666964, -0.6815499067306519, -0.036811698228120804, -0.11794101446866989, -4.211220741271973, -4.836151599884033, -3.794764757156372, -0.6391814351081848, -0.005993726197630167, -0.09967251121997833, -0.037199873477220535, -0.05166539549827576, -0.14535097777843475, -0.023985108360648155, -0.005674207583069801, -0.593386173248291, -0.040108390152454376, -0.7449954152107239, -0.03515667840838432, -0.0024813597556203604, -1.8760912418365479, -0.3547106385231018, -2.5408804416656494, -0.0028567002154886723, -0.0001699779968475923, -0.1755864918231964, -0.0040584588423371315, -0.024899818003177643, -6.611588478088379, -4.170871257781982, -5.250105381011963, -0.23466351628303528, -0.053840674459934235, -0.002174871740862727, -0.02826017141342163, -0.007485673762857914, -0.005691513419151306, -0.015605946071445942, -0.004838780965656042, -0.0020124914590269327, -0.07863401621580124, -0.000516757951118052, -0.013436715118587017, -0.023953450843691826, -0.0011962646385654807, -2.8206253051757812, -0.11434921622276306, -0.8965498805046082, -2.827195882797241, -0.0783095508813858, -0.3445086181163788, -0.15680673718452454, -0.8006864190101624, -0.05940081551671028, -0.0007043979712761939, -0.03399208188056946, -0.030442846938967705, -0.006156527437269688, -0.008396797813475132, -0.024126388132572174, -0.0009135602158494294, -0.020987220108509064, -0.00657596904784441, -0.004832849372178316, -0.015489044599235058, -0.0055902814492583275, -0.002271930454298854, -6.338047027587891, -0.9226789474487305, -3.4502458572387695, -0.010259155184030533, -0.027673492208123207, -0.00040820849244482815, -2.236009359359741, -0.045426853001117706, -0.1422043889760971, -1.1077601909637451, -0.0038307157810777426, -0.009852115996181965, -0.16721390187740326, -0.008646194823086262, -0.007575119845569134, -6.001070976257324, -0.03688959777355194, -0.0011369676794856787, -0.019930224865674973, -0.008099685423076153, -0.003981640096753836, -0.011188622564077377, -0.0067192567512393, -0.0015137653099372983, -5.35870361328125, -0.7905944585800171, -0.0005440423847176135, -2.818970203399658, -0.009734068997204304, -0.010338797233998775, -0.00041738382424227893, -1.5898953676223755, -0.05848025903105736, -0.2697734534740448, -1.057431936264038, -0.004723699297755957, -0.027799874544143677, -0.17377543449401855, -0.028969498351216316, -0.017595386132597923, -1.0173839330673218, -0.001117201172746718, -0.013214156962931156, -0.009298116900026798, -0.004324845504015684, -0.0045625632628798485, -0.015450309962034225, -0.00039867559098638594, -0.011995206587016582, -0.006207827012985945, -0.009228195063769817, -0.01947508007287979, -0.006377819459885359, -0.0028747683390975, -6.077881813049316, -0.5118276476860046, -0.00018189683032687753, -2.791196823120117, -0.003102135146036744, -0.01591397635638714, -0.00029273517429828644, -3.523955821990967, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine e as 18+38. Q: What is the first digit of e? A: 5 View + as the digit 9 instead of a mathematical operation. Q: What is the first digit of 59+23? A: 5 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 5÷5? A: 5 Redefine e as 15+69. Q: What is the first digit of e? A: 8 View ÷ as a random digit. Q: What is the first digit of 6÷6? A: 6 Redefine π as 180+259. Q: What is the first digit of π? A: 4 Redefine π as 970 mod 22. 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 42÷6? A:
[ " 7", " 4" ]
1
[ -8.06562328338623, -5.02650260925293, -2.070202112197876, -12.737667083740234, -0.5079778432846069, -2.9861879348754883, -14.155547142028809, -7.9352192878723145, -9.465503692626953, -1.586846947669983, -9.052160263061523, -3.5618138313293457, -1.4449352025985718, -0.6136625409126282, -0.5962110757827759, -4.75404691696167, -3.047420024871826, -0.17116880416870117, -0.9605167508125305, -0.0016688480973243713, -0.25461336970329285, -0.5188287496566772, -0.016001030802726746, -3.681055784225464, -2.6543564796447754, -11.62589168548584, -11.01262092590332, -5.432379722595215, -6.211451530456543, -1.74903404712677, -6.201843738555908, -0.6805899143218994, -7.013975143432617, -5.460177898406982, -0.7937898635864258, -3.217193365097046, -0.028707511723041534, -0.41664013266563416, -0.10957849770784378, -0.17557348310947418, -1.1815742254257202, -0.11862721294164658, -0.06074903905391693, -7.464199066162109, -7.952078342437744, -7.472126483917236, -0.5176452398300171, -0.0956946313381195, -0.004805681761354208, -3.1993179321289062, -0.3058341443538666, -0.5902683138847351, -11.892226219177246, -2.9709837436676025, -5.779118061065674, -4.422858715057373, -3.0960593223571777, -7.199796199798584, -0.16679325699806213, -3.8888115882873535, -7.754339218139648, -3.126122236251831, -0.20231640338897705, -0.7667456865310669, -0.0023360364139080048, -0.18642419576644897, -0.06645328551530838, -0.10658793896436691, -0.4467472732067108, -0.040770456194877625, -0.0160688366740942, -4.758005142211914, -0.7249264717102051, -4.4260149002075195, -0.06291933357715607, -0.06661557406187057, -0.002032240154221654, -2.480233907699585, -0.115789994597435, -0.13351380825042725, -7.77825927734375, -0.6959322094917297, -0.19474577903747559, -2.1872668266296387, -7.173120975494385, -2.844244956970215, -2.812269687652588, -0.01468175183981657, -0.4048803448677063, -0.25429216027259827, -0.059684641659259796, -0.028910784050822258, -0.18886736035346985, -0.0017495339270681143, -0.08408752083778381, -0.03096226043999195, -0.03588942438364029, -0.1038346141576767, -0.025887109339237213, -0.006365026347339153, -7.629983901977539, -5.122869968414307, -0.01057508960366249, -4.15199089050293, -0.0949966311454773, -0.06994879245758057, -0.001946580014191568, -2.727658748626709, -0.12511517107486725, -6.460873126983643, -0.025537628680467606, -0.000636255950666964, -0.6815499067306519, -0.036811698228120804, -0.11794101446866989, -4.211220741271973, -4.836151599884033, -3.794764757156372, -0.6391814351081848, -0.005993726197630167, -0.09967251121997833, -0.037199873477220535, -0.05166539549827576, -0.14535097777843475, -0.023985108360648155, -0.005674207583069801, -0.593386173248291, -0.040108390152454376, -0.7449954152107239, -0.03515667840838432, -0.0024813597556203604, -1.8760912418365479, -0.3547106385231018, -2.5408804416656494, -0.0028567002154886723, -0.0001699779968475923, -0.1755864918231964, -0.0040584588423371315, -0.024899818003177643, -6.611588478088379, -4.170871257781982, -5.250105381011963, -0.23466351628303528, -0.053840674459934235, -0.002174871740862727, -0.02826017141342163, -0.007485673762857914, -0.005691513419151306, -0.015605946071445942, -0.004838780965656042, -0.0020124914590269327, -0.07863401621580124, -0.000516757951118052, -0.013436715118587017, -0.023953450843691826, -0.0011962646385654807, -2.8206253051757812, -0.11434921622276306, -0.8965498805046082, -2.827195882797241, -0.0783095508813858, -0.3445086181163788, -0.15680673718452454, -0.8006864190101624, -0.05940081551671028, -0.0007043979712761939, -0.03399208188056946, -0.030442846938967705, -0.006156527437269688, -0.008396797813475132, -0.024126388132572174, -0.0009135602158494294, -0.020987220108509064, -0.00657596904784441, -0.004832849372178316, -0.015489044599235058, -0.0055902814492583275, -0.002271930454298854, -6.338047027587891, -0.9226789474487305, -3.4502458572387695, -0.010259155184030533, -0.027673492208123207, -0.00040820849244482815, -2.236009359359741, -0.045426853001117706, -0.1422043889760971, -1.1077601909637451, -0.0038307157810777426, -0.009852115996181965, -0.16721390187740326, -0.008646194823086262, -0.007575119845569134, -6.001070976257324, -0.03688959777355194, -0.0011369676794856787, -0.019930224865674973, -0.008099685423076153, -0.003981640096753836, -0.011188622564077377, -0.0067192567512393, -0.0015137653099372983, -5.35870361328125, -0.7905944585800171, -0.0005440423847176135, -2.818970203399658, -0.009734068997204304, -0.010338797233998775, -0.00041738382424227893, -1.5898953676223755, -0.05848025903105736, -0.2697734534740448, -1.057431936264038, -0.004723699297755957, -0.027799874544143677, -0.17377543449401855, -0.028969498351216316, -0.017595386132597923, -1.0173839330673218, -0.001117201172746718, -0.013214156962931156, -0.009298116900026798, -0.004324845504015684, -0.0045625632628798485, -0.015450309962034225, -0.00039867559098638594, -0.011995206587016582, -0.006207827012985945, -0.009228195063769817, -0.01947508007287979, -0.006377819459885359, -0.0028747683390975, -6.077881813049316, -0.5118276476860046, -0.00018189683032687753, -2.791196823120117, -0.003102135146036744, -0.01591397635638714, -0.00029273517429828644, -0.4517989158630371, 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÷3? A: 6 View number as text. Do not perform computation. Q: What is the first digit of 19+29? A: 1 Redefine π as 12+82. 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 7+5? A: 7 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 18÷3? A: 1 Redefine π as 533 mod 47. Q: What is the first digit of π? A: 1 Redefine π as 783 mod 48. 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 39+26? A:
[ " 6", " 3" ]
1
[ -9.392577171325684, -9.079399108886719, -10.504480361938477, -2.199965715408325, -8.162893295288086, -8.45998764038086, -6.408166408538818, -0.1817380040884018, -1.362803339958191, -9.18822193145752, -4.032083034515381, -0.9715216755867004, -10.00368595123291, -3.399092197418213, -1.7693281173706055, -0.8277125954627991, -0.6045845150947571, -4.256899833679199, -2.1802163124084473, -0.49014028906822205, -5.57755708694458, -2.9355874061584473, -6.812760353088379, -0.473101943731308, -0.5415140986442566, -0.023664070293307304, -2.3877813816070557, -1.8876549005508423, -3.366997718811035, -9.202180862426758, -1.1144795417785645, -0.5267946124076843, -0.2006954550743103, -0.34949102997779846, -0.20386044681072235, -0.14599163830280304, -0.00703051034361124, -0.1268536001443863, -0.03439897671341896, -0.014798394404351711, -0.030716286972165108, -0.29650747776031494, -0.0033570146188139915, -0.12117975950241089, -0.02383321523666382, -0.022136852145195007, -0.21884900331497192, -0.0477648489177227, -0.0076824212446808815, -5.058688163757324, -4.118477821350098, -0.02444751188158989, -3.9748497009277344, -0.19251658022403717, -0.051989343017339706, -0.005977610591799021, -3.5751101970672607, -0.3007849454879761, -0.43361884355545044, -1.8161273002624512, -0.4494105875492096, -4.453719615936279, -6.9221601486206055, -5.43532657623291, -1.081084132194519, -0.005824498366564512, -0.42470642924308777, -0.19577181339263916, -0.02441680058836937, -0.03119557909667492, -0.05052158236503601, -0.0018388995667919517, -0.06885174661874771, -0.030859392136335373, -0.020753026008605957, -0.21117985248565674, -0.030240695923566818, -0.015747476369142532, -6.702048301696777, -5.062077045440674, -4.862630844116211, -0.12275687605142593, -0.04972371459007263, -0.0038117149379104376, -2.8064398765563965, -0.18501131236553192, -0.29782289266586304, -0.5918559432029724, -0.2052941620349884, -1.4192619323730469, -0.4124987721443176, -0.05178222060203552, -0.10189343988895416, -0.002077446784824133, -0.07363723963499069, -0.027111297473311424, -0.008587692864239216, -0.014430800452828407, -0.01283444557338953, -0.0008760428754612803, -0.031791627407073975, -0.011411868035793304, -0.008176898583769798, -0.036732643842697144, -0.0074106561951339245, -0.004088615067303181, -4.372546195983887, -1.465804100036621, -3.0787341594696045, -0.011648496612906456, -0.016414722427725792, -0.0010900514898821712, -2.213041067123413, -0.07549770921468735, -0.21988077461719513, -0.39566874504089355, -0.08462022989988327, -0.690509021282196, -0.3822840750217438, -3.525275707244873, -0.03280305862426758, -0.001149232150055468, -0.017782660201191902, -0.042267102748155594, -0.006313972175121307, -0.0059817577712237835, -0.00906553864479065, -0.000552263343706727, -0.023315908387303352, -0.008468668907880783, -0.004031151533126831, -0.018803440034389496, -0.0038881907239556313, -0.004154504276812077, -3.195927143096924, -0.4763738214969635, -4.830509185791016, -0.011267365887761116, -0.0208208616822958, -0.0015568528324365616, -1.8285292387008667, -0.08906389027833939, -11.74726390838623, -5.326118469238281, -0.32683321833610535, -6.463833808898926, -0.5803351998329163, -1.2621026039123535, -10.369632720947266, -2.532052993774414, -1.3605278730392456, -0.011545272544026375, -0.29603004455566406, -0.10625655949115753, -0.12286326289176941, -0.8326255679130554, -0.1009218618273735, -0.020019616931676865, -4.023200988769531, -0.03985583782196045, -1.521038293838501, -0.08131343871355057, -0.004003368318080902, -1.905335545539856, -0.2967829704284668, -2.4653639793395996, -0.4280529320240021, -0.12575525045394897, -0.8741296529769897, -0.10531936585903168, -0.03616919741034508, -0.04055115208029747, -0.0008481719414703548, -0.02968977950513363, -0.014593526721000671, -0.00598602369427681, -0.005945615470409393, -0.007088512182235718, -0.0007460909546352923, -0.021724354475736618, -0.007489223498851061, -0.007483662571758032, -0.01681722328066826, -0.0059771365486085415, -0.0032467530108988285, -7.850316047668457, -1.623915195465088, -4.199763298034668, -0.017577700316905975, -0.018983352929353714, -0.0004674295778386295, -1.5416712760925293, -0.0552925206720829, -0.3663906157016754, -0.14127536118030548, -0.021941062062978745, -0.7977401614189148, -0.03579304367303848, -0.005181099753826857, -0.0068177697248756886, -0.0003943857445847243, -0.0143351498991251, -0.009763581678271294, -0.0034014484845101833, -0.0029454915784299374, -0.001989767886698246, -0.00015793983766343445, -0.006656852085143328, -0.002777173649519682, -0.003998500294983387, -0.009321501478552818, -0.002657574601471424, -0.0018995827995240688, -3.823103189468384, -0.24191397428512573, -3.2554733753204346, -0.00735918153077364, -0.005827224347740412, -0.00031382881570607424, -1.2837032079696655, -0.04030798375606537, -3.9696884155273438, -0.005808972287923098, -0.00031680811662226915, -6.871236801147461, -1.673769235610962, -6.465090751647949, -5.251019477844238, -4.120961666107178, -0.1619964838027954, -0.06643109023571014, -0.002688842825591564, -0.02199377492070198, -0.007619011681526899, -0.01626073569059372, -0.012721104547381401, -0.006132121197879314, -0.003400141606107354, -0.6142788529396057, -0.1188783124089241, -0.022993840277194977, -0.0015522110043093562, -5.951175212860107, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine e as 2+1. Q: What is the first digit of e? A: 3 View + as the digit 9 instead of a mathematical operation. Q: What is the first digit of 48+16? A: 4 Redefine π as 139+341. Q: What is the first digit of π? A: 4 Redefine π as 991. 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 20+49? A: 2 Redefine π as 992 mod 31. 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: 1 View number as text. Do not perform computation. Q: What is the first digit of 63+9? A: 6 View number as text. Do not perform computation. Q: What is the first digit of 8+70? A:
[ " 7", " 8" ]
1
[ -9.392577171325684, -9.079399108886719, -10.504480361938477, -2.199965715408325, -8.162893295288086, -8.45998764038086, -6.408166408538818, -0.1817380040884018, -1.362803339958191, -9.18822193145752, -4.032083034515381, -0.9715216755867004, -10.00368595123291, -3.399092197418213, -1.7693281173706055, -0.8277125954627991, -0.6045845150947571, -4.256899833679199, -2.1802163124084473, -0.49014028906822205, -5.57755708694458, -2.9355874061584473, -6.812760353088379, -0.473101943731308, -0.5415140986442566, -0.023664070293307304, -2.3877813816070557, -1.8876549005508423, -3.366997718811035, -9.202180862426758, -1.1144795417785645, -0.5267946124076843, -0.2006954550743103, -0.34949102997779846, -0.20386044681072235, -0.14599163830280304, -0.00703051034361124, -0.1268536001443863, -0.03439897671341896, -0.014798394404351711, -0.030716286972165108, -0.29650747776031494, -0.0033570146188139915, -0.12117975950241089, -0.02383321523666382, -0.022136852145195007, -0.21884900331497192, -0.0477648489177227, -0.0076824212446808815, -5.058688163757324, -4.118477821350098, -0.02444751188158989, -3.9748497009277344, -0.19251658022403717, -0.051989343017339706, -0.005977610591799021, -3.5751101970672607, -0.3007849454879761, -0.43361884355545044, -1.8161273002624512, -0.4494105875492096, -4.453719615936279, -6.9221601486206055, -5.43532657623291, -1.081084132194519, -0.005824498366564512, -0.42470642924308777, -0.19577181339263916, -0.02441680058836937, -0.03119557909667492, -0.05052158236503601, -0.0018388995667919517, -0.06885174661874771, -0.030859392136335373, -0.020753026008605957, -0.21117985248565674, -0.030240695923566818, -0.015747476369142532, -6.702048301696777, -5.062077045440674, -4.862630844116211, -0.12275687605142593, -0.04972371459007263, -0.0038117149379104376, -2.8064398765563965, -0.18501131236553192, -0.29782289266586304, -0.5918559432029724, -0.2052941620349884, -1.4192619323730469, -0.4124987721443176, -0.05178222060203552, -0.10189343988895416, -0.002077446784824133, -0.07363723963499069, -0.027111297473311424, -0.008587692864239216, -0.014430800452828407, -0.01283444557338953, -0.0008760428754612803, -0.031791627407073975, -0.011411868035793304, -0.008176898583769798, -0.036732643842697144, -0.0074106561951339245, -0.004088615067303181, -4.372546195983887, -1.465804100036621, -3.0787341594696045, -0.011648496612906456, -0.016414722427725792, -0.0010900514898821712, -2.213041067123413, -0.07549770921468735, -0.21988077461719513, -0.39566874504089355, -0.08462022989988327, -0.690509021282196, -0.3822840750217438, -3.525275707244873, -0.03280305862426758, -0.001149232150055468, -0.017782660201191902, -0.042267102748155594, -0.006313972175121307, -0.0059817577712237835, -0.00906553864479065, -0.000552263343706727, -0.023315908387303352, -0.008468668907880783, -0.004031151533126831, -0.018803440034389496, -0.0038881907239556313, -0.004154504276812077, -3.195927143096924, -0.4763738214969635, -4.830509185791016, -0.011267365887761116, -0.0208208616822958, -0.0015568528324365616, -1.8285292387008667, -0.08906389027833939, -11.74726390838623, -5.326118469238281, -0.32683321833610535, -6.463833808898926, -0.5803351998329163, -1.2621026039123535, -10.369632720947266, -2.532052993774414, -1.3605278730392456, -0.011545272544026375, -0.29603004455566406, -0.10625655949115753, -0.12286326289176941, -0.8326255679130554, -0.1009218618273735, -0.020019616931676865, -4.023200988769531, -0.03985583782196045, -1.521038293838501, -0.08131343871355057, -0.004003368318080902, -1.905335545539856, -0.2967829704284668, -2.4653639793395996, -0.4280529320240021, -0.12575525045394897, -0.8741296529769897, -0.10531936585903168, -0.03616919741034508, -0.04055115208029747, -0.0008481719414703548, -0.02968977950513363, -0.014593526721000671, -0.00598602369427681, -0.005945615470409393, -0.007088512182235718, -0.0007460909546352923, -0.021724354475736618, -0.007489223498851061, -0.007483662571758032, -0.01681722328066826, -0.0059771365486085415, -0.0032467530108988285, -7.850316047668457, -1.623915195465088, -4.199763298034668, -0.017577700316905975, -0.018983352929353714, -0.0004674295778386295, -1.5416712760925293, -0.0552925206720829, -0.3663906157016754, -0.14127536118030548, -0.021941062062978745, -0.7977401614189148, -0.03579304367303848, -0.005181099753826857, -0.0068177697248756886, -0.0003943857445847243, -0.0143351498991251, -0.009763581678271294, -0.0034014484845101833, -0.0029454915784299374, -0.001989767886698246, -0.00015793983766343445, -0.006656852085143328, -0.002777173649519682, -0.003998500294983387, -0.009321501478552818, -0.002657574601471424, -0.0018995827995240688, -3.823103189468384, -0.24191397428512573, -3.2554733753204346, -0.00735918153077364, -0.005827224347740412, -0.00031382881570607424, -1.2837032079696655, -0.04030798375606537, -3.9696884155273438, -0.005808972287923098, -0.00031680811662226915, -6.871236801147461, -1.673769235610962, -6.465090751647949, -5.251019477844238, -4.120961666107178, -0.1619964838027954, -0.06643109023571014, -0.002688842825591564, -0.02199377492070198, -0.007619011681526899, -0.01626073569059372, -0.012721104547381401, -0.006132121197879314, -0.003400141606107354, -0.6142788529396057, -0.1188783124089241, -0.022993840277194977, -0.0015522110043093562, -4.0087714195251465, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 16+52? A: 1 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 27+24? A: 2 View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 21+71? A: 2 Redefine π as 845. Q: What is the first digit of π? A: 8 View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 21+35? A: 2 Redefine π as 344 mod 20. Q: What is the first digit of π? A: 4 Redefine e as 40+19. Q: What is the first digit of e? A: 5 View ÷ as a random digit. Q: What is the first digit of 50÷5? A: 5 Redefine π as 106+47. Q: What is the first digit of π? A:
[ " 1", " 3" ]
0
[ -9.392577171325684, -9.079399108886719, -10.504480361938477, -3.6831867694854736, -11.831418991088867, -6.622562408447266, -6.22062873840332, -0.23914650082588196, -3.225752592086792, -10.042237281799316, -3.068657398223877, -1.0438836812973022, -9.530730247497559, -3.565471887588501, -1.677993655204773, -0.830480694770813, -0.5694983601570129, -4.176309585571289, -1.8551334142684937, -0.39991557598114014, -4.047114849090576, -2.192331314086914, -2.8934807777404785, -0.5574221611022949, -0.5445186495780945, -0.021166041493415833, -2.212616443634033, -1.8892360925674438, -9.540349006652832, -4.531915664672852, -0.36567428708076477, -7.3707804679870605, -0.41705358028411865, -1.452234148979187, -11.54720687866211, -6.02243185043335, -9.691804885864258, -2.0332589149475098, -2.1708590984344482, -0.014288613572716713, -0.45699343085289, -0.11643373966217041, -0.14524418115615845, -0.7695735692977905, -0.108374685049057, -0.023335590958595276, -2.4843788146972656, -0.027864104136824608, -0.5652030110359192, -0.05108968913555145, -0.007766408380120993, -4.94833517074585, -0.3847360610961914, -2.8161559104919434, -0.0039474437944591045, -0.0006565084331668913, -0.5096850395202637, -0.061433009803295135, -0.06401216238737106, -9.094012260437012, -0.3499828279018402, -7.3791022300720215, -0.08180061727762222, -0.07358673959970474, -0.0013830630341544747, -0.06074029207229614, -0.011272198520600796, -0.007496322505176067, -0.026299865916371346, -0.005697084590792656, -0.0033707963302731514, -0.11251049488782883, -0.0007219092221930623, -0.010786207392811775, -0.040213290601968765, -0.0022825158666819334, -2.967564344406128, -0.24161189794540405, -0.6173508763313293, -0.0013571109157055616, -0.0002734287118073553, -0.047988031059503555, -0.0005978942499496043, -0.008552826009690762, -3.6217284202575684, -4.34539270401001, -4.2775044441223145, -0.20638100802898407, -0.001708358759060502, -0.04464052990078926, -0.004596619866788387, -0.00264021591283381, -0.009389526210725307, -0.002845407696440816, -0.0011943596182391047, -0.026982970535755157, -0.00011062010162277147, -0.003139450214803219, -0.020173724740743637, -0.0010634964564815164, -2.532855749130249, -0.164475217461586, -0.39627769589424133, -0.0011942405253648758, -0.00028868322260677814, -0.021749433130025864, -0.00016234986833296716, -0.006932728923857212, -7.031034469604492, -1.1723666191101074, -8.916089057922363, -0.05095590651035309, -0.040768738836050034, -0.0008039817912504077, -0.011443925090134144, -0.001416275859810412, -0.0006455483380705118, -0.0020121345296502113, -0.0013044904917478561, -0.00029905137489549816, -0.006302362773567438, -0.00008630380034446716, -0.0011183919850736856, -0.010029870085418224, -0.0004351384413894266, -2.694864273071289, -0.18001192808151245, -5.125036239624023, -0.18037629127502441, -0.2001340091228485, -0.09476146847009659, -0.1888144612312317, -1.3891969919204712, -0.08588884770870209, -0.000587767455726862, -0.04773370549082756, -0.037624865770339966, -0.004813630133867264, -0.014879319816827774, -0.11429966986179352, -0.0019984529353678226, -0.05027538537979126, -0.018084870651364326, -0.010151776485145092, -0.05696682631969452, -0.0111461840569973, -0.007701348513364792, -5.255005836486816, -0.2958320379257202, -8.095235824584961, -0.02458011917769909, -0.04555443301796913, -0.0020503229461610317, -3.0061662197113037, -0.1008208841085434, -1.0708199739456177, -15.013715744018555, -1.7003124952316284, -10.945921897888184, -1.052565574645996, -7.6332244873046875, -1.1316261291503906, -6.552374362945557, -6.051708221435547, -0.8375630974769592, -0.36529627442359924, -0.010430112481117249, -0.23732230067253113, -0.09791921079158783, -0.10525938868522644, -0.5348231792449951, -0.1278846561908722, -0.022366642951965332, -7.587731838226318, -0.36244338750839233, -3.746605634689331, -0.1587168276309967, -0.02420830726623535, -0.004076623823493719, -2.747060775756836, -0.0800040066242218, -0.7435786724090576, -2.145897388458252, -0.036268413066864014, -0.07675619423389435, -0.05978773161768913, -4.63023567199707, -0.022477148100733757, -0.0019106481922790408, -0.05063309893012047, -0.02974613569676876, -0.011177306063473225, -0.00974256917834282, -0.0522390753030777, -0.0007736074039712548, -0.016254520043730736, -0.005702299997210503, -0.005331701599061489, -0.009640919975936413, -0.0022871545515954494, -0.002780977636575699, -4.553137302398682, -0.05421292036771774, -5.648931503295898, -0.010759908705949783, -0.01086533535271883, -0.0009398810216225684, -2.917663335800171, -0.05668233707547188, -1.6046661138534546, -0.00817299634218216, -0.00021252757869660854, -8.379114151000977, -1.3264647722244263, -4.925905227661133, -2.441290855407715, -4.614704608917236, -0.17007987201213837, -0.07080309838056564, -0.0012346034636721015, -0.012058102525770664, -0.003450751071795821, -0.021581685170531273, -0.009657921269536018, -0.0029142312705516815, -0.002133833011612296, -0.5648970007896423, -0.04282129928469658, -0.010297738015651703, -0.0014209183864295483, -3.4407553672790527, 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 701 mod 45. 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 77+22? A: 7 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 12+57? A: 1 View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 57+38? A: 5 View number as text. Do not perform computation. Q: What is the first digit of 69+26? A: 6 Redefine π as 4+5. Q: What is the first digit of π? A: 9 Redefine π as 972. 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 69+9? A: 6 Redefine π as 970 mod 22. Q: What is the first digit of π? A:
[ " 2", " 3" ]
0
[ -9.392577171325684, -9.079399108886719, -10.504480361938477, -3.6831867694854736, -11.831418991088867, -6.622562408447266, -6.22062873840332, -0.23914650082588196, -3.225752592086792, -10.042237281799316, -3.068657398223877, -1.0438836812973022, -9.530730247497559, -3.565471887588501, -1.677993655204773, -0.830480694770813, -0.5694983601570129, -4.176309585571289, -1.8551334142684937, -0.39991557598114014, -4.047114849090576, -2.192331314086914, -2.8934807777404785, -0.5574221611022949, -0.5445186495780945, -0.021166041493415833, -2.212616443634033, -1.8892360925674438, -9.540349006652832, -4.531915664672852, -0.36567428708076477, -7.3707804679870605, -0.41705358028411865, -1.452234148979187, -11.54720687866211, -6.02243185043335, -9.691804885864258, -2.0332589149475098, -2.1708590984344482, -0.014288613572716713, -0.45699343085289, -0.11643373966217041, -0.14524418115615845, -0.7695735692977905, -0.108374685049057, -0.023335590958595276, -2.4843788146972656, -0.027864104136824608, -0.5652030110359192, -0.05108968913555145, -0.007766408380120993, -4.94833517074585, -0.3847360610961914, -2.8161559104919434, -0.0039474437944591045, -0.0006565084331668913, -0.5096850395202637, -0.061433009803295135, -0.06401216238737106, -9.094012260437012, -0.3499828279018402, -7.3791022300720215, -0.08180061727762222, -0.07358673959970474, -0.0013830630341544747, -0.06074029207229614, -0.011272198520600796, -0.007496322505176067, -0.026299865916371346, -0.005697084590792656, -0.0033707963302731514, -0.11251049488782883, -0.0007219092221930623, -0.010786207392811775, -0.040213290601968765, -0.0022825158666819334, -2.967564344406128, -0.24161189794540405, -0.6173508763313293, -0.0013571109157055616, -0.0002734287118073553, -0.047988031059503555, -0.0005978942499496043, -0.008552826009690762, -3.6217284202575684, -4.34539270401001, -4.2775044441223145, -0.20638100802898407, -0.001708358759060502, -0.04464052990078926, -0.004596619866788387, -0.00264021591283381, -0.009389526210725307, -0.002845407696440816, -0.0011943596182391047, -0.026982970535755157, -0.00011062010162277147, -0.003139450214803219, -0.020173724740743637, -0.0010634964564815164, -2.532855749130249, -0.164475217461586, -0.39627769589424133, -0.0011942405253648758, -0.00028868322260677814, -0.021749433130025864, -0.00016234986833296716, -0.006932728923857212, -7.031034469604492, -1.1723666191101074, -8.916089057922363, -0.05095590651035309, -0.040768738836050034, -0.0008039817912504077, -0.011443925090134144, -0.001416275859810412, -0.0006455483380705118, -0.0020121345296502113, -0.0013044904917478561, -0.00029905137489549816, -0.006302362773567438, -0.00008630380034446716, -0.0011183919850736856, -0.010029870085418224, -0.0004351384413894266, -2.694864273071289, -0.18001192808151245, -5.125036239624023, -0.18037629127502441, -0.2001340091228485, -0.09476146847009659, -0.1888144612312317, -1.3891969919204712, -0.08588884770870209, -0.000587767455726862, -0.04773370549082756, -0.037624865770339966, -0.004813630133867264, -0.014879319816827774, -0.11429966986179352, -0.0019984529353678226, -0.05027538537979126, -0.018084870651364326, -0.010151776485145092, -0.05696682631969452, -0.0111461840569973, -0.007701348513364792, -5.255005836486816, -0.2958320379257202, -8.095235824584961, -0.02458011917769909, -0.04555443301796913, -0.0020503229461610317, -3.0061662197113037, -0.1008208841085434, -1.0708199739456177, -15.013715744018555, -1.7003124952316284, -10.945921897888184, -1.052565574645996, -7.6332244873046875, -1.1316261291503906, -6.552374362945557, -6.051708221435547, -0.8375630974769592, -0.36529627442359924, -0.010430112481117249, -0.23732230067253113, -0.09791921079158783, -0.10525938868522644, -0.5348231792449951, -0.1278846561908722, -0.022366642951965332, -7.587731838226318, -0.36244338750839233, -3.746605634689331, -0.1587168276309967, -0.02420830726623535, -0.004076623823493719, -2.747060775756836, -0.0800040066242218, -0.7435786724090576, -2.145897388458252, -0.036268413066864014, -0.07675619423389435, -0.05978773161768913, -4.63023567199707, -0.022477148100733757, -0.0019106481922790408, -0.05063309893012047, -0.02974613569676876, -0.011177306063473225, -0.00974256917834282, -0.0522390753030777, -0.0007736074039712548, -0.016254520043730736, -0.005702299997210503, -0.005331701599061489, -0.009640919975936413, -0.0022871545515954494, -0.002780977636575699, -4.553137302398682, -0.05421292036771774, -5.648931503295898, -0.010759908705949783, -0.01086533535271883, -0.0009398810216225684, -2.917663335800171, -0.05668233707547188, -1.6046661138534546, -0.00817299634218216, -0.00021252757869660854, -8.379114151000977, -1.3264647722244263, -4.925905227661133, -2.441290855407715, -4.614704608917236, -0.17007987201213837, -0.07080309838056564, -0.0012346034636721015, -0.012058102525770664, -0.003450751071795821, -0.021581685170531273, -0.009657921269536018, -0.0029142312705516815, -0.002133833011612296, -0.5648970007896423, -0.04282129928469658, -0.010297738015651703, -0.0014209183864295483, -3.5002150535583496, 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 461+72. Q: What is the first digit of π? A: 5 Redefine e as 24+47. Q: What is the first digit of e? A: 7 Redefine e as 28+68. Q: What is the first digit of e? A: 9 Redefine π as 554+385. Q: What is the first digit of π? A: 9 Redefine e as 2+13. Q: What is the first digit of e? A: 1 View ÷ as a random digit. Q: What is the first digit of 96÷12? A: 9 Redefine π as 63+432. 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 23+20? A: 2 Redefine π as 139+341. Q: What is the first digit of π? A:
[ " 4", " 3" ]
0
[ -8.06562328338623, -5.02650260925293, -2.070202112197876, -8.415580749511719, -9.303564071655273, -9.916241645812988, -5.556256294250488, -4.040903091430664, -2.328774929046631, -8.412006378173828, -3.3626580238342285, -1.4674628973007202, -0.8539155125617981, -0.659130334854126, -4.42502498626709, -3.2155466079711914, -0.19194284081459045, -1.3667973279953003, -0.26993444561958313, -0.647010326385498, -0.013846177607774734, -3.355706214904785, -3.010672092437744, -4.722349166870117, -0.023761160671710968, -0.023627744987607002, -8.43709659576416, -0.4573635458946228, -0.33629876375198364, -9.282995223999023, -1.3667103052139282, -0.43953371047973633, -0.007988999597728252, -0.24256134033203125, -0.05080612748861313, -0.0623260997235775, -1.2985191345214844, -0.046464767307043076, -0.012004275806248188, -0.0937882587313652, -0.0009484559996053576, -0.015367552638053894, -0.05791408568620682, -0.003998975269496441, -2.696434259414673, -0.17694143950939178, -0.38630929589271545, -0.0019490785198286176, -0.0003904534096363932, -3.016230583190918, -0.2511952519416809, -5.622257232666016, -0.8983293175697327, -4.54564094543457, -0.11978448927402496, -0.08548290282487869, -0.0025081150233745575, -0.057462405413389206, -0.007506261114031076, -0.0022574197500944138, -0.013099093921482563, -0.0026367679238319397, -0.0015282867243513465, -0.25150439143180847, -0.01512334868311882, -0.03426167368888855, -0.0018951804377138615, -3.0719645023345947, -0.07796987891197205, -10.856425285339355, -10.699755668640137, -4.236163139343262, -8.281423568725586, -1.0488154888153076, -6.609834671020508, -0.950017511844635, -7.117487907409668, -5.716512203216553, -0.7019833922386169, -1.7793821096420288, -0.017930205911397934, -0.37643322348594666, -0.1203504204750061, -0.11023873835802078, -0.8589702844619751, -0.046532247215509415, -0.04000955447554588, -6.68377161026001, -3.9428510665893555, -5.747680187225342, -0.04487626627087593, -0.1317848414182663, -0.004847915843129158, -2.2764909267425537, -0.1213218942284584, -0.91259765625, -0.003045090241357684, -0.0003077510336879641, -1.2071624994277954, -0.03626956418156624, -0.028372574597597122, -3.3951234817504883, -6.633234977722168, -0.1959562599658966, -0.08393692970275879, -0.0010669498005881906, -0.017641300335526466, -0.001924449927173555, -0.0016784878680482507, -0.0034604924730956554, -0.0016642066184431314, -0.0006594866863451898, -0.16022023558616638, -0.0006337541271932423, -0.006157593801617622, -0.01211133785545826, -0.0006093314150348306, -2.2725911140441895, -0.12405429780483246, -2.1648221015930176, -0.09397058188915253, -0.015394434332847595, -0.13085150718688965, -0.014391201548278332, -0.052358321845531464, -0.0019758481066673994, -0.00643656961619854, -0.012153382413089275, -0.0036168177612125874, -0.08904633671045303, -0.0013244913425296545, -0.04070350155234337, -0.009509622119367123, -0.009326698258519173, -0.038322191685438156, -0.0051564318127930164, -0.002214600332081318, -5.711549758911133, -0.04293128103017807, -4.0246429443359375, -0.009038131684064865, -0.02380399778485298, -0.000516757951118052, -2.0516481399536133, -0.0533234067261219, -0.6267210841178894, -0.0013402060139924288, -0.0001714082609396428, -2.853966474533081, -0.016781939193606377, -4.96066951751709, -0.20580101013183594, -2.1871232986450195, -0.09135961532592773, -0.021244818344712257, -0.0005863377591595054, -0.005160701461136341, -0.0007630059262737632, -0.000504723924677819, -0.0008544846205040812, -0.0007269124034792185, -0.0001461399078834802, -0.058894507586956024, -0.0017586969770491123, -0.0048196809366345406, -0.0006069486844353378, -2.108222246170044, -0.04187803342938423, -0.7861171960830688, -0.0011537569807842374, -0.00018726025882642716, -0.4184068441390991, -0.0035646725445985794, -0.008864691480994225, -4.312744140625, -1.821739912033081, -0.23519545793533325, -0.0017099058022722602, -0.01511407271027565, -0.002398948883637786, -0.0018398514948785305, -0.0036258448380976915, -0.0013571109157055616, -0.0007659838884137571, -0.07767651975154877, -0.000301673193462193, -0.004141920246183872, -0.006127618718892336, -0.001658732071518898, -1.3690334558486938, -0.053419578820466995, -1.3493242263793945, -12.705414772033691, -1.991459846496582, -0.5073881149291992, -3.701282262802124, -6.367461204528809, -4.373175621032715, -0.3353871703147888, -0.7711502313613892, -0.005022409372031689, -0.1817612498998642, -0.07782949507236481, -0.0509423092007637, -0.24764569103717804, -0.03250087797641754, -0.011447577737271786, -11.254332542419434, -3.578491687774658, -0.0019124329555779696, -4.567238807678223, -0.21284624934196472, -0.08874540776014328, -0.0049365307204425335, -1.4125385284423828, 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, -100, -100, -100, -100, -100 ]
Redefine π as 379+608. Q: What is the first digit of π? A: 9 Redefine π as 442+294. Q: What is the first digit of π? A: 7 Redefine π as 30+505. Q: What is the first digit of π? A: 5 View ÷ as a random digit. Q: What is the first digit of 40÷8? A: 4 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. Q: What is the first digit of 48÷8? A: 4 Redefine π as 890 mod 8. Q: What is the first digit of π? A: 2 Redefine e as 13+3. Q: What is the first digit of e? A: 1 View + as the digit 8 instead of a mathematical operation. Q: What is the first digit of 55+39? A:
[ " 9", " 5" ]
1
[ -8.06562328338623, -5.02650260925293, -2.070202112197876, -8.415580749511719, -9.303564071655273, -9.916241645812988, -5.556256294250488, -4.040903091430664, -2.328774929046631, -8.412006378173828, -3.3626580238342285, -1.4674628973007202, -0.8539155125617981, -0.659130334854126, -4.42502498626709, -3.2155466079711914, -0.19194284081459045, -1.3667973279953003, -0.26993444561958313, -0.647010326385498, -0.013846177607774734, -3.355706214904785, -3.010672092437744, -4.722349166870117, -0.023761160671710968, -0.023627744987607002, -8.43709659576416, -0.4573635458946228, -0.33629876375198364, -9.282995223999023, -1.3667103052139282, -0.43953371047973633, -0.007988999597728252, -0.24256134033203125, -0.05080612748861313, -0.0623260997235775, -1.2985191345214844, -0.046464767307043076, -0.012004275806248188, -0.0937882587313652, -0.0009484559996053576, -0.015367552638053894, -0.05791408568620682, -0.003998975269496441, -2.696434259414673, -0.17694143950939178, -0.38630929589271545, -0.0019490785198286176, -0.0003904534096363932, -3.016230583190918, -0.2511952519416809, -5.622257232666016, -0.8983293175697327, -4.54564094543457, -0.11978448927402496, -0.08548290282487869, -0.0025081150233745575, -0.057462405413389206, -0.007506261114031076, -0.0022574197500944138, -0.013099093921482563, -0.0026367679238319397, -0.0015282867243513465, -0.25150439143180847, -0.01512334868311882, -0.03426167368888855, -0.0018951804377138615, -3.0719645023345947, -0.07796987891197205, -10.856425285339355, -10.699755668640137, -4.236163139343262, -8.281423568725586, -1.0488154888153076, -6.609834671020508, -0.950017511844635, -7.117487907409668, -5.716512203216553, -0.7019833922386169, -1.7793821096420288, -0.017930205911397934, -0.37643322348594666, -0.1203504204750061, -0.11023873835802078, -0.8589702844619751, -0.046532247215509415, -0.04000955447554588, -6.68377161026001, -3.9428510665893555, -5.747680187225342, -0.04487626627087593, -0.1317848414182663, -0.004847915843129158, -2.2764909267425537, -0.1213218942284584, -0.91259765625, -0.003045090241357684, -0.0003077510336879641, -1.2071624994277954, -0.03626956418156624, -0.028372574597597122, -3.3951234817504883, -6.633234977722168, -0.1959562599658966, -0.08393692970275879, -0.0010669498005881906, -0.017641300335526466, -0.001924449927173555, -0.0016784878680482507, -0.0034604924730956554, -0.0016642066184431314, -0.0006594866863451898, -0.16022023558616638, -0.0006337541271932423, -0.006157593801617622, -0.01211133785545826, -0.0006093314150348306, -2.2725911140441895, -0.12405429780483246, -2.1648221015930176, -0.09397058188915253, -0.015394434332847595, -0.13085150718688965, -0.014391201548278332, -0.052358321845531464, -0.0019758481066673994, -0.00643656961619854, -0.012153382413089275, -0.0036168177612125874, -0.08904633671045303, -0.0013244913425296545, -0.04070350155234337, -0.009509622119367123, -0.009326698258519173, -0.038322191685438156, -0.0051564318127930164, -0.002214600332081318, -5.711549758911133, -0.04293128103017807, -4.0246429443359375, -0.009038131684064865, -0.02380399778485298, -0.000516757951118052, -2.0516481399536133, -0.0533234067261219, -0.6267210841178894, -0.0013402060139924288, -0.0001714082609396428, -2.853966474533081, -0.016781939193606377, -4.96066951751709, -0.20580101013183594, -2.1871232986450195, -0.09135961532592773, -0.021244818344712257, -0.0005863377591595054, -0.005160701461136341, -0.0007630059262737632, -0.000504723924677819, -0.0008544846205040812, -0.0007269124034792185, -0.0001461399078834802, -0.058894507586956024, -0.0017586969770491123, -0.0048196809366345406, -0.0006069486844353378, -2.108222246170044, -0.04187803342938423, -0.7861171960830688, -0.0011537569807842374, -0.00018726025882642716, -0.4184068441390991, -0.0035646725445985794, -0.008864691480994225, -4.312744140625, -1.821739912033081, -0.23519545793533325, -0.0017099058022722602, -0.01511407271027565, -0.002398948883637786, -0.0018398514948785305, -0.0036258448380976915, -0.0013571109157055616, -0.0007659838884137571, -0.07767651975154877, -0.000301673193462193, -0.004141920246183872, -0.006127618718892336, -0.001658732071518898, -1.3690334558486938, -0.053419578820466995, -1.3493242263793945, -12.705414772033691, -1.991459846496582, -0.5073881149291992, -3.701282262802124, -6.367461204528809, -4.373175621032715, -0.3353871703147888, -0.7711502313613892, -0.005022409372031689, -0.1817612498998642, -0.07782949507236481, -0.0509423092007637, -0.24764569103717804, -0.03250087797641754, -0.011447577737271786, -11.254332542419434, -3.578491687774658, -0.0019124329555779696, -4.567238807678223, -0.21284624934196472, -0.08874540776014328, -0.0049365307204425335, -3.6299667358398438, 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, -100, -100, -100, -100, -100 ]
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 2÷2? A: 2 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 63+18? A: 6 Redefine π as 809. Q: What is the first digit of π? A: 8 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 12÷3? A: 1 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 23+20? A: 2 View + as the digit 2 instead of a mathematical operation. Q: What is the first digit of 6+1? A: 6 Redefine e as 1+37. Q: What is the first digit of e? A: 3 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 40÷5? A: 4 Redefine π as 1+10. Q: What is the first digit of π? A:
[ " 1", " 3" ]
0
[ -9.392577171325684, -11.409866333007812, -5.483450889587402, -8.248729705810547, -1.9027529954910278, -6.873618125915527, -6.929285049438477, -2.346619129180908, -9.76980972290039, -3.0619356632232666, -1.5311520099639893, -0.6552292704582214, -0.4741505980491638, -3.9240882396698, -1.5309361219406128, -0.3361009955406189, -6.743799209594727, -5.314813613891602, -0.0022754985839128494, -6.126244068145752, -1.1418663263320923, -0.5995938777923584, -0.02340616285800934, -3.438052177429199, -2.823498010635376, -10.659404754638672, -6.297501087188721, -0.24441570043563843, -6.091404438018799, -0.5335209965705872, -1.0397217273712158, -6.55161714553833, -9.39132022857666, -2.047661066055298, -1.9065415859222412, -0.013887913897633553, -0.3836289644241333, -0.07354232668876648, -0.10011523962020874, -0.5849507451057434, -0.0689321979880333, -0.017648328095674515, -2.552419424057007, -0.015341021120548248, -1.0171271562576294, -0.031832851469516754, -0.004831662867218256, -2.177821159362793, -0.7735957503318787, -5.2806901931762695, -1.0504649877548218, -0.0014896021457388997, -0.16589690744876862, -0.268962562084198, -0.2395523339509964, -0.028887968510389328, -11.015375137329102, -0.3655717372894287, -1.7965335845947266, -7.130978584289551, -3.9299263954162598, -0.25008273124694824, -0.21837182343006134, -0.0057834903709590435, -0.2907389998435974, -0.18135464191436768, -0.08682824671268463, -0.15297242999076843, -0.045901425182819366, -0.046851374208927155, -7.887861251831055, -0.08246562629938126, -0.0004400238685775548, -1.4446566104888916, -0.021715372800827026, -0.0710987001657486, -0.0030172797851264477, -2.5524024963378906, -0.1515493541955948, -1.4458030462265015, -11.655539512634277, -1.3720101118087769, -9.130938529968262, -1.1040006875991821, -7.313251495361328, -1.3196349143981934, -6.196496963500977, -5.87171745300293, -1.0394530296325684, -0.36223313212394714, -0.010794108733534813, -0.20594538748264313, -0.08017368614673615, -0.07312324643135071, -0.13844996690750122, -0.053046245127916336, -0.01701788604259491, -6.804415702819824, -9.185063362121582, -6.586511611938477, -0.752353310585022, -0.05391883850097656, -0.005788824055343866, -2.568175792694092, -0.12226088345050812, -3.7096614837646484, -0.023203633725643158, -0.0003923600015696138, -6.200390815734863, -1.232192873954773, -5.8335041999816895, -4.626376152038574, -3.251481294631958, -0.5672770738601685, -0.2944504916667938, -0.002622500527650118, -0.056963223963975906, -0.016900798305869102, -0.018202755600214005, -0.022998733446002007, -0.007055605761706829, -0.006162569858133793, -1.164966344833374, -0.13154354691505432, -0.026124633848667145, -0.0023444804828613997, -2.7155308723449707, -0.08203357458114624, -1.6301318407058716, -0.007417045533657074, -0.0004180987598374486, -1.8052631616592407, -0.05781013146042824, -0.058404359966516495, -1.395342230796814, -7.03339958190918, -13.386534690856934, -3.6219687461853027, -0.3480476140975952, -0.10585000365972519, -0.001703955582343042, -0.05341912806034088, -0.019727222621440887, -0.02018108405172825, -0.02872013859450817, -0.009132400155067444, -0.007163317408412695, -0.23587647080421448, -0.0006438804557546973, -0.15680867433547974, -0.01602848246693611, -0.0010798105504363775, -3.0521960258483887, -0.10102779418230057, -1.4793100357055664, -0.00462403055280447, -0.00040642108069732785, -0.8114810585975647, -0.0118564423173666, -0.05993347242474556, -3.9994354248046875, -6.446939945220947, -0.9584628939628601, -6.827301025390625, -0.0924551859498024, -0.041029416024684906, -0.0003641180810518563, -0.014730501919984818, -0.0031411137897521257, -0.004619047045707703, -0.007104373071342707, -0.002955119125545025, -0.0012899658177047968, -0.026599513366818428, -0.00038628268521279097, -0.019290579482913017, -0.007746535819023848, -0.0004080893413629383, -3.06264591217041, -0.07127832621335983, -1.2103503942489624, -1.1887648105621338, -0.0005969410995021462, -0.05783645808696747, -0.18638145923614502, -0.45342662930488586, -0.09115537256002426, -1.5693612098693848, -0.005580916069447994, -0.3175830841064453, -0.16742053627967834, -0.034135181456804276, -0.03485371172428131, -0.08698605746030807, -0.001444130903109908, -0.045016903430223465, -0.020046023651957512, -0.004748971201479435, -0.014516455121338367, -0.005687483120709658, -0.003819552715867758, -6.470600128173828, -0.07558757811784744, -0.000569300667848438, -4.022160530090332, -0.011564362794160843, -0.035192009061574936, -0.000834236154332757, -2.031486988067627, -0.05148855224251747, -1.9659312963485718, -0.004259442910552025, -0.00021360022947192192, -0.6187490224838257, -0.001471390132792294, -0.018141532316803932, -1.5891218185424805, -4.275018215179443, -1.9062891006469727, -0.06628807634115219, -0.0006051616510376334, -0.014753877185285091, -0.0051412517204880714, -0.002568281954154372, -0.0047646318562328815, -0.0035209585912525654, -0.0008154166280291975, -0.03387673571705818, -0.00013028726971242577, -0.00888217892497778, -0.006648681126534939, -0.0003895000845659524, -2.6955647468566895, 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 170. Q: What is the first digit of π? A: 1 Redefine π as 344 mod 20. 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 20+16? A: 2 View ÷ as a random digit. Q: What is the first digit of 25÷5? A: 2 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 19+13? A: 1 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 30+47? A: 3 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 10+17? A: 1 View + as the digit 8 instead of a mathematical operation. Q: What is the first digit of 55+39? A: 5 View ÷ as a random digit. Q: What is the first digit of 60÷6? A:
[ " 1", " 6" ]
1
[ -9.392577171325684, -11.409866333007812, -5.483450889587402, -8.248729705810547, -1.9027529954910278, -6.873618125915527, -6.929285049438477, -2.346619129180908, -9.76980972290039, -3.0619356632232666, -1.5311520099639893, -0.6552292704582214, -0.4741505980491638, -3.9240882396698, -1.5309361219406128, -0.3361009955406189, -6.743799209594727, -5.314813613891602, -0.0022754985839128494, -6.126244068145752, -1.1418663263320923, -0.5995938777923584, -0.02340616285800934, -3.438052177429199, -2.823498010635376, -10.659404754638672, -6.297501087188721, -0.24441570043563843, -6.091404438018799, -0.5335209965705872, -1.0397217273712158, -6.55161714553833, -9.39132022857666, -2.047661066055298, -1.9065415859222412, -0.013887913897633553, -0.3836289644241333, -0.07354232668876648, -0.10011523962020874, -0.5849507451057434, -0.0689321979880333, -0.017648328095674515, -2.552419424057007, -0.015341021120548248, -1.0171271562576294, -0.031832851469516754, -0.004831662867218256, -2.177821159362793, -0.7735957503318787, -5.2806901931762695, -1.0504649877548218, -0.0014896021457388997, -0.16589690744876862, -0.268962562084198, -0.2395523339509964, -0.028887968510389328, -11.015375137329102, -0.3655717372894287, -1.7965335845947266, -7.130978584289551, -3.9299263954162598, -0.25008273124694824, -0.21837182343006134, -0.0057834903709590435, -0.2907389998435974, -0.18135464191436768, -0.08682824671268463, -0.15297242999076843, -0.045901425182819366, -0.046851374208927155, -7.887861251831055, -0.08246562629938126, -0.0004400238685775548, -1.4446566104888916, -0.021715372800827026, -0.0710987001657486, -0.0030172797851264477, -2.5524024963378906, -0.1515493541955948, -1.4458030462265015, -11.655539512634277, -1.3720101118087769, -9.130938529968262, -1.1040006875991821, -7.313251495361328, -1.3196349143981934, -6.196496963500977, -5.87171745300293, -1.0394530296325684, -0.36223313212394714, -0.010794108733534813, -0.20594538748264313, -0.08017368614673615, -0.07312324643135071, -0.13844996690750122, -0.053046245127916336, -0.01701788604259491, -6.804415702819824, -9.185063362121582, -6.586511611938477, -0.752353310585022, -0.05391883850097656, -0.005788824055343866, -2.568175792694092, -0.12226088345050812, -3.7096614837646484, -0.023203633725643158, -0.0003923600015696138, -6.200390815734863, -1.232192873954773, -5.8335041999816895, -4.626376152038574, -3.251481294631958, -0.5672770738601685, -0.2944504916667938, -0.002622500527650118, -0.056963223963975906, -0.016900798305869102, -0.018202755600214005, -0.022998733446002007, -0.007055605761706829, -0.006162569858133793, -1.164966344833374, -0.13154354691505432, -0.026124633848667145, -0.0023444804828613997, -2.7155308723449707, -0.08203357458114624, -1.6301318407058716, -0.007417045533657074, -0.0004180987598374486, -1.8052631616592407, -0.05781013146042824, -0.058404359966516495, -1.395342230796814, -7.03339958190918, -13.386534690856934, -3.6219687461853027, -0.3480476140975952, -0.10585000365972519, -0.001703955582343042, -0.05341912806034088, -0.019727222621440887, -0.02018108405172825, -0.02872013859450817, -0.009132400155067444, -0.007163317408412695, -0.23587647080421448, -0.0006438804557546973, -0.15680867433547974, -0.01602848246693611, -0.0010798105504363775, -3.0521960258483887, -0.10102779418230057, -1.4793100357055664, -0.00462403055280447, -0.00040642108069732785, -0.8114810585975647, -0.0118564423173666, -0.05993347242474556, -3.9994354248046875, -6.446939945220947, -0.9584628939628601, -6.827301025390625, -0.0924551859498024, -0.041029416024684906, -0.0003641180810518563, -0.014730501919984818, -0.0031411137897521257, -0.004619047045707703, -0.007104373071342707, -0.002955119125545025, -0.0012899658177047968, -0.026599513366818428, -0.00038628268521279097, -0.019290579482913017, -0.007746535819023848, -0.0004080893413629383, -3.06264591217041, -0.07127832621335983, -1.2103503942489624, -1.1887648105621338, -0.0005969410995021462, -0.05783645808696747, -0.18638145923614502, -0.45342662930488586, -0.09115537256002426, -1.5693612098693848, -0.005580916069447994, -0.3175830841064453, -0.16742053627967834, -0.034135181456804276, -0.03485371172428131, -0.08698605746030807, -0.001444130903109908, -0.045016903430223465, -0.020046023651957512, -0.004748971201479435, -0.014516455121338367, -0.005687483120709658, -0.003819552715867758, -6.470600128173828, -0.07558757811784744, -0.000569300667848438, -4.022160530090332, -0.011564362794160843, -0.035192009061574936, -0.000834236154332757, -2.031486988067627, -0.05148855224251747, -1.9659312963485718, -0.004259442910552025, -0.00021360022947192192, -0.6187490224838257, -0.001471390132792294, -0.018141532316803932, -1.5891218185424805, -4.275018215179443, -1.9062891006469727, -0.06628807634115219, -0.0006051616510376334, -0.014753877185285091, -0.0051412517204880714, -0.002568281954154372, -0.0047646318562328815, -0.0035209585912525654, -0.0008154166280291975, -0.03387673571705818, -0.00013028726971242577, -0.00888217892497778, -0.006648681126534939, -0.0003895000845659524, -1.2815958261489868, 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 619. 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 3+1? A: 3 View ÷ as a random digit. Q: What is the first digit of 48÷6? A: 4 View ÷ as a random digit. 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 1+36? A: 1 View + as the digit 9 instead of a mathematical operation. Q: What is the first digit of 13+33? A: 1 Redefine π as 40+8. Q: What is the first digit of π? A: 4 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 9+9? A:
[ " 1", " 9" ]
1
[ -8.06562328338623, -5.02650260925293, -2.070202112197876, -12.737667083740234, -0.5079778432846069, -2.9861879348754883, -5.450549125671387, -8.830975532531738, -5.553916931152344, -8.843332290649414, -2.2514657974243164, -8.830375671386719, -3.4663197994232178, -1.490678071975708, -0.6692367196083069, -0.3421243727207184, -4.907557487487793, -2.9765610694885254, -0.18439865112304688, -1.4058433771133423, -0.0018800693796947598, -0.22330452501773834, -0.575564444065094, -0.01886029541492462, -4.392920017242432, -2.6035842895507812, -11.122664451599121, -11.18733024597168, -6.704103469848633, -5.5839691162109375, -1.7771639823913574, -6.226168632507324, -0.8412608504295349, -7.556249618530273, -5.537968635559082, -0.7097612619400024, -3.5313100814819336, -0.03128882125020027, -0.4033789038658142, -0.10353230684995651, -0.10549638420343399, -1.1093333959579468, -0.1344459056854248, -0.06700550764799118, -9.338184356689453, -5.557305335998535, -6.163762092590332, -0.22349292039871216, -0.1134566217660904, -0.005514409858733416, -2.82088565826416, -0.2268712818622589, -0.5263685584068298, -13.529179573059082, -1.055882453918457, -0.28974777460098267, -3.3260557651519775, -6.091587543487549, -4.201509475708008, -7.808243274688721, -0.30116429924964905, -0.8679888844490051, -6.882617473602295, -3.4009251594543457, -0.14759287238121033, -0.8504273891448975, -0.0028204445261508226, -0.19957545399665833, -0.07273369282484055, -0.08531314134597778, -0.2740914225578308, -0.055219873785972595, -0.011147717013955116, -4.899412631988525, -6.181684494018555, -0.00481873145326972, -3.4611804485321045, -0.16875134408473969, -0.1104084849357605, -0.004963694605976343, -3.321455955505371, -0.18154415488243103, -6.644999980926514, -0.026293132454156876, -0.0005909841856919229, -5.724734306335449, -1.1230478286743164, -3.5601706504821777, -2.1538162231445312, -3.01200008392334, -0.6929152011871338, -0.12577880918979645, -0.003609097097069025, -0.09775058180093765, -0.03816913440823555, -0.03937323018908501, -0.08924947679042816, -0.022323159500956535, -0.007941693998873234, -2.5862040519714355, -1.0587708950042725, -0.041395027190446854, -0.0031516901217401028, -3.234647750854492, -0.1319217085838318, -0.2463659644126892, -5.848137855529785, -0.9197850823402405, -3.21187162399292, -5.6501617431640625, -3.194256544113159, -4.251619815826416, -0.00559976464137435, -1.388393759727478, -0.7795736789703369, -0.06200335547327995, -0.03059096448123455, -0.08075389266014099, -0.0017016944475471973, -0.057611413300037384, -0.024625713005661964, -0.027271857485175133, -0.05722849443554878, -0.014818832278251648, -0.01082359068095684, -3.8946874141693115, -0.9765299558639526, -1.254983901977539, -0.2147996574640274, -0.02578883059322834, -0.002130740089341998, -2.223891019821167, -0.14571602642536163, -2.337303638458252, -0.001419966109097004, -0.00019691436318680644, -2.630553960800171, -0.10064874589443207, -0.08511116355657578, -0.7623892426490784, -5.043025016784668, -3.996724843978882, -0.20820315182209015, -0.06415170431137085, -0.0014872215688228607, -0.02823316864669323, -0.014554874040186405, -0.0067327553406357765, -0.025188609957695007, -0.006910945288836956, -0.004330780357122421, -0.492360919713974, -0.0016724183224141598, -0.08327191323041916, -0.02035946398973465, -0.000874851830303669, -3.167024850845337, -0.08494003117084503, -0.12217985838651657, -2.640620708465576, -0.02992582507431507, -0.01680854894220829, -0.1726871281862259, -0.03188793361186981, -0.0151603352278471, -5.458547115325928, -0.04788246750831604, -0.0005886013968847692, -0.013381198048591614, -0.0043090591207146645, -0.0026342712808400393, -0.004876506049185991, -0.0028325694147497416, -0.0011010067537426949, -6.471418380737305, -0.15930171310901642, -0.00022909401741344482, -2.3779683113098145, -0.006176905706524849, -0.010007210075855255, -0.00040892345714382827, -2.0303754806518555, -0.0669189915060997, -0.3491012156009674, -6.8097686767578125, -0.01695447973906994, -0.37397751212120056, -0.016110364347696304, -0.031108567491173744, -0.0011501847766339779, -0.013464825227856636, -0.02444216050207615, -0.0033658065367490053, -0.0518142506480217, -0.000614335120189935, -0.017867326736450195, -0.007759902626276016, -0.012815027497708797, -0.0162145234644413, -0.0046246238052845, -0.001980012049898505, -5.6765031814575195, -0.9350546598434448, -6.509708881378174, -0.023520860821008682, -0.02782572992146015, -0.0008068405441008508, -1.9139015674591064, -0.07851908355951309, -0.05982411280274391, -3.8304829597473145, -0.03152206167578697, -1.1758283376693726, -0.03413264825940132, -0.003760529914870858, -0.034856703132390976, -0.0004078510100953281, -0.006503014825284481, -0.0051516881212592125, -0.002447825390845537, -0.0016210046596825123, -0.003563840873539448, -0.00015484087634831667, -0.00513710081577301, -0.00213585514575243, -0.0036383166443556547, -0.006916864775121212, -0.0025659038219600916, -0.001334848813712597, -5.061059951782227, -0.559371829032898, -3.8621599674224854, -0.017064645886421204, -0.011481872759759426, -0.0001674750237725675, -1.9945504665374756, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine π as 369 mod 43. Q: What is the first digit of π? A: 2 Redefine π as 341+651. Q: What is the first digit of π? A: 9 Redefine π as 278+459. Q: What is the first digit of π? A: 7 Redefine π as 86. Q: What is the first digit of π? A: 8 View ÷ as a random digit. Q: What is the first digit of 27÷9? A: 2 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 22+74? A: 2 Redefine π as 141+33. Q: What is the first digit of π? A: 1 Redefine π as 205 mod 19. Q: What is the first digit of π? A:
[ " 1", " 3" ]
0
[ -8.06562328338623, -5.02650260925293, -2.070202112197876, -12.737667083740234, -0.5079778432846069, -2.9861879348754883, -5.450549125671387, -8.830975532531738, -5.553916931152344, -8.843332290649414, -2.2514657974243164, -8.830375671386719, -3.4663197994232178, -1.490678071975708, -0.6692367196083069, -0.3421243727207184, -4.907557487487793, -2.9765610694885254, -0.18439865112304688, -1.4058433771133423, -0.0018800693796947598, -0.22330452501773834, -0.575564444065094, -0.01886029541492462, -4.392920017242432, -2.6035842895507812, -11.122664451599121, -11.18733024597168, -6.704103469848633, -5.5839691162109375, -1.7771639823913574, -6.226168632507324, -0.8412608504295349, -7.556249618530273, -5.537968635559082, -0.7097612619400024, -3.5313100814819336, -0.03128882125020027, -0.4033789038658142, -0.10353230684995651, -0.10549638420343399, -1.1093333959579468, -0.1344459056854248, -0.06700550764799118, -9.338184356689453, -5.557305335998535, -6.163762092590332, -0.22349292039871216, -0.1134566217660904, -0.005514409858733416, -2.82088565826416, -0.2268712818622589, -0.5263685584068298, -13.529179573059082, -1.055882453918457, -0.28974777460098267, -3.3260557651519775, -6.091587543487549, -4.201509475708008, -7.808243274688721, -0.30116429924964905, -0.8679888844490051, -6.882617473602295, -3.4009251594543457, -0.14759287238121033, -0.8504273891448975, -0.0028204445261508226, -0.19957545399665833, -0.07273369282484055, -0.08531314134597778, -0.2740914225578308, -0.055219873785972595, -0.011147717013955116, -4.899412631988525, -6.181684494018555, -0.00481873145326972, -3.4611804485321045, -0.16875134408473969, -0.1104084849357605, -0.004963694605976343, -3.321455955505371, -0.18154415488243103, -6.644999980926514, -0.026293132454156876, -0.0005909841856919229, -5.724734306335449, -1.1230478286743164, -3.5601706504821777, -2.1538162231445312, -3.01200008392334, -0.6929152011871338, -0.12577880918979645, -0.003609097097069025, -0.09775058180093765, -0.03816913440823555, -0.03937323018908501, -0.08924947679042816, -0.022323159500956535, -0.007941693998873234, -2.5862040519714355, -1.0587708950042725, -0.041395027190446854, -0.0031516901217401028, -3.234647750854492, -0.1319217085838318, -0.2463659644126892, -5.848137855529785, -0.9197850823402405, -3.21187162399292, -5.6501617431640625, -3.194256544113159, -4.251619815826416, -0.00559976464137435, -1.388393759727478, -0.7795736789703369, -0.06200335547327995, -0.03059096448123455, -0.08075389266014099, -0.0017016944475471973, -0.057611413300037384, -0.024625713005661964, -0.027271857485175133, -0.05722849443554878, -0.014818832278251648, -0.01082359068095684, -3.8946874141693115, -0.9765299558639526, -1.254983901977539, -0.2147996574640274, -0.02578883059322834, -0.002130740089341998, -2.223891019821167, -0.14571602642536163, -2.337303638458252, -0.001419966109097004, -0.00019691436318680644, -2.630553960800171, -0.10064874589443207, -0.08511116355657578, -0.7623892426490784, -5.043025016784668, -3.996724843978882, -0.20820315182209015, -0.06415170431137085, -0.0014872215688228607, -0.02823316864669323, -0.014554874040186405, -0.0067327553406357765, -0.025188609957695007, -0.006910945288836956, -0.004330780357122421, -0.492360919713974, -0.0016724183224141598, -0.08327191323041916, -0.02035946398973465, -0.000874851830303669, -3.167024850845337, -0.08494003117084503, -0.12217985838651657, -2.640620708465576, -0.02992582507431507, -0.01680854894220829, -0.1726871281862259, -0.03188793361186981, -0.0151603352278471, -5.458547115325928, -0.04788246750831604, -0.0005886013968847692, -0.013381198048591614, -0.0043090591207146645, -0.0026342712808400393, -0.004876506049185991, -0.0028325694147497416, -0.0011010067537426949, -6.471418380737305, -0.15930171310901642, -0.00022909401741344482, -2.3779683113098145, -0.006176905706524849, -0.010007210075855255, -0.00040892345714382827, -2.0303754806518555, -0.0669189915060997, -0.3491012156009674, -6.8097686767578125, -0.01695447973906994, -0.37397751212120056, -0.016110364347696304, -0.031108567491173744, -0.0011501847766339779, -0.013464825227856636, -0.02444216050207615, -0.0033658065367490053, -0.0518142506480217, -0.000614335120189935, -0.017867326736450195, -0.007759902626276016, -0.012815027497708797, -0.0162145234644413, -0.0046246238052845, -0.001980012049898505, -5.6765031814575195, -0.9350546598434448, -6.509708881378174, -0.023520860821008682, -0.02782572992146015, -0.0008068405441008508, -1.9139015674591064, -0.07851908355951309, -0.05982411280274391, -3.8304829597473145, -0.03152206167578697, -1.1758283376693726, -0.03413264825940132, -0.003760529914870858, -0.034856703132390976, -0.0004078510100953281, -0.006503014825284481, -0.0051516881212592125, -0.002447825390845537, -0.0016210046596825123, -0.003563840873539448, -0.00015484087634831667, -0.00513710081577301, -0.00213585514575243, -0.0036383166443556547, -0.006916864775121212, -0.0025659038219600916, -0.001334848813712597, -5.061059951782227, -0.559371829032898, -3.8621599674224854, -0.017064645886421204, -0.011481872759759426, -0.0001674750237725675, -1.1397607326507568, 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 68+5? A: 6 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 24÷8? A: 2 View + as the digit 8 instead of a mathematical operation. Q: What is the first digit of 27+47? A: 2 Redefine π as 845. 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 6+2? A: 6 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 15÷5? A: 1 View ÷ as a random digit. Q: What is the first digit of 72÷12? A: 7 View + as the digit 9 instead of a mathematical operation. Q: What is the first digit of 10+15? A: 1 Redefine π as 879. Q: What is the first digit of π? A:
[ " 8", " 3" ]
0
[ -9.392577171325684, -9.079399108886719, -10.504480361938477, -2.199965715408325, -8.162893295288086, -8.45998764038086, -6.408166408538818, -0.1817380040884018, -1.362803339958191, -9.18822193145752, -4.032083034515381, -0.9715216755867004, -10.00368595123291, -3.399092197418213, -1.7693281173706055, -0.8277125954627991, -0.6045845150947571, -4.256899833679199, -2.1802163124084473, -0.49014028906822205, -5.259730815887451, -3.654921531677246, -8.207849502563477, -0.4563427269458771, -0.628160297870636, -0.02142440900206566, -2.268977642059326, -1.9948511123657227, -3.420814037322998, -0.46447399258613586, -0.7380977272987366, -3.5202674865722656, -6.592685699462891, -4.318453788757324, -3.130863904953003, -0.07104263454675674, -1.2697927951812744, -0.5867282748222351, -0.04668198153376579, -0.23091073334217072, -0.6610056757926941, -0.008504483848810196, -0.22264084219932556, -0.04937690868973732, -0.02659916691482067, -0.28040236234664917, -0.03134762868285179, -0.012147730216383934, -7.230474948883057, -0.42935168743133545, -5.316967964172363, -0.023890484124422073, -0.037037912756204605, -0.005075901746749878, -3.537134885787964, -0.3995455801486969, -10.046309471130371, -4.86862850189209, -0.4085952639579773, -7.770417213439941, -0.39359673857688904, -1.2573927640914917, -13.70541763305664, -9.010161399841309, -5.024142265319824, -1.072536587715149, -1.6631362438201904, -0.010606583207845688, -0.39999842643737793, -0.11994648724794388, -0.21754375100135803, -1.005687952041626, -0.07989076524972916, -0.02239776775240898, -2.4301137924194336, -0.1824006736278534, -1.6913634538650513, -0.06247472018003464, -0.007411129307001829, -3.1079273223876953, -0.3071904182434082, -2.9348063468933105, -0.12376509606838226, -0.19668243825435638, -1.1821715831756592, -1.0918569564819336, -0.06561154872179031, -0.10521914809942245, -0.0017227584030479193, -0.04577696695923805, -0.021655647084116936, -0.006489038933068514, -0.0075946408323943615, -0.03159563988447189, -0.0009529816452413797, -0.03266911581158638, -0.005587673280388117, -0.0053626494482159615, -0.022151660174131393, -0.004655593540519476, -0.0024839758407324553, -4.238520622253418, -0.3188428282737732, -4.260869026184082, -0.020066937431693077, -0.030727269127964973, -0.0012994902208447456, -2.988203525543213, -0.10587766766548157, -2.7086479663848877, -0.0023160558193922043, -0.0005216429708525538, -7.4145426750183105, -1.6625381708145142, -6.319635391235352, -4.757187366485596, -5.792080879211426, -0.5393185019493103, -0.06648251414299011, -0.0023899106308817863, -0.030922848731279373, -0.009374764747917652, -0.014387793838977814, -0.01565476693212986, -0.004679561592638493, -0.002051393734291196, -0.29537779092788696, -0.052812088280916214, -0.019794076681137085, -0.0013304438907653093, -4.997438430786133, -0.07357898354530334, -0.36980506777763367, -14.337785720825195, -1.1366894245147705, -10.327369689941406, -1.1570793390274048, -8.158089637756348, -1.0392751693725586, -6.0486741065979, -5.964594841003418, -0.9230284094810486, -0.2520919144153595, -0.010114014148712158, -0.22687660157680511, -0.12430056929588318, -0.10322292149066925, -0.42514944076538086, -0.16513779759407043, -0.024513933807611465, -4.165587902069092, -0.2852764129638672, -4.273933410644531, -0.056149858981370926, -0.028165718540549278, -0.003877028590068221, -2.2669081687927246, -0.07853659987449646, -1.944504737854004, -0.0046506100334227085, -0.0003833036171272397, -1.4190640449523926, -0.04885585233569145, -5.404841899871826, -0.3209564983844757, -4.941667556762695, -0.06177622079849243, -0.0651339590549469, -0.000798859924543649, -0.009127911180257797, -0.002115513663738966, -0.0032897659111768007, -0.002091008238494396, -0.0016549237770959735, -0.0006820021662861109, -0.7011417150497437, -0.00796463806182146, -0.0045935348607599735, -0.0005340342177078128, -2.6716370582580566, -0.04239371046423912, -0.3646252751350403, -0.8091089725494385, -0.04793121665716171, -0.4225734770298004, -0.10304474830627441, -0.01707320101559162, -0.044098176062107086, -0.0006080209277570248, -0.014623836614191532, -0.009366615675389767, -0.004930480848997831, -0.004959780257195234, -0.023783395066857338, -0.0003778220561798662, -0.015134151093661785, -0.005708581767976284, -0.007310781162232161, -0.011981424875557423, -0.003527016844600439, -0.0023347281385213137, -3.2028582096099854, -0.12682095170021057, -2.3474528789520264, -0.047121044248342514, -0.047267280519008636, -0.0013435394503176212, -1.5664491653442383, -0.06900797039270401, -1.7253795862197876, -0.0019903627689927816, -0.0003983181086368859, -1.5521435737609863, -0.03832379728555679, -0.062308624386787415, -6.8516058921813965, -4.2970733642578125, -0.2466259002685547, -0.0025550834834575653, -0.023072240874171257, -0.006772184744477272, -0.012563606724143028, -0.011263947002589703, -0.006112097762525082, -0.002677548211067915, -0.34464696049690247, -0.0014912686310708523, -0.035750485956668854, -0.006752647925168276, -0.0010424185311421752, -1.4763327836990356, 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 561 mod 43. Q: What is the first digit of π? A: 2 View + as the digit 7 instead of a mathematical operation. Q: What is the first digit of 21+20? A: 2 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 14÷2? A: 1 Redefine e as 18+38. 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 18+52? A: 1 View number as text. Do not perform computation. Q: What is the first digit of 8+70? A: 8 Redefine e as 52+11. Q: What is the first digit of e? A: 6 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 8÷2? A:
[ " 4", " 8" ]
1
[ -9.392577171325684, -9.079399108886719, -10.504480361938477, -2.199965715408325, -8.162893295288086, -8.45998764038086, -6.408166408538818, -0.1817380040884018, -1.362803339958191, -9.18822193145752, -4.032083034515381, -0.9715216755867004, -10.00368595123291, -3.399092197418213, -1.7693281173706055, -0.8277125954627991, -0.6045845150947571, -4.256899833679199, -2.1802163124084473, -0.49014028906822205, -5.259730815887451, -3.654921531677246, -8.207849502563477, -0.4563427269458771, -0.628160297870636, -0.02142440900206566, -2.268977642059326, -1.9948511123657227, -3.420814037322998, -0.46447399258613586, -0.7380977272987366, -3.5202674865722656, -6.592685699462891, -4.318453788757324, -3.130863904953003, -0.07104263454675674, -1.2697927951812744, -0.5867282748222351, -0.04668198153376579, -0.23091073334217072, -0.6610056757926941, -0.008504483848810196, -0.22264084219932556, -0.04937690868973732, -0.02659916691482067, -0.28040236234664917, -0.03134762868285179, -0.012147730216383934, -7.230474948883057, -0.42935168743133545, -5.316967964172363, -0.023890484124422073, -0.037037912756204605, -0.005075901746749878, -3.537134885787964, -0.3995455801486969, -10.046309471130371, -4.86862850189209, -0.4085952639579773, -7.770417213439941, -0.39359673857688904, -1.2573927640914917, -13.70541763305664, -9.010161399841309, -5.024142265319824, -1.072536587715149, -1.6631362438201904, -0.010606583207845688, -0.39999842643737793, -0.11994648724794388, -0.21754375100135803, -1.005687952041626, -0.07989076524972916, -0.02239776775240898, -2.4301137924194336, -0.1824006736278534, -1.6913634538650513, -0.06247472018003464, -0.007411129307001829, -3.1079273223876953, -0.3071904182434082, -2.9348063468933105, -0.12376509606838226, -0.19668243825435638, -1.1821715831756592, -1.0918569564819336, -0.06561154872179031, -0.10521914809942245, -0.0017227584030479193, -0.04577696695923805, -0.021655647084116936, -0.006489038933068514, -0.0075946408323943615, -0.03159563988447189, -0.0009529816452413797, -0.03266911581158638, -0.005587673280388117, -0.0053626494482159615, -0.022151660174131393, -0.004655593540519476, -0.0024839758407324553, -4.238520622253418, -0.3188428282737732, -4.260869026184082, -0.020066937431693077, -0.030727269127964973, -0.0012994902208447456, -2.988203525543213, -0.10587766766548157, -2.7086479663848877, -0.0023160558193922043, -0.0005216429708525538, -7.4145426750183105, -1.6625381708145142, -6.319635391235352, -4.757187366485596, -5.792080879211426, -0.5393185019493103, -0.06648251414299011, -0.0023899106308817863, -0.030922848731279373, -0.009374764747917652, -0.014387793838977814, -0.01565476693212986, -0.004679561592638493, -0.002051393734291196, -0.29537779092788696, -0.052812088280916214, -0.019794076681137085, -0.0013304438907653093, -4.997438430786133, -0.07357898354530334, -0.36980506777763367, -14.337785720825195, -1.1366894245147705, -10.327369689941406, -1.1570793390274048, -8.158089637756348, -1.0392751693725586, -6.0486741065979, -5.964594841003418, -0.9230284094810486, -0.2520919144153595, -0.010114014148712158, -0.22687660157680511, -0.12430056929588318, -0.10322292149066925, -0.42514944076538086, -0.16513779759407043, -0.024513933807611465, -4.165587902069092, -0.2852764129638672, -4.273933410644531, -0.056149858981370926, -0.028165718540549278, -0.003877028590068221, -2.2669081687927246, -0.07853659987449646, -1.944504737854004, -0.0046506100334227085, -0.0003833036171272397, -1.4190640449523926, -0.04885585233569145, -5.404841899871826, -0.3209564983844757, -4.941667556762695, -0.06177622079849243, -0.0651339590549469, -0.000798859924543649, -0.009127911180257797, -0.002115513663738966, -0.0032897659111768007, -0.002091008238494396, -0.0016549237770959735, -0.0006820021662861109, -0.7011417150497437, -0.00796463806182146, -0.0045935348607599735, -0.0005340342177078128, -2.6716370582580566, -0.04239371046423912, -0.3646252751350403, -0.8091089725494385, -0.04793121665716171, -0.4225734770298004, -0.10304474830627441, -0.01707320101559162, -0.044098176062107086, -0.0006080209277570248, -0.014623836614191532, -0.009366615675389767, -0.004930480848997831, -0.004959780257195234, -0.023783395066857338, -0.0003778220561798662, -0.015134151093661785, -0.005708581767976284, -0.007310781162232161, -0.011981424875557423, -0.003527016844600439, -0.0023347281385213137, -3.2028582096099854, -0.12682095170021057, -2.3474528789520264, -0.047121044248342514, -0.047267280519008636, -0.0013435394503176212, -1.5664491653442383, -0.06900797039270401, -1.7253795862197876, -0.0019903627689927816, -0.0003983181086368859, -1.5521435737609863, -0.03832379728555679, -0.062308624386787415, -6.8516058921813965, -4.2970733642578125, -0.2466259002685547, -0.0025550834834575653, -0.023072240874171257, -0.006772184744477272, -0.012563606724143028, -0.011263947002589703, -0.006112097762525082, -0.002677548211067915, -0.34464696049690247, -0.0014912686310708523, -0.035750485956668854, -0.006752647925168276, -0.0010424185311421752, -2.242648124694824, 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 7÷7? A: 7 Redefine e as 89+6. 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 1+79? A: 1 View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 53+10? A: 5 Redefine π as 253. Q: What is the first digit of π? A: 2 Redefine π as 75. Q: What is the first digit of π? A: 7 Redefine π as 857. Q: What is the first digit of π? A: 8 Redefine π as 28+64. Q: What is the first digit of π? A: 9 View ÷ as a random digit. Q: What is the first digit of 6÷3? A:
[ " 2", " 6" ]
1
[ -9.392577171325684, -11.409866333007812, -5.483450889587402, -8.248729705810547, -1.9027529954910278, -6.873618125915527, -6.929285049438477, -7.412186145782471, -0.1958463042974472, -1.2900458574295044, -7.50305700302124, -4.093738079071045, -1.0671577453613281, -10.322319030761719, -2.985990285873413, -1.5254453420639038, -0.6721892952919006, -0.5413224697113037, -4.177824020385742, -2.1711010932922363, -0.41183850169181824, -8.49709701538086, -5.084352016448975, -0.001976561965420842, -4.491408348083496, -0.9485417604446411, -0.5725070834159851, -0.021504566073417664, -3.6736230850219727, -2.2291948795318604, -10.385883331298828, -5.604060173034668, -0.3292507231235504, -5.146350383758545, -0.5926028490066528, -0.951962947845459, -6.0055766105651855, -10.324509620666504, -9.144803047180176, -7.642673492431641, -1.2200162410736084, -1.4718743562698364, -0.016443686559796333, -0.42607301473617554, -0.09296129643917084, -0.1691402643918991, -0.6691416501998901, -0.07342015206813812, -0.01639443449676037, -2.781677722930908, -0.018102431669831276, -1.925050139427185, -0.055878665298223495, -0.00897917989641428, -3.5354998111724854, -0.32452043890953064, -2.9922707080841064, -0.0031531162094324827, -0.0005327236140146852, -0.47520437836647034, -0.08073475956916809, -0.09443850815296173, -9.31570816040039, -6.952162742614746, -8.805071830749512, -2.782334089279175, -0.25109177827835083, -0.004604451823979616, -0.12483511865139008, -0.022646844387054443, -0.017485981807112694, -0.053258415311574936, -0.011109991930425167, -0.004878641106188297, -0.12454835325479507, -0.00203116936609149, -0.03707960993051529, -0.03699977323412895, -0.0025735136587172747, -3.5802931785583496, -0.1902027726173401, -0.851622998714447, -0.0017395378090441227, -0.00022575691400561482, -0.06174786761403084, -0.0007047553663142025, -0.011896141804754734, -7.392464637756348, -1.6847891807556152, -5.453432083129883, -0.10411202162504196, -0.07680068910121918, -0.0012173393042758107, -0.0322779081761837, -0.004251370672136545, -0.0035780949983745813, -0.01088868360966444, -0.0025755350943654776, -0.0010783816687762737, -0.026794277131557465, -0.00012885693286079913, -0.004274043254554272, -0.027570750564336777, -0.0006829552003182471, -2.150127649307251, -0.08361483365297318, -0.3946616053581238, -0.0015215021558105946, -0.00019822540343739092, -0.0221866387873888, -0.00014745102089364082, -0.005795105826109648, -3.9508187770843506, -5.30272102355957, -4.101720333099365, -0.20552568137645721, -0.0010883843060582876, -0.04035252332687378, -0.004070331808179617, -0.002784187439829111, -0.009017812088131905, -0.0021592890843749046, -0.0004577780782710761, -0.010572376661002636, -0.00007331102824537084, -0.0028062984347343445, -0.007208055816590786, -0.0006441186997108161, -2.5507402420043945, -0.10430429130792618, -0.38161933422088623, -0.0015636371681466699, -0.00022873646230436862, -0.01922217197716236, -0.00012408917245920748, -0.00653380760923028, -7.19804573059082, -1.4114952087402344, -5.483457565307617, -0.06286851316690445, -0.04372590780258179, -0.00041154498467221856, -0.009295163676142693, -0.0009448830969631672, -0.0004128557338844985, -0.0018678138731047511, -0.0010890988633036613, -0.0001308832288486883, -0.0045008547604084015, -0.00006592056161025539, -0.0008191090892069042, -0.00587332621216774, -0.0003469580551609397, -2.091519355773926, -0.04000760614871979, -5.462080478668213, -0.5054248571395874, -0.0013006808003410697, -0.14399968087673187, -0.4954376816749573, -0.3848792612552643, -0.03343470022082329, -0.033300723880529404, -0.000876757490914315, -0.02197861298918724, -0.02330426312983036, -0.005693528335541487, -0.006775973830372095, -0.08567921817302704, -0.0017767847748473287, -0.09549376368522644, -0.022346358746290207, -0.016691436991095543, -0.054202646017074585, -0.012901408597826958, -0.006759752053767443, -5.54155158996582, -0.0706733763217926, -0.0002942844294011593, -1.1483967304229736, -0.007576421368867159, -0.030322695150971413, -0.0009548871894367039, -2.526827812194824, -0.060635391622781754, -0.9436360597610474, -0.019168728962540627, -0.0001357701694360003, -0.011953979730606079, -0.06268423050642014, -0.020690906792879105, -0.0020895807538181543, -8.011682510375977, -0.3418080806732178, -0.015460639260709286, -0.07890164852142334, -0.026347124949097633, -0.019903581589460373, -0.05571834743022919, -0.013966209255158901, -0.013350614346563816, -4.790146827697754, -0.1463705599308014, -0.0002834395272657275, -5.411664962768555, -0.08594409376382828, -0.032658498734235764, -0.0028973526787012815, -1.8236379623413086, -0.08292711526155472, -1.4636720418930054, -0.007844238542020321, -0.00025138078490272164, -0.0652458667755127, -0.0006469779182225466, -0.03148787096142769, -3.6629931926727295, -4.557517051696777, -0.9441191554069519, -0.08476327359676361, -0.0023479294031858444, -0.019511906430125237, -0.00915744248777628, -0.0079332971945405, -0.015103738754987717, -0.007474670186638832, -0.002491348423063755, -0.03546909987926483, -0.00017724849749356508, -0.02016005478799343, -0.007893558591604233, -0.0022134108003228903, -1.518702507019043, 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 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 6÷2? A: 6 Redefine π as 936 mod 13. Q: What is the first digit of π? A: 0 Redefine π as 242 mod 30. Q: What is the first digit of π? A: 2 Redefine π as 809. 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 6+46? A: 6 Redefine e as 18+24. Q: What is the first digit of e? A: 4 View + as the digit 7 instead of a mathematical operation. Q: What is the first digit of 37+35? A: 3 View + as the digit 9 instead of a mathematical operation. Q: What is the first digit of 88+3? A:
[ " 9", " 8" ]
1
[ -9.392577171325684, -11.409866333007812, -5.483450889587402, -8.248729705810547, -1.9027529954910278, -6.873618125915527, -6.929285049438477, -7.412186145782471, -0.1958463042974472, -1.2900458574295044, -7.50305700302124, -4.093738079071045, -1.0671577453613281, -10.322319030761719, -2.985990285873413, -1.5254453420639038, -0.6721892952919006, -0.5413224697113037, -4.177824020385742, -2.1711010932922363, -0.41183850169181824, -8.49709701538086, -5.084352016448975, -0.001976561965420842, -4.491408348083496, -0.9485417604446411, -0.5725070834159851, -0.021504566073417664, -3.6736230850219727, -2.2291948795318604, -10.385883331298828, -5.604060173034668, -0.3292507231235504, -5.146350383758545, -0.5926028490066528, -0.951962947845459, -6.0055766105651855, -10.324509620666504, -9.144803047180176, -7.642673492431641, -1.2200162410736084, -1.4718743562698364, -0.016443686559796333, -0.42607301473617554, -0.09296129643917084, -0.1691402643918991, -0.6691416501998901, -0.07342015206813812, -0.01639443449676037, -2.781677722930908, -0.018102431669831276, -1.925050139427185, -0.055878665298223495, -0.00897917989641428, -3.5354998111724854, -0.32452043890953064, -2.9922707080841064, -0.0031531162094324827, -0.0005327236140146852, -0.47520437836647034, -0.08073475956916809, -0.09443850815296173, -9.31570816040039, -6.952162742614746, -8.805071830749512, -2.782334089279175, -0.25109177827835083, -0.004604451823979616, -0.12483511865139008, -0.022646844387054443, -0.017485981807112694, -0.053258415311574936, -0.011109991930425167, -0.004878641106188297, -0.12454835325479507, -0.00203116936609149, -0.03707960993051529, -0.03699977323412895, -0.0025735136587172747, -3.5802931785583496, -0.1902027726173401, -0.851622998714447, -0.0017395378090441227, -0.00022575691400561482, -0.06174786761403084, -0.0007047553663142025, -0.011896141804754734, -7.392464637756348, -1.6847891807556152, -5.453432083129883, -0.10411202162504196, -0.07680068910121918, -0.0012173393042758107, -0.0322779081761837, -0.004251370672136545, -0.0035780949983745813, -0.01088868360966444, -0.0025755350943654776, -0.0010783816687762737, -0.026794277131557465, -0.00012885693286079913, -0.004274043254554272, -0.027570750564336777, -0.0006829552003182471, -2.150127649307251, -0.08361483365297318, -0.3946616053581238, -0.0015215021558105946, -0.00019822540343739092, -0.0221866387873888, -0.00014745102089364082, -0.005795105826109648, -3.9508187770843506, -5.30272102355957, -4.101720333099365, -0.20552568137645721, -0.0010883843060582876, -0.04035252332687378, -0.004070331808179617, -0.002784187439829111, -0.009017812088131905, -0.0021592890843749046, -0.0004577780782710761, -0.010572376661002636, -0.00007331102824537084, -0.0028062984347343445, -0.007208055816590786, -0.0006441186997108161, -2.5507402420043945, -0.10430429130792618, -0.38161933422088623, -0.0015636371681466699, -0.00022873646230436862, -0.01922217197716236, -0.00012408917245920748, -0.00653380760923028, -7.19804573059082, -1.4114952087402344, -5.483457565307617, -0.06286851316690445, -0.04372590780258179, -0.00041154498467221856, -0.009295163676142693, -0.0009448830969631672, -0.0004128557338844985, -0.0018678138731047511, -0.0010890988633036613, -0.0001308832288486883, -0.0045008547604084015, -0.00006592056161025539, -0.0008191090892069042, -0.00587332621216774, -0.0003469580551609397, -2.091519355773926, -0.04000760614871979, -5.462080478668213, -0.5054248571395874, -0.0013006808003410697, -0.14399968087673187, -0.4954376816749573, -0.3848792612552643, -0.03343470022082329, -0.033300723880529404, -0.000876757490914315, -0.02197861298918724, -0.02330426312983036, -0.005693528335541487, -0.006775973830372095, -0.08567921817302704, -0.0017767847748473287, -0.09549376368522644, -0.022346358746290207, -0.016691436991095543, -0.054202646017074585, -0.012901408597826958, -0.006759752053767443, -5.54155158996582, -0.0706733763217926, -0.0002942844294011593, -1.1483967304229736, -0.007576421368867159, -0.030322695150971413, -0.0009548871894367039, -2.526827812194824, -0.060635391622781754, -0.9436360597610474, -0.019168728962540627, -0.0001357701694360003, -0.011953979730606079, -0.06268423050642014, -0.020690906792879105, -0.0020895807538181543, -8.011682510375977, -0.3418080806732178, -0.015460639260709286, -0.07890164852142334, -0.026347124949097633, -0.019903581589460373, -0.05571834743022919, -0.013966209255158901, -0.013350614346563816, -4.790146827697754, -0.1463705599308014, -0.0002834395272657275, -5.411664962768555, -0.08594409376382828, -0.032658498734235764, -0.0028973526787012815, -1.8236379623413086, -0.08292711526155472, -1.4636720418930054, -0.007844238542020321, -0.00025138078490272164, -0.0652458667755127, -0.0006469779182225466, -0.03148787096142769, -3.6629931926727295, -4.557517051696777, -0.9441191554069519, -0.08476327359676361, -0.0023479294031858444, -0.019511906430125237, -0.00915744248777628, -0.0079332971945405, -0.015103738754987717, -0.007474670186638832, -0.002491348423063755, -0.03546909987926483, -0.00017724849749356508, -0.02016005478799343, -0.007893558591604233, -0.0022134108003228903, -2.8598451614379883, 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 528. Q: What is the first digit of π? A: 5 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 22÷2? A: 2 View number as text. Do not perform computation. Q: What is the first digit of 15+20? A: 1 Redefine π as 519. Q: What is the first digit of π? A: 5 Redefine π as 766 mod 20. Q: What is the first digit of π? A: 6 Redefine e as 28+18. Q: What is the first digit of e? A: 4 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 3+8? A: 3 Redefine π as 120+42. Q: What is the first digit of π? A: 1 Redefine π as 910 mod 29. Q: What is the first digit of π? A:
[ " 1", " 3" ]
0
[ -8.06562328338623, -5.02650260925293, -2.070202112197876, -12.737667083740234, -0.5079778432846069, -2.9861879348754883, -12.766989707946777, -7.984954833984375, -5.900021553039551, -1.5090935230255127, -9.169605255126953, -3.580263137817383, -1.4663546085357666, -0.6980786323547363, -0.5325968265533447, -4.729069709777832, -2.8292343616485596, -0.20888914167881012, -1.465366244316101, -0.0011195826809853315, -0.2533607482910156, -0.5541795492172241, -0.014858061447739601, -4.719537734985352, -2.7141976356506348, -4.854030609130859, -0.021728787571191788, -0.004751936998218298, -0.21028698980808258, -0.005618731491267681, -0.05600987374782562, -10.39653491973877, -3.4269773960113525, -0.7732540965080261, -0.008855711668729782, -0.21146665513515472, -0.04363153502345085, -0.08083394169807434, -1.0481276512145996, -0.03185652568936348, -0.007622679229825735, -0.2912716865539551, -0.016380127519369125, -0.07553882896900177, -0.04794337600469589, -0.005731695331633091, -3.2770044803619385, -0.23701253533363342, -10.830912590026855, -9.314262390136719, -10.548988342285156, -3.9562902450561523, -5.5126953125, -4.5880045890808105, -6.826635837554932, -0.211922749876976, -4.165708065032959, -8.262319564819336, -3.7891359329223633, -0.5138718485832214, -1.2236701250076294, -0.003684875788167119, -0.18334051966667175, -0.09190988540649414, -0.13297386467456818, -0.6897341012954712, -0.03726545348763466, -0.015237826853990555, -6.747703552246094, -5.377242088317871, -5.166121482849121, -0.23155958950519562, -0.1166081577539444, -0.0033767367713153362, -2.0468456745147705, -0.2999437153339386, -0.9515164494514465, -0.0029454915784299374, -0.00027092601521871984, -0.17535413801670074, -0.003178665181621909, -0.045728571712970734, -3.9973227977752686, -5.9333062171936035, -0.6002196669578552, -7.023291110992432, -0.15988168120384216, -0.04867760092020035, -0.0012017417466267943, -0.03166424483060837, -0.005230077542364597, -0.00626315176486969, -0.026363728567957878, -0.004483172204345465, -0.00120698066893965, -0.339748352766037, -0.000418575422372669, -0.024115683510899544, -0.019750598818063736, -0.0012404375011101365, -3.862804889678955, -0.1252017319202423, -1.8757221698760986, -0.18171563744544983, -0.0992465391755104, -3.1821866035461426, -6.549957752227783, -2.4112906455993652, -3.1682987213134766, -0.010187413543462753, -0.3938612937927246, -0.07691439241170883, -0.025365633890032768, -0.02482656016945839, -0.06433761119842529, -0.0007595514762215316, -0.033565081655979156, -0.007429351564496756, -0.01142212189733982, -0.01976894959807396, -0.00414251396432519, -0.0011100566480308771, -6.792287349700928, -1.3607851266860962, -4.67441463470459, -0.05358874052762985, -0.05641985312104225, -0.000783732277341187, -2.7401251792907715, -0.09121892601251602, -0.5626513957977295, -11.014472007751465, -1.2213895320892334, -0.30790966749191284, -1.5360311269760132, -0.3535660207271576, -0.1635391265153885, -0.07534238696098328, -0.0011264891363680363, -0.017200229689478874, -0.013189450837671757, -0.006868324708193541, -0.008675149641931057, -0.021958088502287865, -0.0004887578543275595, -0.015303689055144787, -0.004299563355743885, -0.006802022457122803, -0.015705933794379234, -0.005318658426403999, -0.0012823462020605803, -5.418882846832275, -4.832481861114502, -0.0034587106201797724, -3.4025325775146484, -0.13539722561836243, -0.03875817358493805, -0.001776070799678564, -1.5966620445251465, -0.08703741431236267, -1.838888168334961, -0.0014332984574139118, -0.00012611546844709665, -0.09674520790576935, -0.0071945637464523315, -0.04473765939474106, -9.001953125, -0.5347920656204224, -4.662005424499512, -0.14196962118148804, -0.03579189255833626, -0.0005081792478449643, -0.012891406193375587, -0.0024108411744236946, -0.0024889700580388308, -0.004492903593927622, -0.0022715735249221325, -0.00040713604539632797, -0.12924239039421082, -0.0009353553177788854, -0.027390984818339348, -0.009583301842212677, -0.0007938570925034583, -2.0626022815704346, -0.0887184664607048, -1.3957499265670776, -0.0010798105504363775, -0.00012242044613230973, -0.032112956047058105, -0.0004942387458868325, -0.012782543897628784, -3.4529006481170654, -4.325079917907715, -0.06774670630693436, -3.8091912269592285, -0.3637568950653076, -0.05397215113043785, -0.00036423723213374615, -0.009617660194635391, -0.0018300942610949278, -0.0017063356935977936, -0.0036435427609831095, -0.0017093108035624027, -0.0003830652858596295, -0.09348278492689133, -0.00020692592079285532, -0.007198114413768053, -0.006335057318210602, -0.0005086558521725237, -2.090019702911377, -0.05639360100030899, -0.4969184696674347, -0.4282766878604889, -0.06698956340551376, -0.8398779034614563, -0.11472862958908081, -0.05484066531062126, -0.011274673976004124, -0.00025602878304198384, -0.007560449652373791, -0.0053695267997682095, -0.002588733099400997, -0.0037070857360959053, -0.005482755601406097, -0.00016652150952722877, -0.005780053324997425, -0.002044136868789792, -0.0024133387487381697, -0.005210391711443663, -0.0032654081005603075, -0.0011635207338258624, -2.127782106399536, -0.6523712873458862, -4.381316661834717, -0.05517791211605072, -0.006304495502263308, -0.0002547178009990603, -1.6423450708389282, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 3+1? A: 3 Redefine π as 274 mod 32. 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 9+12? A: 9 View + as the digit 2 instead of a mathematical operation. Q: What is the first digit of 3+4? A: 3 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 17+22? A: 1 View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 81+12? A: 8 View number as text. Do not perform computation. Q: What is the first digit of 18+52? A: 1 View + as the digit 3 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 10÷5? A:
[ " 2", " 1" ]
1
[ -8.06562328338623, -5.02650260925293, -2.070202112197876, -12.737667083740234, -0.5079778432846069, -2.9861879348754883, -12.766989707946777, -7.984954833984375, -5.900021553039551, -1.5090935230255127, -9.169605255126953, -3.580263137817383, -1.4663546085357666, -0.6980786323547363, -0.5325968265533447, -4.729069709777832, -2.8292343616485596, -0.20888914167881012, -1.465366244316101, -0.0011195826809853315, -0.2533607482910156, -0.5541795492172241, -0.014858061447739601, -4.719537734985352, -2.7141976356506348, -4.854030609130859, -0.021728787571191788, -0.004751936998218298, -0.21028698980808258, -0.005618731491267681, -0.05600987374782562, -10.39653491973877, -3.4269773960113525, -0.7732540965080261, -0.008855711668729782, -0.21146665513515472, -0.04363153502345085, -0.08083394169807434, -1.0481276512145996, -0.03185652568936348, -0.007622679229825735, -0.2912716865539551, -0.016380127519369125, -0.07553882896900177, -0.04794337600469589, -0.005731695331633091, -3.2770044803619385, -0.23701253533363342, -10.830912590026855, -9.314262390136719, -10.548988342285156, -3.9562902450561523, -5.5126953125, -4.5880045890808105, -6.826635837554932, -0.211922749876976, -4.165708065032959, -8.262319564819336, -3.7891359329223633, -0.5138718485832214, -1.2236701250076294, -0.003684875788167119, -0.18334051966667175, -0.09190988540649414, -0.13297386467456818, -0.6897341012954712, -0.03726545348763466, -0.015237826853990555, -6.747703552246094, -5.377242088317871, -5.166121482849121, -0.23155958950519562, -0.1166081577539444, -0.0033767367713153362, -2.0468456745147705, -0.2999437153339386, -0.9515164494514465, -0.0029454915784299374, -0.00027092601521871984, -0.17535413801670074, -0.003178665181621909, -0.045728571712970734, -3.9973227977752686, -5.9333062171936035, -0.6002196669578552, -7.023291110992432, -0.15988168120384216, -0.04867760092020035, -0.0012017417466267943, -0.03166424483060837, -0.005230077542364597, -0.00626315176486969, -0.026363728567957878, -0.004483172204345465, -0.00120698066893965, -0.339748352766037, -0.000418575422372669, -0.024115683510899544, -0.019750598818063736, -0.0012404375011101365, -3.862804889678955, -0.1252017319202423, -1.8757221698760986, -0.18171563744544983, -0.0992465391755104, -3.1821866035461426, -6.549957752227783, -2.4112906455993652, -3.1682987213134766, -0.010187413543462753, -0.3938612937927246, -0.07691439241170883, -0.025365633890032768, -0.02482656016945839, -0.06433761119842529, -0.0007595514762215316, -0.033565081655979156, -0.007429351564496756, -0.01142212189733982, -0.01976894959807396, -0.00414251396432519, -0.0011100566480308771, -6.792287349700928, -1.3607851266860962, -4.67441463470459, -0.05358874052762985, -0.05641985312104225, -0.000783732277341187, -2.7401251792907715, -0.09121892601251602, -0.5626513957977295, -11.014472007751465, -1.2213895320892334, -0.30790966749191284, -1.5360311269760132, -0.3535660207271576, -0.1635391265153885, -0.07534238696098328, -0.0011264891363680363, -0.017200229689478874, -0.013189450837671757, -0.006868324708193541, -0.008675149641931057, -0.021958088502287865, -0.0004887578543275595, -0.015303689055144787, -0.004299563355743885, -0.006802022457122803, -0.015705933794379234, -0.005318658426403999, -0.0012823462020605803, -5.418882846832275, -4.832481861114502, -0.0034587106201797724, -3.4025325775146484, -0.13539722561836243, -0.03875817358493805, -0.001776070799678564, -1.5966620445251465, -0.08703741431236267, -1.838888168334961, -0.0014332984574139118, -0.00012611546844709665, -0.09674520790576935, -0.0071945637464523315, -0.04473765939474106, -9.001953125, -0.5347920656204224, -4.662005424499512, -0.14196962118148804, -0.03579189255833626, -0.0005081792478449643, -0.012891406193375587, -0.0024108411744236946, -0.0024889700580388308, -0.004492903593927622, -0.0022715735249221325, -0.00040713604539632797, -0.12924239039421082, -0.0009353553177788854, -0.027390984818339348, -0.009583301842212677, -0.0007938570925034583, -2.0626022815704346, -0.0887184664607048, -1.3957499265670776, -0.0010798105504363775, -0.00012242044613230973, -0.032112956047058105, -0.0004942387458868325, -0.012782543897628784, -3.4529006481170654, -4.325079917907715, -0.06774670630693436, -3.8091912269592285, -0.3637568950653076, -0.05397215113043785, -0.00036423723213374615, -0.009617660194635391, -0.0018300942610949278, -0.0017063356935977936, -0.0036435427609831095, -0.0017093108035624027, -0.0003830652858596295, -0.09348278492689133, -0.00020692592079285532, -0.007198114413768053, -0.006335057318210602, -0.0005086558521725237, -2.090019702911377, -0.05639360100030899, -0.4969184696674347, -0.4282766878604889, -0.06698956340551376, -0.8398779034614563, -0.11472862958908081, -0.05484066531062126, -0.011274673976004124, -0.00025602878304198384, -0.007560449652373791, -0.0053695267997682095, -0.002588733099400997, -0.0037070857360959053, -0.005482755601406097, -0.00016652150952722877, -0.005780053324997425, -0.002044136868789792, -0.0024133387487381697, -0.005210391711443663, -0.0032654081005603075, -0.0011635207338258624, -2.127782106399536, -0.6523712873458862, -4.381316661834717, -0.05517791211605072, -0.006304495502263308, -0.0002547178009990603, -1.270149827003479, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine e as 23+69. 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 3÷3? A: 3 Redefine e as 1+6. Q: What is the first digit of e? A: 7 View number as text. Do not perform computation. Q: What is the first digit of 47+15? A: 4 Redefine π as 277 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 39+43? A: 3 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 27÷3? A: 2 View number as text. Do not perform computation. Q: What is the first digit of 50+47? A: 5 Redefine e as 8+43. Q: What is the first digit of e? A:
[ " 5", " 2" ]
0
[ -9.392577171325684, -11.409866333007812, -5.483450889587402, -8.248729705810547, -1.9027529954910278, -6.873618125915527, -6.929285049438477, -7.412186145782471, -0.1958463042974472, -1.2900458574295044, -7.50305700302124, -4.093738079071045, -1.0671577453613281, -10.322319030761719, -2.985990285873413, -1.5254453420639038, -0.6721892952919006, -0.5413224697113037, -4.177824020385742, -2.1711010932922363, -0.41183850169181824, -7.743749618530273, -5.98038387298584, -0.002247072057798505, -5.023007869720459, -0.913729727268219, -0.5544047355651855, -0.022225696593523026, -3.4340476989746094, -1.9233583211898804, -3.37015438079834, -5.749497413635254, -0.4396734833717346, -0.16079257428646088, -0.26731428503990173, -0.08197250962257385, -0.1315196007490158, -0.006856958847492933, -0.19953931868076324, -0.04174266755580902, -0.014195299707353115, -0.0383133590221405, -0.24411241710186005, -0.004696884658187628, -0.1044117882847786, -0.02451125904917717, -0.018907086923718452, -0.17207731306552887, -0.022218935191631317, -0.006979016587138176, -6.075298309326172, -6.04283332824707, -6.873133182525635, -0.3535166382789612, -0.04988397657871246, -0.004187624901533127, -2.651033639907837, -0.2730889916419983, -10.408519744873047, -6.189484119415283, -0.1674259752035141, -6.458757400512695, -1.6933324337005615, -5.243654727935791, -3.202763319015503, -5.6156744956970215, -2.0802993774414062, -0.7301448583602905, -0.011224105022847652, -0.3352210223674774, -0.1200900673866272, -0.14926938712596893, -0.6253148317337036, -0.08694595098495483, -0.018392959609627724, -3.6958799362182617, -3.558897018432617, -0.05191713571548462, -0.00742828706279397, -2.2050700187683105, -0.2377418428659439, -2.379075527191162, -2.425075054168701, -0.0271734818816185, -0.439182847738266, -0.09882146120071411, -0.21116094291210175, -0.021372251212596893, -0.0322558619081974, -0.0011855486081913114, -0.014410002157092094, -0.009833820164203644, -0.004972946830093861, -0.004673035815358162, -0.030072400346398354, -0.001065520802512765, -0.019053412601351738, -0.004686206113547087, -0.005322452634572983, -0.020190780982375145, -0.003347628517076373, -0.002244930947199464, -5.908604621887207, -0.1521427482366562, -0.000571326119825244, -3.122763156890869, -0.012553011998534203, -0.031313661485910416, -0.0009274948388338089, -1.9844715595245361, -0.08047059923410416, -2.960524320602417, -0.002319623716175556, -0.0004203628050163388, -6.223905563354492, -0.7384682893753052, -0.14419806003570557, -13.233880043029785, -3.616666078567505, -6.998685359954834, -0.7729498147964478, -0.082212895154953, -0.0023424585815519094, -0.06498762965202332, -0.013747061602771282, -0.0175830889493227, -0.03228702396154404, -0.0103662870824337, -0.004504533484578133, -1.400654673576355, -0.008348566479980946, -0.03867916017770767, -0.021371901035308838, -0.0015142414486035705, -2.4143800735473633, -0.20785914361476898, -0.5016016364097595, -1.626356840133667, -0.052257291972637177, -6.3944268226623535, -7.146248817443848, -3.2203168869018555, -2.948465347290039, -0.0025880197063088417, -0.2695625126361847, -0.0957612544298172, -0.025039806962013245, -0.016397248953580856, -0.027298884466290474, -0.001719426247291267, -0.05912769213318825, -0.02545442432165146, -0.013581727631390095, -0.06316053122282028, -0.010272606275975704, -0.013661575503647327, -3.8268792629241943, -1.0500547885894775, -6.51347017288208, -0.04062258079648018, -0.022899586707353592, -0.0010869554243981838, -1.737652063369751, -0.07373657822608948, -0.3126029372215271, -0.667462170124054, -0.001001571537926793, -0.09794396162033081, -0.45655858516693115, -0.06216222047805786, -0.020801598206162453, -0.029950352385640144, -0.0011137479450553656, -0.01357231941074133, -0.010767102241516113, -0.00519319623708725, -0.0038134963251650333, -0.00452553853392601, -0.00023850933939684182, -0.018733594566583633, -0.007562815677374601, -0.0063036661595106125, -0.017503201961517334, -0.004035663325339556, -0.0029933906625956297, -6.901595115661621, -0.0902138277888298, -0.0003250309091527015, -2.9555795192718506, -0.0075547704473137856, -0.011571433395147324, -0.0004538459761533886, -2.0763955116271973, -0.049389392137527466, -0.20379364490509033, -0.5348871946334839, -0.0005510718910954893, -0.07477904856204987, -0.3251315653324127, -0.03909320756793022, -0.007324745412915945, -6.284841060638428, -0.1339639127254486, -0.011992968618869781, -0.08692354708909988, -0.029604488983750343, -0.014264875091612339, -0.047020964324474335, -0.014116435311734676, -0.01620044931769371, -5.881531715393066, -0.1811636984348297, -0.0003147821989841759, -2.6176369190216064, -0.008052503690123558, -0.0086253946647048, -0.002319623716175556, -3.63439679145813, -0.055542897433042526, -2.7273778915405273, -0.007799409795552492, -0.00046564225340262055, -1.5086946487426758, -0.0884706974029541, -0.11777519434690475, -8.596382141113281, -0.2159658670425415, -5.145626068115234, -0.050581421703100204, -0.025534028187394142, -0.0018816161900758743, -0.019268594682216644, -0.013638409785926342, -0.009417987428605556, -0.016830937936902046, -0.010509032756090164, -0.004207568243145943, -0.024765508249402046, -0.00022825974156148732, -0.009080305695533752, -0.0082943020388484, -0.0019363479223102331, -3.510396718978882, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View ÷ as a random digit. Q: What is the first digit of 60÷5? A: 6 Redefine π as 964. 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 17+3? A: 1 View ÷ as a random digit. Q: What is the first digit of 42÷7? A: 4 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 6+4? A: 6 Redefine π as 980. Q: What is the first digit of π? A: 9 View ÷ as a random digit. Q: What is the first digit of 108÷12? A: 1 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 4÷2? A: 4 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 24÷2? A:
[ " 1", " 2" ]
1
[ -9.392577171325684, -11.409866333007812, -5.483450889587402, -8.248729705810547, -1.9027529954910278, -6.873618125915527, -6.929285049438477, -7.412186145782471, -0.1958463042974472, -1.2900458574295044, -7.50305700302124, -4.093738079071045, -1.0671577453613281, -10.322319030761719, -2.985990285873413, -1.5254453420639038, -0.6721892952919006, -0.5413224697113037, -4.177824020385742, -2.1711010932922363, -0.41183850169181824, -7.743749618530273, -5.98038387298584, -0.002247072057798505, -5.023007869720459, -0.913729727268219, -0.5544047355651855, -0.022225696593523026, -3.4340476989746094, -1.9233583211898804, -3.37015438079834, -5.749497413635254, -0.4396734833717346, -0.16079257428646088, -0.26731428503990173, -0.08197250962257385, -0.1315196007490158, -0.006856958847492933, -0.19953931868076324, -0.04174266755580902, -0.014195299707353115, -0.0383133590221405, -0.24411241710186005, -0.004696884658187628, -0.1044117882847786, -0.02451125904917717, -0.018907086923718452, -0.17207731306552887, -0.022218935191631317, -0.006979016587138176, -6.075298309326172, -6.04283332824707, -6.873133182525635, -0.3535166382789612, -0.04988397657871246, -0.004187624901533127, -2.651033639907837, -0.2730889916419983, -10.408519744873047, -6.189484119415283, -0.1674259752035141, -6.458757400512695, -1.6933324337005615, -5.243654727935791, -3.202763319015503, -5.6156744956970215, -2.0802993774414062, -0.7301448583602905, -0.011224105022847652, -0.3352210223674774, -0.1200900673866272, -0.14926938712596893, -0.6253148317337036, -0.08694595098495483, -0.018392959609627724, -3.6958799362182617, -3.558897018432617, -0.05191713571548462, -0.00742828706279397, -2.2050700187683105, -0.2377418428659439, -2.379075527191162, -2.425075054168701, -0.0271734818816185, -0.439182847738266, -0.09882146120071411, -0.21116094291210175, -0.021372251212596893, -0.0322558619081974, -0.0011855486081913114, -0.014410002157092094, -0.009833820164203644, -0.004972946830093861, -0.004673035815358162, -0.030072400346398354, -0.001065520802512765, -0.019053412601351738, -0.004686206113547087, -0.005322452634572983, -0.020190780982375145, -0.003347628517076373, -0.002244930947199464, -5.908604621887207, -0.1521427482366562, -0.000571326119825244, -3.122763156890869, -0.012553011998534203, -0.031313661485910416, -0.0009274948388338089, -1.9844715595245361, -0.08047059923410416, -2.960524320602417, -0.002319623716175556, -0.0004203628050163388, -6.223905563354492, -0.7384682893753052, -0.14419806003570557, -13.233880043029785, -3.616666078567505, -6.998685359954834, -0.7729498147964478, -0.082212895154953, -0.0023424585815519094, -0.06498762965202332, -0.013747061602771282, -0.0175830889493227, -0.03228702396154404, -0.0103662870824337, -0.004504533484578133, -1.400654673576355, -0.008348566479980946, -0.03867916017770767, -0.021371901035308838, -0.0015142414486035705, -2.4143800735473633, -0.20785914361476898, -0.5016016364097595, -1.626356840133667, -0.052257291972637177, -6.3944268226623535, -7.146248817443848, -3.2203168869018555, -2.948465347290039, -0.0025880197063088417, -0.2695625126361847, -0.0957612544298172, -0.025039806962013245, -0.016397248953580856, -0.027298884466290474, -0.001719426247291267, -0.05912769213318825, -0.02545442432165146, -0.013581727631390095, -0.06316053122282028, -0.010272606275975704, -0.013661575503647327, -3.8268792629241943, -1.0500547885894775, -6.51347017288208, -0.04062258079648018, -0.022899586707353592, -0.0010869554243981838, -1.737652063369751, -0.07373657822608948, -0.3126029372215271, -0.667462170124054, -0.001001571537926793, -0.09794396162033081, -0.45655858516693115, -0.06216222047805786, -0.020801598206162453, -0.029950352385640144, -0.0011137479450553656, -0.01357231941074133, -0.010767102241516113, -0.00519319623708725, -0.0038134963251650333, -0.00452553853392601, -0.00023850933939684182, -0.018733594566583633, -0.007562815677374601, -0.0063036661595106125, -0.017503201961517334, -0.004035663325339556, -0.0029933906625956297, -6.901595115661621, -0.0902138277888298, -0.0003250309091527015, -2.9555795192718506, -0.0075547704473137856, -0.011571433395147324, -0.0004538459761533886, -2.0763955116271973, -0.049389392137527466, -0.20379364490509033, -0.5348871946334839, -0.0005510718910954893, -0.07477904856204987, -0.3251315653324127, -0.03909320756793022, -0.007324745412915945, -6.284841060638428, -0.1339639127254486, -0.011992968618869781, -0.08692354708909988, -0.029604488983750343, -0.014264875091612339, -0.047020964324474335, -0.014116435311734676, -0.01620044931769371, -5.881531715393066, -0.1811636984348297, -0.0003147821989841759, -2.6176369190216064, -0.008052503690123558, -0.0086253946647048, -0.002319623716175556, -3.63439679145813, -0.055542897433042526, -2.7273778915405273, -0.007799409795552492, -0.00046564225340262055, -1.5086946487426758, -0.0884706974029541, -0.11777519434690475, -8.596382141113281, -0.2159658670425415, -5.145626068115234, -0.050581421703100204, -0.025534028187394142, -0.0018816161900758743, -0.019268594682216644, -0.013638409785926342, -0.009417987428605556, -0.016830937936902046, -0.010509032756090164, -0.004207568243145943, -0.024765508249402046, -0.00022825974156148732, -0.009080305695533752, -0.0082943020388484, -0.0019363479223102331, -4.18465518951416, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine e as 28+3. Q: What is the first digit of e? A: 3 Redefine π as 796. Q: What is the first digit of π? A: 7 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 18÷2? A: 1 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 instead of a mathematical operation. Q: What is the first digit of 44÷4? A: 4 View + as the digit 2 instead of a mathematical operation. Q: What is the first digit of 61+27? A: 6 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 38+5? A: 3 Redefine e as 5+62. Q: What is the first digit of e? A: 6 View number as text. Do not perform computation. Q: What is the first digit of 23+13? A:
[ " 3", " 2" ]
1
[ -9.392577171325684, -11.409866333007812, -5.483450889587402, -8.248729705810547, -1.9027529954910278, -6.873618125915527, -6.929285049438477, -7.412186145782471, -0.1958463042974472, -1.2900458574295044, -7.50305700302124, -4.093738079071045, -1.0671577453613281, -10.322319030761719, -2.985990285873413, -1.5254453420639038, -0.6721892952919006, -0.5413224697113037, -4.177824020385742, -2.1711010932922363, -0.41183850169181824, -5.225064754486084, -4.378339767456055, -0.002313201315701008, -4.396477222442627, -1.3300492763519287, -0.6033498048782349, -0.021485432982444763, -1.913944125175476, -2.802237033843994, -2.5440030097961426, -5.786123275756836, -0.500599205493927, -0.17583338916301727, -0.2888586223125458, -0.10893010348081589, -0.18308107554912567, -0.007957542315125465, -0.22618229687213898, -0.04768483713269234, -0.014972452074289322, -0.04668516665697098, -0.2592070698738098, -0.005101164802908897, -0.11219246685504913, -0.024242516607046127, -0.020996209233999252, -0.19673630595207214, -0.028512774035334587, -0.008956732228398323, -8.76528549194336, -6.090641021728516, -5.018294334411621, -0.3077287971973419, -0.06401585042476654, -0.005939926952123642, -3.816361904144287, -0.32604968547821045, -10.48797607421875, -6.068401336669922, -0.2166292816400528, -6.09183406829834, -0.6112496256828308, -0.9483415484428406, -5.096798419952393, -11.132644653320312, -1.8819903135299683, -1.7769954204559326, -0.012695210054516792, -0.37258926033973694, -0.1326787769794464, -0.1744929552078247, -0.6702680587768555, -0.08127234131097794, -0.02064221352338791, -3.5435361862182617, -0.124874047935009, -1.3658705949783325, -0.039734404534101486, -0.0058060092851519585, -0.4634653627872467, -0.6588774919509888, -2.1529793739318848, -0.008217571303248405, -0.001562089892104268, -0.614105224609375, -0.11665494740009308, -0.09981147944927216, -3.9552578926086426, -5.24539041519165, -0.04400281235575676, -0.0738946944475174, -0.0009336879593320191, -0.02949720062315464, -0.006679587997496128, -0.0031607216224074364, -0.015784908086061478, -0.004047773778438568, -0.00160089076962322, -0.28031471371650696, -0.002385153668001294, -0.04785303398966789, -0.031791627407073975, -0.0008843801915645599, -0.33370649814605713, -0.3185812532901764, -0.40482109785079956, -0.0028046341612935066, -0.0005192600074224174, -8.644877433776855, -1.8929623365402222, -6.809337139129639, -5.016486167907715, -5.041293144226074, -0.43302595615386963, -0.09751681983470917, -0.001872811233624816, -0.02789146453142166, -0.00635164137929678, -0.008527768775820732, -0.008435215801000595, -0.002806536154821515, -0.0012997282901778817, -0.11610634624958038, -0.02415582910180092, -0.018919017165899277, -0.001587560516782105, -4.859487056732178, -0.09256255626678467, -0.27585533261299133, -0.003321727504953742, -0.00029952809563837945, -2.5033211708068848, -0.16214612126350403, -0.11863981187343597, -8.059542655944824, -1.3430709838867188, -6.171516418457031, -0.05229926481842995, -0.024060290306806564, -0.00020644917094614357, -0.005442919209599495, -0.000969297660049051, -0.0010376551654189825, -0.0019056509481742978, -0.001729303621686995, -0.0003363520372658968, -0.08554867655038834, -0.00038926175329834223, -0.0026213114615529776, -0.011258524842560291, -0.00032360086333937943, -4.621939659118652, -0.16298598051071167, -3.29390811920166, -1.067643165588379, -0.10609286278486252, -5.15399169921875, -6.745727062225342, -4.364941120147705, -4.369104385375977, -0.006238155532628298, -0.5945208072662354, -0.2636345624923706, -0.035831112414598465, -0.029430992901325226, -0.03993453085422516, -0.00152233534026891, -0.04797234758734703, -0.01789741963148117, -0.00997321866452694, -0.05649567395448685, -0.01401910837739706, -0.019542651250958443, -3.8318350315093994, -1.77383553981781, -8.128952980041504, -0.04852055758237839, -0.04711422324180603, -0.0013829439412802458, -1.8110511302947998, -0.10027991235256195, -0.29050686955451965, -0.31044381856918335, -0.07312247157096863, -1.6133646965026855, -0.09894024580717087, -0.03176552802324295, -0.03580396994948387, -0.0011042217956855893, -0.017703844234347343, -0.012747704982757568, -0.00490046851336956, -0.0026731493417173624, -0.004411489237099886, -0.00038092033355496824, -0.010403567925095558, -0.0046506100334227085, -0.0031545422971248627, -0.009879383258521557, -0.003205401822924614, -0.00283316383138299, -3.961618423461914, -0.12607330083847046, -5.352263927459717, -0.01732759177684784, -0.011096787638962269, -0.000556314189452678, -0.15120692551136017, -0.05480150505900383, -0.25675007700920105, -12.16249942779541, -1.1869657039642334, -10.926722526550293, -1.288698434829712, -8.487659454345703, -1.1484038829803467, -6.428004741668701, -6.0880818367004395, -0.7994747161865234, -0.2512687146663666, -0.009277211502194405, -0.2807823419570923, -0.13215874135494232, -0.12367987632751465, -0.5022823214530945, -0.22038018703460693, -0.025844823569059372, -5.488093852996826, -0.3266584277153015, -3.889024496078491, -0.07656319439411163, -0.022705812007188797, -0.002731166547164321, -3.579686164855957, 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 39+15? A: 3 Redefine π as 875. 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 74+7? A: 7 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 24÷6? A: 2 View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 10+50? A: 1 View ÷ as a random digit. Q: What is the first digit of 35÷7? A: 3 View number as text. Do not perform computation. Q: What is the first digit of 3+40? A: 3 Redefine π as 960. Q: What is the first digit of π? A: 9 Redefine π as 162+532. Q: What is the first digit of π? A:
[ " 6", " 3" ]
0
[ -9.392577171325684, -11.409866333007812, -5.483450889587402, -8.248729705810547, -1.9027529954910278, -6.873618125915527, -6.929285049438477, -7.412186145782471, -0.1958463042974472, -1.2900458574295044, -7.50305700302124, -4.093738079071045, -1.0671577453613281, -10.322319030761719, -2.985990285873413, -1.5254453420639038, -0.6721892952919006, -0.5413224697113037, -4.177824020385742, -2.1711010932922363, -0.41183850169181824, -5.225064754486084, -4.378339767456055, -0.002313201315701008, -4.396477222442627, -1.3300492763519287, -0.6033498048782349, -0.021485432982444763, -1.913944125175476, -2.802237033843994, -2.5440030097961426, -5.786123275756836, -0.500599205493927, -0.17583338916301727, -0.2888586223125458, -0.10893010348081589, -0.18308107554912567, -0.007957542315125465, -0.22618229687213898, -0.04768483713269234, -0.014972452074289322, -0.04668516665697098, -0.2592070698738098, -0.005101164802908897, -0.11219246685504913, -0.024242516607046127, -0.020996209233999252, -0.19673630595207214, -0.028512774035334587, -0.008956732228398323, -8.76528549194336, -6.090641021728516, -5.018294334411621, -0.3077287971973419, -0.06401585042476654, -0.005939926952123642, -3.816361904144287, -0.32604968547821045, -10.48797607421875, -6.068401336669922, -0.2166292816400528, -6.09183406829834, -0.6112496256828308, -0.9483415484428406, -5.096798419952393, -11.132644653320312, -1.8819903135299683, -1.7769954204559326, -0.012695210054516792, -0.37258926033973694, -0.1326787769794464, -0.1744929552078247, -0.6702680587768555, -0.08127234131097794, -0.02064221352338791, -3.5435361862182617, -0.124874047935009, -1.3658705949783325, -0.039734404534101486, -0.0058060092851519585, -0.4634653627872467, -0.6588774919509888, -2.1529793739318848, -0.008217571303248405, -0.001562089892104268, -0.614105224609375, -0.11665494740009308, -0.09981147944927216, -3.9552578926086426, -5.24539041519165, -0.04400281235575676, -0.0738946944475174, -0.0009336879593320191, -0.02949720062315464, -0.006679587997496128, -0.0031607216224074364, -0.015784908086061478, -0.004047773778438568, -0.00160089076962322, -0.28031471371650696, -0.002385153668001294, -0.04785303398966789, -0.031791627407073975, -0.0008843801915645599, -0.33370649814605713, -0.3185812532901764, -0.40482109785079956, -0.0028046341612935066, -0.0005192600074224174, -8.644877433776855, -1.8929623365402222, -6.809337139129639, -5.016486167907715, -5.041293144226074, -0.43302595615386963, -0.09751681983470917, -0.001872811233624816, -0.02789146453142166, -0.00635164137929678, -0.008527768775820732, -0.008435215801000595, -0.002806536154821515, -0.0012997282901778817, -0.11610634624958038, -0.02415582910180092, -0.018919017165899277, -0.001587560516782105, -4.859487056732178, -0.09256255626678467, -0.27585533261299133, -0.003321727504953742, -0.00029952809563837945, -2.5033211708068848, -0.16214612126350403, -0.11863981187343597, -8.059542655944824, -1.3430709838867188, -6.171516418457031, -0.05229926481842995, -0.024060290306806564, -0.00020644917094614357, -0.005442919209599495, -0.000969297660049051, -0.0010376551654189825, -0.0019056509481742978, -0.001729303621686995, -0.0003363520372658968, -0.08554867655038834, -0.00038926175329834223, -0.0026213114615529776, -0.011258524842560291, -0.00032360086333937943, -4.621939659118652, -0.16298598051071167, -3.29390811920166, -1.067643165588379, -0.10609286278486252, -5.15399169921875, -6.745727062225342, -4.364941120147705, -4.369104385375977, -0.006238155532628298, -0.5945208072662354, -0.2636345624923706, -0.035831112414598465, -0.029430992901325226, -0.03993453085422516, -0.00152233534026891, -0.04797234758734703, -0.01789741963148117, -0.00997321866452694, -0.05649567395448685, -0.01401910837739706, -0.019542651250958443, -3.8318350315093994, -1.77383553981781, -8.128952980041504, -0.04852055758237839, -0.04711422324180603, -0.0013829439412802458, -1.8110511302947998, -0.10027991235256195, -0.29050686955451965, -0.31044381856918335, -0.07312247157096863, -1.6133646965026855, -0.09894024580717087, -0.03176552802324295, -0.03580396994948387, -0.0011042217956855893, -0.017703844234347343, -0.012747704982757568, -0.00490046851336956, -0.0026731493417173624, -0.004411489237099886, -0.00038092033355496824, -0.010403567925095558, -0.0046506100334227085, -0.0031545422971248627, -0.009879383258521557, -0.003205401822924614, -0.00283316383138299, -3.961618423461914, -0.12607330083847046, -5.352263927459717, -0.01732759177684784, -0.011096787638962269, -0.000556314189452678, -0.15120692551136017, -0.05480150505900383, -0.25675007700920105, -12.16249942779541, -1.1869657039642334, -10.926722526550293, -1.288698434829712, -8.487659454345703, -1.1484038829803467, -6.428004741668701, -6.0880818367004395, -0.7994747161865234, -0.2512687146663666, -0.009277211502194405, -0.2807823419570923, -0.13215874135494232, -0.12367987632751465, -0.5022823214530945, -0.22038018703460693, -0.025844823569059372, -5.488093852996826, -0.3266584277153015, -3.889024496078491, -0.07656319439411163, -0.022705812007188797, -0.002731166547164321, -2.6088743209838867, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View + as the digit 8 instead of a mathematical operation. Q: What is the first digit of 9+24? A: 9 View + as the digit 5 instead of a mathematical operation. Q: What is the first digit of 2+7? A: 2 Redefine π as 736 mod 14. 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 10+15? A: 1 Redefine π as 808 mod 31. Q: What is the first digit of π? A: 2 Redefine e as 3+9. Q: What is the first digit of e? A: 1 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 38+40? A: 3 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 27+24? A: 2 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 60÷12? A:
[ " 5", " 6" ]
1
[ -9.392577171325684, -9.079399108886719, -10.504480361938477, -3.6831867694854736, -11.831418991088867, -5.674522399902344, -6.6550798416137695, -0.2575855553150177, -3.645416259765625, -10.103034973144531, -2.7047119140625, -1.0743217468261719, -9.477591514587402, -3.3997251987457275, -1.6257644891738892, -0.7721706628799438, -0.5921037197113037, -4.0262908935546875, -1.8456733226776123, -0.4071286916732788, -4.814956188201904, -4.2198638916015625, -7.683785438537598, -0.6317343711853027, -0.48817601799964905, -0.02441854402422905, -2.6076319217681885, -2.3017539978027344, -3.7461085319519043, -0.3686775267124176, -0.5844184756278992, -0.12179123610258102, -0.2809390425682068, -4.768253803253174, -0.05408475175499916, -0.01130213774740696, -0.1727818101644516, -0.06426316499710083, -0.011480222456157207, -0.035433318465948105, -0.16803884506225586, -0.0024994343984872103, -0.09319492429494858, -0.0195296760648489, -0.01532082911580801, -0.1721080243587494, -0.011457006447017193, -0.011974828317761421, -3.6034157276153564, -0.17976008355617523, -4.913466930389404, -0.03646957874298096, -0.04591543227434158, -0.004286150448024273, -2.36926531791687, -0.23951387405395508, -0.39290010929107666, -0.058278750628232956, -0.04200812056660652, -3.804056406021118, -6.814598083496094, -1.71055269241333, -1.602466344833374, -0.005196161102503538, -0.12268834561109543, -0.10832826048135757, -0.01764739118516445, -0.02614576928317547, -0.08964714407920837, -0.0028271013870835304, -0.17887946963310242, -0.05735614895820618, -0.04800780117511749, -0.14780771732330322, -0.04522782564163208, -0.016740791499614716, -6.634521484375, -0.6043428182601929, -4.781186580657959, -0.015217280015349388, -0.0648416206240654, -0.00436164066195488, -2.837622880935669, -0.1657123863697052, -0.3104543089866638, -13.865433692932129, -1.9738037586212158, -7.13962459564209, -2.224195718765259, -6.762491703033447, -0.8928593993186951, -5.880865097045898, -6.378002166748047, -0.8974934220314026, -0.7502766251564026, -0.017029371112585068, -0.2956467568874359, -0.11328760534524918, -0.11783929914236069, -0.4878469407558441, -0.12432446330785751, -0.02498585917055607, -2.9816558361053467, -0.1577000766992569, -2.2890543937683105, -0.0808032676577568, -0.038682255893945694, -0.006836476735770702, -0.8139880895614624, -0.11709149181842804, -0.25487208366394043, -11.27806282043457, -1.1831369400024414, -0.6235113143920898, -0.896511435508728, -1.0376560688018799, -0.2586413621902466, -1.191794991493225, -0.36699602007865906, -0.0045568672940135, -0.05354568734765053, -0.015761910006403923, -0.01023815292865038, -0.02749965898692608, -0.015158808790147305, -0.0052865236066281796, -2.0407752990722656, -4.118366718292236, -0.007473486941307783, -3.0499815940856934, -0.019749663770198822, -0.026233794167637825, -0.0035592082422226667, -0.5251036286354065, -0.10893619805574417, -10.685713768005371, -5.985115051269531, -0.022685185074806213, -6.156092643737793, -1.6861486434936523, -10.175304412841797, -2.980156660079956, -4.5581865310668945, -0.8907506465911865, -0.35645514726638794, -0.004880064632743597, -0.07591071724891663, -0.035854000598192215, -0.04554178938269615, -0.07856856286525726, -0.02060636319220066, -0.014174379408359528, -3.383497714996338, -3.312894344329834, -0.0749368891119957, -0.004589025396853685, -4.6179094314575195, -0.08677687495946884, -1.585674524307251, -1.669899582862854, -0.1122850626707077, -0.20498819649219513, -0.3540906310081482, -0.07312013953924179, -0.04151534289121628, -4.7615580558776855, -0.0031466991640627384, -0.06129847466945648, -0.23242102563381195, -0.011528185568749905, -0.005017546005547047, -0.009270125068724155, -0.0005994430393911898, -0.015485405921936035, -0.007247703615576029, -0.007896160706877708, -0.008061136119067669, -0.004224187228828669, -0.003955874126404524, -7.269002914428711, -1.4850986003875732, -0.0033627173397690058, -3.3888185024261475, -0.012801256962120533, -0.022669918835163116, -0.0007540719816461205, -2.2487785816192627, -0.04888979718089104, -3.0032248497009277, -0.007268414366990328, -0.0003761537664104253, -5.701682090759277, -0.6564958095550537, -0.15392868220806122, -4.050177574157715, -7.988035678863525, -1.9102795124053955, -0.1510966420173645, -0.0016659918474033475, -0.022945724427700043, -0.006766027770936489, -0.012395958416163921, -0.01454112771898508, -0.008947398513555527, -0.006386703345924616, -0.7297278046607971, -0.0021782023832201958, -0.03889451548457146, -0.01395527645945549, -0.0012721073580905795, -0.7804556488990784, -0.28565749526023865, -0.46869438886642456, -2.1447219848632812, -0.08319029957056046, -0.07056829333305359, -0.2044113576412201, -0.06085560843348503, -0.02301737293601036, -0.148526132106781, -0.0009015309624373913, -0.013484937138855457, -0.019540196284651756, -0.004475814290344715, -0.003915858455002308, -0.004983385093510151, -0.0003146630187984556, -0.009783296845853329, -0.003276220755651593, -0.0035733438562601805, -0.004706495441496372, -0.002528091659769416, -0.002412268426269293, -5.742345333099365, -0.14215826988220215, -0.0008037435472942889, -2.661694049835205, -0.00636656628921628, -0.006489157676696777, -0.00020168177434243262, -3.247178792953491, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine e as 8+7. 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 9÷9? A: 9 View ÷ as a random digit. Q: What is the first digit of 40÷5? A: 4 View + as the digit 8 instead of a mathematical operation. Q: What is the first digit of 5+4? A: 5 View ÷ as a random digit. Q: What is the first digit of 99÷9? A: 9 Redefine π as 802 mod 49. Q: What is the first digit of π? A: 1 Redefine π as 515 mod 21. Q: What is the first digit of π? A: 1 Redefine π as 341+651. 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 51+10? A:
[ " 6", " 5" ]
1
[ -9.392577171325684, -9.079399108886719, -10.504480361938477, -3.6831867694854736, -11.831418991088867, -5.674522399902344, -6.6550798416137695, -0.2575855553150177, -3.645416259765625, -10.103034973144531, -2.7047119140625, -1.0743217468261719, -9.477591514587402, -3.3997251987457275, -1.6257644891738892, -0.7721706628799438, -0.5921037197113037, -4.0262908935546875, -1.8456733226776123, -0.4071286916732788, -4.814956188201904, -4.2198638916015625, -7.683785438537598, -0.6317343711853027, -0.48817601799964905, -0.02441854402422905, -2.6076319217681885, -2.3017539978027344, -3.7461085319519043, -0.3686775267124176, -0.5844184756278992, -0.12179123610258102, -0.2809390425682068, -4.768253803253174, -0.05408475175499916, -0.01130213774740696, -0.1727818101644516, -0.06426316499710083, -0.011480222456157207, -0.035433318465948105, -0.16803884506225586, -0.0024994343984872103, -0.09319492429494858, -0.0195296760648489, -0.01532082911580801, -0.1721080243587494, -0.011457006447017193, -0.011974828317761421, -3.6034157276153564, -0.17976008355617523, -4.913466930389404, -0.03646957874298096, -0.04591543227434158, -0.004286150448024273, -2.36926531791687, -0.23951387405395508, -0.39290010929107666, -0.058278750628232956, -0.04200812056660652, -3.804056406021118, -6.814598083496094, -1.71055269241333, -1.602466344833374, -0.005196161102503538, -0.12268834561109543, -0.10832826048135757, -0.01764739118516445, -0.02614576928317547, -0.08964714407920837, -0.0028271013870835304, -0.17887946963310242, -0.05735614895820618, -0.04800780117511749, -0.14780771732330322, -0.04522782564163208, -0.016740791499614716, -6.634521484375, -0.6043428182601929, -4.781186580657959, -0.015217280015349388, -0.0648416206240654, -0.00436164066195488, -2.837622880935669, -0.1657123863697052, -0.3104543089866638, -13.865433692932129, -1.9738037586212158, -7.13962459564209, -2.224195718765259, -6.762491703033447, -0.8928593993186951, -5.880865097045898, -6.378002166748047, -0.8974934220314026, -0.7502766251564026, -0.017029371112585068, -0.2956467568874359, -0.11328760534524918, -0.11783929914236069, -0.4878469407558441, -0.12432446330785751, -0.02498585917055607, -2.9816558361053467, -0.1577000766992569, -2.2890543937683105, -0.0808032676577568, -0.038682255893945694, -0.006836476735770702, -0.8139880895614624, -0.11709149181842804, -0.25487208366394043, -11.27806282043457, -1.1831369400024414, -0.6235113143920898, -0.896511435508728, -1.0376560688018799, -0.2586413621902466, -1.191794991493225, -0.36699602007865906, -0.0045568672940135, -0.05354568734765053, -0.015761910006403923, -0.01023815292865038, -0.02749965898692608, -0.015158808790147305, -0.0052865236066281796, -2.0407752990722656, -4.118366718292236, -0.007473486941307783, -3.0499815940856934, -0.019749663770198822, -0.026233794167637825, -0.0035592082422226667, -0.5251036286354065, -0.10893619805574417, -10.685713768005371, -5.985115051269531, -0.022685185074806213, -6.156092643737793, -1.6861486434936523, -10.175304412841797, -2.980156660079956, -4.5581865310668945, -0.8907506465911865, -0.35645514726638794, -0.004880064632743597, -0.07591071724891663, -0.035854000598192215, -0.04554178938269615, -0.07856856286525726, -0.02060636319220066, -0.014174379408359528, -3.383497714996338, -3.312894344329834, -0.0749368891119957, -0.004589025396853685, -4.6179094314575195, -0.08677687495946884, -1.585674524307251, -1.669899582862854, -0.1122850626707077, -0.20498819649219513, -0.3540906310081482, -0.07312013953924179, -0.04151534289121628, -4.7615580558776855, -0.0031466991640627384, -0.06129847466945648, -0.23242102563381195, -0.011528185568749905, -0.005017546005547047, -0.009270125068724155, -0.0005994430393911898, -0.015485405921936035, -0.007247703615576029, -0.007896160706877708, -0.008061136119067669, -0.004224187228828669, -0.003955874126404524, -7.269002914428711, -1.4850986003875732, -0.0033627173397690058, -3.3888185024261475, -0.012801256962120533, -0.022669918835163116, -0.0007540719816461205, -2.2487785816192627, -0.04888979718089104, -3.0032248497009277, -0.007268414366990328, -0.0003761537664104253, -5.701682090759277, -0.6564958095550537, -0.15392868220806122, -4.050177574157715, -7.988035678863525, -1.9102795124053955, -0.1510966420173645, -0.0016659918474033475, -0.022945724427700043, -0.006766027770936489, -0.012395958416163921, -0.01454112771898508, -0.008947398513555527, -0.006386703345924616, -0.7297278046607971, -0.0021782023832201958, -0.03889451548457146, -0.01395527645945549, -0.0012721073580905795, -0.7804556488990784, -0.28565749526023865, -0.46869438886642456, -2.1447219848632812, -0.08319029957056046, -0.07056829333305359, -0.2044113576412201, -0.06085560843348503, -0.02301737293601036, -0.148526132106781, -0.0009015309624373913, -0.013484937138855457, -0.019540196284651756, -0.004475814290344715, -0.003915858455002308, -0.004983385093510151, -0.0003146630187984556, -0.009783296845853329, -0.003276220755651593, -0.0035733438562601805, -0.004706495441496372, -0.002528091659769416, -0.002412268426269293, -5.742345333099365, -0.14215826988220215, -0.0008037435472942889, -2.661694049835205, -0.00636656628921628, -0.006489157676696777, -0.00020168177434243262, -2.5726239681243896, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine π as 131+131. 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 4+59? A: 4 View ÷ as a random digit. Q: What is the first digit of 18÷3? A: 1 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 63÷7? A: 6 Redefine e as 2+97. Q: What is the first digit of e? A: 9 Redefine π as 813. 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 12+51? A: 1 Redefine π as 452. Q: What is the first digit of π? A: 4 View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 20+15? A:
[ " 3", " 2" ]
1
[ -8.06562328338623, -5.02650260925293, -2.070202112197876, -12.737667083740234, -0.5079778432846069, -2.9861879348754883, -13.56587028503418, -7.871893405914307, -7.686552047729492, -1.5359922647476196, -8.946969985961914, -3.5599710941314697, -1.4331477880477905, -0.5907695889472961, -0.5501280426979065, -4.874083518981934, -3.069640636444092, -0.17127035558223724, -1.3803142309188843, -0.002086011925712228, -0.253701388835907, -0.6619855761528015, -0.020829150453209877, -3.6217219829559326, -2.4142889976501465, -11.702768325805664, -10.751694679260254, -3.1235527992248535, -1.719101905822754, -2.419395923614502, -6.411748886108398, -4.72420597076416, -1.2535165548324585, -0.8782872557640076, -0.009171971119940281, -0.31035467982292175, -0.08780279010534286, -0.12214810401201248, -0.8539884686470032, -0.14067713916301727, -0.019839772954583168, -9.469324111938477, -3.9613404273986816, -0.0032970139291137457, -7.369008541107178, -0.174956813454628, -0.12415127456188202, -0.004114140290766954, -2.319509506225586, -0.23998229205608368, -1.2010761499404907, -1.487910509109497, -0.03179439902305603, -0.17217305302619934, -0.22218923270702362, -0.10453549772500992, -0.03247641399502754, -0.030573390424251556, -0.13068269193172455, -0.00150781380943954, -0.06628785282373428, -0.011000346392393112, -0.014430683106184006, -0.06879544258117676, -0.007028971798717976, -0.0034142793156206608, -5.41776704788208, -0.06393567472696304, -0.0000840390202938579, -2.443264961242676, -0.010228005237877369, -0.0419950895011425, -0.0010030006524175406, -1.606550931930542, -0.09433221071958542, -0.21809005737304688, -8.706567764282227, -0.49191582202911377, -3.4171929359436035, -5.657365798950195, -5.937207221984863, -7.609799385070801, -0.07122160494327545, -3.4475746154785156, -9.507329940795898, -3.717552661895752, -0.2692398130893707, -0.2548980414867401, -0.0034673826303333044, -0.13551737368106842, -0.07873572409152985, -0.10686704516410828, -0.3833816945552826, -0.06449275463819504, -0.032379474490880966, -3.517958402633667, -3.4425086975097656, -3.316117763519287, -0.32084882259368896, -0.10202520340681076, -0.003517038421705365, -1.6191247701644897, -0.1978222280740738, -0.17473502457141876, -2.2395102977752686, -0.015269055962562561, -0.0867781862616539, -0.4160860776901245, -0.07113367319107056, -0.030690621584653854, -0.029626477509737015, -0.03696301206946373, -0.000759074988309294, -0.03305555507540703, -0.007970432750880718, -0.006548967212438583, -0.02280287817120552, -0.0037682494148612022, -0.0034292482305318117, -3.867434024810791, -0.09681803733110428, -0.00009500529267825186, -2.5878281593322754, -0.03549855574965477, -0.014485319145023823, -0.0005718026659451425, -1.5765420198440552, -0.07375694811344147, -0.09712108224630356, -1.128338098526001, -0.01765383407473564, -0.07431455701589584, -0.012900467030704021, -3.836141586303711, -0.03041856363415718, -0.0009174905135296285, -0.018327534198760986, -0.014463935047388077, -0.004155928734689951, -0.003128279699012637, -0.02128029614686966, -0.00014900050882715732, -0.008498337119817734, -0.002718089148402214, -0.0017005043337121606, -0.006644536275416613, -0.0021423976868391037, -0.0014635338447988033, -1.7475595474243164, -5.714291095733643, -8.274054527282715, -0.010184935294091702, -0.04449208453297615, -0.0008546037715859711, -1.0671770572662354, -0.06554266810417175, -0.11384169012308121, -1.101935863494873, -0.01984514854848385, -0.054646097123622894, -0.017824584618210793, -1.5352959632873535, -0.009725096635520458, -0.0003860443539451808, -0.007927502505481243, -0.005496033933013678, -0.0020343814976513386, -0.0016625404823571444, -0.01021939143538475, -0.00009035655966727063, -0.01164661068469286, -0.004227036144584417, -0.0033732913434505463, -0.01890696957707405, -0.004871048964560032, -0.003787488443776965, -6.567737102508545, -3.752647876739502, -4.19080924987793, -0.04836507514119148, -0.035854462534189224, -0.0008075552177615464, -2.4935529232025146, -0.057128291577100754, -0.11049120873212814, -10.318449974060059, -1.9275822639465332, -9.126550674438477, -0.7317062616348267, -8.37936019897461, -1.4009017944335938, -5.842845439910889, -6.2499613761901855, -0.842164158821106, -0.3146064877510071, -0.007867183536291122, -0.23620353639125824, -0.12819679081439972, -0.24336306750774384, -0.6239250898361206, -0.17736034095287323, -0.021926485002040863, -4.227315425872803, -2.4534518718719482, -4.503249645233154, -0.027491077780723572, -0.03192684426903725, -0.0029750869143754244, -2.0447802543640137, -0.07133027911186218, -0.0776723325252533, -2.8524465560913086, -0.02632877789437771, -1.76112961769104, -0.11303690075874329, -0.04662270471453667, -7.0722126960754395, -0.027958817780017853, -0.2574390470981598, -0.0928771123290062, -0.010790453292429447, -0.011050218716263771, -0.01510749664157629, -0.00022492263815365732, -0.018265848979353905, -0.009499939158558846, -0.007893558591604233, -0.015303571708500385, -0.0051177688874304295, -0.003968460485339165, -4.42683744430542, -0.052113596349954605, -6.908797264099121, -0.007419530767947435, -0.009200911037623882, -0.00043466180795803666, -2.092341661453247, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
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 18÷3? A: 1 View + as the digit 9 instead of a mathematical operation. Q: What is the first digit of 13+33? A: 1 Redefine π as 874. Q: What is the first digit of π? A: 8 Redefine π as 574 mod 42. Q: What is the first digit of π? A: 2 View number as text. Do not perform computation. Q: What is the first digit of 16+37? A: 1 View ÷ as a random digit. Q: What is the first digit of 108÷12? A: 1 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 32+45? A:
[ " 7", " 3" ]
1
[ -8.06562328338623, -5.02650260925293, -2.070202112197876, -12.737667083740234, -0.5079778432846069, -2.9861879348754883, -13.56587028503418, -7.871893405914307, -7.686552047729492, -1.5359922647476196, -8.946969985961914, -3.5599710941314697, -1.4331477880477905, -0.5907695889472961, -0.5501280426979065, -4.874083518981934, -3.069640636444092, -0.17127035558223724, -1.3803142309188843, -0.002086011925712228, -0.253701388835907, -0.6619855761528015, -0.020829150453209877, -3.6217219829559326, -2.4142889976501465, -11.702768325805664, -10.751694679260254, -3.1235527992248535, -1.719101905822754, -2.419395923614502, -6.411748886108398, -4.72420597076416, -1.2535165548324585, -0.8782872557640076, -0.009171971119940281, -0.31035467982292175, -0.08780279010534286, -0.12214810401201248, -0.8539884686470032, -0.14067713916301727, -0.019839772954583168, -9.469324111938477, -3.9613404273986816, -0.0032970139291137457, -7.369008541107178, -0.174956813454628, -0.12415127456188202, -0.004114140290766954, -2.319509506225586, -0.23998229205608368, -1.2010761499404907, -1.487910509109497, -0.03179439902305603, -0.17217305302619934, -0.22218923270702362, -0.10453549772500992, -0.03247641399502754, -0.030573390424251556, -0.13068269193172455, -0.00150781380943954, -0.06628785282373428, -0.011000346392393112, -0.014430683106184006, -0.06879544258117676, -0.007028971798717976, -0.0034142793156206608, -5.41776704788208, -0.06393567472696304, -0.0000840390202938579, -2.443264961242676, -0.010228005237877369, -0.0419950895011425, -0.0010030006524175406, -1.606550931930542, -0.09433221071958542, -0.21809005737304688, -8.706567764282227, -0.49191582202911377, -3.4171929359436035, -5.657365798950195, -5.937207221984863, -7.609799385070801, -0.07122160494327545, -3.4475746154785156, -9.507329940795898, -3.717552661895752, -0.2692398130893707, -0.2548980414867401, -0.0034673826303333044, -0.13551737368106842, -0.07873572409152985, -0.10686704516410828, -0.3833816945552826, -0.06449275463819504, -0.032379474490880966, -3.517958402633667, -3.4425086975097656, -3.316117763519287, -0.32084882259368896, -0.10202520340681076, -0.003517038421705365, -1.6191247701644897, -0.1978222280740738, -0.17473502457141876, -2.2395102977752686, -0.015269055962562561, -0.0867781862616539, -0.4160860776901245, -0.07113367319107056, -0.030690621584653854, -0.029626477509737015, -0.03696301206946373, -0.000759074988309294, -0.03305555507540703, -0.007970432750880718, -0.006548967212438583, -0.02280287817120552, -0.0037682494148612022, -0.0034292482305318117, -3.867434024810791, -0.09681803733110428, -0.00009500529267825186, -2.5878281593322754, -0.03549855574965477, -0.014485319145023823, -0.0005718026659451425, -1.5765420198440552, -0.07375694811344147, -0.09712108224630356, -1.128338098526001, -0.01765383407473564, -0.07431455701589584, -0.012900467030704021, -3.836141586303711, -0.03041856363415718, -0.0009174905135296285, -0.018327534198760986, -0.014463935047388077, -0.004155928734689951, -0.003128279699012637, -0.02128029614686966, -0.00014900050882715732, -0.008498337119817734, -0.002718089148402214, -0.0017005043337121606, -0.006644536275416613, -0.0021423976868391037, -0.0014635338447988033, -1.7475595474243164, -5.714291095733643, -8.274054527282715, -0.010184935294091702, -0.04449208453297615, -0.0008546037715859711, -1.0671770572662354, -0.06554266810417175, -0.11384169012308121, -1.101935863494873, -0.01984514854848385, -0.054646097123622894, -0.017824584618210793, -1.5352959632873535, -0.009725096635520458, -0.0003860443539451808, -0.007927502505481243, -0.005496033933013678, -0.0020343814976513386, -0.0016625404823571444, -0.01021939143538475, -0.00009035655966727063, -0.01164661068469286, -0.004227036144584417, -0.0033732913434505463, -0.01890696957707405, -0.004871048964560032, -0.003787488443776965, -6.567737102508545, -3.752647876739502, -4.19080924987793, -0.04836507514119148, -0.035854462534189224, -0.0008075552177615464, -2.4935529232025146, -0.057128291577100754, -0.11049120873212814, -10.318449974060059, -1.9275822639465332, -9.126550674438477, -0.7317062616348267, -8.37936019897461, -1.4009017944335938, -5.842845439910889, -6.2499613761901855, -0.842164158821106, -0.3146064877510071, -0.007867183536291122, -0.23620353639125824, -0.12819679081439972, -0.24336306750774384, -0.6239250898361206, -0.17736034095287323, -0.021926485002040863, -4.227315425872803, -2.4534518718719482, -4.503249645233154, -0.027491077780723572, -0.03192684426903725, -0.0029750869143754244, -2.0447802543640137, -0.07133027911186218, -0.0776723325252533, -2.8524465560913086, -0.02632877789437771, -1.76112961769104, -0.11303690075874329, -0.04662270471453667, -7.0722126960754395, -0.027958817780017853, -0.2574390470981598, -0.0928771123290062, -0.010790453292429447, -0.011050218716263771, -0.01510749664157629, -0.00022492263815365732, -0.018265848979353905, -0.009499939158558846, -0.007893558591604233, -0.015303571708500385, -0.0051177688874304295, -0.003968460485339165, -4.42683744430542, -0.052113596349954605, -6.908797264099121, -0.007419530767947435, -0.009200911037623882, -0.00043466180795803666, -2.1730968952178955, 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 35÷5? A: 3 Redefine π as 991. 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 45÷5? A: 4 View number as text. Do not perform computation. Q: What is the first digit of 10+23? A: 1 Redefine π as 39+14. 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 48+7? A: 4 View + as the digit 5 instead of a mathematical operation. Q: What is the first digit of 2+9? A: 2 Redefine π as 735 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 96÷12? A:
[ " 8", " 9" ]
1
[ -8.06562328338623, -5.02650260925293, -2.070202112197876, -8.415580749511719, -9.303564071655273, -11.121448516845703, -5.5532379150390625, -6.8011345863342285, -2.3794548511505127, -8.435853004455566, -3.33518385887146, -1.6778924465179443, -1.0387628078460693, -0.6969683766365051, -5.2439985275268555, -3.8956246376037598, -0.23702655732631683, -1.5280715227127075, -0.27230557799339294, -0.6304071545600891, -0.013138625770807266, -3.6738197803497314, -2.0560431480407715, -11.01761245727539, -9.126764297485352, -8.939735412597656, -3.808067560195923, -5.553126335144043, -4.615403175354004, -7.5428690910339355, -0.5032225847244263, -4.268553733825684, -9.396453857421875, -3.1353321075439453, -0.6705154180526733, -1.5519344806671143, -0.0081670843064785, -0.2771928608417511, -0.11252839118242264, -0.0817527249455452, -0.8833297491073608, -0.07536836713552475, -0.04395124688744545, -4.169316291809082, -3.2976341247558594, -3.32894229888916, -0.10235939174890518, -0.09971059858798981, -0.0033036675304174423, -1.985556960105896, -0.23921971023082733, -0.897343099117279, -0.6618632078170776, -0.20334959030151367, -0.1465797871351242, -0.13410069048404694, -2.1294195652008057, -0.10392648726701736, -0.00229904823936522, -0.09144676476716995, -0.029787907376885414, -0.005363479256629944, -0.0205532293766737, -0.17480848729610443, -0.0018867325270548463, -0.07949823141098022, -0.017457280308008194, -0.016687098890542984, -0.12807849049568176, -0.012019705958664417, -0.004347634967416525, -3.2259769439697266, -0.1476457417011261, -10.570784568786621, -0.031722452491521835, -0.051174525171518326, -0.0030500818975269794, -0.7591543197631836, -0.16667267680168152, -5.127254009246826, -0.08581949025392532, -0.004474389832466841, -8.06098461151123, -0.4573999047279358, -0.2974763512611389, -12.661633491516113, -10.385953903198242, -4.991936683654785, -0.9948574304580688, -0.17602235078811646, -0.0034724909346550703, -0.19637589156627655, -0.04620129242539406, -0.06193971633911133, -0.6249201893806458, -0.01958216354250908, -0.010959314182400703, -1.236938238143921, -0.012193776667118073, -0.2607499361038208, -0.04997265711426735, -0.005528517533093691, -2.865081310272217, -0.24539074301719666, -0.6289055943489075, -0.2642052471637726, -0.07002703845500946, -0.07148877531290054, -0.09586317837238312, -3.9564685821533203, -0.0985294058918953, -0.0024440200068056583, -0.10765133053064346, -0.01766589656472206, -0.0073452177457511425, -0.020256785675883293, -0.026489000767469406, -0.000612071540672332, -0.01768147386610508, -0.00392618915066123, -0.0037276323419064283, -0.008249849081039429, -0.0019095772877335548, -0.001255200942978263, -4.904996871948242, -0.38056647777557373, -5.020215034484863, -0.014104681089520454, -0.020646067336201668, -0.0007470439304597676, -3.8146660327911377, -0.06991399824619293, -0.30084624886512756, -0.059594348073005676, -0.019870391115546227, -5.128786087036133, -7.298307418823242, -2.1686344146728516, -2.2218289375305176, -0.007207582704722881, -0.14583009481430054, -0.060933228582143784, -0.015422490425407887, -0.02754245325922966, -0.05466550961136818, -0.0008613928221166134, -0.07281139492988586, -0.027191579341888428, -0.026578502729535103, -0.028996828943490982, -0.007899945601820946, -0.006631865631788969, -2.7286524772644043, -0.19524484872817993, -3.6163387298583984, -0.16810989379882812, -0.03991127759218216, -0.0013072286965325475, -1.378274917602539, -0.0883449837565422, -2.366238832473755, -0.0029882797971367836, -0.00041762212640605867, -0.8370010256767273, -0.1177869588136673, -0.2559150755405426, -7.568082332611084, -4.021781921386719, -0.25644442439079285, -0.0018604366341605783, -0.0494624599814415, -0.014455475844442844, -0.008611567318439484, -0.01549385767430067, -0.0061414809897542, -0.0035225029569119215, -0.47040432691574097, -0.0004334702098276466, -0.059901025146245956, -0.016017571091651917, -0.001258653705008328, -3.2695634365081787, -0.11730247735977173, -0.1932564675807953, -11.552108764648438, -1.8254203796386719, -0.32241523265838623, -2.622434616088867, -1.2449122667312622, -0.1996687948703766, -2.098201274871826, -0.02677292376756668, -0.0027006128802895546, -0.02810649201273918, -0.006603325251489878, -0.005509430542588234, -0.007073834538459778, -0.0054865493439137936, -0.0033538066782057285, -7.189558506011963, -2.1182234287261963, -0.0013513966696336865, -1.9960143566131592, -0.04145781695842743, -0.021991092711687088, -0.0017658369615674019, -1.727003812789917, -0.06435325741767883, -0.2603922188282013, -0.7717400789260864, -0.048628661781549454, -0.0778193473815918, -0.44262683391571045, -0.1272287219762802, -0.030559631064534187, -0.06397951394319534, -0.007266520522534847, -0.0006610354175791144, -0.012384419329464436, -0.004739479627460241, -0.003969884943217039, -0.00792419072240591, -0.0040679569356143475, -0.003510504961013794, -4.826886177062988, -0.11921146512031555, -0.0001817776501411572, -2.7607614994049072, -0.009947724640369415, -0.006072168238461018, -0.00044979469384998083, -2.284836769104004, 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 14+23. Q: What is the first digit of e? A: 3 Redefine π as 502. 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 π as 110 mod 45. Q: What is the first digit of π? A: 2 Redefine π as 301+674. Q: What is the first digit of π? A: 9 View ÷ as a random digit. Q: What is the first digit of 3÷3? A: 3 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 19+68? A: 1 Redefine π as 963 mod 50. Q: What is the first digit of π? A: 1 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 32+15? A:
[ " 4", " 3" ]
1
[ -8.06562328338623, -5.02650260925293, -2.070202112197876, -8.415580749511719, -9.303564071655273, -11.121448516845703, -5.5532379150390625, -6.8011345863342285, -2.3794548511505127, -8.435853004455566, -3.33518385887146, -1.6778924465179443, -1.0387628078460693, -0.6969683766365051, -5.2439985275268555, -3.8956246376037598, -0.23702655732631683, -1.5280715227127075, -0.27230557799339294, -0.6304071545600891, -0.013138625770807266, -3.6738197803497314, -2.0560431480407715, -11.01761245727539, -9.126764297485352, -8.939735412597656, -3.808067560195923, -5.553126335144043, -4.615403175354004, -7.5428690910339355, -0.5032225847244263, -4.268553733825684, -9.396453857421875, -3.1353321075439453, -0.6705154180526733, -1.5519344806671143, -0.0081670843064785, -0.2771928608417511, -0.11252839118242264, -0.0817527249455452, -0.8833297491073608, -0.07536836713552475, -0.04395124688744545, -4.169316291809082, -3.2976341247558594, -3.32894229888916, -0.10235939174890518, -0.09971059858798981, -0.0033036675304174423, -1.985556960105896, -0.23921971023082733, -0.897343099117279, -0.6618632078170776, -0.20334959030151367, -0.1465797871351242, -0.13410069048404694, -2.1294195652008057, -0.10392648726701736, -0.00229904823936522, -0.09144676476716995, -0.029787907376885414, -0.005363479256629944, -0.0205532293766737, -0.17480848729610443, -0.0018867325270548463, -0.07949823141098022, -0.017457280308008194, -0.016687098890542984, -0.12807849049568176, -0.012019705958664417, -0.004347634967416525, -3.2259769439697266, -0.1476457417011261, -10.570784568786621, -0.031722452491521835, -0.051174525171518326, -0.0030500818975269794, -0.7591543197631836, -0.16667267680168152, -5.127254009246826, -0.08581949025392532, -0.004474389832466841, -8.06098461151123, -0.4573999047279358, -0.2974763512611389, -12.661633491516113, -10.385953903198242, -4.991936683654785, -0.9948574304580688, -0.17602235078811646, -0.0034724909346550703, -0.19637589156627655, -0.04620129242539406, -0.06193971633911133, -0.6249201893806458, -0.01958216354250908, -0.010959314182400703, -1.236938238143921, -0.012193776667118073, -0.2607499361038208, -0.04997265711426735, -0.005528517533093691, -2.865081310272217, -0.24539074301719666, -0.6289055943489075, -0.2642052471637726, -0.07002703845500946, -0.07148877531290054, -0.09586317837238312, -3.9564685821533203, -0.0985294058918953, -0.0024440200068056583, -0.10765133053064346, -0.01766589656472206, -0.0073452177457511425, -0.020256785675883293, -0.026489000767469406, -0.000612071540672332, -0.01768147386610508, -0.00392618915066123, -0.0037276323419064283, -0.008249849081039429, -0.0019095772877335548, -0.001255200942978263, -4.904996871948242, -0.38056647777557373, -5.020215034484863, -0.014104681089520454, -0.020646067336201668, -0.0007470439304597676, -3.8146660327911377, -0.06991399824619293, -0.30084624886512756, -0.059594348073005676, -0.019870391115546227, -5.128786087036133, -7.298307418823242, -2.1686344146728516, -2.2218289375305176, -0.007207582704722881, -0.14583009481430054, -0.060933228582143784, -0.015422490425407887, -0.02754245325922966, -0.05466550961136818, -0.0008613928221166134, -0.07281139492988586, -0.027191579341888428, -0.026578502729535103, -0.028996828943490982, -0.007899945601820946, -0.006631865631788969, -2.7286524772644043, -0.19524484872817993, -3.6163387298583984, -0.16810989379882812, -0.03991127759218216, -0.0013072286965325475, -1.378274917602539, -0.0883449837565422, -2.366238832473755, -0.0029882797971367836, -0.00041762212640605867, -0.8370010256767273, -0.1177869588136673, -0.2559150755405426, -7.568082332611084, -4.021781921386719, -0.25644442439079285, -0.0018604366341605783, -0.0494624599814415, -0.014455475844442844, -0.008611567318439484, -0.01549385767430067, -0.0061414809897542, -0.0035225029569119215, -0.47040432691574097, -0.0004334702098276466, -0.059901025146245956, -0.016017571091651917, -0.001258653705008328, -3.2695634365081787, -0.11730247735977173, -0.1932564675807953, -11.552108764648438, -1.8254203796386719, -0.32241523265838623, -2.622434616088867, -1.2449122667312622, -0.1996687948703766, -2.098201274871826, -0.02677292376756668, -0.0027006128802895546, -0.02810649201273918, -0.006603325251489878, -0.005509430542588234, -0.007073834538459778, -0.0054865493439137936, -0.0033538066782057285, -7.189558506011963, -2.1182234287261963, -0.0013513966696336865, -1.9960143566131592, -0.04145781695842743, -0.021991092711687088, -0.0017658369615674019, -1.727003812789917, -0.06435325741767883, -0.2603922188282013, -0.7717400789260864, -0.048628661781549454, -0.0778193473815918, -0.44262683391571045, -0.1272287219762802, -0.030559631064534187, -0.06397951394319534, -0.007266520522534847, -0.0006610354175791144, -0.012384419329464436, -0.004739479627460241, -0.003969884943217039, -0.00792419072240591, -0.0040679569356143475, -0.003510504961013794, -4.826886177062988, -0.11921146512031555, -0.0001817776501411572, -2.7607614994049072, -0.009947724640369415, -0.006072168238461018, -0.00044979469384998083, -3.290635108947754, 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 40÷4? A: 4 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 29+44? A: 2 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 64÷8? A: 6 View ÷ as a random digit. Q: What is the first digit of 6÷6? A: 6 Redefine π as 796. Q: What is the first digit of π? A: 7 View ÷ as a random digit. Q: What is the first digit of 36÷3? A: 3 View ÷ as a random digit. Q: What is the first digit of 18÷3? A: 1 View number as text. Do not perform computation. Q: What is the first digit of 7+48? A:
[ " 5", " 7" ]
1
[ -9.392577171325684, -9.079399108886719, -10.504480361938477, -2.199965715408325, -8.162893295288086, -8.45998764038086, -6.408166408538818, -0.1817380040884018, -1.362803339958191, -9.18822193145752, -4.032083034515381, -0.9715216755867004, -10.00368595123291, -3.399092197418213, -1.7693281173706055, -0.8277125954627991, -0.6045845150947571, -4.256899833679199, -2.1802163124084473, -0.49014028906822205, -4.486295223236084, -2.461010456085205, -1.8608152866363525, -0.6654244661331177, -0.738223135471344, -0.024106141179800034, -1.9139001369476318, -1.9835950136184692, -9.662620544433594, -5.205527305603027, -0.4392695128917694, -7.6205363273620605, -0.5010210871696472, -1.3757330179214478, -10.85403823852539, -2.3108224868774414, -2.6357693672180176, -0.019773975014686584, -0.6460555791854858, -0.1384887844324112, -0.19106973707675934, -0.6942150592803955, -0.0923503041267395, -0.019034231081604958, -2.7771553993225098, -0.008908290416002274, -0.5382141470909119, -0.04920930787920952, -0.006562231108546257, -2.363267183303833, -0.8608946800231934, -6.086061000823975, -0.3126789927482605, -0.29252496361732483, -0.2840878367424011, -0.5576469898223877, -0.15984022617340088, -0.10294785350561142, -0.0014996008248999715, -0.05383073166012764, -0.02938561700284481, -0.008233178406953812, -0.012486496940255165, -0.1297803819179535, -0.001640999224036932, -0.060906533151865005, -0.014488492161035538, -0.011178131215274334, -0.06230336055159569, -0.008321612142026424, -0.004443651996552944, -9.485282897949219, -2.714859962463379, -3.7863545417785645, -0.06455802172422409, -0.05115198716521263, -0.002999927382916212, -3.113955497741699, -0.14658905565738678, -0.8598042130470276, -0.03175663575530052, -0.02033715508878231, -6.12708044052124, -6.709773540496826, -4.715937614440918, -2.078744888305664, -0.011492596939206123, -1.0596836805343628, -0.3392540216445923, -0.030748307704925537, -0.05536504462361336, -0.03613608330488205, -0.0016902696806937456, -0.051788330078125, -0.024807721376419067, -0.018640227615833282, -0.07830657809972763, -0.01571614295244217, -0.011933130212128162, -6.155921936035156, -0.18517448008060455, -4.393253803253174, -0.0177932009100914, -0.03586377575993538, -0.002680758247151971, -2.2981455326080322, -0.1020144447684288, -0.42098644375801086, -0.03868328779935837, -0.09318210929632187, -0.8132495880126953, -0.11973626911640167, -0.03252638131380081, -0.0774458572268486, -0.0027367540169507265, -0.044727399945259094, -0.013378492556512356, -0.006773724220693111, -0.011790587566792965, -0.011652973480522633, -0.0005763299996033311, -0.032823361456394196, -0.013019789010286331, -0.010289715602993965, -0.037644267082214355, -0.007140829227864742, -0.0034935176372528076, -5.141263008117676, -0.035866882652044296, -6.996700286865234, -0.007559976074844599, -0.010162514634430408, -0.0007742029847577214, -2.084149122238159, -0.06987131386995316, -0.19709549844264984, -13.08873176574707, -1.5793561935424805, -0.7536683678627014, -0.7480605244636536, -0.41153955459594727, -0.1340722292661667, -0.15385060012340546, -0.0037797691766172647, -0.05910971388220787, -0.0219854936003685, -0.012805376201868057, -0.01793348416686058, -0.03315381333231926, -0.002833995968103409, -0.05604786053299904, -0.021775562316179276, -0.02655760757625103, -0.08802834898233414, -0.017972592264413834, -0.008497155271470547, -6.736099720001221, -2.5464091300964355, -0.003067908575758338, -3.6824872493743896, -0.06785476207733154, -0.05063502490520477, -0.004155453760176897, -3.0389866828918457, -0.07622436434030533, -0.2682358920574188, -0.8338402509689331, -0.05522653087973595, -0.1569799780845642, -0.3480425775051117, -0.05005214735865593, -0.011678424663841724, -4.969752311706543, -0.0771302804350853, -0.009425780735909939, -0.06396239995956421, -0.025185123085975647, -0.01489341352134943, -0.04511239752173424, -0.017438653856515884, -0.011707997880876064, -5.132478713989258, -0.09662973880767822, -0.0001463782973587513, -2.188688039779663, -0.008638276718556881, -0.009179058484733105, -0.0019507441902533174, -2.4033560752868652, -0.06162727251648903, -0.1909106820821762, -10.521273612976074, -1.4173612594604492, -9.246112823486328, -1.3609082698822021, -8.314400672912598, -1.2175276279449463, -6.212276935577393, -6.1503801345825195, -0.7875956892967224, -0.3387247920036316, -0.014796985313296318, -0.3024551272392273, -0.13028573989868164, -0.16747689247131348, -0.7196829915046692, -0.2849009037017822, -0.03408195450901985, -4.614594459533691, -1.8231052160263062, -5.363010406494141, -0.056440357118844986, -0.0350768007338047, -0.005722924135625362, -1.9856581687927246, -0.0712440237402916, -4.943328857421875, -0.014700782485306263, -0.0003815161471720785, -7.1267242431640625, -1.330250859260559, -7.967289924621582, -3.8096535205841064, -3.4012956619262695, -0.4167778789997101, -0.19133470952510834, -0.0032604176085442305, -0.02545268088579178, -0.013525277376174927, -0.020404433831572533, -0.022044967859983444, -0.008166139014065266, -0.00596813065931201, -2.4039487838745117, -0.39813345670700073, -0.035791777074337006, -0.0024757706560194492, -1.7085908651351929, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine π as 716. 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: 8 Redefine e as 1+37. Q: What is the first digit of e? A: 3 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 18÷2? A: 1 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 28÷4? A: 2 Redefine π as 916 mod 38. Q: What is the first digit of π? A: 4 Redefine π as 857. Q: What is the first digit of π? A: 8 Redefine π as 66+694. 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 34+22? A:
[ " 5", " 3" ]
1
[ -9.392577171325684, -9.079399108886719, -10.504480361938477, -2.199965715408325, -8.162893295288086, -8.45998764038086, -6.408166408538818, -0.1817380040884018, -1.362803339958191, -9.18822193145752, -4.032083034515381, -0.9715216755867004, -10.00368595123291, -3.399092197418213, -1.7693281173706055, -0.8277125954627991, -0.6045845150947571, -4.256899833679199, -2.1802163124084473, -0.49014028906822205, -4.486295223236084, -2.461010456085205, -1.8608152866363525, -0.6654244661331177, -0.738223135471344, -0.024106141179800034, -1.9139001369476318, -1.9835950136184692, -9.662620544433594, -5.205527305603027, -0.4392695128917694, -7.6205363273620605, -0.5010210871696472, -1.3757330179214478, -10.85403823852539, -2.3108224868774414, -2.6357693672180176, -0.019773975014686584, -0.6460555791854858, -0.1384887844324112, -0.19106973707675934, -0.6942150592803955, -0.0923503041267395, -0.019034231081604958, -2.7771553993225098, -0.008908290416002274, -0.5382141470909119, -0.04920930787920952, -0.006562231108546257, -2.363267183303833, -0.8608946800231934, -6.086061000823975, -0.3126789927482605, -0.29252496361732483, -0.2840878367424011, -0.5576469898223877, -0.15984022617340088, -0.10294785350561142, -0.0014996008248999715, -0.05383073166012764, -0.02938561700284481, -0.008233178406953812, -0.012486496940255165, -0.1297803819179535, -0.001640999224036932, -0.060906533151865005, -0.014488492161035538, -0.011178131215274334, -0.06230336055159569, -0.008321612142026424, -0.004443651996552944, -9.485282897949219, -2.714859962463379, -3.7863545417785645, -0.06455802172422409, -0.05115198716521263, -0.002999927382916212, -3.113955497741699, -0.14658905565738678, -0.8598042130470276, -0.03175663575530052, -0.02033715508878231, -6.12708044052124, -6.709773540496826, -4.715937614440918, -2.078744888305664, -0.011492596939206123, -1.0596836805343628, -0.3392540216445923, -0.030748307704925537, -0.05536504462361336, -0.03613608330488205, -0.0016902696806937456, -0.051788330078125, -0.024807721376419067, -0.018640227615833282, -0.07830657809972763, -0.01571614295244217, -0.011933130212128162, -6.155921936035156, -0.18517448008060455, -4.393253803253174, -0.0177932009100914, -0.03586377575993538, -0.002680758247151971, -2.2981455326080322, -0.1020144447684288, -0.42098644375801086, -0.03868328779935837, -0.09318210929632187, -0.8132495880126953, -0.11973626911640167, -0.03252638131380081, -0.0774458572268486, -0.0027367540169507265, -0.044727399945259094, -0.013378492556512356, -0.006773724220693111, -0.011790587566792965, -0.011652973480522633, -0.0005763299996033311, -0.032823361456394196, -0.013019789010286331, -0.010289715602993965, -0.037644267082214355, -0.007140829227864742, -0.0034935176372528076, -5.141263008117676, -0.035866882652044296, -6.996700286865234, -0.007559976074844599, -0.010162514634430408, -0.0007742029847577214, -2.084149122238159, -0.06987131386995316, -0.19709549844264984, -13.08873176574707, -1.5793561935424805, -0.7536683678627014, -0.7480605244636536, -0.41153955459594727, -0.1340722292661667, -0.15385060012340546, -0.0037797691766172647, -0.05910971388220787, -0.0219854936003685, -0.012805376201868057, -0.01793348416686058, -0.03315381333231926, -0.002833995968103409, -0.05604786053299904, -0.021775562316179276, -0.02655760757625103, -0.08802834898233414, -0.017972592264413834, -0.008497155271470547, -6.736099720001221, -2.5464091300964355, -0.003067908575758338, -3.6824872493743896, -0.06785476207733154, -0.05063502490520477, -0.004155453760176897, -3.0389866828918457, -0.07622436434030533, -0.2682358920574188, -0.8338402509689331, -0.05522653087973595, -0.1569799780845642, -0.3480425775051117, -0.05005214735865593, -0.011678424663841724, -4.969752311706543, -0.0771302804350853, -0.009425780735909939, -0.06396239995956421, -0.025185123085975647, -0.01489341352134943, -0.04511239752173424, -0.017438653856515884, -0.011707997880876064, -5.132478713989258, -0.09662973880767822, -0.0001463782973587513, -2.188688039779663, -0.008638276718556881, -0.009179058484733105, -0.0019507441902533174, -2.4033560752868652, -0.06162727251648903, -0.1909106820821762, -10.521273612976074, -1.4173612594604492, -9.246112823486328, -1.3609082698822021, -8.314400672912598, -1.2175276279449463, -6.212276935577393, -6.1503801345825195, -0.7875956892967224, -0.3387247920036316, -0.014796985313296318, -0.3024551272392273, -0.13028573989868164, -0.16747689247131348, -0.7196829915046692, -0.2849009037017822, -0.03408195450901985, -4.614594459533691, -1.8231052160263062, -5.363010406494141, -0.056440357118844986, -0.0350768007338047, -0.005722924135625362, -1.9856581687927246, -0.0712440237402916, -4.943328857421875, -0.014700782485306263, -0.0003815161471720785, -7.1267242431640625, -1.330250859260559, -7.967289924621582, -3.8096535205841064, -3.4012956619262695, -0.4167778789997101, -0.19133470952510834, -0.0032604176085442305, -0.02545268088579178, -0.013525277376174927, -0.020404433831572533, -0.022044967859983444, -0.008166139014065266, -0.00596813065931201, -2.4039487838745117, -0.39813345670700073, -0.035791777074337006, -0.0024757706560194492, -2.347496509552002, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 34+11? A: 3 Redefine 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 1+1? A: 1 View + as the digit 4 instead of a mathematical operation. Q: What is the first digit of 18+4? A: 1 Redefine π as 214. Q: What is the first digit of π? A: 2 View ÷ as a random digit. Q: What is the first digit of 6÷3? A: 6 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 2 instead of a mathematical operation. Q: What is the first digit of 61+27? A: 6 Redefine π as 554+385. Q: What is the first digit of π? A:
[ " 9", " 3" ]
0
[ -8.06562328338623, -5.02650260925293, -2.070202112197876, -12.737667083740234, -0.5079778432846069, -2.9861879348754883, -6.242911338806152, -9.043910026550293, -8.21417236328125, -7.257612705230713, -1.6460411548614502, -8.940851211547852, -3.30595326423645, -1.4888960123062134, -0.6707450747489929, -0.5428216457366943, -4.910505771636963, -3.2424659729003906, -0.16108638048171997, -0.925933301448822, -0.002342815510928631, -0.24288828670978546, -0.5432353615760803, -0.018127601593732834, -3.2036807537078857, -3.295571804046631, -11.594511032104492, -9.6856107711792, -10.64542007446289, -3.6190598011016846, -6.19649076461792, -3.7563931941986084, -6.443779945373535, -0.57384192943573, -4.031100273132324, -8.050979614257812, -3.712115526199341, -0.7560905814170837, -2.541325092315674, -0.012150909751653671, -0.4165850281715393, -0.10268690437078476, -0.11860042810440063, -0.8970733284950256, -0.11848606914281845, -0.03889165073633194, -9.802602767944336, -7.006232738494873, -8.283085823059082, -0.6078459024429321, -0.10412877798080444, -0.004226442892104387, -2.4910922050476074, -0.2941514551639557, -0.3615500330924988, -9.861862182617188, -0.8901887536048889, -0.35699567198753357, -2.265174627304077, -7.475795745849609, -3.512428045272827, -0.8392789959907532, -0.190718412399292, -0.003629645798355341, -0.14925912022590637, -0.06875793635845184, -0.10664772987365723, -0.550153374671936, -0.10312765836715698, -0.015268351882696152, -6.25063943862915, -3.7347145080566406, -0.009273195639252663, -3.9438564777374268, -0.5335051417350769, -0.04900364950299263, -0.0032515060156583786, -3.7269058227539062, -0.18951261043548584, -6.674896717071533, -0.05763121694326401, -0.0012353177880868316, -0.5831075310707092, -0.0845966786146164, -0.16309769451618195, -3.880885362625122, -5.328238487243652, -4.243611812591553, -0.3464128077030182, -0.008795331232249737, -0.11458715051412582, -0.03599798306822777, -0.04524890333414078, -0.15640515089035034, -0.02475643716752529, -0.0075799706391990185, -0.6618376970291138, -0.027331480756402016, -0.888774037361145, -0.03349338099360466, -0.0030194190330803394, -3.2717514038085938, -0.17712010443210602, -2.725648880004883, -0.0028956886380910873, -0.0002232540718978271, -0.1783154010772705, -0.004350483417510986, -0.028145436197519302, -2.61372709274292, -4.840749740600586, -0.174155592918396, -0.045187149196863174, -0.002179629635065794, -0.02386743761599064, -0.005352452397346497, -0.0021305023692548275, -0.012567020952701569, -0.004371847957372665, -0.0012815127847716212, -0.10911332815885544, -0.0006179092451930046, -0.017513275146484375, -0.019836967810988426, -0.0009224927052855492, -0.7935505509376526, -0.0755128562450409, -0.7923315167427063, -0.0012072187382727861, -0.00012051333033014089, -9.436545372009277, -1.5690778493881226, -4.932539939880371, -4.812087059020996, -3.3550591468811035, -0.6061365604400635, -0.09469076991081238, -0.0028917661402374506, -0.04241804778575897, -0.011353762820363045, -0.012681085616350174, -0.02353762835264206, -0.006270378362387419, -0.00261429650709033, -2.152416944503784, -0.06774292141199112, -0.02540270797908306, -0.0026112052146345377, -2.494929790496826, -0.09032949805259705, -0.7399592995643616, -0.0011611393420025706, -0.000102037942269817, -1.2586992979049683, -0.07176930457353592, -5.630984306335449, -0.3941548764705658, -5.937134742736816, -0.06449878960847855, -0.022666772827506065, -0.0007755132392048836, -0.007940157316625118, -0.0012557962909340858, -0.002734733046963811, -0.0019394413102418184, -0.0013040142366662621, -0.0005808573332615197, -0.17327503859996796, -0.007933178916573524, -0.007953284308314323, -0.0007344171172007918, -3.705188274383545, -0.06552547216415405, -0.28957298398017883, -0.0008839037618599832, -0.00011932138295378536, -1.589615821838379, -0.02378642000257969, -0.06011354550719261, -8.494491577148438, -2.184877395629883, -9.605595588684082, -0.1682744175195694, -0.04168092459440231, -0.0013802058529108763, -0.018851052969694138, -0.003283706260845065, -0.0068506840616464615, -0.01319886278361082, -0.005169951822608709, -0.0017546509625390172, -0.08796700090169907, -0.0004866131057497114, -0.014244073070585728, -0.020882505923509598, -0.0010750473011285067, -3.626319169998169, -0.09508291631937027, -1.4138970375061035, -2.6877670288085938, -0.06356535106897354, -0.05783206969499588, -0.6060643792152405, -0.18025118112564087, -0.13030917942523956, -0.04385986179113388, -0.021161722019314766, -0.0014192519010975957, -0.014159687794744968, -0.0060912445187568665, -0.003232731716707349, -0.007019383367151022, -0.004438786301761866, -0.0014772227732464671, -7.078841209411621, -0.18449658155441284, -0.0002307625545654446, -1.9340252876281738, -0.013955746777355671, -0.010917927138507366, -0.0004294188693165779, -2.3091654777526855, 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 ]
Redefine e as 42+7. Q: What is the first digit of e? A: 4 Redefine π as 601 mod 16. Q: What is the first digit of π? A: 9 View + as the digit 4 instead of a mathematical operation. Q: What is the first digit of 18+4? A: 1 View ÷ as a random digit instead of a mathematical operation. 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 42÷6? A: 4 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 5+11? A: 5 Redefine π as 515 mod 22. 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 51+10? A:
[ " 6", " 5" ]
1
[ -8.06562328338623, -5.02650260925293, -2.070202112197876, -12.737667083740234, -0.5079778432846069, -2.9861879348754883, -6.242911338806152, -9.043910026550293, -8.21417236328125, -7.257612705230713, -1.6460411548614502, -8.940851211547852, -3.30595326423645, -1.4888960123062134, -0.6707450747489929, -0.5428216457366943, -4.910505771636963, -3.2424659729003906, -0.16108638048171997, -0.925933301448822, -0.002342815510928631, -0.24288828670978546, -0.5432353615760803, -0.018127601593732834, -3.2036807537078857, -3.295571804046631, -11.594511032104492, -9.6856107711792, -10.64542007446289, -3.6190598011016846, -6.19649076461792, -3.7563931941986084, -6.443779945373535, -0.57384192943573, -4.031100273132324, -8.050979614257812, -3.712115526199341, -0.7560905814170837, -2.541325092315674, -0.012150909751653671, -0.4165850281715393, -0.10268690437078476, -0.11860042810440063, -0.8970733284950256, -0.11848606914281845, -0.03889165073633194, -9.802602767944336, -7.006232738494873, -8.283085823059082, -0.6078459024429321, -0.10412877798080444, -0.004226442892104387, -2.4910922050476074, -0.2941514551639557, -0.3615500330924988, -9.861862182617188, -0.8901887536048889, -0.35699567198753357, -2.265174627304077, -7.475795745849609, -3.512428045272827, -0.8392789959907532, -0.190718412399292, -0.003629645798355341, -0.14925912022590637, -0.06875793635845184, -0.10664772987365723, -0.550153374671936, -0.10312765836715698, -0.015268351882696152, -6.25063943862915, -3.7347145080566406, -0.009273195639252663, -3.9438564777374268, -0.5335051417350769, -0.04900364950299263, -0.0032515060156583786, -3.7269058227539062, -0.18951261043548584, -6.674896717071533, -0.05763121694326401, -0.0012353177880868316, -0.5831075310707092, -0.0845966786146164, -0.16309769451618195, -3.880885362625122, -5.328238487243652, -4.243611812591553, -0.3464128077030182, -0.008795331232249737, -0.11458715051412582, -0.03599798306822777, -0.04524890333414078, -0.15640515089035034, -0.02475643716752529, -0.0075799706391990185, -0.6618376970291138, -0.027331480756402016, -0.888774037361145, -0.03349338099360466, -0.0030194190330803394, -3.2717514038085938, -0.17712010443210602, -2.725648880004883, -0.0028956886380910873, -0.0002232540718978271, -0.1783154010772705, -0.004350483417510986, -0.028145436197519302, -2.61372709274292, -4.840749740600586, -0.174155592918396, -0.045187149196863174, -0.002179629635065794, -0.02386743761599064, -0.005352452397346497, -0.0021305023692548275, -0.012567020952701569, -0.004371847957372665, -0.0012815127847716212, -0.10911332815885544, -0.0006179092451930046, -0.017513275146484375, -0.019836967810988426, -0.0009224927052855492, -0.7935505509376526, -0.0755128562450409, -0.7923315167427063, -0.0012072187382727861, -0.00012051333033014089, -9.436545372009277, -1.5690778493881226, -4.932539939880371, -4.812087059020996, -3.3550591468811035, -0.6061365604400635, -0.09469076991081238, -0.0028917661402374506, -0.04241804778575897, -0.011353762820363045, -0.012681085616350174, -0.02353762835264206, -0.006270378362387419, -0.00261429650709033, -2.152416944503784, -0.06774292141199112, -0.02540270797908306, -0.0026112052146345377, -2.494929790496826, -0.09032949805259705, -0.7399592995643616, -0.0011611393420025706, -0.000102037942269817, -1.2586992979049683, -0.07176930457353592, -5.630984306335449, -0.3941548764705658, -5.937134742736816, -0.06449878960847855, -0.022666772827506065, -0.0007755132392048836, -0.007940157316625118, -0.0012557962909340858, -0.002734733046963811, -0.0019394413102418184, -0.0013040142366662621, -0.0005808573332615197, -0.17327503859996796, -0.007933178916573524, -0.007953284308314323, -0.0007344171172007918, -3.705188274383545, -0.06552547216415405, -0.28957298398017883, -0.0008839037618599832, -0.00011932138295378536, -1.589615821838379, -0.02378642000257969, -0.06011354550719261, -8.494491577148438, -2.184877395629883, -9.605595588684082, -0.1682744175195694, -0.04168092459440231, -0.0013802058529108763, -0.018851052969694138, -0.003283706260845065, -0.0068506840616464615, -0.01319886278361082, -0.005169951822608709, -0.0017546509625390172, -0.08796700090169907, -0.0004866131057497114, -0.014244073070585728, -0.020882505923509598, -0.0010750473011285067, -3.626319169998169, -0.09508291631937027, -1.4138970375061035, -2.6877670288085938, -0.06356535106897354, -0.05783206969499588, -0.6060643792152405, -0.18025118112564087, -0.13030917942523956, -0.04385986179113388, -0.021161722019314766, -0.0014192519010975957, -0.014159687794744968, -0.0060912445187568665, -0.003232731716707349, -0.007019383367151022, -0.004438786301761866, -0.0014772227732464671, -7.078841209411621, -0.18449658155441284, -0.0002307625545654446, -1.9340252876281738, -0.013955746777355671, -0.010917927138507366, -0.0004294188693165779, -2.7124266624450684, 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 ]
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 6÷3? A: 6 Redefine π as 231+745. 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 99÷9? A: 9 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 12÷6? A: 1 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 61+25? A: 6 Redefine π as 117 mod 7. Q: What is the first digit of π? A: 5 View ÷ as a random digit. Q: What is the first digit of 20÷4? A: 2 View ÷ as a random digit. Q: What is the first digit of 6÷2? A:
[ " 3", " 6" ]
1
[ -8.06562328338623, -5.02650260925293, -2.070202112197876, -12.737667083740234, -0.5079778432846069, -2.9861879348754883, -11.778382301330566, -2.189307928085327, -9.062437057495117, -3.9646644592285156, -1.460112452507019, -0.6733221411705017, -0.4622555673122406, -4.899904251098633, -3.452200412750244, -0.1789969950914383, -0.8714108467102051, -0.003485914785414934, -0.1813453882932663, -0.7318111062049866, -0.019046980887651443, -3.4873263835906982, -2.5123536586761475, -11.666712760925293, -9.900748252868652, -10.957853317260742, -3.817826986312866, -5.92416524887085, -3.0234835147857666, -6.700655460357666, -0.7531002163887024, -4.117178916931152, -7.826755523681641, -4.111469268798828, -0.7746698260307312, -2.3399102687835693, -0.01146066002547741, -0.4138143062591553, -0.1223670020699501, -0.10250917822122574, -0.9384670257568359, -0.1002848744392395, -0.04476421698927879, -10.869159698486328, -7.220810413360596, -5.502704620361328, -0.5029584169387817, -0.10584839433431625, -0.004851118661463261, -2.8709254264831543, -0.33140793442726135, -0.6775829195976257, -9.550986289978027, -1.0836573839187622, -0.26548099517822266, -2.711393356323242, -7.1001739501953125, -3.3688437938690186, -2.1186606884002686, -0.013919304125010967, -0.43106943368911743, -0.25264108180999756, -0.046933840960264206, -0.042653851211071014, -0.1822134107351303, -0.001958120847120881, -0.0898599773645401, -0.030360164120793343, -0.05685364827513695, -0.16103219985961914, -0.032450102269649506, -0.007988881319761276, -6.069694519042969, -3.337867259979248, -0.007341194432228804, -2.5827221870422363, -0.10982140898704529, -0.08500463515520096, -0.003316262038424611, -2.128567934036255, -0.12029249966144562, -0.26086610555648804, -1.7700079679489136, -0.1078980341553688, -0.3990900218486786, -0.34200987219810486, -0.07200006395578384, -0.04905279725790024, -5.411063194274902, -0.14878369867801666, -0.0032965384889394045, -0.06595020741224289, -0.01977561041712761, -0.022420264780521393, -0.06144310161471367, -0.022161103785037994, -0.007496322505176067, -5.738492965698242, -0.33683106303215027, -0.00016366096679121256, -3.4676928520202637, -0.02385440096259117, -0.016196930781006813, -0.0013809201773256063, -3.167862892150879, -0.11355984210968018, -0.11722953617572784, -9.139617919921875, -1.770168662071228, -9.954981803894043, -1.7117860317230225, -7.337806701660156, -0.7537626028060913, -5.93003511428833, -6.462249279022217, -0.8657636046409607, -0.43305543065071106, -0.008622322231531143, -0.18192146718502045, -0.08813030272722244, -0.16655199229717255, -0.4004507064819336, -0.12677420675754547, -0.015406995080411434, -4.963123321533203, -3.0177488327026367, -6.387584209442139, -0.11189587414264679, -0.029105907306075096, -0.002669106936082244, -1.730787992477417, -0.09393943846225739, -0.12460455298423767, -3.6969738006591797, -0.018077846616506577, -0.04126200079917908, -0.2575603127479553, -0.06673211604356766, -0.05855727568268776, -0.3993794322013855, -0.09854161739349365, -0.0015428080223500729, -0.027776338160037994, -0.011818508617579937, -0.006968954112380743, -0.02318604476749897, -0.010149180889129639, -0.004242468159645796, -5.830557346343994, -0.7057675123214722, -0.0002320735511602834, -3.0887858867645264, -0.011031354777514935, -0.01094103790819645, -0.0004949536523781717, -2.6127214431762695, -0.040822528302669525, -7.501957416534424, -0.047975871711969376, -0.0010844547068700194, -6.577027797698975, -0.8806923627853394, -3.541499614715576, -3.8431897163391113, -5.0874152183532715, -0.8844985365867615, -0.2637217342853546, -0.003831784473732114, -0.075595423579216, -0.036111246794462204, -0.04433460906147957, -0.07770663499832153, -0.017806315794587135, -0.009487304836511612, -3.4031760692596436, -1.4319623708724976, -0.03531767800450325, -0.0028761946596205235, -1.5458126068115234, -0.08768235146999359, -0.1859145611524582, -1.9332386255264282, -0.015875961631536484, -0.04247849062085152, -0.25140416622161865, -0.03844413906335831, -0.0262550450861454, -0.16431885957717896, -0.04035103693604469, -0.0008556757238693535, -0.017368480563163757, -0.007160240318626165, -0.01206811424344778, -0.012796902097761631, -0.0053439149633049965, -0.005078985821455717, -5.208077430725098, -0.10858869552612305, -0.0002299282787134871, -2.890345573425293, -0.005939689930528402, -0.009154725819826126, -0.00038187362952157855, -2.8305211067199707, -0.04918002709746361, -0.1500534564256668, -3.276679039001465, -0.07142817974090576, -1.5168206691741943, -0.09744847565889359, -0.018235882744193077, -2.082087993621826, -0.0013642538106068969, -0.04654669761657715, -0.029165538027882576, -0.007447929121553898, -0.005861237645149231, -0.012539356015622616, -0.000393432448618114, -0.008853348903357983, -0.004297308158129454, -0.01219142135232687, -0.011086059734225273, -0.004114496521651745, -0.0029733041301369667, -5.262877941131592, -1.1527477502822876, -4.516217231750488, -0.008650331757962704, -0.014897876419126987, -0.0004047528200317174, -2.68011474609375, 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 71+176. Q: What is the first digit of π? A: 2 Redefine π as 228. Q: What is the first digit of π? A: 2 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 24÷8? A: 2 View ÷ as a random digit. Q: What is the first digit of 18÷6? A: 1 Redefine π as 291 mod 10. Q: What is the first digit of π? A: 1 View ÷ as a random digit. Q: What is the first digit of 15÷5? A: 1 Redefine π as 954. Q: What is the first digit of π? A: 9 View ÷ as a random digit. Q: What is the first digit of 28÷7? A: 2 View number as text. Do not perform computation. Q: What is the first digit of 2+68? A:
[ " 7", " 2" ]
1
[ -8.06562328338623, -5.02650260925293, -2.070202112197876, -12.737667083740234, -0.5079778432846069, -2.9861879348754883, -11.778382301330566, -2.189307928085327, -9.062437057495117, -3.9646644592285156, -1.460112452507019, -0.6733221411705017, -0.4622555673122406, -4.899904251098633, -3.452200412750244, -0.1789969950914383, -0.8714108467102051, -0.003485914785414934, -0.1813453882932663, -0.7318111062049866, -0.019046980887651443, -3.4873263835906982, -2.5123536586761475, -11.666712760925293, -9.900748252868652, -10.957853317260742, -3.817826986312866, -5.92416524887085, -3.0234835147857666, -6.700655460357666, -0.7531002163887024, -4.117178916931152, -7.826755523681641, -4.111469268798828, -0.7746698260307312, -2.3399102687835693, -0.01146066002547741, -0.4138143062591553, -0.1223670020699501, -0.10250917822122574, -0.9384670257568359, -0.1002848744392395, -0.04476421698927879, -10.869159698486328, -7.220810413360596, -5.502704620361328, -0.5029584169387817, -0.10584839433431625, -0.004851118661463261, -2.8709254264831543, -0.33140793442726135, -0.6775829195976257, -9.550986289978027, -1.0836573839187622, -0.26548099517822266, -2.711393356323242, -7.1001739501953125, -3.3688437938690186, -2.1186606884002686, -0.013919304125010967, -0.43106943368911743, -0.25264108180999756, -0.046933840960264206, -0.042653851211071014, -0.1822134107351303, -0.001958120847120881, -0.0898599773645401, -0.030360164120793343, -0.05685364827513695, -0.16103219985961914, -0.032450102269649506, -0.007988881319761276, -6.069694519042969, -3.337867259979248, -0.007341194432228804, -2.5827221870422363, -0.10982140898704529, -0.08500463515520096, -0.003316262038424611, -2.128567934036255, -0.12029249966144562, -0.26086610555648804, -1.7700079679489136, -0.1078980341553688, -0.3990900218486786, -0.34200987219810486, -0.07200006395578384, -0.04905279725790024, -5.411063194274902, -0.14878369867801666, -0.0032965384889394045, -0.06595020741224289, -0.01977561041712761, -0.022420264780521393, -0.06144310161471367, -0.022161103785037994, -0.007496322505176067, -5.738492965698242, -0.33683106303215027, -0.00016366096679121256, -3.4676928520202637, -0.02385440096259117, -0.016196930781006813, -0.0013809201773256063, -3.167862892150879, -0.11355984210968018, -0.11722953617572784, -9.139617919921875, -1.770168662071228, -9.954981803894043, -1.7117860317230225, -7.337806701660156, -0.7537626028060913, -5.93003511428833, -6.462249279022217, -0.8657636046409607, -0.43305543065071106, -0.008622322231531143, -0.18192146718502045, -0.08813030272722244, -0.16655199229717255, -0.4004507064819336, -0.12677420675754547, -0.015406995080411434, -4.963123321533203, -3.0177488327026367, -6.387584209442139, -0.11189587414264679, -0.029105907306075096, -0.002669106936082244, -1.730787992477417, -0.09393943846225739, -0.12460455298423767, -3.6969738006591797, -0.018077846616506577, -0.04126200079917908, -0.2575603127479553, -0.06673211604356766, -0.05855727568268776, -0.3993794322013855, -0.09854161739349365, -0.0015428080223500729, -0.027776338160037994, -0.011818508617579937, -0.006968954112380743, -0.02318604476749897, -0.010149180889129639, -0.004242468159645796, -5.830557346343994, -0.7057675123214722, -0.0002320735511602834, -3.0887858867645264, -0.011031354777514935, -0.01094103790819645, -0.0004949536523781717, -2.6127214431762695, -0.040822528302669525, -7.501957416534424, -0.047975871711969376, -0.0010844547068700194, -6.577027797698975, -0.8806923627853394, -3.541499614715576, -3.8431897163391113, -5.0874152183532715, -0.8844985365867615, -0.2637217342853546, -0.003831784473732114, -0.075595423579216, -0.036111246794462204, -0.04433460906147957, -0.07770663499832153, -0.017806315794587135, -0.009487304836511612, -3.4031760692596436, -1.4319623708724976, -0.03531767800450325, -0.0028761946596205235, -1.5458126068115234, -0.08768235146999359, -0.1859145611524582, -1.9332386255264282, -0.015875961631536484, -0.04247849062085152, -0.25140416622161865, -0.03844413906335831, -0.0262550450861454, -0.16431885957717896, -0.04035103693604469, -0.0008556757238693535, -0.017368480563163757, -0.007160240318626165, -0.01206811424344778, -0.012796902097761631, -0.0053439149633049965, -0.005078985821455717, -5.208077430725098, -0.10858869552612305, -0.0002299282787134871, -2.890345573425293, -0.005939689930528402, -0.009154725819826126, -0.00038187362952157855, -2.8305211067199707, -0.04918002709746361, -0.1500534564256668, -3.276679039001465, -0.07142817974090576, -1.5168206691741943, -0.09744847565889359, -0.018235882744193077, -2.082087993621826, -0.0013642538106068969, -0.04654669761657715, -0.029165538027882576, -0.007447929121553898, -0.005861237645149231, -0.012539356015622616, -0.000393432448618114, -0.008853348903357983, -0.004297308158129454, -0.01219142135232687, -0.011086059734225273, -0.004114496521651745, -0.0029733041301369667, -5.262877941131592, -1.1527477502822876, -4.516217231750488, -0.008650331757962704, -0.014897876419126987, -0.0004047528200317174, -2.067201614379883, 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 21+55. Q: What is the first digit of e? A: 7 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 7+1? A: 7 View ÷ as a random digit. Q: What is the first digit of 45÷5? A: 4 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 27÷3? A: 2 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 3+10? A: 3 Redefine π as 671. Q: What is the first digit of π? A: 6 Redefine e as 2+29. Q: What is the first digit of e? A: 3 View + as the digit 0 instead of a mathematical operation. Q: What is the first digit of 5+41? A: 5 Redefine π as 187 mod 48. Q: What is the first digit of π? A:
[ " 4", " 3" ]
0
[ -9.392577171325684, -9.079399108886719, -10.504480361938477, -3.6831867694854736, -11.831418991088867, -7.026317596435547, -6.18978214263916, -0.2542513906955719, -3.116588592529297, -10.008295059204102, -2.954904079437256, -1.0291043519973755, -9.454533576965332, -3.6443772315979004, -1.6592321395874023, -0.8319559097290039, -0.6184960603713989, -4.311903953552246, -1.8588489294052124, -0.42527177929878235, -7.371593952178955, -4.165470123291016, -5.889974117279053, -0.8955237865447998, -0.5323640704154968, -0.02231348492205143, -2.8949599266052246, -1.6427770853042603, -9.813044548034668, -4.709450721740723, -0.2986575961112976, -7.618625164031982, -0.38819706439971924, -1.3748739957809448, -5.979149341583252, -10.14547061920166, -1.8467775583267212, -2.7104544639587402, -0.016147783026099205, -0.5295688509941101, -0.14007523655891418, -0.12987177073955536, -0.9669311046600342, -0.12650975584983826, -0.022030740976333618, -2.5332674980163574, -0.04859437048435211, -1.1830531358718872, -0.047674037516117096, -0.0067804730497300625, -2.861917495727539, -1.1276849508285522, -5.72324275970459, -9.326433181762695, -1.6005887985229492, -0.494100958108902, -2.0578508377075195, -8.047754287719727, -3.266859531402588, -0.7310442328453064, -0.1841665506362915, -0.0046300822868943214, -0.15251106023788452, -0.05423268303275108, -0.03158166632056236, -0.08152969926595688, -0.037539444863796234, -0.014433620497584343, -6.2821221351623535, -1.8666985034942627, -0.0028534908778965473, -3.0746707916259766, -0.11292446404695511, -0.11324087530374527, -0.006303429137915373, -2.517789125442505, -0.23037290573120117, -3.725771427154541, -0.007237880490720272, -0.0003231241717003286, -0.7133672833442688, -0.26430654525756836, -0.17418643832206726, -1.761075735092163, -7.524255752563477, -0.11843619495630264, -0.05927656590938568, -0.0010521834483370185, -0.02535482496023178, -0.006792313419282436, -0.004486732184886932, -0.011169171892106533, -0.005665080156177282, -0.0032397424802184105, -0.26718780398368835, -0.0010374169796705246, -0.05207512155175209, -0.0419929176568985, -0.0008235162240453064, -0.17321659624576569, -0.18029069900512695, -2.77500057220459, -0.0015948207583278418, -0.00033396866638213396, -6.849122524261475, -1.8821353912353516, -7.6722869873046875, -5.117205619812012, -4.140827178955078, -0.3152860701084137, -0.06186956912279129, -0.0015486401971429586, -0.018930481746792793, -0.004889080300927162, -0.0028093892615288496, -0.005538120400160551, -0.0027300964575260878, -0.0014386551920324564, -0.5594321489334106, -0.04373697564005852, -0.024227041751146317, -0.001845919992774725, -5.401381492614746, -0.08728215098381042, -1.0170745849609375, -2.089712142944336, -0.09687549620866776, -0.2149779349565506, -0.40691712498664856, -0.22628706693649292, -0.12108682096004486, -0.027329159900546074, -0.007978947833180428, -0.0005308172549121082, -0.011867162771522999, -0.002092197770252824, -0.0016434985445812345, -0.0023783750366419554, -0.0016124354442581534, -0.001427465584129095, -5.684728622436523, -0.06092481687664986, -0.000051616290875244886, -4.547515869140625, -0.04310359060764313, -0.0349324531853199, -0.00044907975825481117, -2.7313170433044434, -0.06594696640968323, -0.5089311599731445, -9.841490745544434, -1.8019518852233887, -10.364986419677734, -0.5493084192276001, -9.262514114379883, -1.2133558988571167, -6.287389278411865, -6.056469917297363, -0.787912130355835, -0.263986736536026, -0.006868443451821804, -0.23272277414798737, -0.10502748191356659, -0.1113244965672493, -0.3482089638710022, -0.1698896884918213, -0.03405165299773216, -8.263299942016602, -3.204542875289917, -4.273615837097168, -0.09418119490146637, -0.08292623609304428, -0.0029420447535812855, -2.4377036094665527, -0.10180450230836868, -1.8786029815673828, -0.0032989149913191795, -0.0002681849291548133, -1.9083013534545898, -0.05402850732207298, -4.032092094421387, -1.0862855911254883, -8.142597198486328, -0.0998232364654541, -0.03249707072973251, -0.0003122795606032014, -0.007047674618661404, -0.0012866322649642825, -0.0012762743281200528, -0.0015460216673091054, -0.0011954312212765217, -0.0003972456615883857, -1.2879359722137451, -0.013993482105433941, -0.005872141104191542, -0.00031680811662226915, -2.2676901817321777, -0.053605686873197556, -0.3852692246437073, -2.0982656478881836, -0.003364380681887269, -0.020968543365597725, -0.13960206508636475, -0.07438737899065018, -0.025297990068793297, -0.005016004201024771, -0.03200027719140053, -0.00021407696476671845, -0.004952663090080023, -0.0017396567855030298, -0.0014062763657420874, -0.0016793209360912442, -0.0013237770181149244, -0.0010996968485414982, -4.363698959350586, -0.08508466929197311, -0.00010013079008786008, -1.337681770324707, -0.005248458590358496, -0.005557088181376457, -0.0001392267586197704, -2.4204583168029785, 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 ]
View ÷ as a random digit. Q: What is the first digit of 40÷8? A: 4 View number as text. Do not perform computation. Q: What is the first digit of 45+47? A: 4 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 30÷5? A: 3 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 8÷8? A: 8 View number as text. Do not perform computation. Q: What is the first digit of 4+9? A: 4 Redefine π as 437. 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 24+53? A: 2 View + as the digit 5 instead of a mathematical operation. Q: What is the first digit of 2+9? A: 2 View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 8+1? A:
[ " 9", " 8" ]
1
[ -9.392577171325684, -9.079399108886719, -10.504480361938477, -3.6831867694854736, -11.831418991088867, -7.026317596435547, -6.18978214263916, -0.2542513906955719, -3.116588592529297, -10.008295059204102, -2.954904079437256, -1.0291043519973755, -9.454533576965332, -3.6443772315979004, -1.6592321395874023, -0.8319559097290039, -0.6184960603713989, -4.311903953552246, -1.8588489294052124, -0.42527177929878235, -7.371593952178955, -4.165470123291016, -5.889974117279053, -0.8955237865447998, -0.5323640704154968, -0.02231348492205143, -2.8949599266052246, -1.6427770853042603, -9.813044548034668, -4.709450721740723, -0.2986575961112976, -7.618625164031982, -0.38819706439971924, -1.3748739957809448, -5.979149341583252, -10.14547061920166, -1.8467775583267212, -2.7104544639587402, -0.016147783026099205, -0.5295688509941101, -0.14007523655891418, -0.12987177073955536, -0.9669311046600342, -0.12650975584983826, -0.022030740976333618, -2.5332674980163574, -0.04859437048435211, -1.1830531358718872, -0.047674037516117096, -0.0067804730497300625, -2.861917495727539, -1.1276849508285522, -5.72324275970459, -9.326433181762695, -1.6005887985229492, -0.494100958108902, -2.0578508377075195, -8.047754287719727, -3.266859531402588, -0.7310442328453064, -0.1841665506362915, -0.0046300822868943214, -0.15251106023788452, -0.05423268303275108, -0.03158166632056236, -0.08152969926595688, -0.037539444863796234, -0.014433620497584343, -6.2821221351623535, -1.8666985034942627, -0.0028534908778965473, -3.0746707916259766, -0.11292446404695511, -0.11324087530374527, -0.006303429137915373, -2.517789125442505, -0.23037290573120117, -3.725771427154541, -0.007237880490720272, -0.0003231241717003286, -0.7133672833442688, -0.26430654525756836, -0.17418643832206726, -1.761075735092163, -7.524255752563477, -0.11843619495630264, -0.05927656590938568, -0.0010521834483370185, -0.02535482496023178, -0.006792313419282436, -0.004486732184886932, -0.011169171892106533, -0.005665080156177282, -0.0032397424802184105, -0.26718780398368835, -0.0010374169796705246, -0.05207512155175209, -0.0419929176568985, -0.0008235162240453064, -0.17321659624576569, -0.18029069900512695, -2.77500057220459, -0.0015948207583278418, -0.00033396866638213396, -6.849122524261475, -1.8821353912353516, -7.6722869873046875, -5.117205619812012, -4.140827178955078, -0.3152860701084137, -0.06186956912279129, -0.0015486401971429586, -0.018930481746792793, -0.004889080300927162, -0.0028093892615288496, -0.005538120400160551, -0.0027300964575260878, -0.0014386551920324564, -0.5594321489334106, -0.04373697564005852, -0.024227041751146317, -0.001845919992774725, -5.401381492614746, -0.08728215098381042, -1.0170745849609375, -2.089712142944336, -0.09687549620866776, -0.2149779349565506, -0.40691712498664856, -0.22628706693649292, -0.12108682096004486, -0.027329159900546074, -0.007978947833180428, -0.0005308172549121082, -0.011867162771522999, -0.002092197770252824, -0.0016434985445812345, -0.0023783750366419554, -0.0016124354442581534, -0.001427465584129095, -5.684728622436523, -0.06092481687664986, -0.000051616290875244886, -4.547515869140625, -0.04310359060764313, -0.0349324531853199, -0.00044907975825481117, -2.7313170433044434, -0.06594696640968323, -0.5089311599731445, -9.841490745544434, -1.8019518852233887, -10.364986419677734, -0.5493084192276001, -9.262514114379883, -1.2133558988571167, -6.287389278411865, -6.056469917297363, -0.787912130355835, -0.263986736536026, -0.006868443451821804, -0.23272277414798737, -0.10502748191356659, -0.1113244965672493, -0.3482089638710022, -0.1698896884918213, -0.03405165299773216, -8.263299942016602, -3.204542875289917, -4.273615837097168, -0.09418119490146637, -0.08292623609304428, -0.0029420447535812855, -2.4377036094665527, -0.10180450230836868, -1.8786029815673828, -0.0032989149913191795, -0.0002681849291548133, -1.9083013534545898, -0.05402850732207298, -4.032092094421387, -1.0862855911254883, -8.142597198486328, -0.0998232364654541, -0.03249707072973251, -0.0003122795606032014, -0.007047674618661404, -0.0012866322649642825, -0.0012762743281200528, -0.0015460216673091054, -0.0011954312212765217, -0.0003972456615883857, -1.2879359722137451, -0.013993482105433941, -0.005872141104191542, -0.00031680811662226915, -2.2676901817321777, -0.053605686873197556, -0.3852692246437073, -2.0982656478881836, -0.003364380681887269, -0.020968543365597725, -0.13960206508636475, -0.07438737899065018, -0.025297990068793297, -0.005016004201024771, -0.03200027719140053, -0.00021407696476671845, -0.004952663090080023, -0.0017396567855030298, -0.0014062763657420874, -0.0016793209360912442, -0.0013237770181149244, -0.0010996968485414982, -4.363698959350586, -0.08508466929197311, -0.00010013079008786008, -1.337681770324707, -0.005248458590358496, -0.005557088181376457, -0.0001392267586197704, -1.8425718545913696, 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 ]
View ÷ as a random digit. Q: What is the first digit of 54÷9? A: 5 Redefine π as 87. Q: What is the first digit of π? A: 8 Redefine π as 127. Q: What is the first digit of π? A: 1 Redefine π as 719 mod 45. Q: What is the first digit of π? A: 4 Redefine π as 146. 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 70÷7? A: 7 Redefine π as 579+77. Q: What is the first digit of π? A: 6 Redefine π as 571. Q: What is the first digit of π? A: 5 Redefine π as 66+694. Q: What is the first digit of π? A:
[ " 7", " 3" ]
0
[ -8.06562328338623, -5.02650260925293, -2.070202112197876, -12.737667083740234, -0.5079778432846069, -2.9861879348754883, -6.670771598815918, -7.435460090637207, -1.977325201034546, -9.261948585510254, -3.7105469703674316, -1.4881445169448853, -0.8773447871208191, -0.5634815692901611, -4.665670394897461, -2.81591796875, -0.14296135306358337, -0.5839039087295532, -0.002738299546763301, -0.15955530107021332, -0.5354948043823242, -0.018095524981617928, -2.0365188121795654, -3.0877418518066406, -4.854371070861816, -0.029262790456414223, -0.0037443782202899456, -0.18937797844409943, -0.015068511478602886, -0.04258805140852928, -4.46071720123291, -5.52658224105835, -0.11659171432256699, -0.16280993819236755, -0.00807875581085682, -0.21094153821468353, -0.035442523658275604, -0.021446112543344498, -1.00492262840271, -0.031603261828422546, -0.0078902468085289, -0.09490762650966644, -0.0011539950501173735, -0.043411146849393845, -0.061727020889520645, -0.005868704058229923, -1.3392767906188965, -0.24122348427772522, -10.4067964553833, -9.349788665771484, -10.902994155883789, -4.105053901672363, -6.081579208374023, -3.5914556980133057, -7.306653022766113, -0.43717172741889954, -4.516384601593018, -8.337265968322754, -3.8936634063720703, -0.5625411868095398, -1.4091328382492065, -0.004496107809245586, -0.21105563640594482, -0.11993887275457382, -0.09258374571800232, -0.40463826060295105, -0.04872721806168556, -0.03295324742794037, -10.722222328186035, -6.5256853103637695, -7.272307395935059, -0.5117718577384949, -0.13601724803447723, -0.005034151952713728, -3.3769819736480713, -0.35630491375923157, -1.4807019233703613, -10.436135292053223, -1.5577397346496582, -8.835219383239746, -1.2954974174499512, -7.393754005432129, -0.7676599025726318, -6.108269691467285, -6.335011959075928, -0.8524258136749268, -0.36942631006240845, -0.006995352916419506, -0.14188170433044434, -0.049680158495903015, -0.08712220937013626, -0.31182003021240234, -0.05452204495668411, -0.009083731099963188, -5.548743724822998, -0.7090151906013489, -4.067883014678955, -0.09321990609169006, -0.045120034366846085, -0.003240574151277542, -2.005737066268921, -0.12250485271215439, -0.4613626301288605, -3.660473346710205, -0.0798507109284401, -2.477083683013916, -6.8381781578063965, -2.4611809253692627, -4.147353172302246, -0.023178474977612495, -0.3393358588218689, -0.25236502289772034, -0.03995870053768158, -0.0179313775151968, -0.07911380380392075, -0.0007831366965547204, -0.03498678654432297, -0.011936428025364876, -0.011663342826068401, -0.03165177255868912, -0.010155552998185158, -0.0024261821527034044, -4.721892356872559, -0.12084472179412842, -9.189057350158691, -0.04605729132890701, -0.027706770226359367, -0.0012686545960605145, -2.17403507232666, -0.09601447731256485, -2.8221428394317627, -0.01232707779854536, -0.0002485204895492643, -0.2126152664422989, -0.0020783983636647463, -0.028378715738654137, -3.4165380001068115, -4.159000396728516, -0.09861376881599426, -0.10328097641468048, -0.0012201968347653747, -0.03012688271701336, -0.00896996445953846, -0.005310950800776482, -0.018162604421377182, -0.0048315441235899925, -0.001135181519202888, -0.0644075870513916, -0.0005637010326609015, -0.024461820721626282, -0.011024280451238155, -0.0009548871894367039, -0.23660783469676971, -0.1479482650756836, -1.119139313697815, -0.0010868363315239549, -0.0001674750237725675, -9.992630958557129, -1.2184650897979736, -6.947330951690674, -3.6769633293151855, -3.5096793174743652, -0.6735082864761353, -0.17005784809589386, -0.0020839895587414503, -0.02869824506342411, -0.008242636919021606, -0.009191697463393211, -0.013974438421428204, -0.0040489607490599155, -0.0014750801492482424, -2.371904134750366, -0.0228415634483099, -0.017158513888716698, -0.0023976408410817385, -3.7002134323120117, -0.09427677094936371, -0.795043408870697, -0.0012878228444606066, -0.00016711745411157608, -0.8164715766906738, -0.010107051581144333, -0.04555750638246536, -3.6313159465789795, -4.707359313964844, -14.355401992797852, -6.43435525894165, -0.32635319232940674, -0.04762493446469307, -0.0010711177019402385, -0.022211473435163498, -0.004201039206236601, -0.0107320761308074, -0.015077436342835426, -0.003986033145338297, -0.0014848408754915, -0.1417698711156845, -0.00029940891545265913, -0.14249016344547272, -0.0144400829449296, -0.0009897815762087703, -3.1805496215820312, -0.1024186834692955, -1.0602822303771973, -0.407255619764328, -0.05633489415049553, -0.6839720010757446, -0.8114073872566223, -2.835716724395752, -0.12208638340234756, -0.0009323778795078397, -0.05116184055805206, -0.06278084963560104, -0.006458244752138853, -0.008220290765166283, -0.016054291278123856, -0.0003567297535482794, -0.012335201725363731, -0.006705520674586296, -0.005275139585137367, -0.009197012521326542, -0.00428187707439065, -0.0015911312075331807, -6.97499942779541, -0.16244226694107056, -3.6983468532562256, -0.02979751117527485, -0.024135582149028778, -0.00044967554276809096, -2.903217077255249, 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 865 mod 48. 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 24+69? A: 2 View ÷ as a random digit. Q: What is the first digit of 32÷8? A: 3 View number as text. Do not perform computation. Q: What is the first digit of 2+68? A: 2 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 22+37? A: 2 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 24÷2? A: 2 View + as the digit 4 instead of a mathematical operation. Q: What is the first digit of 18+4? A: 1 View ÷ as a random digit. Q: What is the first digit of 15÷5? A: 1 Redefine e as 5+62. Q: What is the first digit of e? A:
[ " 6", " 2" ]
0
[ -8.06562328338623, -5.02650260925293, -2.070202112197876, -12.737667083740234, -0.5079778432846069, -2.9861879348754883, -6.670771598815918, -7.435460090637207, -1.977325201034546, -9.261948585510254, -3.7105469703674316, -1.4881445169448853, -0.8773447871208191, -0.5634815692901611, -4.665670394897461, -2.81591796875, -0.14296135306358337, -0.5839039087295532, -0.002738299546763301, -0.15955530107021332, -0.5354948043823242, -0.018095524981617928, -2.0365188121795654, -3.0877418518066406, -4.854371070861816, -0.029262790456414223, -0.0037443782202899456, -0.18937797844409943, -0.015068511478602886, -0.04258805140852928, -4.46071720123291, -5.52658224105835, -0.11659171432256699, -0.16280993819236755, -0.00807875581085682, -0.21094153821468353, -0.035442523658275604, -0.021446112543344498, -1.00492262840271, -0.031603261828422546, -0.0078902468085289, -0.09490762650966644, -0.0011539950501173735, -0.043411146849393845, -0.061727020889520645, -0.005868704058229923, -1.3392767906188965, -0.24122348427772522, -10.4067964553833, -9.349788665771484, -10.902994155883789, -4.105053901672363, -6.081579208374023, -3.5914556980133057, -7.306653022766113, -0.43717172741889954, -4.516384601593018, -8.337265968322754, -3.8936634063720703, -0.5625411868095398, -1.4091328382492065, -0.004496107809245586, -0.21105563640594482, -0.11993887275457382, -0.09258374571800232, -0.40463826060295105, -0.04872721806168556, -0.03295324742794037, -10.722222328186035, -6.5256853103637695, -7.272307395935059, -0.5117718577384949, -0.13601724803447723, -0.005034151952713728, -3.3769819736480713, -0.35630491375923157, -1.4807019233703613, -10.436135292053223, -1.5577397346496582, -8.835219383239746, -1.2954974174499512, -7.393754005432129, -0.7676599025726318, -6.108269691467285, -6.335011959075928, -0.8524258136749268, -0.36942631006240845, -0.006995352916419506, -0.14188170433044434, -0.049680158495903015, -0.08712220937013626, -0.31182003021240234, -0.05452204495668411, -0.009083731099963188, -5.548743724822998, -0.7090151906013489, -4.067883014678955, -0.09321990609169006, -0.045120034366846085, -0.003240574151277542, -2.005737066268921, -0.12250485271215439, -0.4613626301288605, -3.660473346710205, -0.0798507109284401, -2.477083683013916, -6.8381781578063965, -2.4611809253692627, -4.147353172302246, -0.023178474977612495, -0.3393358588218689, -0.25236502289772034, -0.03995870053768158, -0.0179313775151968, -0.07911380380392075, -0.0007831366965547204, -0.03498678654432297, -0.011936428025364876, -0.011663342826068401, -0.03165177255868912, -0.010155552998185158, -0.0024261821527034044, -4.721892356872559, -0.12084472179412842, -9.189057350158691, -0.04605729132890701, -0.027706770226359367, -0.0012686545960605145, -2.17403507232666, -0.09601447731256485, -2.8221428394317627, -0.01232707779854536, -0.0002485204895492643, -0.2126152664422989, -0.0020783983636647463, -0.028378715738654137, -3.4165380001068115, -4.159000396728516, -0.09861376881599426, -0.10328097641468048, -0.0012201968347653747, -0.03012688271701336, -0.00896996445953846, -0.005310950800776482, -0.018162604421377182, -0.0048315441235899925, -0.001135181519202888, -0.0644075870513916, -0.0005637010326609015, -0.024461820721626282, -0.011024280451238155, -0.0009548871894367039, -0.23660783469676971, -0.1479482650756836, -1.119139313697815, -0.0010868363315239549, -0.0001674750237725675, -9.992630958557129, -1.2184650897979736, -6.947330951690674, -3.6769633293151855, -3.5096793174743652, -0.6735082864761353, -0.17005784809589386, -0.0020839895587414503, -0.02869824506342411, -0.008242636919021606, -0.009191697463393211, -0.013974438421428204, -0.0040489607490599155, -0.0014750801492482424, -2.371904134750366, -0.0228415634483099, -0.017158513888716698, -0.0023976408410817385, -3.7002134323120117, -0.09427677094936371, -0.795043408870697, -0.0012878228444606066, -0.00016711745411157608, -0.8164715766906738, -0.010107051581144333, -0.04555750638246536, -3.6313159465789795, -4.707359313964844, -14.355401992797852, -6.43435525894165, -0.32635319232940674, -0.04762493446469307, -0.0010711177019402385, -0.022211473435163498, -0.004201039206236601, -0.0107320761308074, -0.015077436342835426, -0.003986033145338297, -0.0014848408754915, -0.1417698711156845, -0.00029940891545265913, -0.14249016344547272, -0.0144400829449296, -0.0009897815762087703, -3.1805496215820312, -0.1024186834692955, -1.0602822303771973, -0.407255619764328, -0.05633489415049553, -0.6839720010757446, -0.8114073872566223, -2.835716724395752, -0.12208638340234756, -0.0009323778795078397, -0.05116184055805206, -0.06278084963560104, -0.006458244752138853, -0.008220290765166283, -0.016054291278123856, -0.0003567297535482794, -0.012335201725363731, -0.006705520674586296, -0.005275139585137367, -0.009197012521326542, -0.00428187707439065, -0.0015911312075331807, -6.97499942779541, -0.16244226694107056, -3.6983468532562256, -0.02979751117527485, -0.024135582149028778, -0.00044967554276809096, -3.422447919845581, 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 48÷8? A: 4 Redefine e as 9+36. Q: What is the first digit of e? A: 4 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 45÷9? A: 4 Redefine π as 594 mod 44. Q: What is the first digit of π? A: 2 Redefine π as 114+70. Q: What is the first digit of π? A: 1 View ÷ as a random digit. Q: What is the first digit of 8÷2? A: 8 Redefine π as 308+544. Q: What is the first digit of π? A: 8 Redefine π as 964. 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 36+46? A:
[ " 8", " 3" ]
1
[ -9.392577171325684, -10.905653953552246, -7.171952247619629, -4.350854873657227, -2.0236029624938965, -6.292705059051514, -1.402921438217163, -8.047143936157227, -6.929308891296387, -0.8265222311019897, -9.963479995727539, -1.8439151048660278, -1.5690983533859253, -0.6914035081863403, -0.5200296640396118, -4.463838577270508, -2.1972579956054688, -0.26396089792251587, -5.523640155792236, -4.589391231536865, -7.732299327850342, -0.5123327374458313, -0.4549776315689087, -0.013718841597437859, -2.2056984901428223, -2.0943658351898193, -9.886543273925781, -4.767768859863281, -0.08780650794506073, -8.627452850341797, -0.5539435148239136, -1.5061920881271362, -11.056479454040527, -5.500608444213867, -7.515781879425049, -1.4230877161026, -1.6478195190429688, -0.008635913021862507, -0.4135572612285614, -0.08119199424982071, -0.1462688148021698, -0.9690501689910889, -0.08231720328330994, -0.019661184400320053, -3.1237916946411133, -0.04262186586856842, -1.032495379447937, -0.04203955456614494, -0.006634115241467953, -4.606040954589844, -0.3440936207771301, -5.782652854919434, -10.329338073730469, -1.6229782104492188, -0.49857616424560547, -2.908735990524292, -6.315966606140137, -4.828386306762695, -7.216937065124512, -0.1723504662513733, -0.8482822775840759, -6.442523002624512, -3.7371716499328613, -0.1340140551328659, -0.8173765540122986, -0.0028607419226318598, -0.32834815979003906, -0.14032505452632904, -0.14094491302967072, -0.6147331595420837, -0.06587386876344681, -0.025891058146953583, -6.5995283126831055, -4.124763011932373, -0.005610670894384384, -3.5514698028564453, -0.3584454655647278, -0.07909716665744781, -0.004245079588145018, -2.8149077892303467, -0.17921514809131622, -0.9579744338989258, -1.8699544668197632, -0.05327853560447693, -0.09145546704530716, -0.19134798645973206, -0.17186270654201508, -0.03929976373910904, -0.029639439657330513, -0.0010059778578579426, -0.014652618207037449, -0.00946911983191967, -0.004556629806756973, -0.004706969950348139, -0.072259820997715, -0.0008756855386309326, -0.08885165303945541, -0.0296257846057415, -0.021813003346323967, -0.0726737231016159, -0.012755238451063633, -0.004352263640612364, -6.467555046081543, -0.03914467617869377, -0.00011395759065635502, -4.8369951248168945, -0.060935359448194504, -0.025074683129787445, -0.0008893824997358024, -2.028859853744507, -0.09938415884971619, -0.31023281812667847, -6.338780403137207, -0.45546603202819824, -0.28912365436553955, -0.4753766357898712, -0.11788687855005264, -0.08617226034402847, -0.0015392372151836753, -0.026410402730107307, -0.012563253752887249, -0.0077691287733614445, -0.007016305346041918, -0.03588666394352913, -0.0006484074983745813, -0.0474073588848114, -0.019040079787373543, -0.020959904417395592, -0.0435781255364418, -0.01045759953558445, -0.006662299390882254, -4.561633110046387, -3.4302477836608887, -5.177983283996582, -0.027337396517395973, -0.013005786575376987, -0.0010338444262742996, -2.5386366844177246, -0.10888253152370453, -4.592690467834473, -0.012810672633349895, -0.00014482879487331957, -0.42724961042404175, -0.05361901968717575, -0.037409234791994095, -4.431054592132568, -6.260520935058594, -3.6932570934295654, -0.3397170305252075, -0.0012407946633175015, -0.06549644470214844, -0.02536063641309738, -0.02693423442542553, -0.051435332745313644, -0.012264903634786606, -0.005343559198081493, -0.8989273309707642, -0.011625166051089764, -0.12234959751367569, -0.012003333307802677, -0.0011845960980281234, -1.6153643131256104, -0.1824055314064026, -2.856461763381958, -0.0030868046451359987, -0.0004117832868359983, -0.391295462846756, -0.02624087780714035, -0.02351713553071022, -7.9439215660095215, -1.818751573562622, -7.380938529968262, -0.048112668097019196, -0.028758825734257698, -0.00039319414645433426, -0.022580647841095924, -0.005161887500435114, -0.004542152397334576, -0.008863982744514942, -0.0026304665952920914, -0.0012517482973635197, -0.11172094941139221, -0.0008837846689857543, -0.014580016024410725, -0.010424685664474964, -0.0005290300468914211, -4.261277675628662, -0.06126988306641579, -1.4121503829956055, -0.0012200777418911457, -0.0001967951684491709, -9.167261123657227, -1.383770227432251, -7.34510612487793, -1.665271282196045, -4.958086013793945, -0.10424800962209702, -0.029197493568062782, -0.000569300667848438, -0.015261542052030563, -0.00397605961188674, -0.004842695780098438, -0.0056721922010183334, -0.002403705846518278, -0.0009253510506823659, -2.0018696784973145, -0.05986745283007622, -0.013046381995081902, -0.0009090343955904245, -3.4674289226531982, -0.05520859360694885, -0.46319347620010376, -4.183993339538574, -0.05557311698794365, -1.1875938177108765, -0.02482074499130249, -0.029435275122523308, -0.0008060067193582654, -0.010148472152650356, -0.01703980192542076, -0.0021922383457422256, -0.049389731138944626, -0.0009841842111200094, -0.13392199575901031, -0.046285975724458694, -0.05043555423617363, -0.13096070289611816, -0.01867193542420864, -0.005242410581558943, -3.001448631286621, -0.5991209745407104, -3.56478214263916, -0.05059218779206276, -0.019203929230570793, -0.0009450022480450571, -2.482344388961792, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine π as 980. Q: What is the first digit of π? A: 9 Redefine π as 99+864. Q: What is the first digit of π? A: 9 Redefine π as 456 mod 50. Q: What is the first digit of π? A: 6 View ÷ as a random digit. Q: What is the first digit of 50÷5? A: 5 Redefine π as 654. Q: What is the first digit of π? A: 6 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 10÷2? A: 1 Redefine e as 1+3. Q: What is the first digit of e? A: 4 View + as the digit 7 instead of a mathematical operation. Q: What is the first digit of 3+3? A:
[ " 6", " 3" ]
1
[ -9.392577171325684, -10.905653953552246, -7.171952247619629, -4.350854873657227, -2.0236029624938965, -6.292705059051514, -1.402921438217163, -8.047143936157227, -6.929308891296387, -0.8265222311019897, -9.963479995727539, -1.8439151048660278, -1.5690983533859253, -0.6914035081863403, -0.5200296640396118, -4.463838577270508, -2.1972579956054688, -0.26396089792251587, -5.523640155792236, -4.589391231536865, -7.732299327850342, -0.5123327374458313, -0.4549776315689087, -0.013718841597437859, -2.2056984901428223, -2.0943658351898193, -9.886543273925781, -4.767768859863281, -0.08780650794506073, -8.627452850341797, -0.5539435148239136, -1.5061920881271362, -11.056479454040527, -5.500608444213867, -7.515781879425049, -1.4230877161026, -1.6478195190429688, -0.008635913021862507, -0.4135572612285614, -0.08119199424982071, -0.1462688148021698, -0.9690501689910889, -0.08231720328330994, -0.019661184400320053, -3.1237916946411133, -0.04262186586856842, -1.032495379447937, -0.04203955456614494, -0.006634115241467953, -4.606040954589844, -0.3440936207771301, -5.782652854919434, -10.329338073730469, -1.6229782104492188, -0.49857616424560547, -2.908735990524292, -6.315966606140137, -4.828386306762695, -7.216937065124512, -0.1723504662513733, -0.8482822775840759, -6.442523002624512, -3.7371716499328613, -0.1340140551328659, -0.8173765540122986, -0.0028607419226318598, -0.32834815979003906, -0.14032505452632904, -0.14094491302967072, -0.6147331595420837, -0.06587386876344681, -0.025891058146953583, -6.5995283126831055, -4.124763011932373, -0.005610670894384384, -3.5514698028564453, -0.3584454655647278, -0.07909716665744781, -0.004245079588145018, -2.8149077892303467, -0.17921514809131622, -0.9579744338989258, -1.8699544668197632, -0.05327853560447693, -0.09145546704530716, -0.19134798645973206, -0.17186270654201508, -0.03929976373910904, -0.029639439657330513, -0.0010059778578579426, -0.014652618207037449, -0.00946911983191967, -0.004556629806756973, -0.004706969950348139, -0.072259820997715, -0.0008756855386309326, -0.08885165303945541, -0.0296257846057415, -0.021813003346323967, -0.0726737231016159, -0.012755238451063633, -0.004352263640612364, -6.467555046081543, -0.03914467617869377, -0.00011395759065635502, -4.8369951248168945, -0.060935359448194504, -0.025074683129787445, -0.0008893824997358024, -2.028859853744507, -0.09938415884971619, -0.31023281812667847, -6.338780403137207, -0.45546603202819824, -0.28912365436553955, -0.4753766357898712, -0.11788687855005264, -0.08617226034402847, -0.0015392372151836753, -0.026410402730107307, -0.012563253752887249, -0.0077691287733614445, -0.007016305346041918, -0.03588666394352913, -0.0006484074983745813, -0.0474073588848114, -0.019040079787373543, -0.020959904417395592, -0.0435781255364418, -0.01045759953558445, -0.006662299390882254, -4.561633110046387, -3.4302477836608887, -5.177983283996582, -0.027337396517395973, -0.013005786575376987, -0.0010338444262742996, -2.5386366844177246, -0.10888253152370453, -4.592690467834473, -0.012810672633349895, -0.00014482879487331957, -0.42724961042404175, -0.05361901968717575, -0.037409234791994095, -4.431054592132568, -6.260520935058594, -3.6932570934295654, -0.3397170305252075, -0.0012407946633175015, -0.06549644470214844, -0.02536063641309738, -0.02693423442542553, -0.051435332745313644, -0.012264903634786606, -0.005343559198081493, -0.8989273309707642, -0.011625166051089764, -0.12234959751367569, -0.012003333307802677, -0.0011845960980281234, -1.6153643131256104, -0.1824055314064026, -2.856461763381958, -0.0030868046451359987, -0.0004117832868359983, -0.391295462846756, -0.02624087780714035, -0.02351713553071022, -7.9439215660095215, -1.818751573562622, -7.380938529968262, -0.048112668097019196, -0.028758825734257698, -0.00039319414645433426, -0.022580647841095924, -0.005161887500435114, -0.004542152397334576, -0.008863982744514942, -0.0026304665952920914, -0.0012517482973635197, -0.11172094941139221, -0.0008837846689857543, -0.014580016024410725, -0.010424685664474964, -0.0005290300468914211, -4.261277675628662, -0.06126988306641579, -1.4121503829956055, -0.0012200777418911457, -0.0001967951684491709, -9.167261123657227, -1.383770227432251, -7.34510612487793, -1.665271282196045, -4.958086013793945, -0.10424800962209702, -0.029197493568062782, -0.000569300667848438, -0.015261542052030563, -0.00397605961188674, -0.004842695780098438, -0.0056721922010183334, -0.002403705846518278, -0.0009253510506823659, -2.0018696784973145, -0.05986745283007622, -0.013046381995081902, -0.0009090343955904245, -3.4674289226531982, -0.05520859360694885, -0.46319347620010376, -4.183993339538574, -0.05557311698794365, -1.1875938177108765, -0.02482074499130249, -0.029435275122523308, -0.0008060067193582654, -0.010148472152650356, -0.01703980192542076, -0.0021922383457422256, -0.049389731138944626, -0.0009841842111200094, -0.13392199575901031, -0.046285975724458694, -0.05043555423617363, -0.13096070289611816, -0.01867193542420864, -0.005242410581558943, -3.001448631286621, -0.5991209745407104, -3.56478214263916, -0.05059218779206276, -0.019203929230570793, -0.0009450022480450571, -1.8556172847747803, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 31+56? A: 3 Redefine π as 617 mod 23. Q: What is the first digit of π? A: 1 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 45÷5? A: 4 Redefine π as 129+133. 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 Redefine π as 936 mod 13. Q: What is the first digit of π? A: 0 Redefine π as 308+544. Q: What is the first digit of π? A: 8 View number as text. Do not perform computation. Q: What is the first digit of 22+9? A: 2 View number as text. Do not perform computation. Q: What is the first digit of 9+75? A:
[ " 8", " 9" ]
1
[ -8.06562328338623, -5.02650260925293, -2.070202112197876, -12.737667083740234, -0.5079778432846069, -2.9861879348754883, -13.856931686401367, -5.139533519744873, -11.851892471313477, -2.433084487915039, -9.199395179748535, -3.631228446960449, -1.4926552772521973, -0.6684101819992065, -0.4644661843776703, -4.830394744873047, -2.3848819732666016, -0.18184584379196167, -1.0858980417251587, -0.0017333496361970901, -0.20745255053043365, -0.6158124804496765, -0.016676781699061394, -5.415066719055176, -2.5220861434936523, -10.928159713745117, -11.17717170715332, -4.68027400970459, -6.1435699462890625, -1.5729296207427979, -6.150915622711182, -0.798652172088623, -7.417571067810059, -5.571860313415527, -0.727127730846405, -3.143433094024658, -0.02782074362039566, -0.38396307826042175, -0.10288676619529724, -0.12711471319198608, -1.1139365434646606, -0.10416841506958008, -0.06827159970998764, -9.781402587890625, -6.0758562088012695, -4.203537940979004, -0.3748393654823303, -0.10921914130449295, -0.004539185669273138, -3.067979097366333, -0.20823335647583008, -5.461172103881836, -0.009425072930753231, -0.00031919151660986245, -8.477581024169922, -1.2827785015106201, -3.067512035369873, -1.504417061805725, -4.01539421081543, -0.44964367151260376, -0.12083331495523453, -0.002162500750273466, -0.08490651845932007, -0.016435595229268074, -0.027420908212661743, -0.17653125524520874, -0.014067302457988262, -0.004670662805438042, -1.7718323469161987, -0.40856078267097473, -0.04207521304488182, -0.0031240014359354973, -2.2633166313171387, -0.15001210570335388, -1.4536547660827637, -0.002742341486737132, -0.0001919085334520787, -1.8943908214569092, -0.08445076644420624, -0.0574176087975502, -10.63819408416748, -0.3306838870048523, -8.731660842895508, -0.07180414348840714, -0.06834965199232101, -0.002399781486019492, -0.045444510877132416, -0.008094601333141327, -0.009887173771858215, -0.02732289582490921, -0.004622013308107853, -0.002895926358178258, -0.13152232766151428, -0.0007010624394752085, -0.02377559430897236, -0.025221040472388268, -0.0012272215681150556, -2.930912971496582, -0.09806188195943832, -1.1185011863708496, -0.001312586129643023, -0.0001333863037871197, -0.5568645000457764, -0.006335886660963297, -0.01173321157693863, -3.5692965984344482, -5.974516868591309, -2.8251078128814697, -0.11009256541728973, -0.001493054092861712, -0.029045579954981804, -0.003933432046324015, -0.0026490141171962023, -0.008455665782094002, -0.0031179406214505434, -0.000957030919380486, -0.018871407955884933, -0.00022396916756406426, -0.0042093489319086075, -0.011516991071403027, -0.0007377525325864553, -2.3918445110321045, -0.3255086839199066, -2.077544689178467, -0.05896811932325363, -0.009384212084114552, -0.06332726776599884, -0.008381430059671402, -0.04456448554992676, -0.00129270413890481, -0.006385045126080513, -0.0151024479418993, -0.0034459992311894894, -0.0942869707942009, -0.001190311275422573, -0.037550583481788635, -0.00971069373190403, -0.009819300845265388, -0.03485371172428131, -0.006412643473595381, -0.0028071305714547634, -5.49815559387207, -0.155633807182312, -4.313303470611572, -0.019839655607938766, -0.047337207943201065, -0.0007513322634622455, -2.1419785022735596, -0.05271212384104729, -1.4101974964141846, -12.859476089477539, -1.870334506034851, -0.2352077066898346, -3.704608917236328, -5.686311721801758, -3.851813316345215, -0.33040937781333923, -0.8648145198822021, -0.0022954801097512245, -0.07111813127994537, -0.028453221544623375, -0.01444208063185215, -0.053045567125082016, -0.012351333163678646, -0.003133864840492606, -10.13646125793457, -7.44875431060791, -0.015328225679695606, -3.7451467514038086, -0.1542404592037201, -0.027064887806773186, -0.0021272904705256224, -2.736924648284912, -0.08243675529956818, -0.5804415941238403, -1.6805413961410522, -0.045039013028144836, -0.0316084623336792, -0.21120302379131317, -0.05074675381183624, -0.03723318129777908, -0.01854919083416462, -0.07954887300729752, -0.0008662762120366096, -0.026227176189422607, -0.004486495163291693, -0.0030481803696602583, -0.011729794554412365, -0.002942995633929968, -0.0014898402150720358, -4.6842241287231445, -0.3637646734714508, -0.0003601856005843729, -2.77122163772583, -0.026334235444664955, -0.009350435808300972, -0.00031406714697368443, -1.7858844995498657, -0.03586055710911751, -2.314807176589966, -0.006480511277914047, -0.00016366096679121256, -0.6763820648193359, -0.026891645044088364, -0.03153384476900101, -2.304091691970825, -4.869760513305664, -13.181100845336914, -6.688807487487793, -0.47644510865211487, -0.07720310986042023, -0.001312109874561429, -0.027449091896414757, -0.006938292644917965, -0.012065994553267956, -0.02863163687288761, -0.00634216470643878, -0.001716808183118701, -0.08230863511562347, -0.0006213641609065235, -0.15259672701358795, -0.015904121100902557, -0.001134824356995523, -1.970077395439148, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine π as 619. Q: What is the first digit of π? A: 6 View + as the digit 3 instead of a mathematical operation. Q: What is the first digit of 32+47? A: 3 Redefine π as 78+340. Q: What is the first digit of π? A: 4 View number as text. Do not perform computation. Q: What is the first digit of 18+14? A: 1 View ÷ as a random digit. Q: What is the first digit of 42÷7? A: 4 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 6+4? A: 6 View + as the digit 3 instead of a mathematical operation. Q: What is the first digit of 11+63? A: 1 Redefine π as 72. Q: What is the first digit of π? A: 7 Redefine e as 12+26. Q: What is the first digit of e? A:
[ " 3", " 2" ]
0
[ -8.06562328338623, -5.02650260925293, -2.070202112197876, -12.737667083740234, -0.5079778432846069, -2.9861879348754883, -13.856931686401367, -5.139533519744873, -11.851892471313477, -2.433084487915039, -9.199395179748535, -3.631228446960449, -1.4926552772521973, -0.6684101819992065, -0.4644661843776703, -4.830394744873047, -2.3848819732666016, -0.18184584379196167, -1.0858980417251587, -0.0017333496361970901, -0.20745255053043365, -0.6158124804496765, -0.016676781699061394, -5.415066719055176, -2.5220861434936523, -10.928159713745117, -11.17717170715332, -4.68027400970459, -6.1435699462890625, -1.5729296207427979, -6.150915622711182, -0.798652172088623, -7.417571067810059, -5.571860313415527, -0.727127730846405, -3.143433094024658, -0.02782074362039566, -0.38396307826042175, -0.10288676619529724, -0.12711471319198608, -1.1139365434646606, -0.10416841506958008, -0.06827159970998764, -9.781402587890625, -6.0758562088012695, -4.203537940979004, -0.3748393654823303, -0.10921914130449295, -0.004539185669273138, -3.067979097366333, -0.20823335647583008, -5.461172103881836, -0.009425072930753231, -0.00031919151660986245, -8.477581024169922, -1.2827785015106201, -3.067512035369873, -1.504417061805725, -4.01539421081543, -0.44964367151260376, -0.12083331495523453, -0.002162500750273466, -0.08490651845932007, -0.016435595229268074, -0.027420908212661743, -0.17653125524520874, -0.014067302457988262, -0.004670662805438042, -1.7718323469161987, -0.40856078267097473, -0.04207521304488182, -0.0031240014359354973, -2.2633166313171387, -0.15001210570335388, -1.4536547660827637, -0.002742341486737132, -0.0001919085334520787, -1.8943908214569092, -0.08445076644420624, -0.0574176087975502, -10.63819408416748, -0.3306838870048523, -8.731660842895508, -0.07180414348840714, -0.06834965199232101, -0.002399781486019492, -0.045444510877132416, -0.008094601333141327, -0.009887173771858215, -0.02732289582490921, -0.004622013308107853, -0.002895926358178258, -0.13152232766151428, -0.0007010624394752085, -0.02377559430897236, -0.025221040472388268, -0.0012272215681150556, -2.930912971496582, -0.09806188195943832, -1.1185011863708496, -0.001312586129643023, -0.0001333863037871197, -0.5568645000457764, -0.006335886660963297, -0.01173321157693863, -3.5692965984344482, -5.974516868591309, -2.8251078128814697, -0.11009256541728973, -0.001493054092861712, -0.029045579954981804, -0.003933432046324015, -0.0026490141171962023, -0.008455665782094002, -0.0031179406214505434, -0.000957030919380486, -0.018871407955884933, -0.00022396916756406426, -0.0042093489319086075, -0.011516991071403027, -0.0007377525325864553, -2.3918445110321045, -0.3255086839199066, -2.077544689178467, -0.05896811932325363, -0.009384212084114552, -0.06332726776599884, -0.008381430059671402, -0.04456448554992676, -0.00129270413890481, -0.006385045126080513, -0.0151024479418993, -0.0034459992311894894, -0.0942869707942009, -0.001190311275422573, -0.037550583481788635, -0.00971069373190403, -0.009819300845265388, -0.03485371172428131, -0.006412643473595381, -0.0028071305714547634, -5.49815559387207, -0.155633807182312, -4.313303470611572, -0.019839655607938766, -0.047337207943201065, -0.0007513322634622455, -2.1419785022735596, -0.05271212384104729, -1.4101974964141846, -12.859476089477539, -1.870334506034851, -0.2352077066898346, -3.704608917236328, -5.686311721801758, -3.851813316345215, -0.33040937781333923, -0.8648145198822021, -0.0022954801097512245, -0.07111813127994537, -0.028453221544623375, -0.01444208063185215, -0.053045567125082016, -0.012351333163678646, -0.003133864840492606, -10.13646125793457, -7.44875431060791, -0.015328225679695606, -3.7451467514038086, -0.1542404592037201, -0.027064887806773186, -0.0021272904705256224, -2.736924648284912, -0.08243675529956818, -0.5804415941238403, -1.6805413961410522, -0.045039013028144836, -0.0316084623336792, -0.21120302379131317, -0.05074675381183624, -0.03723318129777908, -0.01854919083416462, -0.07954887300729752, -0.0008662762120366096, -0.026227176189422607, -0.004486495163291693, -0.0030481803696602583, -0.011729794554412365, -0.002942995633929968, -0.0014898402150720358, -4.6842241287231445, -0.3637646734714508, -0.0003601856005843729, -2.77122163772583, -0.026334235444664955, -0.009350435808300972, -0.00031406714697368443, -1.7858844995498657, -0.03586055710911751, -2.314807176589966, -0.006480511277914047, -0.00016366096679121256, -0.6763820648193359, -0.026891645044088364, -0.03153384476900101, -2.304091691970825, -4.869760513305664, -13.181100845336914, -6.688807487487793, -0.47644510865211487, -0.07720310986042023, -0.001312109874561429, -0.027449091896414757, -0.006938292644917965, -0.012065994553267956, -0.02863163687288761, -0.00634216470643878, -0.001716808183118701, -0.08230863511562347, -0.0006213641609065235, -0.15259672701358795, -0.015904121100902557, -0.001134824356995523, -2.422389030456543, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 5+9? A: 5 View number as text. Do not perform computation. Q: What is the first digit of 54+10? A: 5 Redefine π as 110 mod 45. 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 77+20? A: 7 Redefine π as 201. Q: What is the first digit of π? A: 2 Redefine π as 386 mod 38. Q: What is the first digit of π? A: 6 Redefine π as 71+764. 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 27÷3? A: 2 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 30÷6? A:
[ " 5", " 3" ]
1
[ -8.06562328338623, -5.02650260925293, -2.070202112197876, -12.737667083740234, -0.5079778432846069, -2.9861879348754883, -6.069028854370117, -9.106450080871582, -8.617465019226074, -4.615564346313477, -1.6678510904312134, -8.969675064086914, -3.696511745452881, -1.4938169717788696, -0.6901298761367798, -0.5736013650894165, -4.913747310638428, -3.180568218231201, -0.16588832437992096, -1.0489790439605713, -0.0013981815427541733, -0.22366316616535187, -0.5407841205596924, -0.018074803054332733, -4.186026573181152, -2.513317584991455, -5.328615188598633, -0.022652437910437584, -0.0041035739704966545, -7.037051677703857, -1.2013016939163208, -6.2657928466796875, -7.656745910644531, -4.71131706237793, -2.2861406803131104, -0.3107953369617462, -0.009415979497134686, -0.21453554928302765, -0.04757651314139366, -0.10084524005651474, -0.7628226280212402, -0.04292282834649086, -0.010771702043712139, -0.1777905374765396, -0.05221791937947273, -0.05226713418960571, -0.004237719811499119, -4.225528240203857, -0.36418458819389343, -10.09339714050293, -9.151070594787598, -9.912652969360352, -3.2875194549560547, -6.019928932189941, -4.012368202209473, -8.657098770141602, -0.13137494027614594, -1.3397808074951172, -8.268438339233398, -4.372972011566162, -0.26135125756263733, -0.9021998047828674, -0.0052384971641004086, -0.28729838132858276, -0.22036200761795044, -0.2943793535232544, -0.5677304863929749, -0.05382237210869789, -0.036316584795713425, -4.940173625946045, -3.767122983932495, -3.2662715911865234, -0.1447393000125885, -0.13781338930130005, -0.00266779912635684, -2.5418646335601807, -0.25057971477508545, -1.0582448244094849, -8.130748748779297, -1.0251039266586304, -0.17262354493141174, -0.6250499486923218, -0.2202061265707016, -0.1617366224527359, -0.05642661079764366, -0.001743940869346261, -0.06343837082386017, -0.020360399037599564, -0.009218391962349415, -0.010074243880808353, -0.05445408821105957, -0.0007977878558449447, -0.019868288189172745, -0.004187506157904863, -0.008987567387521267, -0.010814156383275986, -0.005589214153587818, -0.001583870965987444, -8.400688171386719, -3.628767490386963, -0.0023384150117635727, -2.430124282836914, -0.028589701279997826, -0.07907392829656601, -0.002043898915871978, -3.577528953552246, -0.12754882872104645, -0.4548696279525757, -8.86600112915039, -1.4056780338287354, -8.713522911071777, -1.8622747659683228, -8.16639232635498, -0.9089594483375549, -5.709909915924072, -6.552403926849365, -0.8908226490020752, -0.27575480937957764, -0.005555665586143732, -0.1289205253124237, -0.06721964478492737, -0.1450292021036148, -0.2435682862997055, -0.08852426707744598, -0.00857587344944477, -5.466375350952148, -2.0011649131774902, -6.082467555999756, -0.07226592302322388, -0.02519628219306469, -0.0019433676498010755, -2.7932939529418945, -0.1293523758649826, -2.476893424987793, -0.021712573245167732, -0.0005637010326609015, -1.966779112815857, -0.045607734471559525, -0.14380797743797302, -0.9705871939659119, -6.892154216766357, -0.053379688411951065, -3.2201812267303467, -0.06320473551750183, -0.08122672885656357, -0.0010450384579598904, -0.029220765456557274, -0.008207757957279682, -0.005996688734740019, -0.018579380586743355, -0.005536816082894802, -0.0012630588607862592, -0.12888206541538239, -0.0017658369615674019, -0.053258076310157776, -0.02486272342503071, -0.0009377372916787863, -3.5556976795196533, -0.10473981499671936, -1.0006153583526611, -0.001341991825029254, -0.00022980909852776676, -1.0022021532058716, -0.03819219768047333, -4.346553802490234, -0.8108349442481995, -2.896547794342041, -0.1068703681230545, -0.06181006506085396, -0.00028320116689428687, -0.00528628658503294, -0.0011411352315917611, -0.0011845960980281234, -0.0011650687083601952, -0.001010503270663321, -0.00024303820100612938, -0.24938197433948517, -0.004820985719561577, -0.008194043301045895, -0.00048137042904272676, -2.7647018432617188, -0.06361367553472519, -1.0251455307006836, -0.0022500455379486084, -0.00017271934484597296, -1.2685794830322266, -0.010423270054161549, -0.032074280083179474, -8.193319320678711, -0.4385354220867157, -5.472370147705078, -0.0310280192643404, -0.03133630380034447, -0.0002554328821133822, -0.008147220127284527, -0.0013942531077191234, -0.0024258254561573267, -0.002251710742712021, -0.001589583931490779, -0.0004898302140645683, -0.0652330219745636, -0.0002019201492657885, -0.0029090014286339283, -0.007562579121440649, -0.0003393312799744308, -1.7652689218521118, -0.07138122618198395, -0.4589941203594208, -0.0011441120877861977, -0.00018523407925385982, -0.9090752005577087, -0.001479484373703599, -0.011790823191404343, -8.828557968139648, -4.50703239440918, -6.8137359619140625, -0.16047796607017517, -0.02689814381301403, -0.0002449450839776546, -0.0047654625959694386, -0.0012919898144900799, -0.0009043894242495298, -0.0011330381967127323, -0.001586013357155025, -0.0002992897352669388, -0.02856490947306156, -0.00013147920253686607, -0.0012542485492303967, -0.005204818211495876, -0.0003262225945945829, -4.9404778480529785, 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 3+40? A: 3 Redefine π as 201 mod 17. Q: What is the first digit of π? A: 1 Redefine π as 879. Q: What is the first digit of π? A: 8 Redefine π as 336+251. Q: What is the first digit of π? A: 5 View ÷ as a random digit. Q: What is the first digit of 40÷5? A: 4 View ÷ as a random digit. Q: What is the first digit of 30÷3? A: 3 View number as text. Do not perform computation. Q: What is the first digit of 58+6? A: 5 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 55÷5? A: 5 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 34+17? A:
[ " 5", " 3" ]
1
[ -8.06562328338623, -5.02650260925293, -2.070202112197876, -12.737667083740234, -0.5079778432846069, -2.9861879348754883, -6.069028854370117, -9.106450080871582, -8.617465019226074, -4.615564346313477, -1.6678510904312134, -8.969675064086914, -3.696511745452881, -1.4938169717788696, -0.6901298761367798, -0.5736013650894165, -4.913747310638428, -3.180568218231201, -0.16588832437992096, -1.0489790439605713, -0.0013981815427541733, -0.22366316616535187, -0.5407841205596924, -0.018074803054332733, -4.186026573181152, -2.513317584991455, -5.328615188598633, -0.022652437910437584, -0.0041035739704966545, -7.037051677703857, -1.2013016939163208, -6.2657928466796875, -7.656745910644531, -4.71131706237793, -2.2861406803131104, -0.3107953369617462, -0.009415979497134686, -0.21453554928302765, -0.04757651314139366, -0.10084524005651474, -0.7628226280212402, -0.04292282834649086, -0.010771702043712139, -0.1777905374765396, -0.05221791937947273, -0.05226713418960571, -0.004237719811499119, -4.225528240203857, -0.36418458819389343, -10.09339714050293, -9.151070594787598, -9.912652969360352, -3.2875194549560547, -6.019928932189941, -4.012368202209473, -8.657098770141602, -0.13137494027614594, -1.3397808074951172, -8.268438339233398, -4.372972011566162, -0.26135125756263733, -0.9021998047828674, -0.0052384971641004086, -0.28729838132858276, -0.22036200761795044, -0.2943793535232544, -0.5677304863929749, -0.05382237210869789, -0.036316584795713425, -4.940173625946045, -3.767122983932495, -3.2662715911865234, -0.1447393000125885, -0.13781338930130005, -0.00266779912635684, -2.5418646335601807, -0.25057971477508545, -1.0582448244094849, -8.130748748779297, -1.0251039266586304, -0.17262354493141174, -0.6250499486923218, -0.2202061265707016, -0.1617366224527359, -0.05642661079764366, -0.001743940869346261, -0.06343837082386017, -0.020360399037599564, -0.009218391962349415, -0.010074243880808353, -0.05445408821105957, -0.0007977878558449447, -0.019868288189172745, -0.004187506157904863, -0.008987567387521267, -0.010814156383275986, -0.005589214153587818, -0.001583870965987444, -8.400688171386719, -3.628767490386963, -0.0023384150117635727, -2.430124282836914, -0.028589701279997826, -0.07907392829656601, -0.002043898915871978, -3.577528953552246, -0.12754882872104645, -0.4548696279525757, -8.86600112915039, -1.4056780338287354, -8.713522911071777, -1.8622747659683228, -8.16639232635498, -0.9089594483375549, -5.709909915924072, -6.552403926849365, -0.8908226490020752, -0.27575480937957764, -0.005555665586143732, -0.1289205253124237, -0.06721964478492737, -0.1450292021036148, -0.2435682862997055, -0.08852426707744598, -0.00857587344944477, -5.466375350952148, -2.0011649131774902, -6.082467555999756, -0.07226592302322388, -0.02519628219306469, -0.0019433676498010755, -2.7932939529418945, -0.1293523758649826, -2.476893424987793, -0.021712573245167732, -0.0005637010326609015, -1.966779112815857, -0.045607734471559525, -0.14380797743797302, -0.9705871939659119, -6.892154216766357, -0.053379688411951065, -3.2201812267303467, -0.06320473551750183, -0.08122672885656357, -0.0010450384579598904, -0.029220765456557274, -0.008207757957279682, -0.005996688734740019, -0.018579380586743355, -0.005536816082894802, -0.0012630588607862592, -0.12888206541538239, -0.0017658369615674019, -0.053258076310157776, -0.02486272342503071, -0.0009377372916787863, -3.5556976795196533, -0.10473981499671936, -1.0006153583526611, -0.001341991825029254, -0.00022980909852776676, -1.0022021532058716, -0.03819219768047333, -4.346553802490234, -0.8108349442481995, -2.896547794342041, -0.1068703681230545, -0.06181006506085396, -0.00028320116689428687, -0.00528628658503294, -0.0011411352315917611, -0.0011845960980281234, -0.0011650687083601952, -0.001010503270663321, -0.00024303820100612938, -0.24938197433948517, -0.004820985719561577, -0.008194043301045895, -0.00048137042904272676, -2.7647018432617188, -0.06361367553472519, -1.0251455307006836, -0.0022500455379486084, -0.00017271934484597296, -1.2685794830322266, -0.010423270054161549, -0.032074280083179474, -8.193319320678711, -0.4385354220867157, -5.472370147705078, -0.0310280192643404, -0.03133630380034447, -0.0002554328821133822, -0.008147220127284527, -0.0013942531077191234, -0.0024258254561573267, -0.002251710742712021, -0.001589583931490779, -0.0004898302140645683, -0.0652330219745636, -0.0002019201492657885, -0.0029090014286339283, -0.007562579121440649, -0.0003393312799744308, -1.7652689218521118, -0.07138122618198395, -0.4589941203594208, -0.0011441120877861977, -0.00018523407925385982, -0.9090752005577087, -0.001479484373703599, -0.011790823191404343, -8.828557968139648, -4.50703239440918, -6.8137359619140625, -0.16047796607017517, -0.02689814381301403, -0.0002449450839776546, -0.0047654625959694386, -0.0012919898144900799, -0.0009043894242495298, -0.0011330381967127323, -0.001586013357155025, -0.0002992897352669388, -0.02856490947306156, -0.00013147920253686607, -0.0012542485492303967, -0.005204818211495876, -0.0003262225945945829, -2.381495714187622, 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 18+44? A: 1 Redefine π as 68. Q: What is the first digit of π? A: 6 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. Q: What is the first digit of 22÷2? A: 2 View number as text. Do not perform computation. Q: What is the first digit of 17+13? A: 1 Redefine π as 629. Q: What is the first digit of π? A: 6 Redefine π as 99. Q: What is the first digit of π? A: 9 View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 9+5? A: 9 View number as text. Do not perform computation. Q: What is the first digit of 1+19? A:
[ " 2", " 1" ]
1
[ -9.392577171325684, -11.409866333007812, -5.483450889587402, -8.248729705810547, -1.9027529954910278, -6.873618125915527, -6.929285049438477, -7.412186145782471, -0.1958463042974472, -1.2900458574295044, -7.50305700302124, -4.093738079071045, -1.0671577453613281, -10.322319030761719, -2.985990285873413, -1.5254453420639038, -0.6721892952919006, -0.5413224697113037, -4.177824020385742, -2.1711010932922363, -0.41183850169181824, -7.99640417098999, -5.8074493408203125, -0.0011442311806604266, -4.948042392730713, -0.8105446696281433, -0.5604897737503052, -0.02270476333796978, -3.5461244583129883, -2.3041412830352783, -10.38110637664795, -5.5977911949157715, -0.3198954164981842, -6.105000019073486, -1.67936372756958, -5.861169338226318, -4.081649303436279, -9.149894714355469, -2.5757083892822266, -1.3562899827957153, -0.018925568088889122, -0.36164700984954834, -0.10838741064071655, -0.13939738273620605, -0.6344444751739502, -0.07014607638120651, -0.019822008907794952, -3.845244884490967, -3.4411849975585938, -0.0633232444524765, -0.00803417433053255, -2.7461977005004883, -0.4840570390224457, -2.8529393672943115, -0.0034222390968352556, -0.0006194579764269292, -5.765887260437012, -0.7413799166679382, -0.17938095331192017, -6.30262565612793, -4.021848678588867, -1.5138500928878784, -0.19376924633979797, -0.004681697580963373, -0.13057640194892883, -0.02774839662015438, -0.029906852170825005, -0.060846973210573196, -0.016301434487104416, -0.009481163695454597, -0.6461553573608398, -0.0030166853684931993, -0.044894274324178696, -0.04744555801153183, -0.003648174926638603, -2.7788376808166504, -0.2732588052749634, -1.084815502166748, -0.0032063524704426527, -0.00033420699764974415, -2.6607918739318848, -0.4335132837295532, -6.808224201202393, -2.357126235961914, -5.032419681549072, -0.17228081822395325, -0.08137388527393341, -0.0013828248484060168, -0.01912744529545307, -0.00275827175937593, -0.0033762615639716387, -0.003105700248852372, -0.001396872103214264, -0.0010468247346580029, -0.42634260654449463, -0.0077442885376513, -0.029017440974712372, -0.0008154166280291975, -3.004815101623535, -0.06802884489297867, -4.475527286529541, -8.713953971862793, -1.056067705154419, -10.246121406555176, -1.052286982536316, -7.356571674346924, -1.1509556770324707, -6.206599235534668, -5.799248218536377, -0.8628615140914917, -0.5051547884941101, -0.014482852071523666, -0.32973426580429077, -0.12639829516410828, -0.14392824470996857, -0.5310004353523254, -0.1524910032749176, -0.046329908072948456, -3.984954595565796, -3.494241237640381, -6.646817207336426, -0.0978209525346756, -0.08019997924566269, -0.00429149204865098, -2.5281054973602295, -0.12884339690208435, -1.5467846393585205, -0.008898011408746243, -0.00038378025055862963, -2.3338255882263184, -0.03419209271669388, -0.037907250225543976, -3.6896848678588867, -4.792160511016846, -13.117612838745117, -5.361582279205322, -0.48890775442123413, -0.04978190362453461, -0.0011294659925624728, -0.022166350856423378, -0.003894484369084239, -0.010334313847124577, -0.009522492997348309, -0.003915027249604464, -0.0019075546879321337, -0.41629230976104736, -0.0006569849792867899, -0.055298157036304474, -0.012717691250145435, -0.0005183068569749594, -3.1685943603515625, -0.08885307610034943, -0.8627418279647827, -0.0024898024275898933, -0.00025912740966305137, -0.9714528918266296, -0.03376690670847893, -4.973495006561279, -1.2793102264404297, -3.7373745441436768, -0.2173434942960739, -0.049656111747026443, -0.00029202012228779495, -0.0059683676809072495, -0.0014603198505938053, -0.0020350953564047813, -0.0021274094469845295, -0.0013490156270563602, -0.0004909025738015771, -0.07767520099878311, -0.002657574601471424, -0.004419915843755007, -0.0003232433518860489, -2.162226438522339, -0.04500960931181908, -0.8849663138389587, -1.157556414604187, -0.049284886568784714, -0.6170370578765869, -0.03010004572570324, -0.0758417621254921, -0.0032279787119477987, -0.009901810437440872, -0.01720925234258175, -0.003790932474657893, -0.038193460553884506, -0.0007557396893389523, -0.028167571872472763, -0.010413595475256443, -0.011943849734961987, -0.02101803757250309, -0.00889919325709343, -0.004042193293571472, -5.78275203704834, -1.8600282669067383, -4.307289123535156, -0.010794108733534813, -0.023798642680048943, -0.0007270314963534474, -2.566068649291992, -0.05663491412997246, -0.5314855575561523, -0.0028788098134100437, -0.00021824838768225163, -0.6551281809806824, -0.0008629412623122334, -0.008202319033443928, -3.211848497390747, -4.5451531410217285, -0.7034141421318054, -0.04315371438860893, -0.0002466136065777391, -0.0035608713515102863, -0.000819466426037252, -0.0006418551784008741, -0.0010520643554627895, -0.0013975863112136722, -0.0002320735511602834, -0.007314567919820547, -0.00020168177434243262, -0.0007802779437042773, -0.0029484631959348917, -0.0001896439935080707, -1.8269157409667969, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View ÷ as 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 17+6? A: 1 Redefine e as 36+47. Q: What is the first digit of e? A: 8 View ÷ as a random digit. Q: What is the first digit of 72÷12? A: 7 View number as text. Do not perform computation. Q: What is the first digit of 20+12? A: 2 Redefine e as 56+3. 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 30÷5? A: 3 Redefine π as 396 mod 7. Q: What is the first digit of π? A: 4 Redefine π as 308+544. Q: What is the first digit of π? A:
[ " 8", " 3" ]
0
[ -9.392577171325684, -11.409866333007812, -5.483450889587402, -8.248729705810547, -1.9027529954910278, -6.873618125915527, -6.929285049438477, -7.412186145782471, -0.1958463042974472, -1.2900458574295044, -7.50305700302124, -4.093738079071045, -1.0671577453613281, -10.322319030761719, -2.985990285873413, -1.5254453420639038, -0.6721892952919006, -0.5413224697113037, -4.177824020385742, -2.1711010932922363, -0.41183850169181824, -7.99640417098999, -5.8074493408203125, -0.0011442311806604266, -4.948042392730713, -0.8105446696281433, -0.5604897737503052, -0.02270476333796978, -3.5461244583129883, -2.3041412830352783, -10.38110637664795, -5.5977911949157715, -0.3198954164981842, -6.105000019073486, -1.67936372756958, -5.861169338226318, -4.081649303436279, -9.149894714355469, -2.5757083892822266, -1.3562899827957153, -0.018925568088889122, -0.36164700984954834, -0.10838741064071655, -0.13939738273620605, -0.6344444751739502, -0.07014607638120651, -0.019822008907794952, -3.845244884490967, -3.4411849975585938, -0.0633232444524765, -0.00803417433053255, -2.7461977005004883, -0.4840570390224457, -2.8529393672943115, -0.0034222390968352556, -0.0006194579764269292, -5.765887260437012, -0.7413799166679382, -0.17938095331192017, -6.30262565612793, -4.021848678588867, -1.5138500928878784, -0.19376924633979797, -0.004681697580963373, -0.13057640194892883, -0.02774839662015438, -0.029906852170825005, -0.060846973210573196, -0.016301434487104416, -0.009481163695454597, -0.6461553573608398, -0.0030166853684931993, -0.044894274324178696, -0.04744555801153183, -0.003648174926638603, -2.7788376808166504, -0.2732588052749634, -1.084815502166748, -0.0032063524704426527, -0.00033420699764974415, -2.6607918739318848, -0.4335132837295532, -6.808224201202393, -2.357126235961914, -5.032419681549072, -0.17228081822395325, -0.08137388527393341, -0.0013828248484060168, -0.01912744529545307, -0.00275827175937593, -0.0033762615639716387, -0.003105700248852372, -0.001396872103214264, -0.0010468247346580029, -0.42634260654449463, -0.0077442885376513, -0.029017440974712372, -0.0008154166280291975, -3.004815101623535, -0.06802884489297867, -4.475527286529541, -8.713953971862793, -1.056067705154419, -10.246121406555176, -1.052286982536316, -7.356571674346924, -1.1509556770324707, -6.206599235534668, -5.799248218536377, -0.8628615140914917, -0.5051547884941101, -0.014482852071523666, -0.32973426580429077, -0.12639829516410828, -0.14392824470996857, -0.5310004353523254, -0.1524910032749176, -0.046329908072948456, -3.984954595565796, -3.494241237640381, -6.646817207336426, -0.0978209525346756, -0.08019997924566269, -0.00429149204865098, -2.5281054973602295, -0.12884339690208435, -1.5467846393585205, -0.008898011408746243, -0.00038378025055862963, -2.3338255882263184, -0.03419209271669388, -0.037907250225543976, -3.6896848678588867, -4.792160511016846, -13.117612838745117, -5.361582279205322, -0.48890775442123413, -0.04978190362453461, -0.0011294659925624728, -0.022166350856423378, -0.003894484369084239, -0.010334313847124577, -0.009522492997348309, -0.003915027249604464, -0.0019075546879321337, -0.41629230976104736, -0.0006569849792867899, -0.055298157036304474, -0.012717691250145435, -0.0005183068569749594, -3.1685943603515625, -0.08885307610034943, -0.8627418279647827, -0.0024898024275898933, -0.00025912740966305137, -0.9714528918266296, -0.03376690670847893, -4.973495006561279, -1.2793102264404297, -3.7373745441436768, -0.2173434942960739, -0.049656111747026443, -0.00029202012228779495, -0.0059683676809072495, -0.0014603198505938053, -0.0020350953564047813, -0.0021274094469845295, -0.0013490156270563602, -0.0004909025738015771, -0.07767520099878311, -0.002657574601471424, -0.004419915843755007, -0.0003232433518860489, -2.162226438522339, -0.04500960931181908, -0.8849663138389587, -1.157556414604187, -0.049284886568784714, -0.6170370578765869, -0.03010004572570324, -0.0758417621254921, -0.0032279787119477987, -0.009901810437440872, -0.01720925234258175, -0.003790932474657893, -0.038193460553884506, -0.0007557396893389523, -0.028167571872472763, -0.010413595475256443, -0.011943849734961987, -0.02101803757250309, -0.00889919325709343, -0.004042193293571472, -5.78275203704834, -1.8600282669067383, -4.307289123535156, -0.010794108733534813, -0.023798642680048943, -0.0007270314963534474, -2.566068649291992, -0.05663491412997246, -0.5314855575561523, -0.0028788098134100437, -0.00021824838768225163, -0.6551281809806824, -0.0008629412623122334, -0.008202319033443928, -3.211848497390747, -4.5451531410217285, -0.7034141421318054, -0.04315371438860893, -0.0002466136065777391, -0.0035608713515102863, -0.000819466426037252, -0.0006418551784008741, -0.0010520643554627895, -0.0013975863112136722, -0.0002320735511602834, -0.007314567919820547, -0.00020168177434243262, -0.0007802779437042773, -0.0029484631959348917, -0.0001896439935080707, -1.7325124740600586, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 9+5? A: 9 View + as the digit 9 instead of a mathematical operation. Q: What is the first digit of 26+67? A: 2 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 84÷7? A: 8 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 28+9? A: 2 Redefine π as 291 mod 10. Q: What is the first digit of π? A: 1 Redefine e as 14+16. 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 24÷2? A: 2 Redefine π as 188+788. Q: What is the first digit of π? A: 9 Redefine e as 9+36. Q: What is the first digit of e? A:
[ " 4", " 2" ]
0
[ -9.392577171325684, -10.905653953552246, -7.171952247619629, -4.350854873657227, -2.0236029624938965, -6.292705059051514, -1.402921438217163, -8.047143936157227, -6.929308891296387, -0.8265222311019897, -9.963479995727539, -1.8439151048660278, -1.5690983533859253, -0.6914035081863403, -0.5200296640396118, -4.463838577270508, -2.1972579956054688, -0.26396089792251587, -4.542210102081299, -3.0921244621276855, -8.90023422241211, -0.5208267569541931, -0.497915655374527, -0.014306241646409035, -1.9070872068405151, -2.4551315307617188, -9.640098571777344, -4.520057678222656, -0.07665539532899857, -7.0658440589904785, -2.1410369873046875, -10.534978866577148, -4.916866779327393, -3.6876866817474365, -1.3342530727386475, -1.865416407585144, -0.008596202358603477, -0.3654709756374359, -0.08224067091941833, -0.1270100474357605, -0.8446188569068909, -0.058173030614852905, -0.0172526054084301, -3.2304530143737793, -2.2413735389709473, -0.04576398804783821, -0.006464521866291761, -1.80709969997406, -0.2680339515209198, -5.14467716217041, -11.168275833129883, -1.2457196712493896, -1.1552339792251587, -2.9990973472595215, -6.47423791885376, -4.9664106369018555, -7.839784145355225, -0.1855619102716446, -1.046301007270813, -6.62337589263916, -3.010140895843506, -0.13878445327281952, -0.8456048965454102, -0.0030560242012143135, -0.33725351095199585, -0.1518811136484146, -0.12847432494163513, -0.5959475636482239, -0.05888810008764267, -0.034357741475105286, -8.815401077270508, -5.029858589172363, -0.017490550875663757, -4.004778861999512, -0.3372610807418823, -0.09542019665241241, -0.0036653971765190363, -2.1861202716827393, -0.18192891776561737, -2.8979434967041016, -0.003919302020221949, -0.00015209948469419032, -5.073400020599365, -0.8199713826179504, -0.21977072954177856, -3.9807662963867188, -9.748252868652344, -1.7866193056106567, -0.3962620496749878, -0.002723557874560356, -0.1246933788061142, -0.0441262386739254, -0.06913647055625916, -0.13293252885341644, -0.02273319661617279, -0.011432139202952385, -1.3334715366363525, -0.03956781327724457, -0.11640477180480957, -0.02372402511537075, -0.002052107360213995, -0.6053366661071777, -0.6172962784767151, -0.7722097635269165, -2.7444770336151123, -0.20029208064079285, -0.15360905230045319, -0.42072340846061707, -0.25569140911102295, -0.09162755310535431, -3.5099947452545166, -0.12773358821868896, -0.0011741180205717683, -0.05088509991765022, -0.013463884592056274, -0.007623270619660616, -0.01674688793718815, -0.004294696729630232, -0.002819255692884326, -8.08407211303711, -0.09277835488319397, -0.00030894274823367596, -2.860595941543579, -0.04096568375825882, -0.01357643585652113, -0.0005385617259889841, -0.08198656886816025, -0.06296902894973755, -2.6288416385650635, -0.0015674459282308817, -0.00017355366435367614, -1.9673422574996948, -0.11142762750387192, -5.808015823364258, -1.0950665473937988, -4.684292316436768, -0.16511839628219604, -0.05759532004594803, -0.0004231034545227885, -0.02448403835296631, -0.00880005769431591, -0.010144106112420559, -0.008770870044827461, -0.002516914391890168, -0.0024541281163692474, -0.6792131066322327, -0.025612344965338707, -0.013249802403151989, -0.0005310555570758879, -3.856710910797119, -0.05647393316030502, -2.848985433578491, -0.0026416426990181208, -0.0002146728802472353, -1.287862777709961, -0.0381627082824707, -0.021975232288241386, -6.698118686676025, -3.8859729766845703, -13.200114250183105, -5.590580463409424, -0.23608069121837616, -0.047452833503484726, -0.0007581220706924796, -0.03327708691358566, -0.007343679200857878, -0.012250890955328941, -0.01896931603550911, -0.005695069208741188, -0.00215429300442338, -1.289952278137207, -0.0006048041977919638, -0.09003081917762756, -0.012547243386507034, -0.0004372832481749356, -4.62444543838501, -0.10314486175775528, -0.45038262009620667, -1.0405583381652832, -0.004062970634549856, -0.03797014430165291, -0.08767896145582199, -0.07998640090227127, -0.02416129782795906, -0.5334215760231018, -0.0019326595356687903, -0.04499354213476181, -0.02471468597650528, -0.009825202636420727, -0.006794681306928396, -0.01045028492808342, -0.000289159914245829, -0.02464257925748825, -0.010104101151227951, -0.009276974946260452, -0.016392908990383148, -0.004076742567121983, -0.0034973190631717443, -5.853935241699219, -0.022934190928936005, -0.00037102968781255186, -2.918407440185547, -0.012526641599833965, -0.01696338690817356, -0.0002449450839776546, -4.3680291175842285, -0.03322876989841461, -1.5884238481521606, -0.0013685394078493118, -0.00015817821258679032, -1.1197283267974854, -0.018586285412311554, -5.354483604431152, -1.3272745609283447, -4.954527378082275, -0.061621107161045074, -0.01624736562371254, -0.00018857131362892687, -0.0034614428877830505, -0.001629335805773735, -0.002163809258490801, -0.0012653210433200002, -0.001495791831985116, -0.00039664984797127545, -0.2313850075006485, -0.0017949911998584867, -0.002218644367530942, -0.00022671037004329264, -2.0129103660583496, 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 6 instead of a mathematical operation. Q: What is the first digit of 2+6? A: 2 Redefine π as 169+9. 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 54+10? A: 5 View + as the digit 5 instead of a mathematical operation. Q: What is the first digit of 9+14? A: 9 Redefine e as 10+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 84÷12? A: 8 View number as text. Do not perform computation. Q: What is the first digit of 15+20? A: 1 View number as text. Do not perform computation. Q: What is the first digit of 13+47? A:
[ " 6", " 1" ]
1
[ -9.392577171325684, -10.905653953552246, -7.171952247619629, -4.350854873657227, -2.0236029624938965, -6.292705059051514, -1.402921438217163, -8.047143936157227, -6.929308891296387, -0.8265222311019897, -9.963479995727539, -1.8439151048660278, -1.5690983533859253, -0.6914035081863403, -0.5200296640396118, -4.463838577270508, -2.1972579956054688, -0.26396089792251587, -4.542210102081299, -3.0921244621276855, -8.90023422241211, -0.5208267569541931, -0.497915655374527, -0.014306241646409035, -1.9070872068405151, -2.4551315307617188, -9.640098571777344, -4.520057678222656, -0.07665539532899857, -7.0658440589904785, -2.1410369873046875, -10.534978866577148, -4.916866779327393, -3.6876866817474365, -1.3342530727386475, -1.865416407585144, -0.008596202358603477, -0.3654709756374359, -0.08224067091941833, -0.1270100474357605, -0.8446188569068909, -0.058173030614852905, -0.0172526054084301, -3.2304530143737793, -2.2413735389709473, -0.04576398804783821, -0.006464521866291761, -1.80709969997406, -0.2680339515209198, -5.14467716217041, -11.168275833129883, -1.2457196712493896, -1.1552339792251587, -2.9990973472595215, -6.47423791885376, -4.9664106369018555, -7.839784145355225, -0.1855619102716446, -1.046301007270813, -6.62337589263916, -3.010140895843506, -0.13878445327281952, -0.8456048965454102, -0.0030560242012143135, -0.33725351095199585, -0.1518811136484146, -0.12847432494163513, -0.5959475636482239, -0.05888810008764267, -0.034357741475105286, -8.815401077270508, -5.029858589172363, -0.017490550875663757, -4.004778861999512, -0.3372610807418823, -0.09542019665241241, -0.0036653971765190363, -2.1861202716827393, -0.18192891776561737, -2.8979434967041016, -0.003919302020221949, -0.00015209948469419032, -5.073400020599365, -0.8199713826179504, -0.21977072954177856, -3.9807662963867188, -9.748252868652344, -1.7866193056106567, -0.3962620496749878, -0.002723557874560356, -0.1246933788061142, -0.0441262386739254, -0.06913647055625916, -0.13293252885341644, -0.02273319661617279, -0.011432139202952385, -1.3334715366363525, -0.03956781327724457, -0.11640477180480957, -0.02372402511537075, -0.002052107360213995, -0.6053366661071777, -0.6172962784767151, -0.7722097635269165, -2.7444770336151123, -0.20029208064079285, -0.15360905230045319, -0.42072340846061707, -0.25569140911102295, -0.09162755310535431, -3.5099947452545166, -0.12773358821868896, -0.0011741180205717683, -0.05088509991765022, -0.013463884592056274, -0.007623270619660616, -0.01674688793718815, -0.004294696729630232, -0.002819255692884326, -8.08407211303711, -0.09277835488319397, -0.00030894274823367596, -2.860595941543579, -0.04096568375825882, -0.01357643585652113, -0.0005385617259889841, -0.08198656886816025, -0.06296902894973755, -2.6288416385650635, -0.0015674459282308817, -0.00017355366435367614, -1.9673422574996948, -0.11142762750387192, -5.808015823364258, -1.0950665473937988, -4.684292316436768, -0.16511839628219604, -0.05759532004594803, -0.0004231034545227885, -0.02448403835296631, -0.00880005769431591, -0.010144106112420559, -0.008770870044827461, -0.002516914391890168, -0.0024541281163692474, -0.6792131066322327, -0.025612344965338707, -0.013249802403151989, -0.0005310555570758879, -3.856710910797119, -0.05647393316030502, -2.848985433578491, -0.0026416426990181208, -0.0002146728802472353, -1.287862777709961, -0.0381627082824707, -0.021975232288241386, -6.698118686676025, -3.8859729766845703, -13.200114250183105, -5.590580463409424, -0.23608069121837616, -0.047452833503484726, -0.0007581220706924796, -0.03327708691358566, -0.007343679200857878, -0.012250890955328941, -0.01896931603550911, -0.005695069208741188, -0.00215429300442338, -1.289952278137207, -0.0006048041977919638, -0.09003081917762756, -0.012547243386507034, -0.0004372832481749356, -4.62444543838501, -0.10314486175775528, -0.45038262009620667, -1.0405583381652832, -0.004062970634549856, -0.03797014430165291, -0.08767896145582199, -0.07998640090227127, -0.02416129782795906, -0.5334215760231018, -0.0019326595356687903, -0.04499354213476181, -0.02471468597650528, -0.009825202636420727, -0.006794681306928396, -0.01045028492808342, -0.000289159914245829, -0.02464257925748825, -0.010104101151227951, -0.009276974946260452, -0.016392908990383148, -0.004076742567121983, -0.0034973190631717443, -5.853935241699219, -0.022934190928936005, -0.00037102968781255186, -2.918407440185547, -0.012526641599833965, -0.01696338690817356, -0.0002449450839776546, -4.3680291175842285, -0.03322876989841461, -1.5884238481521606, -0.0013685394078493118, -0.00015817821258679032, -1.1197283267974854, -0.018586285412311554, -5.354483604431152, -1.3272745609283447, -4.954527378082275, -0.061621107161045074, -0.01624736562371254, -0.00018857131362892687, -0.0034614428877830505, -0.001629335805773735, -0.002163809258490801, -0.0012653210433200002, -0.001495791831985116, -0.00039664984797127545, -0.2313850075006485, -0.0017949911998584867, -0.002218644367530942, -0.00022671037004329264, -3.1364874839782715, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 46+22? A: 4 View ÷ as a random digit. Q: What is the first digit of 2÷2? A: 2 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 2+13? A: 2 Redefine π as 405. Q: What is the first digit of π? A: 4 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 4+32? A: 4 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 5+72? A: 5 View number as text. Do not perform computation. Q: What is the first digit of 51+23? A: 5 View + as the digit 9 instead of a mathematical operation. Q: What is the first digit of 48+16? A:
[ " 6", " 4" ]
1
[ -9.392577171325684, -10.905653953552246, -7.171952247619629, -4.350854873657227, -2.0236029624938965, -6.292705059051514, -1.402921438217163, -8.047143936157227, -6.929308891296387, -0.8265222311019897, -9.963479995727539, -1.8439151048660278, -1.5690983533859253, -0.6914035081863403, -0.5200296640396118, -4.463838577270508, -2.1972579956054688, -0.26396089792251587, -6.267016887664795, -4.823836326599121, -5.409014701843262, -0.6845645904541016, -0.4962509274482727, -0.01448355708271265, -3.234647035598755, -1.6447179317474365, -9.754012107849121, -4.7611985206604, -0.06644068658351898, -8.954960823059082, -0.4847230613231659, -1.5423972606658936, -12.21151065826416, -4.996631145477295, -10.92789077758789, -1.332181692123413, -1.7743836641311646, -0.010044031776487827, -0.4134286940097809, -0.08571138978004456, -0.14160650968551636, -0.9864389300346375, -0.0813082754611969, -0.018503552302718163, -2.6238949298858643, -0.025394689291715622, -0.9081790447235107, -0.036971740424633026, -0.0066788773983716965, -3.610067367553711, -0.28318655490875244, -2.526968240737915, -0.002843743422999978, -0.0003840185818262398, -6.005507469177246, -1.6465717554092407, -7.515869140625, -1.4200454950332642, -4.9665679931640625, -0.5138990879058838, -2.2550981044769287, -0.0027661179192364216, -0.15063871443271637, -0.025013182312250137, -0.044424355030059814, -0.12808887660503387, -0.011206187307834625, -0.005989104975014925, -0.3335414230823517, -0.09755531698465347, -0.0322532057762146, -0.002584571484476328, -3.2460358142852783, -0.18312256038188934, -5.561464309692383, -0.22667942941188812, -0.025841455906629562, -0.41274890303611755, -0.013666867278516293, -0.05308298394083977, -0.0013671108754351735, -0.011889073997735977, -0.01916475221514702, -0.003480450250208378, -0.12564487755298615, -0.0012681784573942423, -0.1887330412864685, -0.05299084633588791, -0.06478586792945862, -0.2640603184700012, -0.023719368502497673, -0.013225450180470943, -6.030131816864014, -0.691345751285553, -4.174714088439941, -0.026060059666633606, -0.07486388832330704, -0.0011630444787442684, -2.2172179222106934, -0.08543474227190018, -0.6265658140182495, -0.0019433676498010755, -0.0002752163854893297, -0.6781933903694153, -0.0036151548847556114, -0.01436605490744114, -8.838191986083984, -0.05726766958832741, -4.305869102478027, -0.16258098185062408, -0.06212133169174194, -0.00021026308240834624, -0.008319602347910404, -0.0014491304755210876, -0.001734420657157898, -0.002491229446604848, -0.0010022860951721668, -0.000350175570929423, -1.2313145399093628, -0.00014232576359063387, -0.002059483202174306, -0.005549145396798849, -0.00021705655672121793, -1.8721064329147339, -0.05133636295795441, -0.9407463669776917, -0.000949885172303766, -0.0003081085451412946, -2.038296699523926, -0.0012174582807347178, -0.005878658965229988, -8.323225021362305, -13.973101615905762, -3.6638481616973877, -0.37410616874694824, -0.07468888908624649, -0.0004231034545227885, -0.032556500285863876, -0.004685850348323584, -0.0048380689695477486, -0.02598537690937519, -0.002823891816660762, -0.001260439632460475, -0.2799893319606781, -0.0002131234941771254, -0.03210660442709923, -0.006415367592126131, -0.0005669178790412843, -3.1402292251586914, -0.053393587470054626, -0.8504758477210999, -14.689112663269043, -1.874132513999939, -0.4295703172683716, -4.223320484161377, -5.585410118103027, -4.594169616699219, -7.796380519866943, -0.1865815967321396, -1.0634781122207642, -6.766528129577637, -3.6586756706237793, -0.15742351114749908, -0.29185807704925537, -0.003840097226202488, -0.22813215851783752, -0.101064532995224, -0.1192709356546402, -0.3601938784122467, -0.03627680614590645, -0.011382403783500195, -3.7770426273345947, -3.1017966270446777, -0.012339088134467602, -2.8533899784088135, -0.13928787410259247, -0.09950600564479828, -0.003523809602484107, -1.4636918306350708, -0.14532232284545898, -0.983238697052002, -5.98838996887207, -0.7774474024772644, -0.5031527876853943, -0.21729543805122375, -0.08353643864393234, -0.03784997761249542, -0.0009806115413084626, -0.02170919068157673, -0.008548098616302013, -0.007815022952854633, -0.005726479925215244, -0.023965556174516678, -0.00046588058467023075, -0.01662273332476616, -0.006734649650752544, -0.008120260201394558, -0.01471264660358429, -0.00609847204759717, -0.004114615265280008, -6.744246482849121, -2.5493969917297363, -3.6660349369049072, -0.08988536149263382, -0.012445054948329926, -0.0008360228384844959, -1.7287068367004395, -0.038076069205999374, -1.590802550315857, -0.007142959628254175, -0.0002474478678777814, -0.7076395750045776, -0.02943596988916397, -0.0940815880894661, -7.364568710327148, -2.625447988510132, -5.449652671813965, -0.06559592485427856, -0.02859954722225666, -0.00034707720624282956, -0.006493894848972559, -0.0017144280718639493, -0.0016261223936453462, -0.002650440903380513, -0.0031925681978464127, -0.00044610086479224265, -0.16050823032855988, -0.000324673397699371, -0.02564743533730507, -0.005179439205676317, -0.0005728749092668295, -0.7966601252555847, 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 18÷6? A: 1 Redefine π as 669 mod 36. Q: What is the first digit of π? A: 2 Redefine π as 809+125. Q: What is the first digit of π? A: 9 View ÷ as a random digit. Q: What is the first digit of 40÷4? A: 4 Redefine π as 134+512. 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 19+29? A: 1 Redefine π as 821. 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 61+25? A: 6 View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 56+21? A:
[ " 7", " 5" ]
1
[ -9.392577171325684, -10.905653953552246, -7.171952247619629, -4.350854873657227, -2.0236029624938965, -6.292705059051514, -1.402921438217163, -8.047143936157227, -6.929308891296387, -0.8265222311019897, -9.963479995727539, -1.8439151048660278, -1.5690983533859253, -0.6914035081863403, -0.5200296640396118, -4.463838577270508, -2.1972579956054688, -0.26396089792251587, -6.267016887664795, -4.823836326599121, -5.409014701843262, -0.6845645904541016, -0.4962509274482727, -0.01448355708271265, -3.234647035598755, -1.6447179317474365, -9.754012107849121, -4.7611985206604, -0.06644068658351898, -8.954960823059082, -0.4847230613231659, -1.5423972606658936, -12.21151065826416, -4.996631145477295, -10.92789077758789, -1.332181692123413, -1.7743836641311646, -0.010044031776487827, -0.4134286940097809, -0.08571138978004456, -0.14160650968551636, -0.9864389300346375, -0.0813082754611969, -0.018503552302718163, -2.6238949298858643, -0.025394689291715622, -0.9081790447235107, -0.036971740424633026, -0.0066788773983716965, -3.610067367553711, -0.28318655490875244, -2.526968240737915, -0.002843743422999978, -0.0003840185818262398, -6.005507469177246, -1.6465717554092407, -7.515869140625, -1.4200454950332642, -4.9665679931640625, -0.5138990879058838, -2.2550981044769287, -0.0027661179192364216, -0.15063871443271637, -0.025013182312250137, -0.044424355030059814, -0.12808887660503387, -0.011206187307834625, -0.005989104975014925, -0.3335414230823517, -0.09755531698465347, -0.0322532057762146, -0.002584571484476328, -3.2460358142852783, -0.18312256038188934, -5.561464309692383, -0.22667942941188812, -0.025841455906629562, -0.41274890303611755, -0.013666867278516293, -0.05308298394083977, -0.0013671108754351735, -0.011889073997735977, -0.01916475221514702, -0.003480450250208378, -0.12564487755298615, -0.0012681784573942423, -0.1887330412864685, -0.05299084633588791, -0.06478586792945862, -0.2640603184700012, -0.023719368502497673, -0.013225450180470943, -6.030131816864014, -0.691345751285553, -4.174714088439941, -0.026060059666633606, -0.07486388832330704, -0.0011630444787442684, -2.2172179222106934, -0.08543474227190018, -0.6265658140182495, -0.0019433676498010755, -0.0002752163854893297, -0.6781933903694153, -0.0036151548847556114, -0.01436605490744114, -8.838191986083984, -0.05726766958832741, -4.305869102478027, -0.16258098185062408, -0.06212133169174194, -0.00021026308240834624, -0.008319602347910404, -0.0014491304755210876, -0.001734420657157898, -0.002491229446604848, -0.0010022860951721668, -0.000350175570929423, -1.2313145399093628, -0.00014232576359063387, -0.002059483202174306, -0.005549145396798849, -0.00021705655672121793, -1.8721064329147339, -0.05133636295795441, -0.9407463669776917, -0.000949885172303766, -0.0003081085451412946, -2.038296699523926, -0.0012174582807347178, -0.005878658965229988, -8.323225021362305, -13.973101615905762, -3.6638481616973877, -0.37410616874694824, -0.07468888908624649, -0.0004231034545227885, -0.032556500285863876, -0.004685850348323584, -0.0048380689695477486, -0.02598537690937519, -0.002823891816660762, -0.001260439632460475, -0.2799893319606781, -0.0002131234941771254, -0.03210660442709923, -0.006415367592126131, -0.0005669178790412843, -3.1402292251586914, -0.053393587470054626, -0.8504758477210999, -14.689112663269043, -1.874132513999939, -0.4295703172683716, -4.223320484161377, -5.585410118103027, -4.594169616699219, -7.796380519866943, -0.1865815967321396, -1.0634781122207642, -6.766528129577637, -3.6586756706237793, -0.15742351114749908, -0.29185807704925537, -0.003840097226202488, -0.22813215851783752, -0.101064532995224, -0.1192709356546402, -0.3601938784122467, -0.03627680614590645, -0.011382403783500195, -3.7770426273345947, -3.1017966270446777, -0.012339088134467602, -2.8533899784088135, -0.13928787410259247, -0.09950600564479828, -0.003523809602484107, -1.4636918306350708, -0.14532232284545898, -0.983238697052002, -5.98838996887207, -0.7774474024772644, -0.5031527876853943, -0.21729543805122375, -0.08353643864393234, -0.03784997761249542, -0.0009806115413084626, -0.02170919068157673, -0.008548098616302013, -0.007815022952854633, -0.005726479925215244, -0.023965556174516678, -0.00046588058467023075, -0.01662273332476616, -0.006734649650752544, -0.008120260201394558, -0.01471264660358429, -0.00609847204759717, -0.004114615265280008, -6.744246482849121, -2.5493969917297363, -3.6660349369049072, -0.08988536149263382, -0.012445054948329926, -0.0008360228384844959, -1.7287068367004395, -0.038076069205999374, -1.590802550315857, -0.007142959628254175, -0.0002474478678777814, -0.7076395750045776, -0.02943596988916397, -0.0940815880894661, -7.364568710327148, -2.625447988510132, -5.449652671813965, -0.06559592485427856, -0.02859954722225666, -0.00034707720624282956, -0.006493894848972559, -0.0017144280718639493, -0.0016261223936453462, -0.002650440903380513, -0.0031925681978464127, -0.00044610086479224265, -0.16050823032855988, -0.000324673397699371, -0.02564743533730507, -0.005179439205676317, -0.0005728749092668295, -2.431889295578003, 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 2+2? A: 2 View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 12+49? A: 1 Redefine e as 12+26. 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 77÷7? A: 7 Redefine π as 656. Q: What is the first digit of π? A: 6 Redefine e as 48+12. Q: What is the first digit of e? A: 6 View + as the digit 0 instead of a mathematical operation. Q: What is the first digit of 42+10? A: 4 Redefine π as 258 mod 20. Q: What is the first digit of π? A: 1 Redefine π as 654. Q: What is the first digit of π? A:
[ " 6", " 3" ]
0
[ -9.392577171325684, -11.409866333007812, -5.483450889587402, -8.248729705810547, -1.9027529954910278, -6.873618125915527, -6.929285049438477, -2.346619129180908, -9.76980972290039, -3.0619356632232666, -1.5311520099639893, -0.6552292704582214, -0.4741505980491638, -3.9240882396698, -1.5309361219406128, -0.3361009955406189, -5.315273761749268, -4.645057678222656, -0.0038531599566340446, -4.612544536590576, -2.086677312850952, -0.6156853437423706, -0.022809520363807678, -1.6994067430496216, -3.170387029647827, -10.529956817626953, -5.894295692443848, -0.251603364944458, -6.201414585113525, -0.5161188244819641, -1.0577147006988525, -7.450966835021973, -9.364185333251953, -10.803648948669434, -4.862987041473389, -0.9318044781684875, -1.579939842224121, -0.014471219852566719, -0.3671221137046814, -0.06924937665462494, -0.1295299082994461, -0.5810834765434265, -0.06709357351064682, -0.01981721818447113, -1.8432896137237549, -0.04211144521832466, -0.7895060777664185, -0.04182738810777664, -0.005206241272389889, -4.471804141998291, -0.38904982805252075, -2.675248861312866, -0.0033784001134335995, -0.0003270567976869643, -5.688779830932617, -1.4654302597045898, -6.183696746826172, -6.198430061340332, -5.6200714111328125, -2.4843664169311523, -0.19341740012168884, -0.005024425685405731, -0.12362130731344223, -0.023059077560901642, -0.022211939096450806, -0.04011915624141693, -0.007837733253836632, -0.0052520157769322395, -0.38667425513267517, -0.09123557806015015, -0.04760276898741722, -0.002781928749755025, -4.2500810623168945, -0.20017723739147186, -5.15471076965332, -8.37198543548584, -1.379455327987671, -10.225189208984375, -0.5241087675094604, -7.0671162605285645, -1.4151792526245117, -6.908854007720947, -5.948178291320801, -0.858595609664917, -0.4426184892654419, -0.013370964676141739, -0.35851526260375977, -0.11904088407754898, -0.1221279576420784, -0.45241689682006836, -0.11012236028909683, -0.05962040275335312, -5.782042503356934, -3.7151458263397217, -7.355277061462402, -0.08642257004976273, -0.08539720624685287, -0.004464777186512947, -3.240933895111084, -0.15176087617874146, -1.4246159791946411, -0.0047608353197574615, -0.00027533553657121956, -1.6033108234405518, -0.05154357850551605, -0.12257466465234756, -4.029238700866699, -6.527807235717773, -0.21754059195518494, -7.064403533935547, -0.07157933712005615, -0.07856812328100204, -0.0007701530121266842, -0.02234519273042679, -0.0035969815216958523, -0.004800342954695225, -0.005880318116396666, -0.0023451941087841988, -0.0010796914575621486, -0.3603375554084778, -0.00020311199477873743, -0.011428485624492168, -0.01773640140891075, -0.000392598332837224, -2.342741012573242, -0.0910089984536171, -1.3591091632843018, -2.8290514945983887, -0.005430114455521107, -0.06730680167675018, -0.22705748677253723, -0.2529750168323517, -0.02584528923034668, -0.016602685675024986, -0.32598310708999634, -0.00103265349753201, -0.04151076823472977, -0.00752389058470726, -0.0051121944561600685, -0.021865837275981903, -0.00409158319234848, -0.002782760886475444, -5.833415508270264, -0.21678468585014343, -0.0011226787464693189, -3.148749351501465, -0.016440285369753838, -0.021043134853243828, -0.001010384177789092, -1.825406789779663, -0.05776580050587654, -0.9719018936157227, -0.0010370597010478377, -0.00019178935326635838, -2.8042798042297363, -0.018654268234968185, -3.0450592041015625, -0.9668355584144592, -3.9740560054779053, -0.590732216835022, -0.04892952740192413, -0.00026782741770148277, -0.006568271201103926, -0.0009086770587600768, -0.0007618147064931691, -0.0011139861308038235, -0.0010025242809206247, -0.0002932118659373373, -0.4793737828731537, -0.0059843650087714195, -0.007660417351871729, -0.00036554806865751743, -1.7256615161895752, -0.15474291145801544, -2.0661845207214355, -0.0028166405390948057, -0.00023040501400828362, -0.5357107520103455, -0.002727124374359846, -0.015021305531263351, -7.07180118560791, -2.3189499378204346, -3.9369821548461914, -0.35716602206230164, -0.02937554568052292, -0.0002044230350293219, -0.005515713710337877, -0.000927137560211122, -0.0008445986895821989, -0.0012888943310827017, -0.001105531700886786, -0.00031740395934320986, -0.0758369043469429, -0.0002584123576525599, -0.0018780466634780169, -0.00444756867364049, -0.00019631843315437436, -2.756876230239868, -0.056143660098314285, -1.2546476125717163, -0.0016401661559939384, -0.00024232311989180744, -0.6021152138710022, -0.0012879418209195137, -0.012381593696773052, -4.030763626098633, -6.585572242736816, -1.973071575164795, -7.079720497131348, -0.10637542605400085, -0.020269636064767838, -0.00014208737411536276, -0.0035542193800210953, -0.000794214429333806, -0.0005395148764364421, -0.001026341924443841, -0.0010508735431358218, -0.0002592465898487717, -0.012571141123771667, -0.0001472126314183697, -0.001039322349242866, -0.00388177833519876, -0.00014351768186315894, -3.0873966217041016, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine π as 12+10. 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 32+45? A: 3 View ÷ as a random digit. Q: What is the first digit of 66÷6? A: 6 View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 23+29? A: 2 View ÷ as a random digit. Q: What is the first digit of 35÷5? A: 3 View + as the digit 8 instead of a mathematical operation. Q: What is the first digit of 52+12? A: 5 Redefine π as 741 mod 22. Q: What is the first digit of π? A: 1 Redefine π as 991. Q: What is the first digit of π? A: 9 Redefine π as 586. Q: What is the first digit of π? A:
[ " 5", " 3" ]
0
[ -9.392577171325684, -11.409866333007812, -5.483450889587402, -8.248729705810547, -1.9027529954910278, -6.873618125915527, -6.929285049438477, -2.346619129180908, -9.76980972290039, -3.0619356632232666, -1.5311520099639893, -0.6552292704582214, -0.4741505980491638, -3.9240882396698, -1.5309361219406128, -0.3361009955406189, -5.315273761749268, -4.645057678222656, -0.0038531599566340446, -4.612544536590576, -2.086677312850952, -0.6156853437423706, -0.022809520363807678, -1.6994067430496216, -3.170387029647827, -10.529956817626953, -5.894295692443848, -0.251603364944458, -6.201414585113525, -0.5161188244819641, -1.0577147006988525, -7.450966835021973, -9.364185333251953, -10.803648948669434, -4.862987041473389, -0.9318044781684875, -1.579939842224121, -0.014471219852566719, -0.3671221137046814, -0.06924937665462494, -0.1295299082994461, -0.5810834765434265, -0.06709357351064682, -0.01981721818447113, -1.8432896137237549, -0.04211144521832466, -0.7895060777664185, -0.04182738810777664, -0.005206241272389889, -4.471804141998291, -0.38904982805252075, -2.675248861312866, -0.0033784001134335995, -0.0003270567976869643, -5.688779830932617, -1.4654302597045898, -6.183696746826172, -6.198430061340332, -5.6200714111328125, -2.4843664169311523, -0.19341740012168884, -0.005024425685405731, -0.12362130731344223, -0.023059077560901642, -0.022211939096450806, -0.04011915624141693, -0.007837733253836632, -0.0052520157769322395, -0.38667425513267517, -0.09123557806015015, -0.04760276898741722, -0.002781928749755025, -4.2500810623168945, -0.20017723739147186, -5.15471076965332, -8.37198543548584, -1.379455327987671, -10.225189208984375, -0.5241087675094604, -7.0671162605285645, -1.4151792526245117, -6.908854007720947, -5.948178291320801, -0.858595609664917, -0.4426184892654419, -0.013370964676141739, -0.35851526260375977, -0.11904088407754898, -0.1221279576420784, -0.45241689682006836, -0.11012236028909683, -0.05962040275335312, -5.782042503356934, -3.7151458263397217, -7.355277061462402, -0.08642257004976273, -0.08539720624685287, -0.004464777186512947, -3.240933895111084, -0.15176087617874146, -1.4246159791946411, -0.0047608353197574615, -0.00027533553657121956, -1.6033108234405518, -0.05154357850551605, -0.12257466465234756, -4.029238700866699, -6.527807235717773, -0.21754059195518494, -7.064403533935547, -0.07157933712005615, -0.07856812328100204, -0.0007701530121266842, -0.02234519273042679, -0.0035969815216958523, -0.004800342954695225, -0.005880318116396666, -0.0023451941087841988, -0.0010796914575621486, -0.3603375554084778, -0.00020311199477873743, -0.011428485624492168, -0.01773640140891075, -0.000392598332837224, -2.342741012573242, -0.0910089984536171, -1.3591091632843018, -2.8290514945983887, -0.005430114455521107, -0.06730680167675018, -0.22705748677253723, -0.2529750168323517, -0.02584528923034668, -0.016602685675024986, -0.32598310708999634, -0.00103265349753201, -0.04151076823472977, -0.00752389058470726, -0.0051121944561600685, -0.021865837275981903, -0.00409158319234848, -0.002782760886475444, -5.833415508270264, -0.21678468585014343, -0.0011226787464693189, -3.148749351501465, -0.016440285369753838, -0.021043134853243828, -0.001010384177789092, -1.825406789779663, -0.05776580050587654, -0.9719018936157227, -0.0010370597010478377, -0.00019178935326635838, -2.8042798042297363, -0.018654268234968185, -3.0450592041015625, -0.9668355584144592, -3.9740560054779053, -0.590732216835022, -0.04892952740192413, -0.00026782741770148277, -0.006568271201103926, -0.0009086770587600768, -0.0007618147064931691, -0.0011139861308038235, -0.0010025242809206247, -0.0002932118659373373, -0.4793737828731537, -0.0059843650087714195, -0.007660417351871729, -0.00036554806865751743, -1.7256615161895752, -0.15474291145801544, -2.0661845207214355, -0.0028166405390948057, -0.00023040501400828362, -0.5357107520103455, -0.002727124374359846, -0.015021305531263351, -7.07180118560791, -2.3189499378204346, -3.9369821548461914, -0.35716602206230164, -0.02937554568052292, -0.0002044230350293219, -0.005515713710337877, -0.000927137560211122, -0.0008445986895821989, -0.0012888943310827017, -0.001105531700886786, -0.00031740395934320986, -0.0758369043469429, -0.0002584123576525599, -0.0018780466634780169, -0.00444756867364049, -0.00019631843315437436, -2.756876230239868, -0.056143660098314285, -1.2546476125717163, -0.0016401661559939384, -0.00024232311989180744, -0.6021152138710022, -0.0012879418209195137, -0.012381593696773052, -4.030763626098633, -6.585572242736816, -1.973071575164795, -7.079720497131348, -0.10637542605400085, -0.020269636064767838, -0.00014208737411536276, -0.0035542193800210953, -0.000794214429333806, -0.0005395148764364421, -0.001026341924443841, -0.0010508735431358218, -0.0002592465898487717, -0.012571141123771667, -0.0001472126314183697, -0.001039322349242866, -0.00388177833519876, -0.00014351768186315894, -2.2397098541259766, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine π as 879. Q: What is the first digit of π? A: 8 View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 10+50? A: 1 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 17+6? A: 1 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 11+10? A: 1 Redefine e as 12+20. Q: What is the first digit of e? A: 3 Redefine π as 809. Q: What is the first digit of π? A: 8 Redefine π as 557. Q: What is the first digit of π? A: 5 Redefine π as 78+340. Q: What is the first digit of π? A: 4 Redefine π as 127. Q: What is the first digit of π? A:
[ " 1", " 3" ]
0
[ -9.392577171325684, -11.409866333007812, -5.483450889587402, -8.248729705810547, -1.9027529954910278, -6.873618125915527, -6.929285049438477, -2.346619129180908, -9.76980972290039, -3.0619356632232666, -1.5311520099639893, -0.6552292704582214, -0.4741505980491638, -3.9240882396698, -1.5309361219406128, -0.3361009955406189, -9.902034759521484, -5.9245758056640625, -0.0024683980736881495, -5.345295429229736, -0.9207566976547241, -0.63522869348526, -0.021992607042193413, -2.5481069087982178, -2.788203239440918, -10.774688720703125, -6.0108489990234375, -0.23138339817523956, -6.072387218475342, -1.744886875152588, -4.70189905166626, -3.4681363105773926, -10.178230285644531, -1.951580286026001, -0.6749641299247742, -0.013550915755331516, -0.29846346378326416, -0.07683413475751877, -0.11269156634807587, -0.5815161466598511, -0.04075042903423309, -0.02009638212621212, -3.513727903366089, -3.1882057189941406, -0.05809801071882248, -0.005633667577058077, -2.9935827255249023, -0.21709953248500824, -4.9259033203125, -4.57782506942749, -0.8213762640953064, -0.3062181770801544, -0.18160618841648102, -0.019857769832015038, -10.69676685333252, -0.18681500852108002, -1.8730684518814087, -8.713781356811523, -2.8664135932922363, -0.1798546016216278, -0.17317508161067963, -0.005666621029376984, -0.2204676866531372, -0.10908959805965424, -0.0674482211470604, -0.08753076940774918, -0.02103671431541443, -0.03640521317720413, -5.525507926940918, -4.7337327003479, -5.642411231994629, -0.1094537004828453, -0.07448054850101471, -0.0038095773197710514, -2.2303006649017334, -0.1515481323003769, -1.3663101196289062, -2.6658318042755127, -0.010080026462674141, -0.2587381899356842, -0.1750790923833847, -0.28259795904159546, -0.03428160026669502, -1.3587079048156738, -0.005336681846529245, -0.448194682598114, -0.14881503582000732, -0.022555122151970863, -0.042913008481264114, -0.03903118520975113, -0.0015222163638100028, -0.046865593641996384, -0.026750639081001282, -0.009299061261117458, -0.02780219353735447, -0.006693916395306587, -0.0038409284316003323, -4.914052963256836, -0.5427611470222473, -0.0007353700930252671, -3.4268901348114014, -0.012097911909222603, -0.032539766281843185, -0.001459367573261261, -1.5892945528030396, -0.07861495763063431, -3.55143141746521, -0.009009423665702343, -0.0002506657037883997, -5.899869918823242, -0.6861317753791809, -0.152034729719162, -10.863061904907227, -4.826141357421875, -5.908868789672852, -1.2342278957366943, -0.08213701844215393, -0.0024012085050344467, -0.07208747416734695, -0.020314959809184074, -0.020096147432923317, -0.025371212512254715, -0.010890216566622257, -0.006102381739765406, -2.531060218811035, -0.002257776679471135, -0.0497853048145771, -0.023695269599556923, -0.001639213995076716, -3.102980375289917, -0.1548154056072235, -1.7714264392852783, -0.004603621084243059, -0.0004887578543275595, -1.5566062927246094, -0.15115465223789215, -0.17628154158592224, -4.279169082641602, -5.825995445251465, -0.7922723889350891, -7.875777244567871, -0.16910281777381897, -0.04141698777675629, -0.0005779979983344674, -0.01711445301771164, -0.004980538506060839, -0.0025201248936355114, -0.006226663943380117, -0.002056509256362915, -0.0014287750236690044, -0.17315563559532166, -0.0005534547381103039, -0.012903527356684208, -0.008237671107053757, -0.00043883229955099523, -4.062460422515869, -0.08851467072963715, -0.7908652424812317, -0.0018233117880299687, -0.00033539868309162557, -0.3982972502708435, -0.014400954358279705, -0.022359181195497513, -5.142231464385986, -2.3851237297058105, -4.184931755065918, -0.1331513673067093, -0.052908990532159805, -0.0003672163875307888, -0.01199803315103054, -0.003577976254746318, -0.0017271614633500576, -0.004932378884404898, -0.0014192519010975957, -0.0008207766804844141, -0.20359274744987488, -0.00016926287207752466, -0.007575119845569134, -0.005252727307379246, -0.0002740246127359569, -2.832235813140869, -0.06409110128879547, -1.7041397094726562, -1.112595558166504, -0.15152661502361298, -0.08573348820209503, -0.10161412507295609, -0.015275395475327969, -0.1427842229604721, -0.0024804084096103907, -0.048903871327638626, -0.013060030527412891, -0.006777749862521887, -0.014635701663792133, -0.008269120007753372, -0.0008755664457567036, -0.021363848820328712, -0.008937119506299496, -0.0031648806761950254, -0.010311778634786606, -0.0023623197339475155, -0.001838304684497416, -4.009060859680176, -1.3436694145202637, -2.9601612091064453, -0.015426833182573318, -0.03229348734021187, -0.0006132629350759089, -0.7632057666778564, -0.05199500173330307, -2.172668933868408, -0.0033530937507748604, -0.00016532962035853416, -0.866008996963501, -0.004920279141515493, -0.02456953376531601, -3.438847780227661, -6.28451681137085, -4.84160852432251, -0.0351693369448185, -0.0003644755925051868, -0.004566360730677843, -0.0016737275291234255, -0.0015567338559776545, -0.0023123687133193016, -0.0021642851643264294, -0.00041130665340460837, -0.016527527943253517, -0.00015043080202303827, -0.0019525288371369243, -0.003210867755115032, -0.00026043839170597494, -1.496303915977478, 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 2+44. Q: What is the first digit of e? A: 4 View + as the digit 9 instead of a mathematical operation. Q: What is the first digit of 8+30? A: 8 Redefine π as 554+385. Q: What is the first digit of π? A: 9 Redefine π as 869+66. Q: What is the first digit of π? A: 9 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 88÷8? A: 8 Redefine π as 5+4. Q: What is the first digit of π? A: 9 Redefine π as 231+745. Q: What is the first digit of π? A: 9 View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 15+64? A: 1 View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 57+38? A:
[ " 9", " 5" ]
1
[ -9.392577171325684, -11.409866333007812, -5.483450889587402, -8.248729705810547, -1.9027529954910278, -6.873618125915527, -6.929285049438477, -2.346619129180908, -9.76980972290039, -3.0619356632232666, -1.5311520099639893, -0.6552292704582214, -0.4741505980491638, -3.9240882396698, -1.5309361219406128, -0.3361009955406189, -9.902034759521484, -5.9245758056640625, -0.0024683980736881495, -5.345295429229736, -0.9207566976547241, -0.63522869348526, -0.021992607042193413, -2.5481069087982178, -2.788203239440918, -10.774688720703125, -6.0108489990234375, -0.23138339817523956, -6.072387218475342, -1.744886875152588, -4.70189905166626, -3.4681363105773926, -10.178230285644531, -1.951580286026001, -0.6749641299247742, -0.013550915755331516, -0.29846346378326416, -0.07683413475751877, -0.11269156634807587, -0.5815161466598511, -0.04075042903423309, -0.02009638212621212, -3.513727903366089, -3.1882057189941406, -0.05809801071882248, -0.005633667577058077, -2.9935827255249023, -0.21709953248500824, -4.9259033203125, -4.57782506942749, -0.8213762640953064, -0.3062181770801544, -0.18160618841648102, -0.019857769832015038, -10.69676685333252, -0.18681500852108002, -1.8730684518814087, -8.713781356811523, -2.8664135932922363, -0.1798546016216278, -0.17317508161067963, -0.005666621029376984, -0.2204676866531372, -0.10908959805965424, -0.0674482211470604, -0.08753076940774918, -0.02103671431541443, -0.03640521317720413, -5.525507926940918, -4.7337327003479, -5.642411231994629, -0.1094537004828453, -0.07448054850101471, -0.0038095773197710514, -2.2303006649017334, -0.1515481323003769, -1.3663101196289062, -2.6658318042755127, -0.010080026462674141, -0.2587381899356842, -0.1750790923833847, -0.28259795904159546, -0.03428160026669502, -1.3587079048156738, -0.005336681846529245, -0.448194682598114, -0.14881503582000732, -0.022555122151970863, -0.042913008481264114, -0.03903118520975113, -0.0015222163638100028, -0.046865593641996384, -0.026750639081001282, -0.009299061261117458, -0.02780219353735447, -0.006693916395306587, -0.0038409284316003323, -4.914052963256836, -0.5427611470222473, -0.0007353700930252671, -3.4268901348114014, -0.012097911909222603, -0.032539766281843185, -0.001459367573261261, -1.5892945528030396, -0.07861495763063431, -3.55143141746521, -0.009009423665702343, -0.0002506657037883997, -5.899869918823242, -0.6861317753791809, -0.152034729719162, -10.863061904907227, -4.826141357421875, -5.908868789672852, -1.2342278957366943, -0.08213701844215393, -0.0024012085050344467, -0.07208747416734695, -0.020314959809184074, -0.020096147432923317, -0.025371212512254715, -0.010890216566622257, -0.006102381739765406, -2.531060218811035, -0.002257776679471135, -0.0497853048145771, -0.023695269599556923, -0.001639213995076716, -3.102980375289917, -0.1548154056072235, -1.7714264392852783, -0.004603621084243059, -0.0004887578543275595, -1.5566062927246094, -0.15115465223789215, -0.17628154158592224, -4.279169082641602, -5.825995445251465, -0.7922723889350891, -7.875777244567871, -0.16910281777381897, -0.04141698777675629, -0.0005779979983344674, -0.01711445301771164, -0.004980538506060839, -0.0025201248936355114, -0.006226663943380117, -0.002056509256362915, -0.0014287750236690044, -0.17315563559532166, -0.0005534547381103039, -0.012903527356684208, -0.008237671107053757, -0.00043883229955099523, -4.062460422515869, -0.08851467072963715, -0.7908652424812317, -0.0018233117880299687, -0.00033539868309162557, -0.3982972502708435, -0.014400954358279705, -0.022359181195497513, -5.142231464385986, -2.3851237297058105, -4.184931755065918, -0.1331513673067093, -0.052908990532159805, -0.0003672163875307888, -0.01199803315103054, -0.003577976254746318, -0.0017271614633500576, -0.004932378884404898, -0.0014192519010975957, -0.0008207766804844141, -0.20359274744987488, -0.00016926287207752466, -0.007575119845569134, -0.005252727307379246, -0.0002740246127359569, -2.832235813140869, -0.06409110128879547, -1.7041397094726562, -1.112595558166504, -0.15152661502361298, -0.08573348820209503, -0.10161412507295609, -0.015275395475327969, -0.1427842229604721, -0.0024804084096103907, -0.048903871327638626, -0.013060030527412891, -0.006777749862521887, -0.014635701663792133, -0.008269120007753372, -0.0008755664457567036, -0.021363848820328712, -0.008937119506299496, -0.0031648806761950254, -0.010311778634786606, -0.0023623197339475155, -0.001838304684497416, -4.009060859680176, -1.3436694145202637, -2.9601612091064453, -0.015426833182573318, -0.03229348734021187, -0.0006132629350759089, -0.7632057666778564, -0.05199500173330307, -2.172668933868408, -0.0033530937507748604, -0.00016532962035853416, -0.866008996963501, -0.004920279141515493, -0.02456953376531601, -3.438847780227661, -6.28451681137085, -4.84160852432251, -0.0351693369448185, -0.0003644755925051868, -0.004566360730677843, -0.0016737275291234255, -0.0015567338559776545, -0.0023123687133193016, -0.0021642851643264294, -0.00041130665340460837, -0.016527527943253517, -0.00015043080202303827, -0.0019525288371369243, -0.003210867755115032, -0.00026043839170597494, -2.308777332305908, 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 10+20? 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 47+4? A: 4 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 60÷5? A: 6 View ÷ as a random digit. Q: What is the first digit of 24÷8? A: 2 Redefine π as 290 mod 16. Q: What is the first digit of π? A: 2 Redefine e as 18+24. Q: What is the first digit of e? A: 4 Redefine π as 274 mod 32. 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 63+18? A:
[ " 8", " 6" ]
1
[ -8.06562328338623, -5.02650260925293, -2.070202112197876, -12.737667083740234, -0.5079778432846069, -2.9861879348754883, -9.55606746673584, -2.115293264389038, -8.733019828796387, -3.9093830585479736, -1.4400701522827148, -0.6451451182365417, -0.48638761043548584, -4.760129928588867, -3.568472385406494, -0.16037744283676147, -0.9317160248756409, -0.0032493670005351305, -0.14425213634967804, -0.6886649131774902, -0.017588945105671883, -3.2815017700195312, -2.267890453338623, -11.902002334594727, -9.77565860748291, -10.735372543334961, -3.223764657974243, -6.659139633178711, -4.423763275146484, -6.969348907470703, -0.46537575125694275, -1.3917715549468994, -7.235919952392578, -4.738509178161621, -0.5855596661567688, -3.092319965362549, -0.013749177567660809, -0.41263213753700256, -0.16041013598442078, -0.1369784027338028, -0.8981305956840515, -0.1367190182209015, -0.04645748436450958, -7.358260631561279, -5.210822105407715, -3.061673402786255, -0.43652671575546265, -0.10126342624425888, -0.005295179784297943, -2.3904829025268555, -0.33354824781417847, -0.7301268577575684, -9.357090950012207, -1.2501394748687744, -0.3086826503276825, -0.42262715101242065, -0.1891099214553833, -0.12661689519882202, -3.9703502655029297, -0.11968338489532471, -0.003135290928184986, -0.07493799924850464, -0.017789335921406746, -0.02537028305232525, -0.10813248157501221, -0.030715245753526688, -0.00595793966203928, -4.153637886047363, -3.3523788452148438, -0.0010885033989325166, -0.7909331321716309, -0.05995997041463852, -0.04234903305768967, -0.00431178929284215, -0.7475969791412354, -0.15405377745628357, -0.31796514987945557, -1.5901540517807007, -0.1901426464319229, -4.982599258422852, -6.330306529998779, -3.609879970550537, -3.57438325881958, -0.00534770917147398, -0.6431447267532349, -0.1976705938577652, -0.03046770766377449, -0.03158466890454292, -0.07803262025117874, -0.001128989621065557, -0.05999129265546799, -0.022940248250961304, -0.020880287513136864, -0.06403732299804688, -0.02344202995300293, -0.008345847018063068, -2.6107044219970703, -1.9001667499542236, -13.326330184936523, -0.1703225076198578, -0.08329121768474579, -0.0025347506161779165, -0.36499956250190735, -0.12385568022727966, -0.17779523134231567, -10.205574035644531, -1.6372206211090088, -8.914968490600586, -1.4987026453018188, -7.792219161987305, -0.968184232711792, -5.953022003173828, -6.523497581481934, -0.8873614072799683, -0.32729023694992065, -0.006669404450803995, -0.17436610162258148, -0.08222717046737671, -0.15623578429222107, -0.4361567795276642, -0.1273842751979828, -0.012754649855196476, -6.632089614868164, -2.4282402992248535, -5.681821823120117, -0.11360613256692886, -0.03542250394821167, -0.0023088008165359497, -2.7607269287109375, -0.09925668686628342, -0.1521397829055786, -1.5702714920043945, -0.11786536872386932, -1.1944506168365479, -0.1063762828707695, -0.14103540778160095, -0.011443335562944412, -0.015299110673367977, -0.03418103605508804, -0.005136863328516483, -0.06755140423774719, -0.0012627016985788941, -0.03960757330060005, -0.016886264085769653, -0.023071542382240295, -0.06275667250156403, -0.017816971987485886, -0.004336121492087841, -5.431153297424316, -0.3010873794555664, -4.236683368682861, -0.02308645285665989, -0.013087445870041847, -0.0005018643569201231, -2.3839781284332275, -0.05173037573695183, -0.13537098467350006, -4.540446758270264, -0.014987836591899395, -0.04432092607021332, -0.3210206627845764, -0.04391862079501152, -0.024840863421559334, -0.40230822563171387, -0.11589573323726654, -0.0004226268210913986, -0.022283989936113358, -0.0072325547225773335, -0.0034713030327111483, -0.010391770862042904, -0.0049329716712236404, -0.0018941095331683755, -4.317835807800293, -0.7694565653800964, -0.0000773638384998776, -2.829737901687622, -0.005001414567232132, -0.007061169017106295, -0.0002598424907773733, -3.893826961517334, -0.03549912944436073, -0.04795769229531288, -2.0190536975860596, -0.0016060085035860538, -0.054766297340393066, -0.6541553735733032, -0.019639091566205025, -0.005660457070916891, -0.026189319789409637, -0.029057160019874573, -0.00011717586312443018, -0.00742000387981534, -0.004161270800977945, -0.0031878151930868626, -0.007744525093585253, -0.0033699646592140198, -0.0015166220255196095, -3.7051587104797363, -0.2821773886680603, -0.000051973900554003194, -2.2977733612060547, -0.00988056417554617, -0.009217801503837109, -0.00027247529942542315, -0.20957565307617188, -0.035951871424913406, -7.836769104003906, -0.1056196317076683, -0.0014828173443675041, -0.5689577460289001, -0.0135557372123003, -0.07604020833969116, -4.912171363830566, -8.470911026000977, -0.5186754465103149, -0.27915945649147034, -0.0037813130766153336, -0.08591040223836899, -0.026951871812343597, -0.028306640684604645, -0.06574651598930359, -0.017009448260068893, -0.004739242140203714, -1.2031668424606323, -0.030162625014781952, -0.690877377986908, -0.03150727599859238, -0.0023636280093342066, -0.3322366178035736, 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 403+413. Q: What is the first digit of π? A: 8 Redefine π as 528. Q: What is the first digit of π? A: 5 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 8÷2? A: 8 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 24+28? A: 2 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 35÷7? A: 3 View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 2+6? A: 2 Redefine π as 735 mod 8. Q: What is the first digit of π? A: 7 Redefine π as 301+674. 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 88+5? A:
[ " 9", " 8" ]
1
[ -8.06562328338623, -5.02650260925293, -2.070202112197876, -12.737667083740234, -0.5079778432846069, -2.9861879348754883, -9.55606746673584, -2.115293264389038, -8.733019828796387, -3.9093830585479736, -1.4400701522827148, -0.6451451182365417, -0.48638761043548584, -4.760129928588867, -3.568472385406494, -0.16037744283676147, -0.9317160248756409, -0.0032493670005351305, -0.14425213634967804, -0.6886649131774902, -0.017588945105671883, -3.2815017700195312, -2.267890453338623, -11.902002334594727, -9.77565860748291, -10.735372543334961, -3.223764657974243, -6.659139633178711, -4.423763275146484, -6.969348907470703, -0.46537575125694275, -1.3917715549468994, -7.235919952392578, -4.738509178161621, -0.5855596661567688, -3.092319965362549, -0.013749177567660809, -0.41263213753700256, -0.16041013598442078, -0.1369784027338028, -0.8981305956840515, -0.1367190182209015, -0.04645748436450958, -7.358260631561279, -5.210822105407715, -3.061673402786255, -0.43652671575546265, -0.10126342624425888, -0.005295179784297943, -2.3904829025268555, -0.33354824781417847, -0.7301268577575684, -9.357090950012207, -1.2501394748687744, -0.3086826503276825, -0.42262715101242065, -0.1891099214553833, -0.12661689519882202, -3.9703502655029297, -0.11968338489532471, -0.003135290928184986, -0.07493799924850464, -0.017789335921406746, -0.02537028305232525, -0.10813248157501221, -0.030715245753526688, -0.00595793966203928, -4.153637886047363, -3.3523788452148438, -0.0010885033989325166, -0.7909331321716309, -0.05995997041463852, -0.04234903305768967, -0.00431178929284215, -0.7475969791412354, -0.15405377745628357, -0.31796514987945557, -1.5901540517807007, -0.1901426464319229, -4.982599258422852, -6.330306529998779, -3.609879970550537, -3.57438325881958, -0.00534770917147398, -0.6431447267532349, -0.1976705938577652, -0.03046770766377449, -0.03158466890454292, -0.07803262025117874, -0.001128989621065557, -0.05999129265546799, -0.022940248250961304, -0.020880287513136864, -0.06403732299804688, -0.02344202995300293, -0.008345847018063068, -2.6107044219970703, -1.9001667499542236, -13.326330184936523, -0.1703225076198578, -0.08329121768474579, -0.0025347506161779165, -0.36499956250190735, -0.12385568022727966, -0.17779523134231567, -10.205574035644531, -1.6372206211090088, -8.914968490600586, -1.4987026453018188, -7.792219161987305, -0.968184232711792, -5.953022003173828, -6.523497581481934, -0.8873614072799683, -0.32729023694992065, -0.006669404450803995, -0.17436610162258148, -0.08222717046737671, -0.15623578429222107, -0.4361567795276642, -0.1273842751979828, -0.012754649855196476, -6.632089614868164, -2.4282402992248535, -5.681821823120117, -0.11360613256692886, -0.03542250394821167, -0.0023088008165359497, -2.7607269287109375, -0.09925668686628342, -0.1521397829055786, -1.5702714920043945, -0.11786536872386932, -1.1944506168365479, -0.1063762828707695, -0.14103540778160095, -0.011443335562944412, -0.015299110673367977, -0.03418103605508804, -0.005136863328516483, -0.06755140423774719, -0.0012627016985788941, -0.03960757330060005, -0.016886264085769653, -0.023071542382240295, -0.06275667250156403, -0.017816971987485886, -0.004336121492087841, -5.431153297424316, -0.3010873794555664, -4.236683368682861, -0.02308645285665989, -0.013087445870041847, -0.0005018643569201231, -2.3839781284332275, -0.05173037573695183, -0.13537098467350006, -4.540446758270264, -0.014987836591899395, -0.04432092607021332, -0.3210206627845764, -0.04391862079501152, -0.024840863421559334, -0.40230822563171387, -0.11589573323726654, -0.0004226268210913986, -0.022283989936113358, -0.0072325547225773335, -0.0034713030327111483, -0.010391770862042904, -0.0049329716712236404, -0.0018941095331683755, -4.317835807800293, -0.7694565653800964, -0.0000773638384998776, -2.829737901687622, -0.005001414567232132, -0.007061169017106295, -0.0002598424907773733, -3.893826961517334, -0.03549912944436073, -0.04795769229531288, -2.0190536975860596, -0.0016060085035860538, -0.054766297340393066, -0.6541553735733032, -0.019639091566205025, -0.005660457070916891, -0.026189319789409637, -0.029057160019874573, -0.00011717586312443018, -0.00742000387981534, -0.004161270800977945, -0.0031878151930868626, -0.007744525093585253, -0.0033699646592140198, -0.0015166220255196095, -3.7051587104797363, -0.2821773886680603, -0.000051973900554003194, -2.2977733612060547, -0.00988056417554617, -0.009217801503837109, -0.00027247529942542315, -0.20957565307617188, -0.035951871424913406, -7.836769104003906, -0.1056196317076683, -0.0014828173443675041, -0.5689577460289001, -0.0135557372123003, -0.07604020833969116, -4.912171363830566, -8.470911026000977, -0.5186754465103149, -0.27915945649147034, -0.0037813130766153336, -0.08591040223836899, -0.026951871812343597, -0.028306640684604645, -0.06574651598930359, -0.017009448260068893, -0.004739242140203714, -1.2031668424606323, -0.030162625014781952, -0.690877377986908, -0.03150727599859238, -0.0023636280093342066, -4.71709680557251, 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 7 instead of a mathematical operation. Q: What is the first digit of 37+35? A: 3 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 7+2? A: 7 View ÷ as a random digit. Q: What is the first digit of 42÷6? A: 4 View ÷ as a random digit. Q: What is the first digit of 12÷2? A: 1 Redefine π as 439 mod 25. Q: What is the first digit of π? A: 1 Redefine e as 42+35. Q: What is the first digit of e? A: 7 View ÷ as a random digit. Q: What is the first digit of 96÷8? A: 9 Redefine e as 25+42. Q: What is the first digit of e? A: 6 Redefine π as 485 mod 44. Q: What is the first digit of π? A:
[ " 1", " 3" ]
0
[ -9.392577171325684, -10.905653953552246, -7.171952247619629, -4.350854873657227, -2.0236029624938965, -6.292705059051514, -1.402921438217163, -8.047143936157227, -6.929308891296387, -0.8265222311019897, -9.963479995727539, -1.8439151048660278, -1.5690983533859253, -0.6914035081863403, -0.5200296640396118, -4.463838577270508, -2.1972579956054688, -0.26396089792251587, -5.750918865203857, -4.181832790374756, -8.760475158691406, -0.36687171459198, -0.466814786195755, -0.01422045100480318, -2.6200411319732666, -1.9581137895584106, -9.77588176727295, -4.545862197875977, -0.08601453900337219, -7.139892578125, -2.0450594425201416, -9.511124610900879, -2.9199142456054688, -5.193559169769287, -1.1722288131713867, -1.7982511520385742, -0.007130649872124195, -0.29447242617607117, -0.07235874235630035, -0.09371694922447205, -0.6860332489013672, -0.05700567364692688, -0.016745246946811676, -2.6334054470062256, -2.9439616203308105, -0.04957341402769089, -0.006607944145798683, -4.8488006591796875, -0.24842262268066406, -5.080106258392334, -11.182865142822266, -1.2778881788253784, -1.1389106512069702, -3.008183240890503, -6.550373077392578, -4.533763885498047, -7.972037315368652, -0.16744402050971985, -1.0351191759109497, -6.556124687194824, -3.025592565536499, -0.13514608144760132, -0.794579267501831, -0.002750425599515438, -0.3328815698623657, -0.153742253780365, -0.131055548787117, -0.5290683507919312, -0.06254448741674423, -0.0373939611017704, -6.234903335571289, -3.6442832946777344, -0.01556967943906784, -3.2939915657043457, -0.20873591303825378, -0.08914567530155182, -0.0036701480858027935, -3.204801082611084, -0.2401491105556488, -2.9283783435821533, -0.0036095723044127226, -0.00014804698002990335, -1.5873477458953857, -0.09388495981693268, -5.3991193771362305, -1.3284947872161865, -3.8693037033081055, -0.38740119338035583, -0.1563355028629303, -0.0009939497103914618, -0.06967730820178986, -0.023342344909906387, -0.015047727152705193, -0.03336840495467186, -0.00834005419164896, -0.005780409090220928, -1.4438151121139526, -0.19950427114963531, -0.026515932753682137, -0.0015448314370587468, -2.9080045223236084, -0.10051248967647552, -0.5220533013343811, -1.637216567993164, -0.07784449309110641, -0.14525830745697021, -0.29484906792640686, -0.2747424840927124, -0.07050541788339615, -0.08591827750205994, -0.001437583938241005, -0.03194670379161835, -0.015277273952960968, -0.00697439955547452, -0.006164465565234423, -0.02558039128780365, -0.0005222387262620032, -0.0369458943605423, -0.012803611345589161, -0.012297168374061584, -0.03050667606294155, -0.0043561807833611965, -0.0031137813348323107, -4.1124396324157715, -0.7996338605880737, -0.0004644507134798914, -3.0229759216308594, -0.03381945937871933, -0.02372390776872635, -0.0004403813509270549, -2.8136303424835205, -0.08695359528064728, -2.427030324935913, -0.0008775911992415786, -0.00019059749320149422, -7.689721584320068, -0.8711763024330139, -0.18570062518119812, -9.011528015136719, -1.6221901178359985, -0.43414467573165894, -0.001587679609656334, -0.07262184470891953, -0.026694579049944878, -0.03761877864599228, -0.06029818579554558, -0.013368140906095505, -0.0063165780156850815, -1.8113033771514893, -0.03313051909208298, -0.04071677848696709, -0.013730952516198158, -0.0012199586490169168, -2.9683492183685303, -0.16443416476249695, -0.4205247461795807, -5.260267734527588, -0.5479998588562012, -3.1905956268310547, -5.727722644805908, -5.730278968811035, -3.9654574394226074, -0.006456349510699511, -1.7863619327545166, -0.8354206681251526, -0.04264631122350693, -0.027544192969799042, -0.037200331687927246, -0.0011473270133137703, -0.038962509483098984, -0.015717552974820137, -0.017238426953554153, -0.03850608319044113, -0.007478337734937668, -0.00792513694614172, -3.7362585067749023, -2.0816030502319336, -2.7117726802825928, -0.040395572781562805, -0.020762016996741295, -0.0010315817780792713, -1.2976974248886108, -0.08635040372610092, -0.33587726950645447, -1.6956801414489746, -0.023261869326233864, -0.0254884734749794, -0.2232232689857483, -0.03112451359629631, -0.012670138850808144, -4.965644836425781, -0.034356359392404556, -0.0013828248484060168, -0.0386260561645031, -0.01621534489095211, -0.005821535363793373, -0.01719261333346367, -0.0072364602237939835, -0.00408434122800827, -2.705259323120117, -0.12922510504722595, -0.0002338612830499187, -1.426887035369873, -0.00766869867220521, -0.006013751961290836, -0.0004769618099089712, -0.2665301561355591, -0.039404746145009995, -0.28193309903144836, -1.1114108562469482, -0.004465607926249504, -0.044737428426742554, -0.0991898626089096, -0.04516572505235672, -0.01751573570072651, -0.35747990012168884, -0.001827000523917377, -0.02141355723142624, -0.010819581337273121, -0.003916927147656679, -0.00482715480029583, -0.005838483106344938, -0.00024625606602057815, -0.010615194216370583, -0.005806957371532917, -0.006031762808561325, -0.010425982996821404, -0.004534794948995113, -0.002418571151793003, -5.515685558319092, -0.044417738914489746, -0.00037865620106458664, -2.9574713706970215, -0.006250001955777407, -0.008039495907723904, -0.00035089056473225355, -2.4324917793273926, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine π as 512+425. Q: What is the first digit of π? A: 9 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 77+20? A: 7 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 66÷6? A: 6 Redefine π as 621 mod 11. Q: What is the first digit of π? A: 5 Redefine e as 1+8. Q: What is the first digit of e? A: 9 View number as text. Do not perform computation. Q: What is the first digit of 31+55? A: 3 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 60+10? A: 6 Redefine π as 131+131. Q: What is the first digit of π? A:
[ " 2", " 3" ]
0
[ -9.392577171325684, -10.905653953552246, -7.171952247619629, -4.350854873657227, -2.0236029624938965, -6.292705059051514, -1.402921438217163, -8.047143936157227, -6.929308891296387, -0.8265222311019897, -9.963479995727539, -1.8439151048660278, -1.5690983533859253, -0.6914035081863403, -0.5200296640396118, -4.463838577270508, -2.1972579956054688, -0.26396089792251587, -5.750918865203857, -4.181832790374756, -8.760475158691406, -0.36687171459198, -0.466814786195755, -0.01422045100480318, -2.6200411319732666, -1.9581137895584106, -9.77588176727295, -4.545862197875977, -0.08601453900337219, -7.139892578125, -2.0450594425201416, -9.511124610900879, -2.9199142456054688, -5.193559169769287, -1.1722288131713867, -1.7982511520385742, -0.007130649872124195, -0.29447242617607117, -0.07235874235630035, -0.09371694922447205, -0.6860332489013672, -0.05700567364692688, -0.016745246946811676, -2.6334054470062256, -2.9439616203308105, -0.04957341402769089, -0.006607944145798683, -4.8488006591796875, -0.24842262268066406, -5.080106258392334, -11.182865142822266, -1.2778881788253784, -1.1389106512069702, -3.008183240890503, -6.550373077392578, -4.533763885498047, -7.972037315368652, -0.16744402050971985, -1.0351191759109497, -6.556124687194824, -3.025592565536499, -0.13514608144760132, -0.794579267501831, -0.002750425599515438, -0.3328815698623657, -0.153742253780365, -0.131055548787117, -0.5290683507919312, -0.06254448741674423, -0.0373939611017704, -6.234903335571289, -3.6442832946777344, -0.01556967943906784, -3.2939915657043457, -0.20873591303825378, -0.08914567530155182, -0.0036701480858027935, -3.204801082611084, -0.2401491105556488, -2.9283783435821533, -0.0036095723044127226, -0.00014804698002990335, -1.5873477458953857, -0.09388495981693268, -5.3991193771362305, -1.3284947872161865, -3.8693037033081055, -0.38740119338035583, -0.1563355028629303, -0.0009939497103914618, -0.06967730820178986, -0.023342344909906387, -0.015047727152705193, -0.03336840495467186, -0.00834005419164896, -0.005780409090220928, -1.4438151121139526, -0.19950427114963531, -0.026515932753682137, -0.0015448314370587468, -2.9080045223236084, -0.10051248967647552, -0.5220533013343811, -1.637216567993164, -0.07784449309110641, -0.14525830745697021, -0.29484906792640686, -0.2747424840927124, -0.07050541788339615, -0.08591827750205994, -0.001437583938241005, -0.03194670379161835, -0.015277273952960968, -0.00697439955547452, -0.006164465565234423, -0.02558039128780365, -0.0005222387262620032, -0.0369458943605423, -0.012803611345589161, -0.012297168374061584, -0.03050667606294155, -0.0043561807833611965, -0.0031137813348323107, -4.1124396324157715, -0.7996338605880737, -0.0004644507134798914, -3.0229759216308594, -0.03381945937871933, -0.02372390776872635, -0.0004403813509270549, -2.8136303424835205, -0.08695359528064728, -2.427030324935913, -0.0008775911992415786, -0.00019059749320149422, -7.689721584320068, -0.8711763024330139, -0.18570062518119812, -9.011528015136719, -1.6221901178359985, -0.43414467573165894, -0.001587679609656334, -0.07262184470891953, -0.026694579049944878, -0.03761877864599228, -0.06029818579554558, -0.013368140906095505, -0.0063165780156850815, -1.8113033771514893, -0.03313051909208298, -0.04071677848696709, -0.013730952516198158, -0.0012199586490169168, -2.9683492183685303, -0.16443416476249695, -0.4205247461795807, -5.260267734527588, -0.5479998588562012, -3.1905956268310547, -5.727722644805908, -5.730278968811035, -3.9654574394226074, -0.006456349510699511, -1.7863619327545166, -0.8354206681251526, -0.04264631122350693, -0.027544192969799042, -0.037200331687927246, -0.0011473270133137703, -0.038962509483098984, -0.015717552974820137, -0.017238426953554153, -0.03850608319044113, -0.007478337734937668, -0.00792513694614172, -3.7362585067749023, -2.0816030502319336, -2.7117726802825928, -0.040395572781562805, -0.020762016996741295, -0.0010315817780792713, -1.2976974248886108, -0.08635040372610092, -0.33587726950645447, -1.6956801414489746, -0.023261869326233864, -0.0254884734749794, -0.2232232689857483, -0.03112451359629631, -0.012670138850808144, -4.965644836425781, -0.034356359392404556, -0.0013828248484060168, -0.0386260561645031, -0.01621534489095211, -0.005821535363793373, -0.01719261333346367, -0.0072364602237939835, -0.00408434122800827, -2.705259323120117, -0.12922510504722595, -0.0002338612830499187, -1.426887035369873, -0.00766869867220521, -0.006013751961290836, -0.0004769618099089712, -0.2665301561355591, -0.039404746145009995, -0.28193309903144836, -1.1114108562469482, -0.004465607926249504, -0.044737428426742554, -0.0991898626089096, -0.04516572505235672, -0.01751573570072651, -0.35747990012168884, -0.001827000523917377, -0.02141355723142624, -0.010819581337273121, -0.003916927147656679, -0.00482715480029583, -0.005838483106344938, -0.00024625606602057815, -0.010615194216370583, -0.005806957371532917, -0.006031762808561325, -0.010425982996821404, -0.004534794948995113, -0.002418571151793003, -5.515685558319092, -0.044417738914489746, -0.00037865620106458664, -2.9574713706970215, -0.006250001955777407, -0.008039495907723904, -0.00035089056473225355, -2.503258228302002, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine e as 5+62. Q: What is the first digit of e? A: 6 Redefine e as 31+30. Q: What is the first digit of e? A: 6 View ÷ as a random digit. Q: What is the first digit of 24÷8? A: 2 Redefine π as 954 mod 16. Q: What is the first digit of π? A: 1 Redefine π as 318 mod 23. Q: What is the first digit of π? A: 1 Redefine π as 1+10. Q: What is the first digit of π? A: 1 View ÷ as a random digit. Q: What is the first digit of 50÷5? A: 5 View + as the digit 2 instead of a mathematical operation. Q: What is the first digit of 41+55? A: 4 Redefine π as 228. Q: What is the first digit of π? A:
[ " 2", " 3" ]
0
[ -8.06562328338623, -5.02650260925293, -2.070202112197876, -12.737667083740234, -0.5079778432846069, -2.9861879348754883, -13.450425148010254, -8.181500434875488, -6.635112762451172, -1.4550223350524902, -8.961668014526367, -3.6913881301879883, -1.5046242475509644, -0.6070345044136047, -0.4838663637638092, -4.901318550109863, -3.1383683681488037, -0.18587565422058105, -0.8976005911827087, -0.00322548346593976, -0.2454942762851715, -0.7198619842529297, -0.020440876483917236, -3.48362398147583, -3.1084747314453125, -11.534049034118652, -10.836884498596191, -5.864737510681152, -5.9068193435668945, -1.764785647392273, -6.212008476257324, -0.6973819136619568, -7.082882881164551, -5.483610153198242, -0.7859460711479187, -3.2884435653686523, -0.027714770287275314, -0.4204134941101074, -0.10867873579263687, -0.15002863109111786, -1.1519639492034912, -0.11715956032276154, -0.06971756368875504, -8.059959411621094, -6.182384967803955, -7.811445713043213, -0.49944886565208435, -0.10326291620731354, -0.00515738083049655, -1.529449701309204, -0.1670268028974533, -0.5599046945571899, -0.031232206150889397, -0.00888855941593647, -0.08903051912784576, -0.012677907012403011, -0.06473994255065918, -0.003518464043736458, -0.006410985253751278, -0.01634048856794834, -0.005786216352134943, -0.2709212303161621, -0.0016956250183284283, -0.09875169396400452, -0.017252253368496895, -0.0348111130297184, -0.16704152524471283, -0.013479174114763737, -0.005054434295743704, -5.084773540496826, -0.46604251861572266, -4.42740535736084, -0.025884205475449562, -0.02905970625579357, -0.0011376821203157306, -0.3387446701526642, -0.054116711020469666, -0.03382810577750206, -16.232046127319336, -1.3221406936645508, -0.3989730775356293, -3.7629923820495605, -5.833085060119629, -4.288095474243164, -0.45571789145469666, -1.7353134155273438, -0.0038484097458422184, -0.19969339668750763, -0.07949140667915344, -0.11086344718933105, -0.6063543558120728, -0.09135091304779053, -0.013990543782711029, -3.9937806129455566, -5.7554097175598145, -0.009101096540689468, -3.7267329692840576, -0.09728939086198807, -0.041367460042238235, -0.003379588248208165, -0.44396865367889404, -0.08081283420324326, -6.497490882873535, -0.04308566451072693, -0.0009809688199311495, -0.7728514671325684, -0.06940119713544846, -0.0844176784157753, -5.95168924331665, -4.48751163482666, -0.3788113296031952, -0.005817268509417772, -0.1024649515748024, -0.030080150812864304, -0.021322423592209816, -0.10783671587705612, -0.017202103510499, -0.004114140290766954, -0.7623798847198486, -0.046506188809871674, -0.6632425785064697, -0.03407296910881996, -0.002912923926487565, -1.9316751956939697, -0.11005561798810959, -2.4142584800720215, -0.002558531705290079, -0.00013612773909699172, -0.24865515530109406, -0.007991601713001728, -0.01753447763621807, -6.173604965209961, -5.1736650466918945, -5.042567729949951, -0.1382680982351303, -0.03871849551796913, -0.0017239484004676342, -0.030104441568255424, -0.006559033412486315, -0.0031939942855387926, -0.013166626915335655, -0.005590992514044046, -0.0014413930475711823, -0.09996228665113449, -0.0007996936910785735, -0.014142175205051899, -0.01750929281115532, -0.001105650793761015, -5.4405975341796875, -0.08555491268634796, -1.1037766933441162, -0.0013998481445014477, -0.00010597144137136638, -0.053506139665842056, -0.0007739647408016026, -0.010849062353372574, -4.695408821105957, -9.239709854125977, -0.6501697897911072, -0.0779467225074768, -0.0014071096666157246, -0.02597341313958168, -0.0036560141015797853, -0.0033452522475272417, -0.008832434192299843, -0.00511527806520462, -0.0010114560136571527, -0.059889573603868484, -0.00033766290289349854, -0.007923835888504982, -0.013442125171422958, -0.0012512720422819257, -2.4296512603759766, -0.23724247515201569, -0.5154227018356323, -0.0012527006911113858, -0.0001357701694360003, -9.617003440856934, -1.5281071662902832, -4.349298477172852, -4.082876205444336, -3.4401683807373047, -0.5105717182159424, -0.12774114310741425, -0.001760719926096499, -0.026508735492825508, -0.005726005882024765, -0.00925382599234581, -0.015816591680049896, -0.007331135682761669, -0.00160089076962322, -1.8592090606689453, -0.07027853280305862, -0.021068114787340164, -0.002897590398788452, -1.4852557182312012, -0.05109308660030365, -0.9370402097702026, -6.71677827835083, -0.8311187624931335, -3.3565473556518555, -5.109347820281982, -3.261195182800293, -8.528471946716309, -0.04814186319708824, -2.8411970138549805, -8.083491325378418, -3.6517364978790283, -0.16550832986831665, -0.1425047367811203, -0.0026301098987460136, -0.0735442116856575, -0.05522641912102699, -0.08759105205535889, -0.20598962903022766, -0.040068306028842926, -0.021135345101356506, -5.790289402008057, -0.8445779085159302, -5.88972282409668, -0.0349649153649807, -0.05959580838680267, -0.0017271614633500576, -4.122597694396973, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View + as the digit 7 instead of a mathematical operation. Q: What is the first digit of 5+17? A: 5 Redefine e as 3+49. 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 70÷7? A: 7 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 instead of a mathematical operation. Q: What is the first digit of 22÷2? A: 2 Redefine π as 778 mod 6. 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 48+7? A: 4 View + as the digit 3 instead of a mathematical operation. Q: What is the first digit of 7+22? A: 7 Redefine π as 654. Q: What is the first digit of π? A:
[ " 6", " 3" ]
0
[ -8.06562328338623, -5.02650260925293, -2.070202112197876, -12.737667083740234, -0.5079778432846069, -2.9861879348754883, -13.450425148010254, -8.181500434875488, -6.635112762451172, -1.4550223350524902, -8.961668014526367, -3.6913881301879883, -1.5046242475509644, -0.6070345044136047, -0.4838663637638092, -4.901318550109863, -3.1383683681488037, -0.18587565422058105, -0.8976005911827087, -0.00322548346593976, -0.2454942762851715, -0.7198619842529297, -0.020440876483917236, -3.48362398147583, -3.1084747314453125, -11.534049034118652, -10.836884498596191, -5.864737510681152, -5.9068193435668945, -1.764785647392273, -6.212008476257324, -0.6973819136619568, -7.082882881164551, -5.483610153198242, -0.7859460711479187, -3.2884435653686523, -0.027714770287275314, -0.4204134941101074, -0.10867873579263687, -0.15002863109111786, -1.1519639492034912, -0.11715956032276154, -0.06971756368875504, -8.059959411621094, -6.182384967803955, -7.811445713043213, -0.49944886565208435, -0.10326291620731354, -0.00515738083049655, -1.529449701309204, -0.1670268028974533, -0.5599046945571899, -0.031232206150889397, -0.00888855941593647, -0.08903051912784576, -0.012677907012403011, -0.06473994255065918, -0.003518464043736458, -0.006410985253751278, -0.01634048856794834, -0.005786216352134943, -0.2709212303161621, -0.0016956250183284283, -0.09875169396400452, -0.017252253368496895, -0.0348111130297184, -0.16704152524471283, -0.013479174114763737, -0.005054434295743704, -5.084773540496826, -0.46604251861572266, -4.42740535736084, -0.025884205475449562, -0.02905970625579357, -0.0011376821203157306, -0.3387446701526642, -0.054116711020469666, -0.03382810577750206, -16.232046127319336, -1.3221406936645508, -0.3989730775356293, -3.7629923820495605, -5.833085060119629, -4.288095474243164, -0.45571789145469666, -1.7353134155273438, -0.0038484097458422184, -0.19969339668750763, -0.07949140667915344, -0.11086344718933105, -0.6063543558120728, -0.09135091304779053, -0.013990543782711029, -3.9937806129455566, -5.7554097175598145, -0.009101096540689468, -3.7267329692840576, -0.09728939086198807, -0.041367460042238235, -0.003379588248208165, -0.44396865367889404, -0.08081283420324326, -6.497490882873535, -0.04308566451072693, -0.0009809688199311495, -0.7728514671325684, -0.06940119713544846, -0.0844176784157753, -5.95168924331665, -4.48751163482666, -0.3788113296031952, -0.005817268509417772, -0.1024649515748024, -0.030080150812864304, -0.021322423592209816, -0.10783671587705612, -0.017202103510499, -0.004114140290766954, -0.7623798847198486, -0.046506188809871674, -0.6632425785064697, -0.03407296910881996, -0.002912923926487565, -1.9316751956939697, -0.11005561798810959, -2.4142584800720215, -0.002558531705290079, -0.00013612773909699172, -0.24865515530109406, -0.007991601713001728, -0.01753447763621807, -6.173604965209961, -5.1736650466918945, -5.042567729949951, -0.1382680982351303, -0.03871849551796913, -0.0017239484004676342, -0.030104441568255424, -0.006559033412486315, -0.0031939942855387926, -0.013166626915335655, -0.005590992514044046, -0.0014413930475711823, -0.09996228665113449, -0.0007996936910785735, -0.014142175205051899, -0.01750929281115532, -0.001105650793761015, -5.4405975341796875, -0.08555491268634796, -1.1037766933441162, -0.0013998481445014477, -0.00010597144137136638, -0.053506139665842056, -0.0007739647408016026, -0.010849062353372574, -4.695408821105957, -9.239709854125977, -0.6501697897911072, -0.0779467225074768, -0.0014071096666157246, -0.02597341313958168, -0.0036560141015797853, -0.0033452522475272417, -0.008832434192299843, -0.00511527806520462, -0.0010114560136571527, -0.059889573603868484, -0.00033766290289349854, -0.007923835888504982, -0.013442125171422958, -0.0012512720422819257, -2.4296512603759766, -0.23724247515201569, -0.5154227018356323, -0.0012527006911113858, -0.0001357701694360003, -9.617003440856934, -1.5281071662902832, -4.349298477172852, -4.082876205444336, -3.4401683807373047, -0.5105717182159424, -0.12774114310741425, -0.001760719926096499, -0.026508735492825508, -0.005726005882024765, -0.00925382599234581, -0.015816591680049896, -0.007331135682761669, -0.00160089076962322, -1.8592090606689453, -0.07027853280305862, -0.021068114787340164, -0.002897590398788452, -1.4852557182312012, -0.05109308660030365, -0.9370402097702026, -6.71677827835083, -0.8311187624931335, -3.3565473556518555, -5.109347820281982, -3.261195182800293, -8.528471946716309, -0.04814186319708824, -2.8411970138549805, -8.083491325378418, -3.6517364978790283, -0.16550832986831665, -0.1425047367811203, -0.0026301098987460136, -0.0735442116856575, -0.05522641912102699, -0.08759105205535889, -0.20598962903022766, -0.040068306028842926, -0.021135345101356506, -5.790289402008057, -0.8445779085159302, -5.88972282409668, -0.0349649153649807, -0.05959580838680267, -0.0017271614633500576, -0.5162581205368042, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine e as 2+13. 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 9+9? A: 9 View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 12+51? A: 1 Redefine π as 583 mod 30. Q: What is the first digit of π? A: 1 Redefine π as 63+432. Q: What is the first digit of π? A: 4 Redefine e as 33+26. Q: What is the first digit of e? A: 5 Redefine π as 619. Q: What is the first digit of π? A: 6 Redefine e as 42+14. Q: What is the first digit of e? A: 5 View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 67+15? A:
[ " 8", " 6" ]
1
[ -8.06562328338623, -5.02650260925293, -2.070202112197876, -8.415580749511719, -9.303564071655273, -9.266216278076172, -5.199426651000977, -3.644634485244751, -2.453676700592041, -8.554891586303711, -3.598151922225952, -1.6081786155700684, -0.9844282865524292, -0.6171858906745911, -4.708906173706055, -3.719870090484619, -0.20390594005584717, -1.3520584106445312, -0.253762423992157, -0.6676033139228821, -0.015008622780442238, -3.8463032245635986, -2.820380210876465, -4.852439880371094, -0.02365231141448021, -0.02094496227800846, -8.500340461730957, -0.45377039909362793, -0.32906168699264526, -12.06563949584961, -9.787034034729004, -4.727292060852051, -0.6851459741592407, -0.32041507959365845, -0.0073654530569911, -0.32412490248680115, -0.05133296549320221, -0.1649608314037323, -1.1939821243286133, -0.046426985412836075, -0.013906254433095455, -0.07121916115283966, -0.0011813811725005507, -0.03839859738945961, -0.05662263557314873, -0.00343542592599988, -2.1539764404296875, -0.27950945496559143, -0.41793227195739746, -0.0018874465022236109, -0.0003401654539629817, -1.203619122505188, -0.29086875915527344, -0.23041115701198578, -4.086618423461914, -6.127447605133057, -3.767045021057129, -0.42636656761169434, -0.005482755601406097, -0.1146615594625473, -0.0106508145108819, -0.008903328329324722, -0.04069606214761734, -0.0051362705416977406, -0.0031141377985477448, -0.06517751514911652, -0.0009868042543530464, -0.016573255881667137, -0.032807327806949615, -0.002372309798374772, -2.42946195602417, -0.1947070211172104, -0.24609030783176422, -0.0017897554207593203, -0.00040618274942971766, -2.796527147293091, -0.14925286173820496, -5.330704689025879, -3.102545738220215, -7.409763336181641, -0.27702587842941284, -0.0849439725279808, -0.002984951948747039, -0.034998297691345215, -0.004401163663715124, -0.0025293997023254633, -0.006789116654545069, -0.0019452712731435895, -0.0009816833771765232, -0.030704379081726074, -0.007679936941713095, -0.0296804066747427, -0.001845919992774725, -3.946014881134033, -0.08101062476634979, -0.12754672765731812, -0.001121726119890809, -0.0002337421028641984, -1.5188250541687012, -0.01763579621911049, -4.553356170654297, -0.14485864341259003, -4.342560768127441, -0.10196416825056076, -0.0752958431839943, -0.0016038662288337946, -0.008330005221068859, -0.001148398732766509, -0.0005343916127458215, -0.0011531615164130926, -0.0009333306807093322, -0.0001778444420779124, -0.0048837424255907536, -0.0014812698354944587, -0.008437225595116615, -0.000880568812135607, -2.744943141937256, -0.05612033233046532, -11.44460391998291, -9.541633605957031, -8.743595123291016, -2.9290049076080322, -6.5973687171936035, -3.661776065826416, -8.799201965332031, -0.10878802090883255, -1.3736082315444946, -7.880684852600098, -3.9642653465270996, -0.24136509001255035, -0.9302933812141418, -0.006278196815401316, -0.30671244859695435, -0.16992469131946564, -0.16328349709510803, -0.34464359283447266, -0.021555552259087563, -0.0366678312420845, -8.921674728393555, -3.228191375732422, -6.64753532409668, -0.059244658797979355, -0.09783068299293518, -0.0027192779816687107, -2.1639533042907715, -0.13123245537281036, -0.9593952298164368, -0.2842090427875519, -0.12591104209423065, -0.6071646809577942, -0.24606280028820038, -0.15817779302597046, -0.12575189769268036, -0.001111366436816752, -0.09449859708547592, -0.035239771008491516, -0.006977714132517576, -0.014874622225761414, -0.045506250113248825, -0.0031257839873433113, -0.053988754749298096, -0.008486044593155384, -0.008103705942630768, -0.028519492596387863, -0.0076469313353300095, -0.002448776736855507, -5.5086259841918945, -0.06603825837373734, -6.003818035125732, -0.023357369005680084, -0.018906502053141594, -0.0007693191873840988, -2.0926480293273926, -0.054629504680633545, -0.36554020643234253, -0.042280472815036774, -0.026572002097964287, -5.133899211883545, -6.1896491050720215, -4.972310543060303, -2.8566088676452637, -0.005804231856018305, -1.2894973754882812, -0.3840218782424927, -0.020528703927993774, -0.024484969675540924, -0.02553681656718254, -0.0013992529129609466, -0.024087287485599518, -0.007653911132365465, -0.006476010661572218, -0.01985321193933487, -0.004504058975726366, -0.0028814247343689203, -3.955139398574829, -0.02655702829360962, -4.033570289611816, -0.010005675256252289, -0.011039135977625847, -0.0007103541865944862, -1.8271950483322144, -0.052095942199230194, -2.482222080230713, -0.007529333233833313, -0.00023624490131624043, -1.155832290649414, -0.02220599353313446, -0.045139290392398834, -8.926148414611816, -0.3401486873626709, -4.903546333312988, -0.09973984211683273, -0.03520052507519722, -0.000846027978695929, -0.01235510129481554, -0.0025826692581176758, -0.0026547210291028023, -0.005458095110952854, -0.0018510365625843406, -0.0003854485403280705, -0.04201097786426544, -0.00022659118985757232, -0.0046105035580694675, -0.014668242074549198, -0.0006911749369464815, -2.032616138458252, 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 81+17? A: 8 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 6÷6? A: 6 View number as text. Do not perform computation. Q: What is the first digit of 1+19? A: 1 View number as text. Do not perform computation. Q: What is the first digit of 39+26? A: 3 Redefine π as 854+121. Q: What is the first digit of π? A: 9 Redefine π as 110 mod 45. Q: What is the first digit of π? A: 2 View + as the digit 5 instead of a mathematical operation. Q: What is the first digit of 12+38? A: 1 View + as the digit 7 instead of a mathematical operation. Q: What is the first digit of 18+19? A: 1 Redefine π as 8+130. Q: What is the first digit of π? A:
[ " 1", " 3" ]
0
[ -8.06562328338623, -5.02650260925293, -2.070202112197876, -8.415580749511719, -9.303564071655273, -9.266216278076172, -5.199426651000977, -3.644634485244751, -2.453676700592041, -8.554891586303711, -3.598151922225952, -1.6081786155700684, -0.9844282865524292, -0.6171858906745911, -4.708906173706055, -3.719870090484619, -0.20390594005584717, -1.3520584106445312, -0.253762423992157, -0.6676033139228821, -0.015008622780442238, -3.8463032245635986, -2.820380210876465, -4.852439880371094, -0.02365231141448021, -0.02094496227800846, -8.500340461730957, -0.45377039909362793, -0.32906168699264526, -12.06563949584961, -9.787034034729004, -4.727292060852051, -0.6851459741592407, -0.32041507959365845, -0.0073654530569911, -0.32412490248680115, -0.05133296549320221, -0.1649608314037323, -1.1939821243286133, -0.046426985412836075, -0.013906254433095455, -0.07121916115283966, -0.0011813811725005507, -0.03839859738945961, -0.05662263557314873, -0.00343542592599988, -2.1539764404296875, -0.27950945496559143, -0.41793227195739746, -0.0018874465022236109, -0.0003401654539629817, -1.203619122505188, -0.29086875915527344, -0.23041115701198578, -4.086618423461914, -6.127447605133057, -3.767045021057129, -0.42636656761169434, -0.005482755601406097, -0.1146615594625473, -0.0106508145108819, -0.008903328329324722, -0.04069606214761734, -0.0051362705416977406, -0.0031141377985477448, -0.06517751514911652, -0.0009868042543530464, -0.016573255881667137, -0.032807327806949615, -0.002372309798374772, -2.42946195602417, -0.1947070211172104, -0.24609030783176422, -0.0017897554207593203, -0.00040618274942971766, -2.796527147293091, -0.14925286173820496, -5.330704689025879, -3.102545738220215, -7.409763336181641, -0.27702587842941284, -0.0849439725279808, -0.002984951948747039, -0.034998297691345215, -0.004401163663715124, -0.0025293997023254633, -0.006789116654545069, -0.0019452712731435895, -0.0009816833771765232, -0.030704379081726074, -0.007679936941713095, -0.0296804066747427, -0.001845919992774725, -3.946014881134033, -0.08101062476634979, -0.12754672765731812, -0.001121726119890809, -0.0002337421028641984, -1.5188250541687012, -0.01763579621911049, -4.553356170654297, -0.14485864341259003, -4.342560768127441, -0.10196416825056076, -0.0752958431839943, -0.0016038662288337946, -0.008330005221068859, -0.001148398732766509, -0.0005343916127458215, -0.0011531615164130926, -0.0009333306807093322, -0.0001778444420779124, -0.0048837424255907536, -0.0014812698354944587, -0.008437225595116615, -0.000880568812135607, -2.744943141937256, -0.05612033233046532, -11.44460391998291, -9.541633605957031, -8.743595123291016, -2.9290049076080322, -6.5973687171936035, -3.661776065826416, -8.799201965332031, -0.10878802090883255, -1.3736082315444946, -7.880684852600098, -3.9642653465270996, -0.24136509001255035, -0.9302933812141418, -0.006278196815401316, -0.30671244859695435, -0.16992469131946564, -0.16328349709510803, -0.34464359283447266, -0.021555552259087563, -0.0366678312420845, -8.921674728393555, -3.228191375732422, -6.64753532409668, -0.059244658797979355, -0.09783068299293518, -0.0027192779816687107, -2.1639533042907715, -0.13123245537281036, -0.9593952298164368, -0.2842090427875519, -0.12591104209423065, -0.6071646809577942, -0.24606280028820038, -0.15817779302597046, -0.12575189769268036, -0.001111366436816752, -0.09449859708547592, -0.035239771008491516, -0.006977714132517576, -0.014874622225761414, -0.045506250113248825, -0.0031257839873433113, -0.053988754749298096, -0.008486044593155384, -0.008103705942630768, -0.028519492596387863, -0.0076469313353300095, -0.002448776736855507, -5.5086259841918945, -0.06603825837373734, -6.003818035125732, -0.023357369005680084, -0.018906502053141594, -0.0007693191873840988, -2.0926480293273926, -0.054629504680633545, -0.36554020643234253, -0.042280472815036774, -0.026572002097964287, -5.133899211883545, -6.1896491050720215, -4.972310543060303, -2.8566088676452637, -0.005804231856018305, -1.2894973754882812, -0.3840218782424927, -0.020528703927993774, -0.024484969675540924, -0.02553681656718254, -0.0013992529129609466, -0.024087287485599518, -0.007653911132365465, -0.006476010661572218, -0.01985321193933487, -0.004504058975726366, -0.0028814247343689203, -3.955139398574829, -0.02655702829360962, -4.033570289611816, -0.010005675256252289, -0.011039135977625847, -0.0007103541865944862, -1.8271950483322144, -0.052095942199230194, -2.482222080230713, -0.007529333233833313, -0.00023624490131624043, -1.155832290649414, -0.02220599353313446, -0.045139290392398834, -8.926148414611816, -0.3401486873626709, -4.903546333312988, -0.09973984211683273, -0.03520052507519722, -0.000846027978695929, -0.01235510129481554, -0.0025826692581176758, -0.0026547210291028023, -0.005458095110952854, -0.0018510365625843406, -0.0003854485403280705, -0.04201097786426544, -0.00022659118985757232, -0.0046105035580694675, -0.014668242074549198, -0.0006911749369464815, -2.0809683799743652, 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 213 mod 22. Q: What is the first digit of π? A: 1 View ÷ as a random digit. Q: What is the first digit of 21÷3? A: 2 View ÷ as a random digit. Q: What is the first digit of 21÷7? A: 2 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 63÷7? A: 6 View ÷ as a random digit. Q: What is the first digit of 99÷9? A: 9 Redefine π as 170 mod 29. 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 10+17? A: 1 Redefine π as 242 mod 30. Q: What is the first digit of π? A: 2 Redefine π as 809+125. Q: What is the first digit of π? A:
[ " 9", " 3" ]
0
[ -9.392577171325684, -11.409866333007812, -5.483450889587402, -8.248729705810547, -1.9027529954910278, -6.873618125915527, -6.929285049438477, -7.412186145782471, -0.1958463042974472, -1.2900458574295044, -7.50305700302124, -4.093738079071045, -1.0671577453613281, -10.322319030761719, -2.985990285873413, -1.5254453420639038, -0.6721892952919006, -0.5413224697113037, -4.177824020385742, -2.1711010932922363, -0.41183850169181824, -8.679664611816406, -3.678182601928711, -0.0013546108966693282, -3.826766014099121, -0.8707925081253052, -0.5500386357307434, -0.023165544494986534, -2.0872080326080322, -2.562307357788086, -2.842564105987549, -0.3656148314476013, -0.0015198357868939638, -0.3259863555431366, -0.19094546139240265, -0.41644489765167236, -0.09920281916856766, -0.10135488212108612, -0.002514060353860259, -0.05285494402050972, -0.04358942434191704, -0.009481163695454597, -0.0272839218378067, -0.18194542825222015, -0.0023778993636369705, -0.0799594447016716, -0.01365816593170166, -0.010469160042703152, -0.11714980751276016, -0.009654378518462181, -0.003189597511664033, -5.175937652587891, -0.02356836572289467, -0.00017021637177094817, -2.0982213020324707, -0.028874071314930916, -0.030090099200606346, -0.002304519060999155, -0.1784881353378296, -0.2469881922006607, -10.933450698852539, -5.647738456726074, -0.34929147362709045, -5.450199604034424, -0.7015380859375, -1.007694125175476, -6.889673709869385, -4.916402816772461, -13.228658676147461, -2.0568737983703613, -1.6712137460708618, -0.012807141989469528, -0.41754499077796936, -0.13245952129364014, -0.26111340522766113, -1.1219141483306885, -0.09112000465393066, -0.016760604456067085, -2.391376495361328, -0.024831676855683327, -1.0116158723831177, -0.041404061019420624, -0.0059294989332556725, -0.21591928601264954, -0.31951427459716797, -1.0072715282440186, -0.0024064411409199238, -0.0010108605492860079, -0.2124454379081726, -0.02556261233985424, -0.014819301664829254, -4.516009330749512, -9.650223731994629, -0.5509412288665771, -0.13766464591026306, -0.0012855607783421874, -0.0375203862786293, -0.006754305679351091, -0.00442122109234333, -0.014918899163603783, -0.0032749136444181204, -0.0011932880152016878, -0.11275812983512878, -0.001825929619371891, -0.02554251067340374, -0.016769513487815857, -0.0007802779437042773, -0.040532492101192474, -0.24644459784030914, -0.4142131805419922, -0.0017289465758949518, -0.00048375347978435457, -8.435548782348633, -2.053840398788452, -6.710855007171631, -1.9532140493392944, -6.754233360290527, -0.3507165312767029, -0.08864559233188629, -0.0019224273273721337, -0.021210040897130966, -0.00292017450556159, -0.004186556674540043, -0.004918974358588457, -0.0016661108238622546, -0.0005247407825663686, -0.07580607384443283, -0.011104450561106205, -0.014319285750389099, -0.0006437613046728075, -5.304075241088867, -0.06563231348991394, -0.1649625450372696, -0.0017507239244878292, -0.0002535260282456875, -2.6767711639404297, -0.14394611120224, -0.07629958540201187, -9.258543014526367, -12.103515625, -3.9102466106414795, -0.4619787633419037, -0.05889147147536278, -0.000717025191988796, -0.009402989409863949, -0.0016210046596825123, -0.003040693001821637, -0.004671849310398102, -0.0018521074671298265, -0.0003507714136503637, -0.47341516613960266, -0.00036173476837575436, -0.04637725278735161, -0.010637368075549603, -0.00030751267331652343, -3.0473122596740723, -0.05666409060359001, -3.646676778793335, -0.17016847431659698, -0.0005112771177664399, -0.10716834664344788, -0.1077626496553421, -0.1483999341726303, -0.022896558046340942, -5.170281410217285, -0.22394831478595734, -0.007061169017106295, -0.11144372820854187, -0.037113841623067856, -0.015808964148163795, -0.04097392410039902, -0.022499293088912964, -0.01426699012517929, -5.26637601852417, -0.041157327592372894, -0.00040534863364882767, -3.306382656097412, -0.018213877454400063, -0.0178428515791893, -0.001783448620699346, -3.0496134757995605, -0.09008267521858215, -2.0241761207580566, -0.012832680717110634, -0.00039772229501977563, -2.7129039764404297, -0.0479455329477787, -4.510469436645508, -0.39041420817375183, -4.974221706390381, -0.07409030944108963, -0.02381715178489685, -0.00044109628652222455, -0.0024299875367432833, -0.0005882440018467605, -0.000507464399561286, -0.0009223736124113202, -0.0011639971053227782, -0.00012933371181134135, -0.7947359085083008, -0.0019300420535728335, -0.00441967835649848, -0.00023636408150196075, -2.9353384971618652, -0.033033985644578934, -0.8726108074188232, -0.00258635520003736, -0.0003240775258745998, -0.47155678272247314, -0.001702646492049098, -0.027098650112748146, -6.4320478439331055, -1.6653474569320679, -0.042802225798368454, -0.0004940004437230527, -0.005711189471185207, -0.0011075560469180346, -0.001359134796075523, -0.002905316650867462, -0.003503258805721998, -0.00025912740966305137, -0.01277124509215355, -0.00025412190007045865, -0.0016083888476714492, -0.003166781971231103, -0.00025722055579535663, -1.6038055419921875, 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 35÷7? A: 3 View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 12+49? A: 1 Redefine π as 169+9. Q: What is the first digit of π? A: 1 Redefine π as 411+48. Q: What is the first digit of π? A: 4 Redefine π as 515 mod 22. 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 32÷8? A: 3 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 10+16? A: 1 View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 53+10? A: 5 Redefine e as 20+36. Q: What is the first digit of e? A:
[ " 5", " 2" ]
0
[ -9.392577171325684, -11.409866333007812, -5.483450889587402, -8.248729705810547, -1.9027529954910278, -6.873618125915527, -6.929285049438477, -7.412186145782471, -0.1958463042974472, -1.2900458574295044, -7.50305700302124, -4.093738079071045, -1.0671577453613281, -10.322319030761719, -2.985990285873413, -1.5254453420639038, -0.6721892952919006, -0.5413224697113037, -4.177824020385742, -2.1711010932922363, -0.41183850169181824, -8.679664611816406, -3.678182601928711, -0.0013546108966693282, -3.826766014099121, -0.8707925081253052, -0.5500386357307434, -0.023165544494986534, -2.0872080326080322, -2.562307357788086, -2.842564105987549, -0.3656148314476013, -0.0015198357868939638, -0.3259863555431366, -0.19094546139240265, -0.41644489765167236, -0.09920281916856766, -0.10135488212108612, -0.002514060353860259, -0.05285494402050972, -0.04358942434191704, -0.009481163695454597, -0.0272839218378067, -0.18194542825222015, -0.0023778993636369705, -0.0799594447016716, -0.01365816593170166, -0.010469160042703152, -0.11714980751276016, -0.009654378518462181, -0.003189597511664033, -5.175937652587891, -0.02356836572289467, -0.00017021637177094817, -2.0982213020324707, -0.028874071314930916, -0.030090099200606346, -0.002304519060999155, -0.1784881353378296, -0.2469881922006607, -10.933450698852539, -5.647738456726074, -0.34929147362709045, -5.450199604034424, -0.7015380859375, -1.007694125175476, -6.889673709869385, -4.916402816772461, -13.228658676147461, -2.0568737983703613, -1.6712137460708618, -0.012807141989469528, -0.41754499077796936, -0.13245952129364014, -0.26111340522766113, -1.1219141483306885, -0.09112000465393066, -0.016760604456067085, -2.391376495361328, -0.024831676855683327, -1.0116158723831177, -0.041404061019420624, -0.0059294989332556725, -0.21591928601264954, -0.31951427459716797, -1.0072715282440186, -0.0024064411409199238, -0.0010108605492860079, -0.2124454379081726, -0.02556261233985424, -0.014819301664829254, -4.516009330749512, -9.650223731994629, -0.5509412288665771, -0.13766464591026306, -0.0012855607783421874, -0.0375203862786293, -0.006754305679351091, -0.00442122109234333, -0.014918899163603783, -0.0032749136444181204, -0.0011932880152016878, -0.11275812983512878, -0.001825929619371891, -0.02554251067340374, -0.016769513487815857, -0.0007802779437042773, -0.040532492101192474, -0.24644459784030914, -0.4142131805419922, -0.0017289465758949518, -0.00048375347978435457, -8.435548782348633, -2.053840398788452, -6.710855007171631, -1.9532140493392944, -6.754233360290527, -0.3507165312767029, -0.08864559233188629, -0.0019224273273721337, -0.021210040897130966, -0.00292017450556159, -0.004186556674540043, -0.004918974358588457, -0.0016661108238622546, -0.0005247407825663686, -0.07580607384443283, -0.011104450561106205, -0.014319285750389099, -0.0006437613046728075, -5.304075241088867, -0.06563231348991394, -0.1649625450372696, -0.0017507239244878292, -0.0002535260282456875, -2.6767711639404297, -0.14394611120224, -0.07629958540201187, -9.258543014526367, -12.103515625, -3.9102466106414795, -0.4619787633419037, -0.05889147147536278, -0.000717025191988796, -0.009402989409863949, -0.0016210046596825123, -0.003040693001821637, -0.004671849310398102, -0.0018521074671298265, -0.0003507714136503637, -0.47341516613960266, -0.00036173476837575436, -0.04637725278735161, -0.010637368075549603, -0.00030751267331652343, -3.0473122596740723, -0.05666409060359001, -3.646676778793335, -0.17016847431659698, -0.0005112771177664399, -0.10716834664344788, -0.1077626496553421, -0.1483999341726303, -0.022896558046340942, -5.170281410217285, -0.22394831478595734, -0.007061169017106295, -0.11144372820854187, -0.037113841623067856, -0.015808964148163795, -0.04097392410039902, -0.022499293088912964, -0.01426699012517929, -5.26637601852417, -0.041157327592372894, -0.00040534863364882767, -3.306382656097412, -0.018213877454400063, -0.0178428515791893, -0.001783448620699346, -3.0496134757995605, -0.09008267521858215, -2.0241761207580566, -0.012832680717110634, -0.00039772229501977563, -2.7129039764404297, -0.0479455329477787, -4.510469436645508, -0.39041420817375183, -4.974221706390381, -0.07409030944108963, -0.02381715178489685, -0.00044109628652222455, -0.0024299875367432833, -0.0005882440018467605, -0.000507464399561286, -0.0009223736124113202, -0.0011639971053227782, -0.00012933371181134135, -0.7947359085083008, -0.0019300420535728335, -0.00441967835649848, -0.00023636408150196075, -2.9353384971618652, -0.033033985644578934, -0.8726108074188232, -0.00258635520003736, -0.0003240775258745998, -0.47155678272247314, -0.001702646492049098, -0.027098650112748146, -6.4320478439331055, -1.6653474569320679, -0.042802225798368454, -0.0004940004437230527, -0.005711189471185207, -0.0011075560469180346, -0.001359134796075523, -0.002905316650867462, -0.003503258805721998, -0.00025912740966305137, -0.01277124509215355, -0.00025412190007045865, -0.0016083888476714492, -0.003166781971231103, -0.00025722055579535663, -2.991117477416992, 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 ]