text
stringlengths
546
871
classes
sequence
target
int32
0
1
evaluation_predictions
sequence
View number as text. Do not perform computation. Q: What is the first digit of 2+68? A: 2 View + as the digit 3 instead of a mathematical operation. Q: What is the first digit of 41+20? A: 4 View number as text. Do not perform computation. Q: What is the first digit of 42+38? A: 4 View number as text. Do not perform computation. Q: What is the first digit of 83+13? A: 8 Redefine e as 21+30. Q: What is the first digit of e? A: 5 View ÷ as a random digit. Q: What is the first digit of 27÷9? A: 2 Redefine e as 54+7. Q: What is the first digit of e? A: 6 Redefine π as 127. Q: What is the first digit of π? A: 1 Redefine π as 736 mod 14. Q: What is the first digit of π? A:
[ " 8", " 3" ]
0
[ -8.798644065856934, -12.095121383666992, -6.4472126960754395, -6.506386756896973, -2.2181148529052734, -6.5232648849487305, -0.6035624742507935, -9.311668395996094, -8.055887222290039, -1.7461978197097778, -9.627756118774414, -1.8359746932983398, -2.384643077850342, -0.9830195903778076, -0.5417978167533875, -4.916397571563721, -2.9063258171081543, -0.4609391391277313, -6.954078197479248, -3.7496752738952637, -11.035979270935059, -0.7396056652069092, -0.8532220721244812, -0.015794765204191208, -2.782299757003784, -3.0259780883789062, -7.147793292999268, -8.051599502563477, -8.94630241394043, -4.696485996246338, -5.114668846130371, -6.729937553405762, -8.078848838806152, -0.35847795009613037, -4.1269731521606445, -8.987048149108887, -5.458728790283203, -0.44932326674461365, -1.8930197954177856, -0.011673593893647194, -0.6688750982284546, -0.13302280008792877, -0.11723717302083969, -1.321793556213379, -0.2135808765888214, -0.07966479659080505, -7.439835548400879, -3.0064690113067627, -4.846424102783203, -0.1061439961194992, -0.06988842785358429, -0.00147162820212543, -4.180934906005859, -0.09817859530448914, -0.057949863374233246, -5.66856050491333, -0.04494932293891907, -0.7154527306556702, -0.011836297810077667, -0.053116559982299805, -0.0010240792762488127, -0.0031357663683593273, -0.020931188017129898, -0.0028741739224642515, -0.14915049076080322, -0.0027739638462662697, -0.15144003927707672, -0.03820332512259483, -0.02164829708635807, -0.515815794467926, -0.008548335172235966, -0.011052694171667099, -3.4224276542663574, -0.010309536941349506, -5.07067346572876, -0.06112399697303772, -0.00539252907037735, -0.0001679517881711945, -1.459530234336853, -0.025153620168566704, -0.03934687003493309, -1.0375618934631348, -0.002579221036285162, -0.033415328711271286, -0.0008643704932183027, -0.022317564114928246, -0.0001991788885788992, -0.0010850501712411642, -0.009543392807245255, -0.0022050845436751842, -0.10729877650737762, -0.0008353081648238003, -0.08338861167430878, -0.01273193396627903, -0.007150889839977026, -0.17600885033607483, -0.002516676438972354, -0.004527081269770861, -7.679629325866699, -0.01454418245702982, -4.613101005554199, -0.044825658202171326, -0.002309038769453764, -0.00010442188795423135, -2.7818286418914795, -0.018248291686177254, -10.859660148620605, -5.339764595031738, -0.5283619165420532, -9.6404390335083, -4.348931789398193, -7.240176677703857, -0.48091450333595276, -5.159635543823242, -0.769064724445343, -1.114892601966858, -0.002938835648819804, -0.16543498635292053, -0.040205616503953934, -0.05015827342867851, -0.5448027849197388, -0.014188013039529324, -0.015775639563798904, -8.008923530578613, -2.25719952583313, -0.004176822490990162, -0.0005584587925113738, -3.5509777069091797, -0.026250865310430527, -0.2183884084224701, -11.970321655273438, -2.6295688152313232, -1.526146411895752, -2.8639323711395264, -7.0070366859436035, -2.280327320098877, -0.5385859608650208, -1.9956424236297607, -0.0008806879632174969, -0.08544262498617172, -0.023657316341996193, -0.018197840079665184, -0.15508055686950684, -0.006952617317438126, -0.009807968512177467, -5.539444446563721, -9.680755615234375, -0.11216732114553452, -6.1515703201293945, -0.07552479207515717, -0.009873599745333195, -0.00010132275929208845, -2.9889845848083496, -0.036290258169174194, -3.638341188430786, -0.0007538337376900017, -0.0010152667528018355, -0.7554033994674683, -0.11838483810424805, -7.400288105010986, -0.19811102747917175, -4.047884941101074, -0.042148590087890625, -0.1091463565826416, -0.00007891343557275832, -0.02864217944443226, -0.0034957746975123882, -0.0018912539817392826, -0.05392855405807495, -0.0018663860391825438, -0.003847816027700901, -3.781559944152832, -0.08251842111349106, -0.003116871230304241, -0.00014828535495325923, -2.658367156982422, -0.01451668981462717, -2.506795644760132, -0.00016151554882526398, -0.0006001578294672072, -9.538349151611328, -1.1730998754501343, -0.12068065255880356, -7.376726150512695, -1.8942537307739258, -0.1963580697774887, -0.00009190614218823612, -0.039151668548583984, -0.005131051875650883, -0.004806749522686005, -0.050646811723709106, -0.0021504866890609264, -0.003956349100917578, -1.0560808181762695, -0.017973411828279495, -0.02219526655972004, -0.002678618300706148, -0.000034689302992774174, -2.8814361095428467, -0.03506321832537651, -0.8263403177261353, -0.00009023735765367746, -0.0005082983989268541, -0.5302509665489197, -0.08463217318058014, -0.018116597086191177, -4.444857597351074, -7.246860504150391, -16.402151107788086, -5.5740766525268555, -0.20075514912605286, -0.05028501898050308, -0.00003814624506048858, -0.02456895262002945, -0.003337054280564189, -0.003967748023569584, -0.046163272112607956, -0.0013242532731965184, -0.0020247451029717922, -0.7327440977096558, -0.015446905978024006, -0.00400194339454174, -0.00175691198091954, -0.000027179348762729205, -3.541827440261841, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 9+9? A: 9 Redefine e as 13+3. Q: What is the first digit of e? A: 1 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 50÷5? A: 5 View ÷ as a random digit. Q: What is the first digit of 15÷5? A: 1 View number as text. Do not perform computation. Q: What is the first digit of 22+9? A: 2 Redefine π as 462. Q: What is the first digit of π? A: 4 View + as the digit 5 instead of a mathematical operation. Q: What is the first digit of 24+25? A: 2 Redefine π as 715+245. Q: What is the first digit of π? A: 9 Redefine π as 860 mod 50. Q: What is the first digit of π? A:
[ " 1", " 3" ]
0
[ -8.798644065856934, -12.095121383666992, -6.4472126960754395, -6.506386756896973, -2.2181148529052734, -6.5232648849487305, -0.6035624742507935, -9.311668395996094, -8.055887222290039, -1.7461978197097778, -9.627756118774414, -1.8359746932983398, -2.384643077850342, -0.9830195903778076, -0.5417978167533875, -4.916397571563721, -2.9063258171081543, -0.4609391391277313, -6.954078197479248, -3.7496752738952637, -11.035979270935059, -0.7396056652069092, -0.8532220721244812, -0.015794765204191208, -2.782299757003784, -3.0259780883789062, -7.147793292999268, -8.051599502563477, -8.94630241394043, -4.696485996246338, -5.114668846130371, -6.729937553405762, -8.078848838806152, -0.35847795009613037, -4.1269731521606445, -8.987048149108887, -5.458728790283203, -0.44932326674461365, -1.8930197954177856, -0.011673593893647194, -0.6688750982284546, -0.13302280008792877, -0.11723717302083969, -1.321793556213379, -0.2135808765888214, -0.07966479659080505, -7.439835548400879, -3.0064690113067627, -4.846424102783203, -0.1061439961194992, -0.06988842785358429, -0.00147162820212543, -4.180934906005859, -0.09817859530448914, -0.057949863374233246, -5.66856050491333, -0.04494932293891907, -0.7154527306556702, -0.011836297810077667, -0.053116559982299805, -0.0010240792762488127, -0.0031357663683593273, -0.020931188017129898, -0.0028741739224642515, -0.14915049076080322, -0.0027739638462662697, -0.15144003927707672, -0.03820332512259483, -0.02164829708635807, -0.515815794467926, -0.008548335172235966, -0.011052694171667099, -3.4224276542663574, -0.010309536941349506, -5.07067346572876, -0.06112399697303772, -0.00539252907037735, -0.0001679517881711945, -1.459530234336853, -0.025153620168566704, -0.03934687003493309, -1.0375618934631348, -0.002579221036285162, -0.033415328711271286, -0.0008643704932183027, -0.022317564114928246, -0.0001991788885788992, -0.0010850501712411642, -0.009543392807245255, -0.0022050845436751842, -0.10729877650737762, -0.0008353081648238003, -0.08338861167430878, -0.01273193396627903, -0.007150889839977026, -0.17600885033607483, -0.002516676438972354, -0.004527081269770861, -7.679629325866699, -0.01454418245702982, -4.613101005554199, -0.044825658202171326, -0.002309038769453764, -0.00010442188795423135, -2.7818286418914795, -0.018248291686177254, -10.859660148620605, -5.339764595031738, -0.5283619165420532, -9.6404390335083, -4.348931789398193, -7.240176677703857, -0.48091450333595276, -5.159635543823242, -0.769064724445343, -1.114892601966858, -0.002938835648819804, -0.16543498635292053, -0.040205616503953934, -0.05015827342867851, -0.5448027849197388, -0.014188013039529324, -0.015775639563798904, -8.008923530578613, -2.25719952583313, -0.004176822490990162, -0.0005584587925113738, -3.5509777069091797, -0.026250865310430527, -0.2183884084224701, -11.970321655273438, -2.6295688152313232, -1.526146411895752, -2.8639323711395264, -7.0070366859436035, -2.280327320098877, -0.5385859608650208, -1.9956424236297607, -0.0008806879632174969, -0.08544262498617172, -0.023657316341996193, -0.018197840079665184, -0.15508055686950684, -0.006952617317438126, -0.009807968512177467, -5.539444446563721, -9.680755615234375, -0.11216732114553452, -6.1515703201293945, -0.07552479207515717, -0.009873599745333195, -0.00010132275929208845, -2.9889845848083496, -0.036290258169174194, -3.638341188430786, -0.0007538337376900017, -0.0010152667528018355, -0.7554033994674683, -0.11838483810424805, -7.400288105010986, -0.19811102747917175, -4.047884941101074, -0.042148590087890625, -0.1091463565826416, -0.00007891343557275832, -0.02864217944443226, -0.0034957746975123882, -0.0018912539817392826, -0.05392855405807495, -0.0018663860391825438, -0.003847816027700901, -3.781559944152832, -0.08251842111349106, -0.003116871230304241, -0.00014828535495325923, -2.658367156982422, -0.01451668981462717, -2.506795644760132, -0.00016151554882526398, -0.0006001578294672072, -9.538349151611328, -1.1730998754501343, -0.12068065255880356, -7.376726150512695, -1.8942537307739258, -0.1963580697774887, -0.00009190614218823612, -0.039151668548583984, -0.005131051875650883, -0.004806749522686005, -0.050646811723709106, -0.0021504866890609264, -0.003956349100917578, -1.0560808181762695, -0.017973411828279495, -0.02219526655972004, -0.002678618300706148, -0.000034689302992774174, -2.8814361095428467, -0.03506321832537651, -0.8263403177261353, -0.00009023735765367746, -0.0005082983989268541, -0.5302509665489197, -0.08463217318058014, -0.018116597086191177, -4.444857597351074, -7.246860504150391, -16.402151107788086, -5.5740766525268555, -0.20075514912605286, -0.05028501898050308, -0.00003814624506048858, -0.02456895262002945, -0.003337054280564189, -0.003967748023569584, -0.046163272112607956, -0.0013242532731965184, -0.0020247451029717922, -0.7327440977096558, -0.015446905978024006, -0.00400194339454174, -0.00175691198091954, -0.000027179348762729205, -2.071382761001587, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine e as 1+6. Q: What is the first digit of e? A: 7 Redefine π as 1+10. Q: What is the first digit of π? A: 1 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 48+7? A: 4 View number as text. Do not perform computation. Q: What is the first digit of 18+44? A: 1 View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 26+25? A: 2 View number as text. Do not perform computation. Q: What is the first digit of 15+47? A: 1 Redefine e as 34+27. Q: What is the first digit of e? A: 6 View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 58+9? A: 5 View ÷ as a random digit. Q: What is the first digit of 60÷5? A:
[ " 1", " 6" ]
1
[ -8.798644065856934, -9.016582489013672, -10.579692840576172, -1.6804566383361816, -6.314334869384766, -6.86290168762207, -6.566623210906982, -0.15455366671085358, -0.9067236185073853, -8.565563201904297, -6.3416595458984375, -0.7021177411079407, -9.773674011230469, -3.1471376419067383, -1.9033070802688599, -1.1310068368911743, -0.5680696368217468, -4.344293594360352, -0.7229582071304321, -0.6312171816825867, -6.547979354858398, -5.403889179229736, -2.745558738708496, -0.8048522472381592, -0.8210151791572571, -0.012394309975206852, -3.006316661834717, -2.9234275817871094, -8.49942684173584, -5.339446067810059, -0.7914981245994568, -8.784283638000488, -3.75563383102417, -7.186935901641846, -2.3823561668395996, -3.039839029312134, -1.6932249069213867, -3.315189838409424, -0.026294874027371407, -0.5104219913482666, -0.10866334289312363, -0.10193692892789841, -0.7712017297744751, -0.06017259135842323, -0.012458594515919685, -6.681556701660156, -0.6284083127975464, -0.01951471157371998, -0.0023977598175406456, -5.071148872375488, -0.274797260761261, -4.337937831878662, -11.25393295288086, -1.5998035669326782, -1.40867018699646, -1.0373514890670776, -0.7623854279518127, -0.035257838666439056, -0.21679389476776123, -0.003444098401814699, -0.08882798254489899, -0.070506751537323, -0.005392410326749086, -0.12830930948257446, -0.1717509627342224, -0.005648129619657993, -0.09635782986879349, -0.035676755011081696, -0.02132335677742958, -0.44229960441589355, -0.00896464753895998, -0.01381995901465416, -8.265128135681152, -6.3271050453186035, -0.22637195885181427, -5.475805759429932, -0.07398857921361923, -0.018762608990073204, -0.00042083943844772875, -1.4532864093780518, -0.085444375872612, -0.49856334924697876, -0.1810188889503479, -0.04801030084490776, -0.032777100801467896, -0.02328294888138771, -0.023399757221341133, -0.00211016065441072, -8.661641120910645, -0.04866352304816246, -0.0011080323019996285, -0.06934492290019989, -0.01189484540373087, -0.010992564260959625, -0.12646164000034332, -0.0041937981732189655, -0.006139703560620546, -4.558108329772949, -0.9336533546447754, -0.0017285895301029086, -1.2759872674942017, -0.004341937601566315, -0.001763337990269065, -0.00020859450160060078, -3.707146406173706, -0.06263093650341034, -0.23205235600471497, -11.165785789489746, -1.1320856809616089, -10.567414283752441, -1.0795094966888428, -8.308307647705078, -2.1292343139648438, -7.4421162605285645, -6.597217559814453, -1.4645755290985107, -1.2107962369918823, -0.002531777834519744, -0.14410734176635742, -0.05235062912106514, -0.050692252814769745, -0.2543804347515106, -0.037582386285066605, -0.016836095601320267, -4.982836723327637, -3.200986623764038, -3.9895811080932617, -0.03411156311631203, -0.006265758071094751, -0.0004629017203114927, -3.1865291595458984, -0.053868912160396576, -5.292905807495117, -0.0032946374267339706, -0.0022115076426416636, -6.843502044677734, -1.3917791843414307, -0.07617232948541641, -3.626258134841919, -10.468982696533203, -1.360839605331421, -0.405475914478302, -0.0002351722796447575, -0.05415838211774826, -0.007716963067650795, -0.008419140242040157, -0.0668065994977951, -0.0036518569104373455, -0.003640929702669382, -5.680498123168945, -0.04251744970679283, -0.07869451493024826, -0.0015997005393728614, -0.00015162272029556334, -1.6372201442718506, -0.8858742713928223, -0.2576698660850525, -2.390239715576172, -0.090251624584198, -5.426285266876221, -3.4060187339782715, -7.050017356872559, -5.550478458404541, -0.003705898066982627, -0.8050659894943237, -0.10583477467298508, -0.00755725521594286, -0.01750226505100727, -0.05687651038169861, -0.0007676515378989279, -0.03696909919381142, -0.008709893561899662, -0.009254534728825092, -0.10997168719768524, -0.0021634523291140795, -0.008530369028449059, -4.217044830322266, -0.6736830472946167, -5.734824180603027, -0.0142059950158, -0.003933194559067488, -0.00008523101132595912, -2.5413620471954346, -0.027069412171840668, -1.5561048984527588, -0.0001551984460093081, -0.0005838358192704618, -0.5083803534507751, -0.2630192041397095, -0.09914582222700119, -3.3460922241210938, -4.3538923263549805, -5.200170516967773, -7.240635395050049, -0.04891737923026085, -0.02957763895392418, -0.00003957670196541585, -0.017154060304164886, -0.0020778034813702106, -0.0008915264043025672, -0.08500824868679047, -0.0004889961564913392, -0.002987566636875272, -4.175875186920166, -0.03794042021036148, -0.008647849783301353, -0.0006375664379447699, -0.000056503606174374, -4.0154619216918945, -0.02503190003335476, -2.8018946647644043, -0.00013290952483657748, -0.0003641180810518563, -0.28384193778038025, -0.024935049936175346, -0.018886614590883255, -2.58001446723938, -4.499162673950195, -16.350976943969727, -2.9344491958618164, -0.26669907569885254, -0.03425165265798569, -0.00002610649426060263, -0.016959520056843758, -0.0019100533099845052, -0.0010933857411146164, -0.046367693692445755, -0.0004213160718791187, -0.0012646066024899483, -3.3375439643859863, -0.011658629402518272, -0.00499773770570755, -0.0007389436941593885, -0.00005066266385256313, -2.6083269119262695, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 60÷12? A: 6 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 55÷5? A: 5 Redefine e as 9+10. Q: What is the first digit of e? A: 1 Redefine π as 12+10. Q: What is the first digit of π? A: 2 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 63÷7? A: 6 Redefine e as 34+27. Q: What is the first digit of e? A: 6 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 39+43? A: 3 View number as text. Do not perform computation. Q: What is the first digit of 13+47? A: 1 Redefine π as 849 mod 28. Q: What is the first digit of π? A:
[ " 9", " 3" ]
0
[ -8.798644065856934, -9.016582489013672, -10.579692840576172, -1.6804566383361816, -6.314334869384766, -6.86290168762207, -6.566623210906982, -0.15455366671085358, -0.9067236185073853, -8.565563201904297, -6.3416595458984375, -0.7021177411079407, -9.773674011230469, -3.1471376419067383, -1.9033070802688599, -1.1310068368911743, -0.5680696368217468, -4.344293594360352, -0.7229582071304321, -0.6312171816825867, -6.547979354858398, -5.403889179229736, -2.745558738708496, -0.8048522472381592, -0.8210151791572571, -0.012394309975206852, -3.006316661834717, -2.9234275817871094, -8.49942684173584, -5.339446067810059, -0.7914981245994568, -8.784283638000488, -3.75563383102417, -7.186935901641846, -2.3823561668395996, -3.039839029312134, -1.6932249069213867, -3.315189838409424, -0.026294874027371407, -0.5104219913482666, -0.10866334289312363, -0.10193692892789841, -0.7712017297744751, -0.06017259135842323, -0.012458594515919685, -6.681556701660156, -0.6284083127975464, -0.01951471157371998, -0.0023977598175406456, -5.071148872375488, -0.274797260761261, -4.337937831878662, -11.25393295288086, -1.5998035669326782, -1.40867018699646, -1.0373514890670776, -0.7623854279518127, -0.035257838666439056, -0.21679389476776123, -0.003444098401814699, -0.08882798254489899, -0.070506751537323, -0.005392410326749086, -0.12830930948257446, -0.1717509627342224, -0.005648129619657993, -0.09635782986879349, -0.035676755011081696, -0.02132335677742958, -0.44229960441589355, -0.00896464753895998, -0.01381995901465416, -8.265128135681152, -6.3271050453186035, -0.22637195885181427, -5.475805759429932, -0.07398857921361923, -0.018762608990073204, -0.00042083943844772875, -1.4532864093780518, -0.085444375872612, -0.49856334924697876, -0.1810188889503479, -0.04801030084490776, -0.032777100801467896, -0.02328294888138771, -0.023399757221341133, -0.00211016065441072, -8.661641120910645, -0.04866352304816246, -0.0011080323019996285, -0.06934492290019989, -0.01189484540373087, -0.010992564260959625, -0.12646164000034332, -0.0041937981732189655, -0.006139703560620546, -4.558108329772949, -0.9336533546447754, -0.0017285895301029086, -1.2759872674942017, -0.004341937601566315, -0.001763337990269065, -0.00020859450160060078, -3.707146406173706, -0.06263093650341034, -0.23205235600471497, -11.165785789489746, -1.1320856809616089, -10.567414283752441, -1.0795094966888428, -8.308307647705078, -2.1292343139648438, -7.4421162605285645, -6.597217559814453, -1.4645755290985107, -1.2107962369918823, -0.002531777834519744, -0.14410734176635742, -0.05235062912106514, -0.050692252814769745, -0.2543804347515106, -0.037582386285066605, -0.016836095601320267, -4.982836723327637, -3.200986623764038, -3.9895811080932617, -0.03411156311631203, -0.006265758071094751, -0.0004629017203114927, -3.1865291595458984, -0.053868912160396576, -5.292905807495117, -0.0032946374267339706, -0.0022115076426416636, -6.843502044677734, -1.3917791843414307, -0.07617232948541641, -3.626258134841919, -10.468982696533203, -1.360839605331421, -0.405475914478302, -0.0002351722796447575, -0.05415838211774826, -0.007716963067650795, -0.008419140242040157, -0.0668065994977951, -0.0036518569104373455, -0.003640929702669382, -5.680498123168945, -0.04251744970679283, -0.07869451493024826, -0.0015997005393728614, -0.00015162272029556334, -1.6372201442718506, -0.8858742713928223, -0.2576698660850525, -2.390239715576172, -0.090251624584198, -5.426285266876221, -3.4060187339782715, -7.050017356872559, -5.550478458404541, -0.003705898066982627, -0.8050659894943237, -0.10583477467298508, -0.00755725521594286, -0.01750226505100727, -0.05687651038169861, -0.0007676515378989279, -0.03696909919381142, -0.008709893561899662, -0.009254534728825092, -0.10997168719768524, -0.0021634523291140795, -0.008530369028449059, -4.217044830322266, -0.6736830472946167, -5.734824180603027, -0.0142059950158, -0.003933194559067488, -0.00008523101132595912, -2.5413620471954346, -0.027069412171840668, -1.5561048984527588, -0.0001551984460093081, -0.0005838358192704618, -0.5083803534507751, -0.2630192041397095, -0.09914582222700119, -3.3460922241210938, -4.3538923263549805, -5.200170516967773, -7.240635395050049, -0.04891737923026085, -0.02957763895392418, -0.00003957670196541585, -0.017154060304164886, -0.0020778034813702106, -0.0008915264043025672, -0.08500824868679047, -0.0004889961564913392, -0.002987566636875272, -4.175875186920166, -0.03794042021036148, -0.008647849783301353, -0.0006375664379447699, -0.000056503606174374, -4.0154619216918945, -0.02503190003335476, -2.8018946647644043, -0.00013290952483657748, -0.0003641180810518563, -0.28384193778038025, -0.024935049936175346, -0.018886614590883255, -2.58001446723938, -4.499162673950195, -16.350976943969727, -2.9344491958618164, -0.26669907569885254, -0.03425165265798569, -0.00002610649426060263, -0.016959520056843758, -0.0019100533099845052, -0.0010933857411146164, -0.046367693692445755, -0.0004213160718791187, -0.0012646066024899483, -3.3375439643859863, -0.011658629402518272, -0.00499773770570755, -0.0007389436941593885, -0.00005066266385256313, -3.026824951171875, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 30+47? A: 3 View number as text. Do not perform computation. Q: What is the first digit of 53+12? A: 5 View number as text. Do not perform computation. Q: What is the first digit of 7+48? A: 7 Redefine π as 725+45. Q: What is the first digit of π? A: 7 View number as text. Do not perform computation. Q: What is the first digit of 58+6? A: 5 View number as text. Do not perform computation. Q: What is the first digit of 24+69? A: 2 Redefine π as 386 mod 14. Q: What is the first digit of π? A: 8 Redefine π as 175 mod 29. Q: What is the first digit of π? A: 1 Redefine π as 693 mod 22. Q: What is the first digit of π? A:
[ " 1", " 3" ]
0
[ -8.33337116241455, -4.863150596618652, -1.6553031206130981, -7.189448356628418, -10.367403030395508, -9.881387710571289, -5.8848876953125, -4.657148361206055, -3.102501392364502, -7.43710994720459, -3.450678825378418, -2.1826493740081787, -1.2893154621124268, -0.6939955949783325, -4.589526176452637, -3.7117488384246826, -0.40084710717201233, -6.8292999267578125, -0.33229100704193115, -1.0520241260528564, -0.012402198277413845, -5.260035514831543, -1.1700212955474854, -2.2733983993530273, -0.0037481787148863077, -0.00330746965482831, -11.378992080688477, -1.6191412210464478, -2.276890277862549, -0.2635226249694824, -0.08323033899068832, -4.707052707672119, -0.18303431570529938, -0.042053382843732834, -0.003961573354899883, -0.4072720408439636, -0.05980142951011658, -0.031486716121435165, -0.9170180559158325, -0.013158273883163929, -0.012276443652808666, -4.090597152709961, -0.01838230900466442, -0.011633060872554779, -0.005495796445757151, -0.0008497203234583139, -2.430187225341797, -0.09708527475595474, -11.309441566467285, -8.836919784545898, -10.808507919311523, -5.258598804473877, -6.740830421447754, -1.807201862335205, -8.8693208694458, -0.18066689372062683, -1.2331557273864746, -6.684726715087891, -5.7802934646606445, -0.35140731930732727, -1.8907798528671265, -0.008984968066215515, -0.4097846448421478, -0.09849808365106583, -0.06940331310033798, -0.6013807654380798, -0.05155693739652634, -0.03350859507918358, -11.556346893310547, -7.682286262512207, -4.594799995422363, -0.1684049814939499, -0.03989478573203087, -0.0006668727728538215, -2.934363603591919, -0.060154519975185394, -0.3619709610939026, -12.614908218383789, -0.9620052576065063, -11.944799423217773, -1.2966673374176025, -8.325739860534668, -2.1895298957824707, -6.933282852172852, -6.489472389221191, -1.8745633363723755, -1.3163201808929443, -0.002593608107417822, -0.26240402460098267, -0.054513804614543915, -0.051782671362161636, -0.34030967950820923, -0.02222464792430401, -0.011128147132694721, -5.869842529296875, -0.5727524161338806, -7.166085243225098, -0.20142687857151031, -0.0036965152248740196, -0.00016246906307060272, -2.220039129257202, -0.054692599922418594, -0.18128204345703125, -2.0986857414245605, -0.3809518814086914, -3.971550464630127, -3.4262313842773438, -5.834871768951416, -7.041399955749512, -0.002123364945873618, -0.8569334745407104, -0.09171489626169205, -0.01552237942814827, -0.016487425193190575, -0.11115309596061707, -0.00027378625236451626, -0.07633912563323975, -0.012757238931953907, -0.006674377713352442, -0.22719350457191467, -0.0035248787607997656, -0.0044939713552594185, -4.787012100219727, -0.0832110345363617, -4.971529006958008, -0.011232827790081501, -0.0022730010095983744, -0.000046967357775429264, -1.8868337869644165, -0.0375245176255703, -0.05820126086473465, -1.811819076538086, -0.038990139961242676, -0.7735427618026733, -0.0348275788128376, -0.0818106159567833, -0.0009015309624373913, -0.025233479216694832, -0.026642462238669395, -0.007381665054708719, -0.06686302274465561, -0.0001919085334520787, -0.045833561569452286, -0.010698227211833, -0.005159871187061071, -0.1678483784198761, -0.001749057904817164, -0.0030827641021460295, -4.675746440887451, -0.09468990564346313, -5.019330024719238, -0.01885666884481907, -0.0011451836908236146, -0.000024437606043647975, -1.0568286180496216, -0.02461606077849865, -5.21135139465332, -0.003956586588174105, -0.0017741668270900846, -2.6602284908294678, -0.3672565519809723, -8.233757019042969, -0.2685728669166565, -4.2850341796875, -0.0497887060046196, -0.05885190889239311, -0.0003026265767402947, -0.03736697509884834, -0.008992411196231842, -0.004378850571811199, -0.08672845363616943, -0.0012307934230193496, -0.0021510813385248184, -4.78302001953125, -0.07665020227432251, -0.0029582094866782427, -0.00022492263815365732, -3.5673904418945312, -0.046267081052064896, -0.2362513542175293, -0.3271951973438263, -0.10415907204151154, -1.24749755859375, -0.1478225141763687, -0.6769253015518188, -0.061886824667453766, -0.0005540504935197532, -0.023238690569996834, -0.010980655439198017, -0.000798859924543649, -0.002405608771368861, -0.01583958975970745, -0.00001597391747054644, -0.006450190674513578, -0.0009742995607666671, -0.0009333306807093322, -0.021856974810361862, -0.00034445550409145653, -0.0010507544502615929, -6.059113502502441, -0.017985470592975616, -3.951151132583618, -0.006982094142585993, -0.001465676468797028, -0.000020146166207268834, -2.7592525482177734, -0.014310237020254135, -0.05690477788448334, -10.728425979614258, -2.5829052925109863, -1.3313515186309814, -1.140697956085205, -0.28048989176750183, -0.06890416145324707, -1.515474557876587, -2.028759002685547, -0.0005311747081577778, -0.027672680094838142, -0.004784801043570042, -0.0032715867273509502, -0.043860889971256256, -0.0006204110686667264, -0.002690626075491309, -5.244109630584717, -12.607746124267578, -0.05684542655944824, -4.647185802459717, -0.047645509243011475, -0.004144175909459591, -0.00004935142715112306, -1.525356411933899, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View number as text. Do not perform computation. Q: What is the first digit of 13+42? A: 1 View + as the digit 0 instead of a mathematical operation. Q: What is the first digit of 42+10? A: 4 Redefine π as 977 mod 10. Q: What is the first digit of π? A: 7 Redefine π as 934 mod 10. Q: What is the first digit of π? A: 4 View number as text. Do not perform computation. Q: What is the first digit of 34+41? A: 3 Redefine π as 745. Q: What is the first digit of π? A: 7 Redefine π as 742 mod 31. Q: What is the first digit of π? A: 2 View ÷ as a random digit. Q: What is the first digit of 27÷3? A: 2 Redefine π as 908 mod 49. Q: What is the first digit of π? A:
[ " 2", " 3" ]
0
[ -8.33337116241455, -4.863150596618652, -1.6553031206130981, -7.189448356628418, -10.367403030395508, -9.881387710571289, -5.8848876953125, -4.657148361206055, -3.102501392364502, -7.43710994720459, -3.450678825378418, -2.1826493740081787, -1.2893154621124268, -0.6939955949783325, -4.589526176452637, -3.7117488384246826, -0.40084710717201233, -6.8292999267578125, -0.33229100704193115, -1.0520241260528564, -0.012402198277413845, -5.260035514831543, -1.1700212955474854, -2.2733983993530273, -0.0037481787148863077, -0.00330746965482831, -11.378992080688477, -1.6191412210464478, -2.276890277862549, -0.2635226249694824, -0.08323033899068832, -4.707052707672119, -0.18303431570529938, -0.042053382843732834, -0.003961573354899883, -0.4072720408439636, -0.05980142951011658, -0.031486716121435165, -0.9170180559158325, -0.013158273883163929, -0.012276443652808666, -4.090597152709961, -0.01838230900466442, -0.011633060872554779, -0.005495796445757151, -0.0008497203234583139, -2.430187225341797, -0.09708527475595474, -11.309441566467285, -8.836919784545898, -10.808507919311523, -5.258598804473877, -6.740830421447754, -1.807201862335205, -8.8693208694458, -0.18066689372062683, -1.2331557273864746, -6.684726715087891, -5.7802934646606445, -0.35140731930732727, -1.8907798528671265, -0.008984968066215515, -0.4097846448421478, -0.09849808365106583, -0.06940331310033798, -0.6013807654380798, -0.05155693739652634, -0.03350859507918358, -11.556346893310547, -7.682286262512207, -4.594799995422363, -0.1684049814939499, -0.03989478573203087, -0.0006668727728538215, -2.934363603591919, -0.060154519975185394, -0.3619709610939026, -12.614908218383789, -0.9620052576065063, -11.944799423217773, -1.2966673374176025, -8.325739860534668, -2.1895298957824707, -6.933282852172852, -6.489472389221191, -1.8745633363723755, -1.3163201808929443, -0.002593608107417822, -0.26240402460098267, -0.054513804614543915, -0.051782671362161636, -0.34030967950820923, -0.02222464792430401, -0.011128147132694721, -5.869842529296875, -0.5727524161338806, -7.166085243225098, -0.20142687857151031, -0.0036965152248740196, -0.00016246906307060272, -2.220039129257202, -0.054692599922418594, -0.18128204345703125, -2.0986857414245605, -0.3809518814086914, -3.971550464630127, -3.4262313842773438, -5.834871768951416, -7.041399955749512, -0.002123364945873618, -0.8569334745407104, -0.09171489626169205, -0.01552237942814827, -0.016487425193190575, -0.11115309596061707, -0.00027378625236451626, -0.07633912563323975, -0.012757238931953907, -0.006674377713352442, -0.22719350457191467, -0.0035248787607997656, -0.0044939713552594185, -4.787012100219727, -0.0832110345363617, -4.971529006958008, -0.011232827790081501, -0.0022730010095983744, -0.000046967357775429264, -1.8868337869644165, -0.0375245176255703, -0.05820126086473465, -1.811819076538086, -0.038990139961242676, -0.7735427618026733, -0.0348275788128376, -0.0818106159567833, -0.0009015309624373913, -0.025233479216694832, -0.026642462238669395, -0.007381665054708719, -0.06686302274465561, -0.0001919085334520787, -0.045833561569452286, -0.010698227211833, -0.005159871187061071, -0.1678483784198761, -0.001749057904817164, -0.0030827641021460295, -4.675746440887451, -0.09468990564346313, -5.019330024719238, -0.01885666884481907, -0.0011451836908236146, -0.000024437606043647975, -1.0568286180496216, -0.02461606077849865, -5.21135139465332, -0.003956586588174105, -0.0017741668270900846, -2.6602284908294678, -0.3672565519809723, -8.233757019042969, -0.2685728669166565, -4.2850341796875, -0.0497887060046196, -0.05885190889239311, -0.0003026265767402947, -0.03736697509884834, -0.008992411196231842, -0.004378850571811199, -0.08672845363616943, -0.0012307934230193496, -0.0021510813385248184, -4.78302001953125, -0.07665020227432251, -0.0029582094866782427, -0.00022492263815365732, -3.5673904418945312, -0.046267081052064896, -0.2362513542175293, -0.3271951973438263, -0.10415907204151154, -1.24749755859375, -0.1478225141763687, -0.6769253015518188, -0.061886824667453766, -0.0005540504935197532, -0.023238690569996834, -0.010980655439198017, -0.000798859924543649, -0.002405608771368861, -0.01583958975970745, -0.00001597391747054644, -0.006450190674513578, -0.0009742995607666671, -0.0009333306807093322, -0.021856974810361862, -0.00034445550409145653, -0.0010507544502615929, -6.059113502502441, -0.017985470592975616, -3.951151132583618, -0.006982094142585993, -0.001465676468797028, -0.000020146166207268834, -2.7592525482177734, -0.014310237020254135, -0.05690477788448334, -10.728425979614258, -2.5829052925109863, -1.3313515186309814, -1.140697956085205, -0.28048989176750183, -0.06890416145324707, -1.515474557876587, -2.028759002685547, -0.0005311747081577778, -0.027672680094838142, -0.004784801043570042, -0.0032715867273509502, -0.043860889971256256, -0.0006204110686667264, -0.002690626075491309, -5.244109630584717, -12.607746124267578, -0.05684542655944824, -4.647185802459717, -0.047645509243011475, -0.004144175909459591, -0.00004935142715112306, -3.071331024169922, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine e as 89+6. Q: What is the first digit of e? A: 9 Redefine π as 732. Q: What is the first digit of π? A: 7 Redefine π as 716+3. Q: What is the first digit of π? A: 7 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 12÷3? A: 1 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 18÷6? A: 1 Redefine π as 894. Q: What is the first digit of π? A: 8 View + as the digit 8 instead of a mathematical operation. Q: What is the first digit of 27+47? A: 2 View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 8+1? A: 8 View number as text. Do not perform computation. Q: What is the first digit of 23+48? A:
[ " 7", " 2" ]
1
[ -8.798644065856934, -11.014215469360352, -5.194499492645264, -7.532402515411377, -2.8174240589141846, -7.152814865112305, -6.577385902404785, -6.668961048126221, -0.2689377963542938, -0.8883441686630249, -8.266012191772461, -6.966627597808838, -0.9046452045440674, -8.715209007263184, -2.7631759643554688, -1.7995587587356567, -1.0249109268188477, -0.5314714312553406, -4.241565704345703, -0.9474671483039856, -0.591517984867096, -9.874007225036621, -7.946939945220947, -0.03758077695965767, -6.117794990539551, -0.8175039887428284, -0.9036130309104919, -0.012872576713562012, -4.4935150146484375, -2.338571548461914, -6.654872417449951, -0.49098435044288635, -0.013677450828254223, -0.20238670706748962, -0.06806103140115738, -0.15870513021945953, -0.0074585783295333385, -0.01164625771343708, -0.0030119314324110746, -0.009188862517476082, -0.014268987812101841, -0.0009706076816655695, -0.19386981427669525, -0.11752074211835861, -0.007369949948042631, -0.13375358283519745, -0.047015391290187836, -0.021376684308052063, -0.5430600047111511, -0.009112672880291939, -0.007265573833137751, -6.00902795791626, -0.06749546527862549, -0.0002892790944315493, -4.258334636688232, -0.045484039932489395, -0.013044263236224651, -0.0006124289939180017, -2.264171838760376, -0.09940239787101746, -10.917276382446289, -4.851373672485352, -0.5010850429534912, -7.627457141876221, -4.633547306060791, -7.416388988494873, -5.335881233215332, -3.6904563903808594, -2.7758402824401855, -1.6956212520599365, -0.009348546154797077, -0.27711498737335205, -0.05837175250053406, -0.07935135066509247, -0.7654505968093872, -0.031416017562150955, -0.015519796870648861, -6.655165195465088, -1.0851339101791382, -0.004407335072755814, -0.001427465584129095, -3.8579249382019043, -0.22807161509990692, -2.395880699157715, -0.0018046298064291477, -0.0004889961564913392, -9.296152114868164, -1.4671058654785156, -0.04252944514155388, -3.880824565887451, -0.3906477391719818, -2.611124277114868, -0.06618788838386536, -0.07072946429252625, -0.00013565097469836473, -0.056815020740032196, -0.011797774583101273, -0.007649060804396868, -0.060578733682632446, -0.003212293842807412, -0.0035845094826072454, -1.4334716796875, -0.01589989848434925, -0.007972088642418385, -0.0015564957866445184, -0.00022098960471339524, -2.0926952362060547, -0.07421030104160309, -1.447611689567566, -0.09156490117311478, -0.001440440770238638, -0.017954794690012932, -0.0454305000603199, -0.03315669670701027, -0.0032897659111768007, -0.01607411541044712, -0.00026925752172246575, -0.006443794816732407, -0.006086149252951145, -0.0007745603215880692, -0.004941275343298912, -0.01595914736390114, -0.0006048041977919638, -0.03224189579486847, -0.005640780087560415, -0.01040510181337595, -0.07327481359243393, -0.0035845094826072454, -0.003304499201476574, -5.554734230041504, -0.12824848294258118, -0.0007625294383615255, -3.1049532890319824, -0.004138240125030279, -0.007619248703122139, -0.0002286172821186483, -1.719546914100647, -0.03958328068256378, -1.3749388456344604, -0.00027807659353129566, -0.0003381395654287189, -1.7791205644607544, -0.041171398013830185, -6.278697967529297, -0.24642214179039001, -6.425803184509277, -0.02120502106845379, -0.01493311021476984, -0.00005209310256759636, -0.02216203697025776, -0.002538912231102586, -0.0019752532243728638, -0.03792458027601242, -0.000979896984063089, -0.0011301804333925247, -2.679396629333496, -0.006891174707561731, -0.0013258008984848857, -0.00008630380034446716, -2.7620744705200195, -0.030629580840468407, -0.31050026416778564, -13.012469291687012, -2.411146879196167, -0.5406620502471924, -0.091945119202137, -0.007105675060302019, -0.12149462103843689, -0.001830213237553835, -0.017432445660233498, -0.008919397369027138, -0.0013053239090368152, -0.023152032867074013, -0.055161554366350174, -0.0006846229662187397, -0.022163785994052887, -0.0032799041364341974, -0.005485245026648045, -0.03627324476838112, -0.0010149095905944705, -0.0020707848016172647, -4.874330520629883, -3.173021078109741, -5.043373107910156, -0.04684704914689064, -0.0038316657301038504, -0.00004446407547220588, -2.3322744369506836, -0.030007386580109596, -0.6183187961578369, -9.733477592468262, -1.258117437362671, -11.686796188354492, -0.9958059787750244, -8.755844116210938, -2.1656200885772705, -7.2847514152526855, -6.570033073425293, -1.6683889627456665, -1.1380059719085693, -0.0021572669502347708, -0.13769082725048065, -0.040885355323553085, -0.047327883541584015, -0.25111374258995056, -0.017962288111448288, -0.01195527520030737, -4.222968101501465, -2.3191614151000977, -5.438535690307617, -0.02161213383078575, -0.004043974447995424, -0.00013660451804753393, -2.707702159881592, -0.049769651144742966, -1.6601266860961914, -0.00018487652414478362, -0.0003070359816774726, -2.0947437286376953, -0.15977652370929718, -0.04047456756234169, -3.1915242671966553, -10.464414596557617, -14.531545639038086, -6.6160888671875, -0.27675294876098633, -0.08326555043458939, -0.00005972207145532593, -0.030301878228783607, -0.002699899487197399, -0.0018229547422379255, -0.02749316394329071, -0.0006661579827778041, -0.0007090438157320023, -5.3540215492248535, -0.014895527623593807, -0.0038272717501968145, -0.0012274596374481916, -0.00008570780482841656, -4.3101043701171875, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 18÷9? A: 1 Redefine π as 9+3. Q: What is the first digit of π? A: 1 View ÷ as a random digit. Q: What is the first digit of 28÷4? A: 2 Redefine π as 666+328. Q: What is the first digit of π? A: 9 View number as text. Do not perform computation. Q: What is the first digit of 13+42? A: 1 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 13+83? A: 1 Redefine e as 6+6. Q: What is the first digit of e? A: 1 View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 7+24? A: 7 Redefine π as 869+66. Q: What is the first digit of π? A:
[ " 9", " 3" ]
0
[ -8.798644065856934, -11.014215469360352, -5.194499492645264, -7.532402515411377, -2.8174240589141846, -7.152814865112305, -6.577385902404785, -6.668961048126221, -0.2689377963542938, -0.8883441686630249, -8.266012191772461, -6.966627597808838, -0.9046452045440674, -8.715209007263184, -2.7631759643554688, -1.7995587587356567, -1.0249109268188477, -0.5314714312553406, -4.241565704345703, -0.9474671483039856, -0.591517984867096, -9.874007225036621, -7.946939945220947, -0.03758077695965767, -6.117794990539551, -0.8175039887428284, -0.9036130309104919, -0.012872576713562012, -4.4935150146484375, -2.338571548461914, -6.654872417449951, -0.49098435044288635, -0.013677450828254223, -0.20238670706748962, -0.06806103140115738, -0.15870513021945953, -0.0074585783295333385, -0.01164625771343708, -0.0030119314324110746, -0.009188862517476082, -0.014268987812101841, -0.0009706076816655695, -0.19386981427669525, -0.11752074211835861, -0.007369949948042631, -0.13375358283519745, -0.047015391290187836, -0.021376684308052063, -0.5430600047111511, -0.009112672880291939, -0.007265573833137751, -6.00902795791626, -0.06749546527862549, -0.0002892790944315493, -4.258334636688232, -0.045484039932489395, -0.013044263236224651, -0.0006124289939180017, -2.264171838760376, -0.09940239787101746, -10.917276382446289, -4.851373672485352, -0.5010850429534912, -7.627457141876221, -4.633547306060791, -7.416388988494873, -5.335881233215332, -3.6904563903808594, -2.7758402824401855, -1.6956212520599365, -0.009348546154797077, -0.27711498737335205, -0.05837175250053406, -0.07935135066509247, -0.7654505968093872, -0.031416017562150955, -0.015519796870648861, -6.655165195465088, -1.0851339101791382, -0.004407335072755814, -0.001427465584129095, -3.8579249382019043, -0.22807161509990692, -2.395880699157715, -0.0018046298064291477, -0.0004889961564913392, -9.296152114868164, -1.4671058654785156, -0.04252944514155388, -3.880824565887451, -0.3906477391719818, -2.611124277114868, -0.06618788838386536, -0.07072946429252625, -0.00013565097469836473, -0.056815020740032196, -0.011797774583101273, -0.007649060804396868, -0.060578733682632446, -0.003212293842807412, -0.0035845094826072454, -1.4334716796875, -0.01589989848434925, -0.007972088642418385, -0.0015564957866445184, -0.00022098960471339524, -2.0926952362060547, -0.07421030104160309, -1.447611689567566, -0.09156490117311478, -0.001440440770238638, -0.017954794690012932, -0.0454305000603199, -0.03315669670701027, -0.0032897659111768007, -0.01607411541044712, -0.00026925752172246575, -0.006443794816732407, -0.006086149252951145, -0.0007745603215880692, -0.004941275343298912, -0.01595914736390114, -0.0006048041977919638, -0.03224189579486847, -0.005640780087560415, -0.01040510181337595, -0.07327481359243393, -0.0035845094826072454, -0.003304499201476574, -5.554734230041504, -0.12824848294258118, -0.0007625294383615255, -3.1049532890319824, -0.004138240125030279, -0.007619248703122139, -0.0002286172821186483, -1.719546914100647, -0.03958328068256378, -1.3749388456344604, -0.00027807659353129566, -0.0003381395654287189, -1.7791205644607544, -0.041171398013830185, -6.278697967529297, -0.24642214179039001, -6.425803184509277, -0.02120502106845379, -0.01493311021476984, -0.00005209310256759636, -0.02216203697025776, -0.002538912231102586, -0.0019752532243728638, -0.03792458027601242, -0.000979896984063089, -0.0011301804333925247, -2.679396629333496, -0.006891174707561731, -0.0013258008984848857, -0.00008630380034446716, -2.7620744705200195, -0.030629580840468407, -0.31050026416778564, -13.012469291687012, -2.411146879196167, -0.5406620502471924, -0.091945119202137, -0.007105675060302019, -0.12149462103843689, -0.001830213237553835, -0.017432445660233498, -0.008919397369027138, -0.0013053239090368152, -0.023152032867074013, -0.055161554366350174, -0.0006846229662187397, -0.022163785994052887, -0.0032799041364341974, -0.005485245026648045, -0.03627324476838112, -0.0010149095905944705, -0.0020707848016172647, -4.874330520629883, -3.173021078109741, -5.043373107910156, -0.04684704914689064, -0.0038316657301038504, -0.00004446407547220588, -2.3322744369506836, -0.030007386580109596, -0.6183187961578369, -9.733477592468262, -1.258117437362671, -11.686796188354492, -0.9958059787750244, -8.755844116210938, -2.1656200885772705, -7.2847514152526855, -6.570033073425293, -1.6683889627456665, -1.1380059719085693, -0.0021572669502347708, -0.13769082725048065, -0.040885355323553085, -0.047327883541584015, -0.25111374258995056, -0.017962288111448288, -0.01195527520030737, -4.222968101501465, -2.3191614151000977, -5.438535690307617, -0.02161213383078575, -0.004043974447995424, -0.00013660451804753393, -2.707702159881592, -0.049769651144742966, -1.6601266860961914, -0.00018487652414478362, -0.0003070359816774726, -2.0947437286376953, -0.15977652370929718, -0.04047456756234169, -3.1915242671966553, -10.464414596557617, -14.531545639038086, -6.6160888671875, -0.27675294876098633, -0.08326555043458939, -0.00005972207145532593, -0.030301878228783607, -0.002699899487197399, -0.0018229547422379255, -0.02749316394329071, -0.0006661579827778041, -0.0007090438157320023, -5.3540215492248535, -0.014895527623593807, -0.0038272717501968145, -0.0012274596374481916, -0.00008570780482841656, -2.0534560680389404, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View number as text. Do not perform computation. Q: What is the first digit of 23+13? A: 2 Redefine π as 574 mod 42. Q: What is the first digit of π? A: 2 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 28+9? A: 2 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 88+5? A: 8 Redefine π as 245. Q: What is the first digit of π? A: 2 View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 34+11? A: 3 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 72÷6? A: 7 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 47+4? A: 4 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 99÷9? A:
[ " 1", " 9" ]
1
[ -8.798644065856934, -9.016582489013672, -10.579692840576172, -1.6804566383361816, -6.314334869384766, -6.86290168762207, -6.566623210906982, -0.15455366671085358, -0.9067236185073853, -8.565563201904297, -6.3416595458984375, -0.7021177411079407, -9.773674011230469, -3.1471376419067383, -1.9033070802688599, -1.1310068368911743, -0.5680696368217468, -4.344293594360352, -0.7229582071304321, -0.6312171816825867, -9.828242301940918, -5.11421012878418, -8.047677040100098, -0.7571461200714111, -0.8849425911903381, -0.01093266624957323, -4.650312423706055, -2.073206663131714, -6.260905742645264, -10.41256332397461, -1.8510231971740723, -9.076189994812012, -1.8907277584075928, -7.228285789489746, -1.680248498916626, -8.000051498413086, -6.338945388793945, -1.52824866771698, -1.9382507801055908, -0.007058446295559406, -0.3963448107242584, -0.1250637322664261, -0.13451312482357025, -0.847666323184967, -0.11461915075778961, -0.021397221833467484, -6.801200866699219, -2.3257899284362793, -4.982003211975098, -0.1537960171699524, -0.016663886606693268, -0.0008722314960323274, -2.638057231903076, -0.11701460927724838, -0.2646925151348114, -0.7187238335609436, -0.016380947083234787, -2.0035102367401123, -0.03258707746863365, -0.1287647932767868, -0.0019702562130987644, -0.023748472332954407, -0.02878546714782715, -0.008194397203624249, -0.08533535897731781, -0.0015594713622704148, -0.129141703248024, -0.022811735048890114, -0.01690290868282318, -0.26813560724258423, -0.007575474679470062, -0.008285554125905037, -4.1343994140625, -0.4480624794960022, -4.2093048095703125, -0.05412890762090683, -0.0036613589618355036, -0.00013648532330989838, -2.9117860794067383, -0.0852404534816742, -9.888287544250488, -5.559420108795166, -0.3231596052646637, -9.935661315917969, -0.8720284700393677, -1.587188482284546, -8.207374572753906, -9.229382514953613, -2.528977394104004, -4.735556602478027, -0.500201404094696, -1.9575694799423218, -0.0026609033811837435, -0.18580913543701172, -0.027209676802158356, -0.04602518677711487, -0.261278361082077, -0.012427158653736115, -0.010919460095465183, -7.872342586517334, -0.029754698276519775, -0.7356030344963074, -0.0031515713781118393, -0.0003672163875307888, -2.6144614219665527, -0.5275304317474365, -0.3740308880805969, -0.29232048988342285, -0.006353891920298338, -0.28979942202568054, -0.008551998995244503, -0.028608236461877823, -0.0006922471220605075, -0.008913016878068447, -0.018432049080729485, -0.004495277069509029, -0.07782519608736038, -0.00034254882484674454, -0.056341882795095444, -0.009499230422079563, -0.016242321580648422, -0.07648622989654541, -0.00238788896240294, -0.0031144944950938225, -6.418987274169922, -0.04275893792510033, -4.451970100402832, -0.01553763821721077, -0.003003255231305957, -0.00006341733387671411, -1.196389079093933, -0.01788887195289135, -0.21795107424259186, -0.042262643575668335, -0.0021713031455874443, -0.017125936225056648, -0.0011539950501173735, -0.010663080960512161, -0.00022194306075107306, -0.0017708349041640759, -0.01519544143229723, -0.00272486568428576, -0.06063438206911087, -0.00018034738604910672, -0.04531954228878021, -0.005398220382630825, -0.007780720945447683, -0.059857796877622604, -0.0012219827622175217, -0.0018923247698694468, -4.6548357009887695, -0.03069593943655491, -6.588413238525391, -0.004014766775071621, -0.0016742035513743758, -0.00004160317621426657, -3.4731953144073486, -0.05500563606619835, -3.294565439224243, -0.00021884430316276848, -0.0006308949086815119, -0.158045694231987, -0.036543138325214386, -0.042587023228406906, -11.755865097045898, -18.573232650756836, -6.371626853942871, -0.7011570930480957, -0.3465369939804077, -0.00011336160969221964, -0.055301204323768616, -0.010641378350555897, -0.011649556457996368, -0.06197836995124817, -0.00212479243054986, -0.0036833316553384066, -4.7534942626953125, -0.018814319744706154, -0.00914740189909935, -0.002096361480653286, -0.00014900050882715732, -3.53159499168396, -0.036388199776411057, -3.194742441177368, -0.00020990552729927003, -0.0005530973430722952, -0.052515555173158646, -0.0032690914813429117, -0.004738530144095421, -8.53246784210205, -0.1756742000579834, -4.5365095138549805, -0.0030239352490752935, -0.028492150828242302, -0.000023603161025675945, -0.017061833292245865, -0.0019110051216557622, -0.001279131742194295, -0.027186475694179535, -0.0005341533687897027, -0.0005621521850116551, -1.4941527843475342, -0.002404657192528248, -0.0029731853865087032, -0.0007596705690957606, -0.0000811782301752828, -3.8568601608276367, -0.03587988018989563, -0.9272793531417847, -0.00009154854342341423, -0.00027176024741493165, -0.02460850030183792, -0.0012649638811126351, -0.002211864572018385, -4.565437316894531, -5.298059940338135, -0.038437142968177795, -3.875661849975586, -0.001319729257375002, -0.010860382579267025, -0.000013112935448589269, -0.010317914187908173, -0.0009550062823109329, -0.0006462631281465292, -0.01706218533217907, -0.00037317464011721313, -0.00026520551182329655, -0.10249658674001694, -0.0010484919184818864, -0.001311990898102522, -0.0007428746903315187, -0.00005781483559985645, -1.8132553100585938, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine π as 401+372. Q: What is the first digit of π? A: 7 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 60÷12? A: 6 Redefine π as 595+106. Q: What is the first digit of π? A: 7 View number as text. Do not perform computation. Q: What is the first digit of 22+26? A: 2 Redefine π as 105+66. Q: What is the first digit of π? A: 1 View number as text. Do not perform computation. Q: What is the first digit of 16+12? A: 1 View ÷ as a random digit. Q: What is the first digit of 18÷6? A: 1 Redefine π as 994. Q: What is the first digit of π? A: 9 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 77+20? A:
[ " 9", " 7" ]
1
[ -8.798644065856934, -9.016582489013672, -10.579692840576172, -1.6804566383361816, -6.314334869384766, -6.86290168762207, -6.566623210906982, -0.15455366671085358, -0.9067236185073853, -8.565563201904297, -6.3416595458984375, -0.7021177411079407, -9.773674011230469, -3.1471376419067383, -1.9033070802688599, -1.1310068368911743, -0.5680696368217468, -4.344293594360352, -0.7229582071304321, -0.6312171816825867, -9.828242301940918, -5.11421012878418, -8.047677040100098, -0.7571461200714111, -0.8849425911903381, -0.01093266624957323, -4.650312423706055, -2.073206663131714, -6.260905742645264, -10.41256332397461, -1.8510231971740723, -9.076189994812012, -1.8907277584075928, -7.228285789489746, -1.680248498916626, -8.000051498413086, -6.338945388793945, -1.52824866771698, -1.9382507801055908, -0.007058446295559406, -0.3963448107242584, -0.1250637322664261, -0.13451312482357025, -0.847666323184967, -0.11461915075778961, -0.021397221833467484, -6.801200866699219, -2.3257899284362793, -4.982003211975098, -0.1537960171699524, -0.016663886606693268, -0.0008722314960323274, -2.638057231903076, -0.11701460927724838, -0.2646925151348114, -0.7187238335609436, -0.016380947083234787, -2.0035102367401123, -0.03258707746863365, -0.1287647932767868, -0.0019702562130987644, -0.023748472332954407, -0.02878546714782715, -0.008194397203624249, -0.08533535897731781, -0.0015594713622704148, -0.129141703248024, -0.022811735048890114, -0.01690290868282318, -0.26813560724258423, -0.007575474679470062, -0.008285554125905037, -4.1343994140625, -0.4480624794960022, -4.2093048095703125, -0.05412890762090683, -0.0036613589618355036, -0.00013648532330989838, -2.9117860794067383, -0.0852404534816742, -9.888287544250488, -5.559420108795166, -0.3231596052646637, -9.935661315917969, -0.8720284700393677, -1.587188482284546, -8.207374572753906, -9.229382514953613, -2.528977394104004, -4.735556602478027, -0.500201404094696, -1.9575694799423218, -0.0026609033811837435, -0.18580913543701172, -0.027209676802158356, -0.04602518677711487, -0.261278361082077, -0.012427158653736115, -0.010919460095465183, -7.872342586517334, -0.029754698276519775, -0.7356030344963074, -0.0031515713781118393, -0.0003672163875307888, -2.6144614219665527, -0.5275304317474365, -0.3740308880805969, -0.29232048988342285, -0.006353891920298338, -0.28979942202568054, -0.008551998995244503, -0.028608236461877823, -0.0006922471220605075, -0.008913016878068447, -0.018432049080729485, -0.004495277069509029, -0.07782519608736038, -0.00034254882484674454, -0.056341882795095444, -0.009499230422079563, -0.016242321580648422, -0.07648622989654541, -0.00238788896240294, -0.0031144944950938225, -6.418987274169922, -0.04275893792510033, -4.451970100402832, -0.01553763821721077, -0.003003255231305957, -0.00006341733387671411, -1.196389079093933, -0.01788887195289135, -0.21795107424259186, -0.042262643575668335, -0.0021713031455874443, -0.017125936225056648, -0.0011539950501173735, -0.010663080960512161, -0.00022194306075107306, -0.0017708349041640759, -0.01519544143229723, -0.00272486568428576, -0.06063438206911087, -0.00018034738604910672, -0.04531954228878021, -0.005398220382630825, -0.007780720945447683, -0.059857796877622604, -0.0012219827622175217, -0.0018923247698694468, -4.6548357009887695, -0.03069593943655491, -6.588413238525391, -0.004014766775071621, -0.0016742035513743758, -0.00004160317621426657, -3.4731953144073486, -0.05500563606619835, -3.294565439224243, -0.00021884430316276848, -0.0006308949086815119, -0.158045694231987, -0.036543138325214386, -0.042587023228406906, -11.755865097045898, -18.573232650756836, -6.371626853942871, -0.7011570930480957, -0.3465369939804077, -0.00011336160969221964, -0.055301204323768616, -0.010641378350555897, -0.011649556457996368, -0.06197836995124817, -0.00212479243054986, -0.0036833316553384066, -4.7534942626953125, -0.018814319744706154, -0.00914740189909935, -0.002096361480653286, -0.00014900050882715732, -3.53159499168396, -0.036388199776411057, -3.194742441177368, -0.00020990552729927003, -0.0005530973430722952, -0.052515555173158646, -0.0032690914813429117, -0.004738530144095421, -8.53246784210205, -0.1756742000579834, -4.5365095138549805, -0.0030239352490752935, -0.028492150828242302, -0.000023603161025675945, -0.017061833292245865, -0.0019110051216557622, -0.001279131742194295, -0.027186475694179535, -0.0005341533687897027, -0.0005621521850116551, -1.4941527843475342, -0.002404657192528248, -0.0029731853865087032, -0.0007596705690957606, -0.0000811782301752828, -3.8568601608276367, -0.03587988018989563, -0.9272793531417847, -0.00009154854342341423, -0.00027176024741493165, -0.02460850030183792, -0.0012649638811126351, -0.002211864572018385, -4.565437316894531, -5.298059940338135, -0.038437142968177795, -3.875661849975586, -0.001319729257375002, -0.010860382579267025, -0.000013112935448589269, -0.010317914187908173, -0.0009550062823109329, -0.0006462631281465292, -0.01706218533217907, -0.00037317464011721313, -0.00026520551182329655, -0.10249658674001694, -0.0010484919184818864, -0.001311990898102522, -0.0007428746903315187, -0.00005781483559985645, -2.252988815307617, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine e as 37+59. Q: What is the first digit of e? A: 9 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 61+25? A: 6 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 5+9? A: 5 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 20+49? A: 2 View ÷ as a random digit. Q: What is the first digit of 16÷4? A: 1 Redefine π as 51+1. Q: What is the first digit of π? A: 5 Redefine e as 12+26. Q: What is the first digit of e? A: 3 Redefine π as 44. Q: What is the first digit of π? A: 4 View ÷ as a random digit. Q: What is the first digit of 30÷5? A:
[ " 6", " 3" ]
1
[ -8.798644065856934, -12.095121383666992, -6.4472126960754395, -6.506386756896973, -2.2181148529052734, -6.5232648849487305, -0.6035624742507935, -9.311668395996094, -8.055887222290039, -1.7461978197097778, -9.627756118774414, -1.8359746932983398, -2.384643077850342, -0.9830195903778076, -0.5417978167533875, -4.916397571563721, -2.9063258171081543, -0.4609391391277313, -9.023512840270996, -6.830298900604248, -6.8991289138793945, -0.6977365612983704, -0.8023521900177002, -0.01672508381307125, -3.344712734222412, -2.277031660079956, -6.319654941558838, -7.967407703399658, -8.05697250366211, -5.493128776550293, -5.573821544647217, -5.901904106140137, -7.630668640136719, -0.5349656939506531, -3.7091259956359863, -9.043880462646484, -5.024735927581787, -0.48626136779785156, -2.1172380447387695, -0.011642133817076683, -0.6910229325294495, -0.14067745208740234, -0.10858634114265442, -1.2135313749313354, -0.14212806522846222, -0.051438502967357635, -5.080034255981445, -2.633704423904419, -5.714812278747559, -0.2429998219013214, -0.06187595799565315, -0.0017984420992434025, -3.3942604064941406, -0.06248782202601433, -9.510625839233398, -5.206149578094482, -0.44841375946998596, -10.105131149291992, -0.9688085317611694, -1.8296160697937012, -6.945657730102539, -7.1788716316223145, -12.217313766479492, -3.2209177017211914, -1.1135938167572021, -1.1742780208587646, -0.00366337806917727, -0.2966005206108093, -0.04437931254506111, -0.09018561244010925, -0.535917341709137, -0.022540204226970673, -0.022841213271021843, -4.65397834777832, -0.03495294600725174, -0.78167724609375, -0.0038322594482451677, -0.0003725788265001029, -3.481290340423584, -0.1028263121843338, -1.2972500324249268, -0.002148107625544071, -0.0008652042597532272, -0.4540005922317505, -0.050013478845357895, -0.15947562456130981, -1.5414856672286987, -7.256340503692627, -0.08714460581541061, -0.5524789690971375, -0.047587424516677856, -0.0983923152089119, -0.00023707917716819793, -0.1027338057756424, -0.011389592662453651, -0.012310121208429337, -0.11989139765501022, -0.0038514973130077124, -0.004240331239998341, -0.6011302471160889, -0.012610694393515587, -0.040871165692806244, -0.00229904823936522, -0.00016091958968900144, -2.2294437885284424, -0.027399683371186256, -4.50827169418335, -5.977248668670654, -0.06750605255365372, -0.3867540955543518, -0.013255919329822063, -0.04838040843605995, -0.0009517907164990902, -0.004079829435795546, -0.018751729279756546, -0.002246477175503969, -0.15381574630737305, -0.0014729375252500176, -0.10392777621746063, -0.026428746059536934, -0.021326858550310135, -0.4844455122947693, -0.008535451255738735, -0.006917220074683428, -5.330516338348389, -0.17033497989177704, -4.885058879852295, -0.02128543145954609, -0.0043342225253582, -0.0001070442158379592, -2.29593825340271, -0.03920073062181473, -0.5169796943664551, -0.00006472854875028133, -0.00021002470748499036, -0.05752115324139595, -0.006167427636682987, -0.0036194308195263147, -3.809152126312256, -4.477413654327393, -7.287518501281738, -0.1794126331806183, -0.0001599660754436627, -0.05633162707090378, -0.0047764964401721954, -0.0037005534395575523, -0.06436969339847565, -0.0010757618583738804, -0.0014548442559316754, -5.432307720184326, -0.010914389975368977, -0.004214690998196602, -0.001156733720563352, -0.000058887653722194955, -2.1918511390686035, -0.022695090621709824, -0.2628571689128876, -0.000024199192921514623, -0.00012420836719684303, -0.019470637664198875, -0.0014643670292571187, -0.001725019421428442, -0.9159114956855774, -3.4211416244506836, -0.6227003335952759, -6.421217918395996, -0.01745118945837021, -0.0689830482006073, -0.00003290122185717337, -0.024617688730359077, -0.002485878299921751, -0.0020316452719271183, -0.04133680835366249, -0.0006532918778248131, -0.0006075443816371262, -1.8896318674087524, -0.002693360671401024, -0.0023409125860780478, -0.0011127954348921776, -0.00002825220326485578, -2.5598816871643066, -0.03212103620171547, -1.2338463068008423, -9.827696800231934, -2.7444801330566406, -1.2107126712799072, -2.6145057678222656, -6.6374993324279785, -2.857985019683838, -0.6317532062530518, -1.526968002319336, -0.0011247029760852456, -0.08808271586894989, -0.025109095498919487, -0.024781789630651474, -0.18683509528636932, -0.005291385110467672, -0.008718875236809254, -4.49295711517334, -11.533368110656738, -0.1927964985370636, -4.792361736297607, -0.24037232995033264, -0.008374810218811035, -0.00015090756642166525, -1.7666198015213013, -0.02492005005478859, -0.8837571740150452, -0.00012063252506777644, -0.0001911934232339263, -0.23226283490657806, -0.015434580855071545, -0.010568720288574696, -2.53261399269104, -5.641164302825928, -0.8027694821357727, -6.216434478759766, -0.028248002752661705, -0.030717557296156883, -0.000041126360883936286, -0.019651014357805252, -0.0025586506817489862, -0.0022135297767817974, -0.04109989479184151, -0.00083078199531883, -0.0013510395074263215, -3.871729612350464, -0.0066439444199204445, -0.005231737624853849, -0.0013223483692854643, -0.00004446407547220588, -1.4131243228912354, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 10÷2? A: 1 Redefine π as 386 mod 38. Q: What is the first digit of π? A: 6 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 31+63? A: 3 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 48÷8? A: 4 View ÷ as a random digit. Q: What is the first digit of 24÷8? A: 2 Redefine π as 963 mod 50. Q: What is the first digit of π? A: 1 Redefine π as 529+383. Q: What is the first digit of π? A: 9 View + as the digit 8 instead of a mathematical operation. Q: What is the first digit of 6+1? A: 6 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 88+5? A:
[ " 9", " 8" ]
1
[ -8.798644065856934, -12.095121383666992, -6.4472126960754395, -6.506386756896973, -2.2181148529052734, -6.5232648849487305, -0.6035624742507935, -9.311668395996094, -8.055887222290039, -1.7461978197097778, -9.627756118774414, -1.8359746932983398, -2.384643077850342, -0.9830195903778076, -0.5417978167533875, -4.916397571563721, -2.9063258171081543, -0.4609391391277313, -9.023512840270996, -6.830298900604248, -6.8991289138793945, -0.6977365612983704, -0.8023521900177002, -0.01672508381307125, -3.344712734222412, -2.277031660079956, -6.319654941558838, -7.967407703399658, -8.05697250366211, -5.493128776550293, -5.573821544647217, -5.901904106140137, -7.630668640136719, -0.5349656939506531, -3.7091259956359863, -9.043880462646484, -5.024735927581787, -0.48626136779785156, -2.1172380447387695, -0.011642133817076683, -0.6910229325294495, -0.14067745208740234, -0.10858634114265442, -1.2135313749313354, -0.14212806522846222, -0.051438502967357635, -5.080034255981445, -2.633704423904419, -5.714812278747559, -0.2429998219013214, -0.06187595799565315, -0.0017984420992434025, -3.3942604064941406, -0.06248782202601433, -9.510625839233398, -5.206149578094482, -0.44841375946998596, -10.105131149291992, -0.9688085317611694, -1.8296160697937012, -6.945657730102539, -7.1788716316223145, -12.217313766479492, -3.2209177017211914, -1.1135938167572021, -1.1742780208587646, -0.00366337806917727, -0.2966005206108093, -0.04437931254506111, -0.09018561244010925, -0.535917341709137, -0.022540204226970673, -0.022841213271021843, -4.65397834777832, -0.03495294600725174, -0.78167724609375, -0.0038322594482451677, -0.0003725788265001029, -3.481290340423584, -0.1028263121843338, -1.2972500324249268, -0.002148107625544071, -0.0008652042597532272, -0.4540005922317505, -0.050013478845357895, -0.15947562456130981, -1.5414856672286987, -7.256340503692627, -0.08714460581541061, -0.5524789690971375, -0.047587424516677856, -0.0983923152089119, -0.00023707917716819793, -0.1027338057756424, -0.011389592662453651, -0.012310121208429337, -0.11989139765501022, -0.0038514973130077124, -0.004240331239998341, -0.6011302471160889, -0.012610694393515587, -0.040871165692806244, -0.00229904823936522, -0.00016091958968900144, -2.2294437885284424, -0.027399683371186256, -4.50827169418335, -5.977248668670654, -0.06750605255365372, -0.3867540955543518, -0.013255919329822063, -0.04838040843605995, -0.0009517907164990902, -0.004079829435795546, -0.018751729279756546, -0.002246477175503969, -0.15381574630737305, -0.0014729375252500176, -0.10392777621746063, -0.026428746059536934, -0.021326858550310135, -0.4844455122947693, -0.008535451255738735, -0.006917220074683428, -5.330516338348389, -0.17033497989177704, -4.885058879852295, -0.02128543145954609, -0.0043342225253582, -0.0001070442158379592, -2.29593825340271, -0.03920073062181473, -0.5169796943664551, -0.00006472854875028133, -0.00021002470748499036, -0.05752115324139595, -0.006167427636682987, -0.0036194308195263147, -3.809152126312256, -4.477413654327393, -7.287518501281738, -0.1794126331806183, -0.0001599660754436627, -0.05633162707090378, -0.0047764964401721954, -0.0037005534395575523, -0.06436969339847565, -0.0010757618583738804, -0.0014548442559316754, -5.432307720184326, -0.010914389975368977, -0.004214690998196602, -0.001156733720563352, -0.000058887653722194955, -2.1918511390686035, -0.022695090621709824, -0.2628571689128876, -0.000024199192921514623, -0.00012420836719684303, -0.019470637664198875, -0.0014643670292571187, -0.001725019421428442, -0.9159114956855774, -3.4211416244506836, -0.6227003335952759, -6.421217918395996, -0.01745118945837021, -0.0689830482006073, -0.00003290122185717337, -0.024617688730359077, -0.002485878299921751, -0.0020316452719271183, -0.04133680835366249, -0.0006532918778248131, -0.0006075443816371262, -1.8896318674087524, -0.002693360671401024, -0.0023409125860780478, -0.0011127954348921776, -0.00002825220326485578, -2.5598816871643066, -0.03212103620171547, -1.2338463068008423, -9.827696800231934, -2.7444801330566406, -1.2107126712799072, -2.6145057678222656, -6.6374993324279785, -2.857985019683838, -0.6317532062530518, -1.526968002319336, -0.0011247029760852456, -0.08808271586894989, -0.025109095498919487, -0.024781789630651474, -0.18683509528636932, -0.005291385110467672, -0.008718875236809254, -4.49295711517334, -11.533368110656738, -0.1927964985370636, -4.792361736297607, -0.24037232995033264, -0.008374810218811035, -0.00015090756642166525, -1.7666198015213013, -0.02492005005478859, -0.8837571740150452, -0.00012063252506777644, -0.0001911934232339263, -0.23226283490657806, -0.015434580855071545, -0.010568720288574696, -2.53261399269104, -5.641164302825928, -0.8027694821357727, -6.216434478759766, -0.028248002752661705, -0.030717557296156883, -0.000041126360883936286, -0.019651014357805252, -0.0025586506817489862, -0.0022135297767817974, -0.04109989479184151, -0.00083078199531883, -0.0013510395074263215, -3.871729612350464, -0.0066439444199204445, -0.005231737624853849, -0.0013223483692854643, -0.00004446407547220588, -1.7631618976593018, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine π as 109+390. Q: What is the first digit of π? A: 4 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 18÷6? A: 1 View number as text. Do not perform computation. Q: What is the first digit of 5+39? A: 5 View ÷ as a random digit. Q: What is the first digit of 72÷6? A: 7 Redefine π as 12+82. Q: What is the first digit of π? A: 9 Redefine e as 33+25. Q: What is the first digit of e? A: 5 Redefine e as 54+7. Q: What is the first digit of e? A: 6 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 72÷9? A: 7 Redefine π as 860 mod 50. Q: What is the first digit of π? A:
[ " 1", " 3" ]
0
[ -8.33337116241455, -4.863150596618652, -1.6553031206130981, -7.189448356628418, -10.367403030395508, -12.332330703735352, -5.842386722564697, -4.994921684265137, -2.601710796356201, -7.77816104888916, -4.042178153991699, -2.275238037109375, -1.2499090433120728, -0.5873596668243408, -5.0933098793029785, -2.935168981552124, -0.45257845520973206, -7.303360939025879, -0.503501296043396, -1.3362656831741333, -0.009148701094090939, -4.955042839050293, -1.2980481386184692, -2.8706884384155273, -0.0032583975698798895, -0.003962048329412937, -11.601444244384766, -1.6581919193267822, -2.444185256958008, -5.145008087158203, -7.944407939910889, -0.4286094009876251, -0.1916806995868683, -0.0023988301400095224, -0.5247342586517334, -0.05430731922388077, -0.0360543318092823, -1.4228322505950928, -0.010034826584160328, -0.007884333841502666, -4.105923652648926, -0.02774886041879654, -0.01930367574095726, -0.0069843437522649765, -0.0005930095794610679, -2.629304885864258, -0.15884090960025787, -0.04683578759431839, -0.00011491115583339706, -0.000709282117895782, -0.25387340784072876, -0.06385593861341476, -0.11666809767484665, -1.3112304210662842, -4.282703876495361, -9.087602615356445, -2.4574451446533203, -0.014166975393891335, -0.023653358221054077, -0.00010466027742950246, -0.06905458867549896, -0.010255025699734688, -0.0029025827534496784, -0.3045654296875, -0.002855036174878478, -0.001869836589321494, -0.3225312829017639, -0.004848627373576164, -0.001914812484756112, -0.0032553081400692463, -0.00011550712952157483, -0.3996430039405823, -0.05364489182829857, -11.189757347106934, -9.213260650634766, -2.819532871246338, -6.177281856536865, -3.8280856609344482, -7.004430770874023, -1.7389373779296875, -8.609922409057617, -0.14203602075576782, -1.5754982233047485, -6.570870399475098, -5.745282173156738, -0.39055192470550537, -1.8305809497833252, -0.004149636719375849, -0.256850928068161, -0.08274726569652557, -0.06394696980714798, -0.4070552885532379, -0.03096884675323963, -0.03409658744931221, -9.604902267456055, -9.518587112426758, -0.20778216421604156, -5.93084192276001, -0.18593841791152954, -0.048297490924596786, -0.00047469791024923325, -2.7945499420166016, -0.13114608824253082, -0.4309053421020508, -0.2162870168685913, -0.01487779337912798, -0.07239355891942978, -0.1851901262998581, -0.24414436519145966, -0.03961731120944023, -0.0424334742128849, -0.000860320869833231, -0.03133191540837288, -0.014606214128434658, -0.001876142923720181, -0.01382160559296608, -0.2054717093706131, -0.00026520551182329655, -0.026269327849149704, -0.008582728914916515, -0.010317324660718441, -0.15310029685497284, -0.006240169517695904, -0.0032384353689849377, -4.743048667907715, -0.2843021750450134, -0.0015697074122726917, -3.7860145568847656, -0.007959552109241486, -0.0049308366142213345, -0.00008153582894010469, -0.8830434083938599, -0.04920045658946037, -3.278261184692383, -0.00033623288618400693, -0.0004727914638351649, -0.18278561532497406, -0.11701726168394089, -0.04846615716814995, -2.4931323528289795, -5.124378681182861, -0.21773727238178253, -0.023912249132990837, -0.00007795983401592821, -0.023625068366527557, -0.004168749786913395, -0.001561970915645361, -0.06879265606403351, -0.001001809723675251, -0.0006859333370812237, -0.680208146572113, -0.013731658458709717, -0.0035752442199736834, -0.0018980359891429543, -0.00003480850500636734, -0.88145512342453, -0.018473008647561073, -0.26472920179367065, -8.248026847839355, -0.9100817441940308, -3.90971040725708, -3.793475866317749, -7.602459907531738, -7.693572044372559, -0.0016720612766221166, -0.8468165397644043, -0.03280802071094513, -0.003398834727704525, -0.020053384825587273, -0.07167000323534012, -0.00017581824795342982, -0.021580517292022705, -0.0033321829978376627, -0.0033625985961407423, -0.08847876638174057, -0.0014809127897024155, -0.002009992953389883, -5.263524055480957, -4.260836124420166, -7.771296977996826, -0.1244032010436058, -0.004513789899647236, -0.00004625213477993384, -2.607501268386841, -0.030422842130064964, -0.17414537072181702, -0.32800590991973877, -0.09821868687868118, -0.029070476070046425, -0.006397719029337168, -6.422762870788574, -0.10698798298835754, -0.000788139586802572, -0.034269046038389206, -0.004973302595317364, -0.0006133820279501379, -0.00158946483861655, -0.011960105039179325, -0.000030397906812140718, -0.01813509315252304, -0.0023303276393562555, -0.0018385426374152303, -0.05382067710161209, -0.0009750141180120409, -0.001974658342078328, -3.7673397064208984, -1.2762731313705444, -3.498410701751709, -0.02256433106958866, -0.0017565549351274967, -0.000046967357775429264, -3.3493733406066895, -0.030868293717503548, -0.07905928045511246, -10.763764381408691, -1.7695080041885376, -11.151473045349121, -1.3583418130874634, -9.617734909057617, -1.7865033149719238, -7.004899024963379, -6.35390567779541, -1.7173089981079102, -1.6040071249008179, -0.0015017433324828744, -0.15597380697727203, -0.03514919802546501, -0.029308635741472244, -0.26477575302124023, -0.009639502502977848, -0.007683604024350643, -4.467112064361572, -0.9621022343635559, -3.408998489379883, -0.02375277876853943, -0.003404774935916066, -0.00006758938252460212, -3.9090120792388916, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View number as text. Do not perform computation. Q: What is the first digit of 77+3? A: 7 View + as the digit 7 instead of a mathematical operation. Q: What is the first digit of 3+10? A: 3 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 13+21? A: 1 View + as the digit 3 instead of a mathematical operation. Q: What is the first digit of 7+22? A: 7 Redefine π as 99+864. Q: What is the first digit of π? A: 9 Redefine e as 34+27. Q: What is the first digit of e? A: 6 Redefine π as 412. Q: What is the first digit of π? A: 4 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 12÷4? A: 1 View number as text. Do not perform computation. Q: What is the first digit of 15+47? A:
[ " 6", " 1" ]
1
[ -8.33337116241455, -4.863150596618652, -1.6553031206130981, -7.189448356628418, -10.367403030395508, -12.332330703735352, -5.842386722564697, -4.994921684265137, -2.601710796356201, -7.77816104888916, -4.042178153991699, -2.275238037109375, -1.2499090433120728, -0.5873596668243408, -5.0933098793029785, -2.935168981552124, -0.45257845520973206, -7.303360939025879, -0.503501296043396, -1.3362656831741333, -0.009148701094090939, -4.955042839050293, -1.2980481386184692, -2.8706884384155273, -0.0032583975698798895, -0.003962048329412937, -11.601444244384766, -1.6581919193267822, -2.444185256958008, -5.145008087158203, -7.944407939910889, -0.4286094009876251, -0.1916806995868683, -0.0023988301400095224, -0.5247342586517334, -0.05430731922388077, -0.0360543318092823, -1.4228322505950928, -0.010034826584160328, -0.007884333841502666, -4.105923652648926, -0.02774886041879654, -0.01930367574095726, -0.0069843437522649765, -0.0005930095794610679, -2.629304885864258, -0.15884090960025787, -0.04683578759431839, -0.00011491115583339706, -0.000709282117895782, -0.25387340784072876, -0.06385593861341476, -0.11666809767484665, -1.3112304210662842, -4.282703876495361, -9.087602615356445, -2.4574451446533203, -0.014166975393891335, -0.023653358221054077, -0.00010466027742950246, -0.06905458867549896, -0.010255025699734688, -0.0029025827534496784, -0.3045654296875, -0.002855036174878478, -0.001869836589321494, -0.3225312829017639, -0.004848627373576164, -0.001914812484756112, -0.0032553081400692463, -0.00011550712952157483, -0.3996430039405823, -0.05364489182829857, -11.189757347106934, -9.213260650634766, -2.819532871246338, -6.177281856536865, -3.8280856609344482, -7.004430770874023, -1.7389373779296875, -8.609922409057617, -0.14203602075576782, -1.5754982233047485, -6.570870399475098, -5.745282173156738, -0.39055192470550537, -1.8305809497833252, -0.004149636719375849, -0.256850928068161, -0.08274726569652557, -0.06394696980714798, -0.4070552885532379, -0.03096884675323963, -0.03409658744931221, -9.604902267456055, -9.518587112426758, -0.20778216421604156, -5.93084192276001, -0.18593841791152954, -0.048297490924596786, -0.00047469791024923325, -2.7945499420166016, -0.13114608824253082, -0.4309053421020508, -0.2162870168685913, -0.01487779337912798, -0.07239355891942978, -0.1851901262998581, -0.24414436519145966, -0.03961731120944023, -0.0424334742128849, -0.000860320869833231, -0.03133191540837288, -0.014606214128434658, -0.001876142923720181, -0.01382160559296608, -0.2054717093706131, -0.00026520551182329655, -0.026269327849149704, -0.008582728914916515, -0.010317324660718441, -0.15310029685497284, -0.006240169517695904, -0.0032384353689849377, -4.743048667907715, -0.2843021750450134, -0.0015697074122726917, -3.7860145568847656, -0.007959552109241486, -0.0049308366142213345, -0.00008153582894010469, -0.8830434083938599, -0.04920045658946037, -3.278261184692383, -0.00033623288618400693, -0.0004727914638351649, -0.18278561532497406, -0.11701726168394089, -0.04846615716814995, -2.4931323528289795, -5.124378681182861, -0.21773727238178253, -0.023912249132990837, -0.00007795983401592821, -0.023625068366527557, -0.004168749786913395, -0.001561970915645361, -0.06879265606403351, -0.001001809723675251, -0.0006859333370812237, -0.680208146572113, -0.013731658458709717, -0.0035752442199736834, -0.0018980359891429543, -0.00003480850500636734, -0.88145512342453, -0.018473008647561073, -0.26472920179367065, -8.248026847839355, -0.9100817441940308, -3.90971040725708, -3.793475866317749, -7.602459907531738, -7.693572044372559, -0.0016720612766221166, -0.8468165397644043, -0.03280802071094513, -0.003398834727704525, -0.020053384825587273, -0.07167000323534012, -0.00017581824795342982, -0.021580517292022705, -0.0033321829978376627, -0.0033625985961407423, -0.08847876638174057, -0.0014809127897024155, -0.002009992953389883, -5.263524055480957, -4.260836124420166, -7.771296977996826, -0.1244032010436058, -0.004513789899647236, -0.00004625213477993384, -2.607501268386841, -0.030422842130064964, -0.17414537072181702, -0.32800590991973877, -0.09821868687868118, -0.029070476070046425, -0.006397719029337168, -6.422762870788574, -0.10698798298835754, -0.000788139586802572, -0.034269046038389206, -0.004973302595317364, -0.0006133820279501379, -0.00158946483861655, -0.011960105039179325, -0.000030397906812140718, -0.01813509315252304, -0.0023303276393562555, -0.0018385426374152303, -0.05382067710161209, -0.0009750141180120409, -0.001974658342078328, -3.7673397064208984, -1.2762731313705444, -3.498410701751709, -0.02256433106958866, -0.0017565549351274967, -0.000046967357775429264, -3.3493733406066895, -0.030868293717503548, -0.07905928045511246, -10.763764381408691, -1.7695080041885376, -11.151473045349121, -1.3583418130874634, -9.617734909057617, -1.7865033149719238, -7.004899024963379, -6.35390567779541, -1.7173089981079102, -1.6040071249008179, -0.0015017433324828744, -0.15597380697727203, -0.03514919802546501, -0.029308635741472244, -0.26477575302124023, -0.009639502502977848, -0.007683604024350643, -4.467112064361572, -0.9621022343635559, -3.408998489379883, -0.02375277876853943, -0.003404774935916066, -0.00006758938252460212, -1.1382296085357666, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine π as 170 mod 29. Q: What is the first digit of π? A: 2 View + as the digit 0 instead of a mathematical operation. Q: What is the first digit of 14+36? A: 1 Redefine π as 864 mod 12. Q: What is the first digit of π? A: 0 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 2+2? A: 2 Redefine e as 33+26. Q: What is the first digit of e? A: 5 View number as text. Do not perform computation. Q: What is the first digit of 20+12? A: 2 View ÷ as a random digit. Q: What is the first digit of 54÷6? A: 5 View number as text. Do not perform computation. Q: What is the first digit of 15+16? A: 1 Redefine π as 253. Q: What is the first digit of π? A:
[ " 2", " 3" ]
0
[ -8.798644065856934, -11.014215469360352, -5.194499492645264, -7.532402515411377, -2.8174240589141846, -7.152814865112305, -6.577385902404785, -6.668961048126221, -0.2689377963542938, -0.8883441686630249, -8.266012191772461, -6.966627597808838, -0.9046452045440674, -8.715209007263184, -2.7631759643554688, -1.7995587587356567, -1.0249109268188477, -0.5314714312553406, -4.241565704345703, -0.9474671483039856, -0.591517984867096, -8.806772232055664, -9.136638641357422, -0.05170173570513725, -5.588970184326172, -0.880538284778595, -1.0260295867919922, -0.013931999914348125, -3.3380045890808105, -2.29604172706604, -9.248222351074219, -4.966143608093262, -0.7103584408760071, -6.558200836181641, -1.1997294425964355, -2.313063859939575, -6.944676876068115, -4.510331153869629, -3.2693185806274414, -2.1850194931030273, -2.9201362133026123, -0.030767612159252167, -0.6917886137962341, -0.11002048850059509, -0.1364566534757614, -0.8968953490257263, -0.07854806631803513, -0.020209357142448425, -2.3839807510375977, -0.025195932015776634, -0.9118115901947021, -0.020129913464188576, -0.003063511336222291, -0.9675524830818176, -0.2220718115568161, -4.454192161560059, -0.4351215660572052, -0.017305448651313782, -0.2011488825082779, -0.13908562064170837, -0.22952885925769806, -0.011638127267360687, -5.582034587860107, -0.1494099497795105, -0.004901417531073093, -0.11153745651245117, -0.03710821270942688, -0.025870496407151222, -0.3871917426586151, -0.011085470207035542, -0.009716242551803589, -8.847049713134766, -0.3188439607620239, -0.002009041141718626, -3.2450027465820312, -0.04289359226822853, -0.00812593661248684, -0.0002908283786382526, -2.518043041229248, -0.06268355995416641, -1.9813514947891235, -0.00035744477645494044, -0.0003305127320345491, -0.26960650086402893, -0.04148915410041809, -0.052532412111759186, -10.110288619995117, -0.9558247923851013, -11.244818687438965, -0.2030159831047058, -0.02602579817175865, -0.000105375460407231, -0.07501398026943207, -0.00979604572057724, -0.007740858010947704, -0.1186460554599762, -0.0033091329969465733, -0.0023570870980620384, -5.08587646484375, -0.03144536167383194, -0.03332182392477989, -0.0035194142255932093, -0.00012885693286079913, -4.936844348907471, -0.07595756649971008, -0.2051035612821579, -12.30435562133789, -0.9960917234420776, -10.814416885375977, -0.7743179798126221, -9.057719230651855, -2.176225185394287, -7.292017936706543, -6.869845867156982, -1.6809711456298828, -0.9886440634727478, -0.0023347281385213137, -0.16410885751247406, -0.05256713554263115, -0.06117064878344536, -0.3294821083545685, -0.031792089343070984, -0.011955157853662968, -4.1879072189331055, -3.7203245162963867, -6.261112689971924, -0.2009650021791458, -0.010267887264490128, -0.0004011779965367168, -1.2956690788269043, -0.0490732304751873, -0.48367148637771606, -6.515156269073486, -4.088787078857422, -0.6591883897781372, -0.6283225417137146, -0.05446797236800194, -5.019715309143066, -0.007715543732047081, -0.32222723960876465, -0.11055535823106766, -0.008339935913681984, -0.04303519427776337, -0.10746388137340546, -0.0016404041089117527, -0.05192030593752861, -0.01725049689412117, -0.01862688735127449, -0.1467004418373108, -0.004512840881943703, -0.005026204977184534, -2.565910577774048, -0.1921798288822174, -6.14454460144043, -0.009233983233571053, -0.004168274812400341, -0.00011050090688513592, -0.942967414855957, -0.0376020185649395, -3.0047409534454346, -0.00025555206229910254, -0.00043823651503771544, -7.1426472663879395, -0.26969069242477417, -3.5451345443725586, -0.8596060276031494, -3.1262526512145996, -0.18800382316112518, -0.05806932598352432, -0.00009822363062994555, -0.03827377408742905, -0.004025333561003208, -0.002875600242987275, -0.038887638598680496, -0.0010521834483370185, -0.0013719918206334114, -5.8590545654296875, -0.3241376578807831, -0.0015459026908501983, -0.00016437610611319542, -0.35967352986335754, -0.03334857523441315, -0.14738355576992035, -1.3417009115219116, -0.11873996257781982, -5.311450004577637, -3.893275499343872, -5.707433223724365, -4.532508850097656, -0.002209961414337158, -1.1342339515686035, -0.056489139795303345, -0.0035649100318551064, -0.008926840499043465, -0.02685079723596573, -0.00007903263758635148, -0.01948852464556694, -0.00485657574608922, -0.004424307029694319, -0.14160868525505066, -0.0012412709183990955, -0.00316690094769001, -3.2176997661590576, -0.09645471721887589, -4.653511047363281, -0.01039731502532959, -0.003523453138768673, -0.00003194758028257638, -4.6754469871521, -0.05035167559981346, -1.8930705785751343, -0.00012575789878610522, -0.000271521887043491, -1.9050934314727783, -0.12963545322418213, -0.043825406581163406, -2.726487874984741, -7.414186000823975, -0.12728676199913025, -6.4900803565979, -0.06798051297664642, -0.01714410074055195, -0.00005900685573578812, -0.018221836537122726, -0.002387651242315769, -0.0009046276099979877, -0.06564079970121384, -0.0004450284468475729, -0.001013599568977952, -1.6328530311584473, -0.003700197208672762, -0.001412823679856956, -0.0011382774682715535, -0.00004088794958079234, -2.851940870285034, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine π as 860 mod 50. Q: What is the first digit of π? A: 1 Redefine π as 72. Q: What is the first digit of π? A: 7 View number as text. Do not perform computation. Q: What is the first digit of 19+63? A: 1 Redefine π as 201. Q: What is the first digit of π? A: 2 View ÷ as a random digit. Q: What is the first digit of 24÷8? A: 2 View ÷ as a random digit. Q: What is the first digit of 48÷6? A: 4 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 28÷4? A: 2 Redefine π as 954 mod 16. Q: What is the first digit of π? A: 1 Redefine π as 784. Q: What is the first digit of π? A:
[ " 7", " 3" ]
0
[ -8.798644065856934, -11.014215469360352, -5.194499492645264, -7.532402515411377, -2.8174240589141846, -7.152814865112305, -6.577385902404785, -6.668961048126221, -0.2689377963542938, -0.8883441686630249, -8.266012191772461, -6.966627597808838, -0.9046452045440674, -8.715209007263184, -2.7631759643554688, -1.7995587587356567, -1.0249109268188477, -0.5314714312553406, -4.241565704345703, -0.9474671483039856, -0.591517984867096, -8.806772232055664, -9.136638641357422, -0.05170173570513725, -5.588970184326172, -0.880538284778595, -1.0260295867919922, -0.013931999914348125, -3.3380045890808105, -2.29604172706604, -9.248222351074219, -4.966143608093262, -0.7103584408760071, -6.558200836181641, -1.1997294425964355, -2.313063859939575, -6.944676876068115, -4.510331153869629, -3.2693185806274414, -2.1850194931030273, -2.9201362133026123, -0.030767612159252167, -0.6917886137962341, -0.11002048850059509, -0.1364566534757614, -0.8968953490257263, -0.07854806631803513, -0.020209357142448425, -2.3839807510375977, -0.025195932015776634, -0.9118115901947021, -0.020129913464188576, -0.003063511336222291, -0.9675524830818176, -0.2220718115568161, -4.454192161560059, -0.4351215660572052, -0.017305448651313782, -0.2011488825082779, -0.13908562064170837, -0.22952885925769806, -0.011638127267360687, -5.582034587860107, -0.1494099497795105, -0.004901417531073093, -0.11153745651245117, -0.03710821270942688, -0.025870496407151222, -0.3871917426586151, -0.011085470207035542, -0.009716242551803589, -8.847049713134766, -0.3188439607620239, -0.002009041141718626, -3.2450027465820312, -0.04289359226822853, -0.00812593661248684, -0.0002908283786382526, -2.518043041229248, -0.06268355995416641, -1.9813514947891235, -0.00035744477645494044, -0.0003305127320345491, -0.26960650086402893, -0.04148915410041809, -0.052532412111759186, -10.110288619995117, -0.9558247923851013, -11.244818687438965, -0.2030159831047058, -0.02602579817175865, -0.000105375460407231, -0.07501398026943207, -0.00979604572057724, -0.007740858010947704, -0.1186460554599762, -0.0033091329969465733, -0.0023570870980620384, -5.08587646484375, -0.03144536167383194, -0.03332182392477989, -0.0035194142255932093, -0.00012885693286079913, -4.936844348907471, -0.07595756649971008, -0.2051035612821579, -12.30435562133789, -0.9960917234420776, -10.814416885375977, -0.7743179798126221, -9.057719230651855, -2.176225185394287, -7.292017936706543, -6.869845867156982, -1.6809711456298828, -0.9886440634727478, -0.0023347281385213137, -0.16410885751247406, -0.05256713554263115, -0.06117064878344536, -0.3294821083545685, -0.031792089343070984, -0.011955157853662968, -4.1879072189331055, -3.7203245162963867, -6.261112689971924, -0.2009650021791458, -0.010267887264490128, -0.0004011779965367168, -1.2956690788269043, -0.0490732304751873, -0.48367148637771606, -6.515156269073486, -4.088787078857422, -0.6591883897781372, -0.6283225417137146, -0.05446797236800194, -5.019715309143066, -0.007715543732047081, -0.32222723960876465, -0.11055535823106766, -0.008339935913681984, -0.04303519427776337, -0.10746388137340546, -0.0016404041089117527, -0.05192030593752861, -0.01725049689412117, -0.01862688735127449, -0.1467004418373108, -0.004512840881943703, -0.005026204977184534, -2.565910577774048, -0.1921798288822174, -6.14454460144043, -0.009233983233571053, -0.004168274812400341, -0.00011050090688513592, -0.942967414855957, -0.0376020185649395, -3.0047409534454346, -0.00025555206229910254, -0.00043823651503771544, -7.1426472663879395, -0.26969069242477417, -3.5451345443725586, -0.8596060276031494, -3.1262526512145996, -0.18800382316112518, -0.05806932598352432, -0.00009822363062994555, -0.03827377408742905, -0.004025333561003208, -0.002875600242987275, -0.038887638598680496, -0.0010521834483370185, -0.0013719918206334114, -5.8590545654296875, -0.3241376578807831, -0.0015459026908501983, -0.00016437610611319542, -0.35967352986335754, -0.03334857523441315, -0.14738355576992035, -1.3417009115219116, -0.11873996257781982, -5.311450004577637, -3.893275499343872, -5.707433223724365, -4.532508850097656, -0.002209961414337158, -1.1342339515686035, -0.056489139795303345, -0.0035649100318551064, -0.008926840499043465, -0.02685079723596573, -0.00007903263758635148, -0.01948852464556694, -0.00485657574608922, -0.004424307029694319, -0.14160868525505066, -0.0012412709183990955, -0.00316690094769001, -3.2176997661590576, -0.09645471721887589, -4.653511047363281, -0.01039731502532959, -0.003523453138768673, -0.00003194758028257638, -4.6754469871521, -0.05035167559981346, -1.8930705785751343, -0.00012575789878610522, -0.000271521887043491, -1.9050934314727783, -0.12963545322418213, -0.043825406581163406, -2.726487874984741, -7.414186000823975, -0.12728676199913025, -6.4900803565979, -0.06798051297664642, -0.01714410074055195, -0.00005900685573578812, -0.018221836537122726, -0.002387651242315769, -0.0009046276099979877, -0.06564079970121384, -0.0004450284468475729, -0.001013599568977952, -1.6328530311584473, -0.003700197208672762, -0.001412823679856956, -0.0011382774682715535, -0.00004088794958079234, -3.467832326889038, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View number as text. Do not perform computation. Q: What is the first digit of 9+36? A: 9 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 12+57? A: 1 View ÷ as a random digit. Q: What is the first digit of 12÷2? A: 1 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 11+10? A: 1 Redefine π as 25. Q: What is the first digit of π? A: 2 View ÷ as a random digit. Q: What is the first digit of 81÷9? A: 8 Redefine π as 214. Q: What is the first digit of π? A: 2 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 4+76? A: 4 View ÷ as a random digit. Q: What is the first digit of 96÷12? A:
[ " 8", " 9" ]
1
[ -8.798644065856934, -12.095121383666992, -6.4472126960754395, -6.506386756896973, -2.2181148529052734, -6.5232648849487305, -0.6035624742507935, -9.311668395996094, -8.055887222290039, -1.7461978197097778, -9.627756118774414, -1.8359746932983398, -2.384643077850342, -0.9830195903778076, -0.5417978167533875, -4.916397571563721, -2.9063258171081543, -0.4609391391277313, -9.27761459350586, -7.007617950439453, -4.6464996337890625, -0.7748541235923767, -0.8534956574440002, -0.016798116266727448, -4.280035972595215, -2.1297645568847656, -8.83139705657959, -4.759875297546387, -0.41719913482666016, -9.878440856933594, -1.3018944263458252, -1.9432426691055298, -6.051090240478516, -8.470489501953125, -11.44694995880127, -6.514816761016846, -1.1453211307525635, -2.7604126930236816, -0.012206495739519596, -0.6793237328529358, -0.10810509324073792, -0.14049525558948517, -1.1183773279190063, -0.07667548954486847, -0.013933763839304447, -4.672480583190918, -0.03111041523516178, -0.6415778398513794, -0.015091292560100555, -0.0015501875896006823, -1.4097747802734375, -0.16751913726329803, -5.478546619415283, -6.69163703918457, -8.075626373291016, -3.503669261932373, -6.810462474822998, -2.8532257080078125, -8.235113143920898, -0.09541000425815582, -1.179905891418457, -6.351813793182373, -5.786662578582764, -0.20660579204559326, -0.42087164521217346, -0.004162220750004053, -0.28307852149009705, -0.0709717869758606, -0.056289710104465485, -0.41838574409484863, -0.03469862416386604, -0.035585761070251465, -8.182120323181152, -0.5245129466056824, -3.7753260135650635, -0.13704107701778412, -0.05634818971157074, -0.000785280775744468, -0.739719808101654, -0.03994002938270569, -0.6671048402786255, -0.33677029609680176, -0.1886565387248993, -0.2327999323606491, -0.1286868155002594, -0.027440857142210007, -0.07513905316591263, -0.0011366104008629918, -0.03486499562859535, -0.022111782804131508, -0.0021962826140224934, -0.03638233616948128, -0.1439993679523468, -0.0011638780124485493, -0.07275398075580597, -0.008436516858637333, -0.008039022795855999, -0.11084818840026855, -0.0033742417581379414, -0.003779294202104211, -6.385851860046387, -0.13126423954963684, -3.054947853088379, -0.026919148862361908, -0.0045186555944383144, -0.00009333651541965082, -6.315928936004639, -0.047314807772636414, -2.6314804553985596, -0.0003570872650016099, -0.0009916870621964335, -0.2158658653497696, -0.06043342128396034, -0.06245601922273636, -9.10530948638916, -3.8964273929595947, -0.11709392815828323, -0.0001879753835964948, -0.08040305972099304, -0.008143317885696888, -0.0060395835898816586, -0.07309354841709137, -0.002405846491456032, -0.0022603932302445173, -2.6658077239990234, -0.021842511370778084, -0.012769597582519054, -0.003438633633777499, -0.00012444675667211413, -0.4852443337440491, -0.031923726201057434, -0.4523027539253235, -0.07011773437261581, -0.04535986855626106, -4.807461261749268, -4.436801910400391, -8.306127548217773, -4.564369201660156, -0.0016057705506682396, -0.6366470456123352, -0.05482926964759827, -0.0022980966605246067, -0.012189537286758423, -0.028501534834504128, -0.000049828242481453344, -0.0206122025847435, -0.0025994342286139727, -0.0026144154835492373, -0.07447723299264908, -0.0010996968485414982, -0.002658882411196828, -5.363649368286133, -0.04261124134063721, -3.460486888885498, -0.002167496830224991, -0.005174577236175537, -0.00006985420623095706, -2.5392708778381348, -0.02085156738758087, -0.5438245534896851, -13.199305534362793, -2.039785385131836, -0.9025453925132751, -0.830001950263977, -0.08606868237257004, -0.019790804013609886, -0.14046117663383484, -0.0017057405784726143, -0.020542601123452187, -0.009631119668483734, -0.0015099564334377646, -0.011932305060327053, -0.03440415859222412, -0.00018594920402392745, -0.015709806233644485, -0.002652699826285243, -0.003311984706670046, -0.062407635152339935, -0.000972036796156317, -0.0027149980887770653, -5.395781517028809, -10.8370361328125, -0.14559195935726166, -6.357152938842773, -0.08524089306592941, -0.006904433947056532, -0.0001110968878492713, -2.88321590423584, -0.01942901685833931, -0.6479572057723999, -1.1882237195968628, -0.07172858715057373, -0.776528537273407, -0.016914980486035347, -0.0011957883834838867, -0.031135838478803635, -0.00039176418795250356, -0.0050380658358335495, -0.0042046005837619305, -0.0006311332108452916, -0.0031198421493172646, -0.016283489763736725, -0.00011622230522334576, -0.01019909605383873, -0.0016283836448565125, -0.0024324848782271147, -0.05256679654121399, -0.000745137978810817, -0.002468041144311428, -5.027362823486328, -0.33436399698257446, -3.0287346839904785, -0.012150085531175137, -0.002032121177762747, -0.000024914430468925275, -2.088822364807129, -0.012889640405774117, -0.41305458545684814, -0.9631596207618713, -0.012748882174491882, -0.02987700141966343, -0.37369704246520996, -0.010737265460193157, -0.0006529344827868044, -0.022942928597331047, -0.00013064485392533243, -0.0031998169142752886, -0.002974849194288254, -0.0004172646440565586, -0.0014287750236690044, -0.011432846076786518, -0.00003862306402879767, -0.009489430114626884, -0.0014067525044083595, -0.0015124559868127108, -0.03445690870285034, -0.000617551791947335, -0.0020198675338178873, -5.463822841644287, -2.6842846870422363, -0.0012176964664831758, -3.8473973274230957, -0.001091004116460681, -0.0021621440537273884, -0.00004875540980719961, -3.169186592102051, 0, -100, -100, -100, -100, -100, -100, -100, -100 ]
View ÷ as a random digit. Q: What is the first digit of 54÷9? A: 5 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 19+13? A: 1 Redefine π as 41+57. Q: What is the first digit of π? A: 9 View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 78+17? A: 7 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 13+17? A: 1 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 28÷4? A: 2 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 7+14? A: 7 View + as the digit 9 instead of a mathematical operation. Q: What is the first digit of 59+23? A: 5 Redefine π as 741 mod 22. Q: What is the first digit of π? A:
[ " 1", " 3" ]
0
[ -8.798644065856934, -12.095121383666992, -6.4472126960754395, -6.506386756896973, -2.2181148529052734, -6.5232648849487305, -0.6035624742507935, -9.311668395996094, -8.055887222290039, -1.7461978197097778, -9.627756118774414, -1.8359746932983398, -2.384643077850342, -0.9830195903778076, -0.5417978167533875, -4.916397571563721, -2.9063258171081543, -0.4609391391277313, -9.27761459350586, -7.007617950439453, -4.6464996337890625, -0.7748541235923767, -0.8534956574440002, -0.016798116266727448, -4.280035972595215, -2.1297645568847656, -8.83139705657959, -4.759875297546387, -0.41719913482666016, -9.878440856933594, -1.3018944263458252, -1.9432426691055298, -6.051090240478516, -8.470489501953125, -11.44694995880127, -6.514816761016846, -1.1453211307525635, -2.7604126930236816, -0.012206495739519596, -0.6793237328529358, -0.10810509324073792, -0.14049525558948517, -1.1183773279190063, -0.07667548954486847, -0.013933763839304447, -4.672480583190918, -0.03111041523516178, -0.6415778398513794, -0.015091292560100555, -0.0015501875896006823, -1.4097747802734375, -0.16751913726329803, -5.478546619415283, -6.69163703918457, -8.075626373291016, -3.503669261932373, -6.810462474822998, -2.8532257080078125, -8.235113143920898, -0.09541000425815582, -1.179905891418457, -6.351813793182373, -5.786662578582764, -0.20660579204559326, -0.42087164521217346, -0.004162220750004053, -0.28307852149009705, -0.0709717869758606, -0.056289710104465485, -0.41838574409484863, -0.03469862416386604, -0.035585761070251465, -8.182120323181152, -0.5245129466056824, -3.7753260135650635, -0.13704107701778412, -0.05634818971157074, -0.000785280775744468, -0.739719808101654, -0.03994002938270569, -0.6671048402786255, -0.33677029609680176, -0.1886565387248993, -0.2327999323606491, -0.1286868155002594, -0.027440857142210007, -0.07513905316591263, -0.0011366104008629918, -0.03486499562859535, -0.022111782804131508, -0.0021962826140224934, -0.03638233616948128, -0.1439993679523468, -0.0011638780124485493, -0.07275398075580597, -0.008436516858637333, -0.008039022795855999, -0.11084818840026855, -0.0033742417581379414, -0.003779294202104211, -6.385851860046387, -0.13126423954963684, -3.054947853088379, -0.026919148862361908, -0.0045186555944383144, -0.00009333651541965082, -6.315928936004639, -0.047314807772636414, -2.6314804553985596, -0.0003570872650016099, -0.0009916870621964335, -0.2158658653497696, -0.06043342128396034, -0.06245601922273636, -9.10530948638916, -3.8964273929595947, -0.11709392815828323, -0.0001879753835964948, -0.08040305972099304, -0.008143317885696888, -0.0060395835898816586, -0.07309354841709137, -0.002405846491456032, -0.0022603932302445173, -2.6658077239990234, -0.021842511370778084, -0.012769597582519054, -0.003438633633777499, -0.00012444675667211413, -0.4852443337440491, -0.031923726201057434, -0.4523027539253235, -0.07011773437261581, -0.04535986855626106, -4.807461261749268, -4.436801910400391, -8.306127548217773, -4.564369201660156, -0.0016057705506682396, -0.6366470456123352, -0.05482926964759827, -0.0022980966605246067, -0.012189537286758423, -0.028501534834504128, -0.000049828242481453344, -0.0206122025847435, -0.0025994342286139727, -0.0026144154835492373, -0.07447723299264908, -0.0010996968485414982, -0.002658882411196828, -5.363649368286133, -0.04261124134063721, -3.460486888885498, -0.002167496830224991, -0.005174577236175537, -0.00006985420623095706, -2.5392708778381348, -0.02085156738758087, -0.5438245534896851, -13.199305534362793, -2.039785385131836, -0.9025453925132751, -0.830001950263977, -0.08606868237257004, -0.019790804013609886, -0.14046117663383484, -0.0017057405784726143, -0.020542601123452187, -0.009631119668483734, -0.0015099564334377646, -0.011932305060327053, -0.03440415859222412, -0.00018594920402392745, -0.015709806233644485, -0.002652699826285243, -0.003311984706670046, -0.062407635152339935, -0.000972036796156317, -0.0027149980887770653, -5.395781517028809, -10.8370361328125, -0.14559195935726166, -6.357152938842773, -0.08524089306592941, -0.006904433947056532, -0.0001110968878492713, -2.88321590423584, -0.01942901685833931, -0.6479572057723999, -1.1882237195968628, -0.07172858715057373, -0.776528537273407, -0.016914980486035347, -0.0011957883834838867, -0.031135838478803635, -0.00039176418795250356, -0.0050380658358335495, -0.0042046005837619305, -0.0006311332108452916, -0.0031198421493172646, -0.016283489763736725, -0.00011622230522334576, -0.01019909605383873, -0.0016283836448565125, -0.0024324848782271147, -0.05256679654121399, -0.000745137978810817, -0.002468041144311428, -5.027362823486328, -0.33436399698257446, -3.0287346839904785, -0.012150085531175137, -0.002032121177762747, -0.000024914430468925275, -2.088822364807129, -0.012889640405774117, -0.41305458545684814, -0.9631596207618713, -0.012748882174491882, -0.02987700141966343, -0.37369704246520996, -0.010737265460193157, -0.0006529344827868044, -0.022942928597331047, -0.00013064485392533243, -0.0031998169142752886, -0.002974849194288254, -0.0004172646440565586, -0.0014287750236690044, -0.011432846076786518, -0.00003862306402879767, -0.009489430114626884, -0.0014067525044083595, -0.0015124559868127108, -0.03445690870285034, -0.000617551791947335, -0.0020198675338178873, -5.463822841644287, -2.6842846870422363, -0.0012176964664831758, -3.8473973274230957, -0.001091004116460681, -0.0021621440537273884, -0.00004875540980719961, -2.7814760208129883, 0, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine π as 231+745. Q: What is the first digit of π? A: 9 Redefine π as 657 mod 22. Q: What is the first digit of π? A: 1 View number as text. Do not perform computation. Q: What is the first digit of 2+3? A: 2 View + as the digit 8 instead of a mathematical operation. Q: What is the first digit of 52+12? A: 5 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 13+27? A: 1 Redefine π as 180+259. Q: What is the first digit of π? A: 4 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 34+17? A: 3 Redefine π as 70. Q: What is the first digit of π? A: 7 Redefine π as 169+9. Q: What is the first digit of π? A:
[ " 1", " 3" ]
0
[ -8.33337116241455, -4.863150596618652, -1.6553031206130981, -11.682661056518555, -1.0923566818237305, -5.433377742767334, -13.43050765991211, -5.132227897644043, -11.225188255310059, -1.9975324869155884, -8.939563751220703, -2.9509825706481934, -2.057267427444458, -1.0287035703659058, -0.638907253742218, -5.012481212615967, -3.164227247238159, -0.0856456309556961, -7.172661304473877, -0.05002198368310928, -0.5259069204330444, -1.3114933967590332, -0.007756590377539396, -7.191171169281006, -2.185741901397705, -10.65087604522705, -10.066274642944336, -2.224304676055908, -9.310151100158691, -2.8679726123809814, -6.4035844802856445, -1.5409936904907227, -8.177858352661133, -0.739716649055481, -1.9392932653427124, -7.12704610824585, -6.056277751922607, -0.7260106801986694, -2.044708728790283, -0.014878733083605766, -0.8541193008422852, -0.19454529881477356, -0.16658559441566467, -1.3973965644836426, -0.1182422861456871, -0.054146748036146164, -8.523828506469727, -8.65967845916748, -0.2559627890586853, -6.855813026428223, -0.3309164047241211, -0.05144054442644119, -0.0018986309878528118, -3.125782012939453, -0.12721265852451324, -5.71066427230835, -0.006260308902710676, -0.006501474883407354, -0.3452760577201843, -0.032623883336782455, -0.11682445555925369, -5.164577007293701, -5.751635551452637, -1.2061216831207275, -7.563664436340332, -0.13363271951675415, -0.07313565164804459, -0.000871040450874716, -0.14187529683113098, -0.029612591490149498, -0.016606437042355537, -0.16520510613918304, -0.008922587148845196, -0.004255644045770168, -1.9833729267120361, -0.03982846066355705, -0.08458835631608963, -0.0071052019484341145, -0.0006069486844353378, -1.700040578842163, -0.03870897740125656, -0.06725230067968369, -11.147893905639648, -1.2131927013397217, -12.693506240844727, -1.5546307563781738, -8.479390144348145, -2.265294075012207, -7.260899066925049, -6.458640098571777, -1.9817547798156738, -0.9257914423942566, -0.0015018623089417815, -0.15578734874725342, -0.03534966707229614, -0.035757847130298615, -0.20633047819137573, -0.013670277781784534, -0.007342969533056021, -6.87049674987793, -4.271716117858887, -5.624857425689697, -0.1935463845729828, -0.008956140838563442, -0.00012218205665703863, -3.098737955093384, -0.039495162665843964, -0.9442277550697327, -0.00010299152199877426, -0.00044228785554878414, -0.13468629121780396, -0.0108805475756526, -0.016061915084719658, -6.247167587280273, -0.5195412635803223, -6.544596195220947, -0.03424658253788948, -0.05762435495853424, -0.00011955977242905647, -0.047974392771720886, -0.007020685356110334, -0.0033667569514364004, -0.07237625867128372, -0.0022259000688791275, -0.0010353925172239542, -3.4428412914276123, -0.010431291535496712, -0.016342129558324814, -0.0024701817892491817, -0.00009357491217087954, -3.529322624206543, -0.0351855643093586, -0.19957369565963745, -0.6378835439682007, -0.014398839324712753, -0.6260411143302917, -0.011727792210876942, -0.14599637687206268, -0.0011973362416028976, -0.035759229212999344, -0.026692837476730347, -0.006947171874344349, -0.04411790892481804, -0.00010871296399272978, -0.026750754565000534, -0.004418847616761923, -0.004991688299924135, -0.07488390803337097, -0.0016874135471880436, -0.0010881462367251515, -4.155294418334961, -0.4687168598175049, -3.5778141021728516, -0.010220571421086788, -0.0024446146562695503, -0.00004255681051290594, -1.6531381607055664, -0.02156628482043743, -0.9132600426673889, -8.6950044631958, -0.01732267066836357, -0.06877229362726212, -0.12076465040445328, -0.11670088022947311, -0.013632883317768574, -2.8522958755493164, -0.20532570779323578, -0.00025149996508844197, -0.03701424598693848, -0.005575581453740597, -0.005109110847115517, -0.06342360377311707, -0.0010593285551294684, -0.0012479382567107677, -4.578747272491455, -5.497649669647217, -0.0026410482823848724, -3.647597551345825, -0.009715533815324306, -0.002159764990210533, -0.000031470757676288486, -1.2174553871154785, -0.018734414130449295, -1.0261170864105225, -0.000028371408916427754, -0.0002553137019276619, -0.05664144828915596, -0.0032643387094140053, -0.009044511243700981, -3.7201437950134277, -4.74410343170166, -2.5920698642730713, -0.056447792798280716, -0.00010918975021922961, -0.03177661448717117, -0.0034941115882247686, -0.0023768290411680937, -0.04891567677259445, -0.0008756855386309326, -0.0006798578542657197, -3.204773426055908, -0.009309336543083191, -0.008982369676232338, -0.0018252156442031264, -0.00004935142715112306, -3.3169641494750977, -0.0301213301718235, -0.033302221447229385, -7.798003673553467, -4.393346786499023, -0.7558186650276184, -0.2069307416677475, -0.02989053726196289, -3.0615804195404053, -0.005602254066616297, -0.18782225251197815, -0.02667798101902008, -0.00494803674519062, -0.01513990480452776, -0.10137061029672623, -0.0004828002711292356, -0.029944105073809624, -0.005393596366047859, -0.006399021949619055, -0.059281956404447556, -0.001630882965400815, -0.002569589763879776, -6.452558994293213, -0.7600932717323303, -4.844820022583008, -0.018421048298478127, -0.005331108812242746, -0.000046967357775429264, -3.6250550746917725, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 25+8? A: 2 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 4+32? A: 4 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 27÷9? A: 2 Redefine π as 629. Q: What is the first digit of π? A: 6 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 6+46? A: 6 Redefine e as 9+36. Q: What is the first digit of e? A: 4 Redefine π as 992 mod 31. Q: What is the first digit of π? A: 0 View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 7+5? A: 7 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 69+9? A:
[ " 7", " 6" ]
1
[ -8.33337116241455, -4.863150596618652, -1.6553031206130981, -11.682661056518555, -1.0923566818237305, -5.433377742767334, -13.43050765991211, -5.132227897644043, -11.225188255310059, -1.9975324869155884, -8.939563751220703, -2.9509825706481934, -2.057267427444458, -1.0287035703659058, -0.638907253742218, -5.012481212615967, -3.164227247238159, -0.0856456309556961, -7.172661304473877, -0.05002198368310928, -0.5259069204330444, -1.3114933967590332, -0.007756590377539396, -7.191171169281006, -2.185741901397705, -10.65087604522705, -10.066274642944336, -2.224304676055908, -9.310151100158691, -2.8679726123809814, -6.4035844802856445, -1.5409936904907227, -8.177858352661133, -0.739716649055481, -1.9392932653427124, -7.12704610824585, -6.056277751922607, -0.7260106801986694, -2.044708728790283, -0.014878733083605766, -0.8541193008422852, -0.19454529881477356, -0.16658559441566467, -1.3973965644836426, -0.1182422861456871, -0.054146748036146164, -8.523828506469727, -8.65967845916748, -0.2559627890586853, -6.855813026428223, -0.3309164047241211, -0.05144054442644119, -0.0018986309878528118, -3.125782012939453, -0.12721265852451324, -5.71066427230835, -0.006260308902710676, -0.006501474883407354, -0.3452760577201843, -0.032623883336782455, -0.11682445555925369, -5.164577007293701, -5.751635551452637, -1.2061216831207275, -7.563664436340332, -0.13363271951675415, -0.07313565164804459, -0.000871040450874716, -0.14187529683113098, -0.029612591490149498, -0.016606437042355537, -0.16520510613918304, -0.008922587148845196, -0.004255644045770168, -1.9833729267120361, -0.03982846066355705, -0.08458835631608963, -0.0071052019484341145, -0.0006069486844353378, -1.700040578842163, -0.03870897740125656, -0.06725230067968369, -11.147893905639648, -1.2131927013397217, -12.693506240844727, -1.5546307563781738, -8.479390144348145, -2.265294075012207, -7.260899066925049, -6.458640098571777, -1.9817547798156738, -0.9257914423942566, -0.0015018623089417815, -0.15578734874725342, -0.03534966707229614, -0.035757847130298615, -0.20633047819137573, -0.013670277781784534, -0.007342969533056021, -6.87049674987793, -4.271716117858887, -5.624857425689697, -0.1935463845729828, -0.008956140838563442, -0.00012218205665703863, -3.098737955093384, -0.039495162665843964, -0.9442277550697327, -0.00010299152199877426, -0.00044228785554878414, -0.13468629121780396, -0.0108805475756526, -0.016061915084719658, -6.247167587280273, -0.5195412635803223, -6.544596195220947, -0.03424658253788948, -0.05762435495853424, -0.00011955977242905647, -0.047974392771720886, -0.007020685356110334, -0.0033667569514364004, -0.07237625867128372, -0.0022259000688791275, -0.0010353925172239542, -3.4428412914276123, -0.010431291535496712, -0.016342129558324814, -0.0024701817892491817, -0.00009357491217087954, -3.529322624206543, -0.0351855643093586, -0.19957369565963745, -0.6378835439682007, -0.014398839324712753, -0.6260411143302917, -0.011727792210876942, -0.14599637687206268, -0.0011973362416028976, -0.035759229212999344, -0.026692837476730347, -0.006947171874344349, -0.04411790892481804, -0.00010871296399272978, -0.026750754565000534, -0.004418847616761923, -0.004991688299924135, -0.07488390803337097, -0.0016874135471880436, -0.0010881462367251515, -4.155294418334961, -0.4687168598175049, -3.5778141021728516, -0.010220571421086788, -0.0024446146562695503, -0.00004255681051290594, -1.6531381607055664, -0.02156628482043743, -0.9132600426673889, -8.6950044631958, -0.01732267066836357, -0.06877229362726212, -0.12076465040445328, -0.11670088022947311, -0.013632883317768574, -2.8522958755493164, -0.20532570779323578, -0.00025149996508844197, -0.03701424598693848, -0.005575581453740597, -0.005109110847115517, -0.06342360377311707, -0.0010593285551294684, -0.0012479382567107677, -4.578747272491455, -5.497649669647217, -0.0026410482823848724, -3.647597551345825, -0.009715533815324306, -0.002159764990210533, -0.000031470757676288486, -1.2174553871154785, -0.018734414130449295, -1.0261170864105225, -0.000028371408916427754, -0.0002553137019276619, -0.05664144828915596, -0.0032643387094140053, -0.009044511243700981, -3.7201437950134277, -4.74410343170166, -2.5920698642730713, -0.056447792798280716, -0.00010918975021922961, -0.03177661448717117, -0.0034941115882247686, -0.0023768290411680937, -0.04891567677259445, -0.0008756855386309326, -0.0006798578542657197, -3.204773426055908, -0.009309336543083191, -0.008982369676232338, -0.0018252156442031264, -0.00004935142715112306, -3.3169641494750977, -0.0301213301718235, -0.033302221447229385, -7.798003673553467, -4.393346786499023, -0.7558186650276184, -0.2069307416677475, -0.02989053726196289, -3.0615804195404053, -0.005602254066616297, -0.18782225251197815, -0.02667798101902008, -0.00494803674519062, -0.01513990480452776, -0.10137061029672623, -0.0004828002711292356, -0.029944105073809624, -0.005393596366047859, -0.006399021949619055, -0.059281956404447556, -0.001630882965400815, -0.002569589763879776, -6.452558994293213, -0.7600932717323303, -4.844820022583008, -0.018421048298478127, -0.005331108812242746, -0.000046967357775429264, -3.1939876079559326, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine e as 29+29. Q: What is the first digit of e? A: 5 Redefine π as 152. Q: What is the first digit of π? A: 1 Redefine e as 20+36. Q: What is the first digit of e? A: 5 View + as the digit 5 instead of a mathematical operation. Q: What is the first digit of 47+38? A: 4 Redefine e as 10+4. Q: What is the first digit of e? A: 1 View number as text. Do not perform computation. Q: What is the first digit of 47+28? A: 4 Redefine e as 12+20. Q: What is the first digit of e? A: 3 View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 21+35? A: 2 Redefine π as 519. Q: What is the first digit of π? A:
[ " 5", " 3" ]
0
[ -8.33337116241455, -4.863150596618652, -1.6553031206130981, -7.189448356628418, -10.367403030395508, -12.024717330932617, -5.610634803771973, -8.371063232421875, -2.698078155517578, -7.855295658111572, -3.1937737464904785, -2.18913197517395, -1.2342592477798462, -0.5543074011802673, -5.060325622558594, -2.187157154083252, -0.018044831231236458, -7.78485107421875, -0.4416491389274597, -1.1061044931411743, -0.008507792837917805, -5.119556427001953, -1.4715546369552612, -12.146909713745117, -6.520155906677246, -10.179194450378418, -7.553627014160156, -7.958101272583008, -0.23959220945835114, -9.31482219696045, -0.5510945916175842, -1.2666077613830566, -8.904631614685059, -6.382476329803467, -0.7793716192245483, -1.2422833442687988, -0.007860206067562103, -0.7492542266845703, -0.12927046418190002, -0.06408987194299698, -1.8691197633743286, -0.03746297210454941, -0.07803834974765778, -11.042752265930176, -7.999429225921631, -7.404819011688232, -0.07851224392652512, -0.04292773827910423, -0.0013135385233908892, -3.555323839187622, -0.1073167696595192, -0.17454200983047485, -0.010811208747327328, -0.06795467436313629, -0.16077390313148499, -0.5807153582572937, -0.023758133873343468, -0.04036145284771919, -0.001209004782140255, -0.037969112396240234, -0.02558259852230549, -0.002044612541794777, -0.014040384441614151, -0.07213372737169266, -0.0008088654140010476, -0.0918995589017868, -0.009637495502829552, -0.0073713697493076324, -0.353217750787735, -0.006759278476238251, -0.0029496517963707447, -4.648212909698486, -3.854827404022217, -3.6783077716827393, -0.011922292411327362, -0.004655831027776003, -0.00020108585886191577, -2.2950801849365234, -0.043947141617536545, -0.05179161578416824, -0.0026862272061407566, -0.0178214218467474, -0.013773399405181408, -0.009207407012581825, -0.0010665925219655037, -0.005437939893454313, -0.00008260862523457035, -0.002242314163595438, -0.003933788277208805, -0.0006753309280611575, -0.0004776767164003104, -0.012660250999033451, -0.00012766500003635883, -0.06245702505111694, -0.004353450611233711, -0.005876999814063311, -0.16970600187778473, -0.003625726094469428, -0.0014078239910304546, -4.322670936584473, -0.21445657312870026, -5.04563570022583, -0.003091201651841402, -0.0024931321386247873, -0.00007784063927829266, -3.1197056770324707, -0.043321311473846436, -0.02163616567850113, -16.847694396972656, -1.6863020658493042, -3.3132920265197754, -0.07775163650512695, -0.0938844159245491, -0.0047528864815831184, -4.652772426605225, -0.19920864701271057, -0.0019194527994841337, -0.09242095053195953, -0.01150803454220295, -0.0179736465215683, -0.20395348966121674, -0.005906627047806978, -0.003751385258510709, -4.162043571472168, -10.607029914855957, -0.09108670800924301, -5.886531829833984, -0.04443598538637161, -0.005181099753826857, -0.00018785618885885924, -2.2332000732421875, -0.048512835055589676, -8.98936939239502, -0.010552559979259968, -0.004402943886816502, -9.434819221496582, -1.402287244796753, -1.459769368171692, -4.39675760269165, -0.3435116410255432, -4.04180908203125, -0.37617307901382446, -0.13541492819786072, -0.0008580578723922372, -0.06385359168052673, -0.011313335038721561, -0.02325919084250927, -0.10282459110021591, -0.0060881637036800385, -0.004135509487241507, -7.213390827178955, -0.059573568403720856, -0.17207229137420654, -0.0030310661531984806, -0.00022015532886143774, -2.7354254722595215, -0.024666421115398407, -3.0707929134368896, -0.00003194758028257638, -0.00043406602344475687, -3.1191165447235107, -0.18027685582637787, -5.350953102111816, -0.3957066237926483, -5.126575469970703, -0.031361375004053116, -0.03096121922135353, -0.00010072677832795307, -0.016432898119091988, -0.003711836412549019, -0.004119245335459709, -0.028538726270198822, -0.001158519764430821, -0.0012336509535089135, -4.161279201507568, -0.016160568222403526, -0.0028593153692781925, -0.00016509123088326305, -2.506570339202881, -0.025624778121709824, -1.5965405702590942, -0.000017762025890988298, -0.00021836756786797196, -0.683592677116394, -0.06495724618434906, -0.059358011931180954, -5.146846771240234, -4.054934501647949, -0.03863270953297615, -0.00005221230458118953, -0.017269477248191833, -0.0028335205279290676, -0.0030145461205393076, -0.025675320997834206, -0.0008937893435359001, -0.0009055804111994803, -1.7548404932022095, -0.04732822626829147, -0.00403340719640255, -0.0015307862777262926, -0.00005686121585313231, -1.9772413969039917, -0.009416806511580944, -2.324908494949341, -1.71515953540802, -0.007139763794839382, -0.10243386030197144, -0.08443553745746613, -0.02688479796051979, -0.0014141331193968654, -0.19394856691360474, -0.01016688160598278, -0.00005447716102935374, -0.007070993538945913, -0.0010670688934624195, -0.002405965467914939, -0.01464838907122612, -0.0003182381624355912, -0.0005625095800496638, -6.087141990661621, -5.060092449188232, -0.0012218636693432927, -2.297588348388672, -0.003367232158780098, -0.001450201845727861, -0.00000834461570775602, -2.954447031021118, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine π as 836. Q: What is the first digit of π? A: 8 Redefine π as 977 mod 10. Q: What is the first digit of π? A: 7 Redefine π as 99. Q: What is the first digit of π? A: 9 View number as text. Do not perform computation. Q: What is the first digit of 54+10? A: 5 Redefine π as 854+121. Q: What is the first digit of π? A: 9 View ÷ as a random digit. Q: What is the first digit of 18÷6? A: 1 Redefine π as 301 mod 27. Q: What is the first digit of π? A: 4 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 19+13? A: 1 Redefine e as 14+21. Q: What is the first digit of e? A:
[ " 3", " 2" ]
0
[ -8.33337116241455, -4.863150596618652, -1.6553031206130981, -7.189448356628418, -10.367403030395508, -12.024717330932617, -5.610634803771973, -8.371063232421875, -2.698078155517578, -7.855295658111572, -3.1937737464904785, -2.18913197517395, -1.2342592477798462, -0.5543074011802673, -5.060325622558594, -2.187157154083252, -0.018044831231236458, -7.78485107421875, -0.4416491389274597, -1.1061044931411743, -0.008507792837917805, -5.119556427001953, -1.4715546369552612, -12.146909713745117, -6.520155906677246, -10.179194450378418, -7.553627014160156, -7.958101272583008, -0.23959220945835114, -9.31482219696045, -0.5510945916175842, -1.2666077613830566, -8.904631614685059, -6.382476329803467, -0.7793716192245483, -1.2422833442687988, -0.007860206067562103, -0.7492542266845703, -0.12927046418190002, -0.06408987194299698, -1.8691197633743286, -0.03746297210454941, -0.07803834974765778, -11.042752265930176, -7.999429225921631, -7.404819011688232, -0.07851224392652512, -0.04292773827910423, -0.0013135385233908892, -3.555323839187622, -0.1073167696595192, -0.17454200983047485, -0.010811208747327328, -0.06795467436313629, -0.16077390313148499, -0.5807153582572937, -0.023758133873343468, -0.04036145284771919, -0.001209004782140255, -0.037969112396240234, -0.02558259852230549, -0.002044612541794777, -0.014040384441614151, -0.07213372737169266, -0.0008088654140010476, -0.0918995589017868, -0.009637495502829552, -0.0073713697493076324, -0.353217750787735, -0.006759278476238251, -0.0029496517963707447, -4.648212909698486, -3.854827404022217, -3.6783077716827393, -0.011922292411327362, -0.004655831027776003, -0.00020108585886191577, -2.2950801849365234, -0.043947141617536545, -0.05179161578416824, -0.0026862272061407566, -0.0178214218467474, -0.013773399405181408, -0.009207407012581825, -0.0010665925219655037, -0.005437939893454313, -0.00008260862523457035, -0.002242314163595438, -0.003933788277208805, -0.0006753309280611575, -0.0004776767164003104, -0.012660250999033451, -0.00012766500003635883, -0.06245702505111694, -0.004353450611233711, -0.005876999814063311, -0.16970600187778473, -0.003625726094469428, -0.0014078239910304546, -4.322670936584473, -0.21445657312870026, -5.04563570022583, -0.003091201651841402, -0.0024931321386247873, -0.00007784063927829266, -3.1197056770324707, -0.043321311473846436, -0.02163616567850113, -16.847694396972656, -1.6863020658493042, -3.3132920265197754, -0.07775163650512695, -0.0938844159245491, -0.0047528864815831184, -4.652772426605225, -0.19920864701271057, -0.0019194527994841337, -0.09242095053195953, -0.01150803454220295, -0.0179736465215683, -0.20395348966121674, -0.005906627047806978, -0.003751385258510709, -4.162043571472168, -10.607029914855957, -0.09108670800924301, -5.886531829833984, -0.04443598538637161, -0.005181099753826857, -0.00018785618885885924, -2.2332000732421875, -0.048512835055589676, -8.98936939239502, -0.010552559979259968, -0.004402943886816502, -9.434819221496582, -1.402287244796753, -1.459769368171692, -4.39675760269165, -0.3435116410255432, -4.04180908203125, -0.37617307901382446, -0.13541492819786072, -0.0008580578723922372, -0.06385359168052673, -0.011313335038721561, -0.02325919084250927, -0.10282459110021591, -0.0060881637036800385, -0.004135509487241507, -7.213390827178955, -0.059573568403720856, -0.17207229137420654, -0.0030310661531984806, -0.00022015532886143774, -2.7354254722595215, -0.024666421115398407, -3.0707929134368896, -0.00003194758028257638, -0.00043406602344475687, -3.1191165447235107, -0.18027685582637787, -5.350953102111816, -0.3957066237926483, -5.126575469970703, -0.031361375004053116, -0.03096121922135353, -0.00010072677832795307, -0.016432898119091988, -0.003711836412549019, -0.004119245335459709, -0.028538726270198822, -0.001158519764430821, -0.0012336509535089135, -4.161279201507568, -0.016160568222403526, -0.0028593153692781925, -0.00016509123088326305, -2.506570339202881, -0.025624778121709824, -1.5965405702590942, -0.000017762025890988298, -0.00021836756786797196, -0.683592677116394, -0.06495724618434906, -0.059358011931180954, -5.146846771240234, -4.054934501647949, -0.03863270953297615, -0.00005221230458118953, -0.017269477248191833, -0.0028335205279290676, -0.0030145461205393076, -0.025675320997834206, -0.0008937893435359001, -0.0009055804111994803, -1.7548404932022095, -0.04732822626829147, -0.00403340719640255, -0.0015307862777262926, -0.00005686121585313231, -1.9772413969039917, -0.009416806511580944, -2.324908494949341, -1.71515953540802, -0.007139763794839382, -0.10243386030197144, -0.08443553745746613, -0.02688479796051979, -0.0014141331193968654, -0.19394856691360474, -0.01016688160598278, -0.00005447716102935374, -0.007070993538945913, -0.0010670688934624195, -0.002405965467914939, -0.01464838907122612, -0.0003182381624355912, -0.0005625095800496638, -6.087141990661621, -5.060092449188232, -0.0012218636693432927, -2.297588348388672, -0.003367232158780098, -0.001450201845727861, -0.00000834461570775602, -1.7005894184112549, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine π as 71+176. Q: What is the first digit of π? A: 2 View + as the digit 3 instead of a mathematical operation. Q: What is the first digit of 14+24? A: 1 Redefine π as 876 mod 23. Q: What is the first digit of π? A: 2 Redefine π as 44. Q: What is the first digit of π? A: 4 View number as text. Do not perform computation. Q: What is the first digit of 10+20? A: 1 Redefine π as 422. Q: What is the first digit of π? A: 4 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 7+2? A: 7 View + as the digit 8 instead of a mathematical operation. Q: What is the first digit of 55+39? A: 5 Redefine π as 437. Q: What is the first digit of π? A:
[ " 4", " 3" ]
0
[ -8.798644065856934, -11.014215469360352, -5.194499492645264, -7.532402515411377, -2.8174240589141846, -7.152814865112305, -6.577385902404785, -6.668961048126221, -0.2689377963542938, -0.8883441686630249, -8.266012191772461, -6.966627597808838, -0.9046452045440674, -8.715209007263184, -2.7631759643554688, -1.7995587587356567, -1.0249109268188477, -0.5314714312553406, -4.241565704345703, -0.9474671483039856, -0.591517984867096, -6.785614013671875, -9.645204544067383, -0.03873317688703537, -4.6348161697387695, -0.819790244102478, -0.8861666321754456, -0.01279101800173521, -2.7042648792266846, -2.256995677947998, -8.813878059387207, -5.268285751342773, -0.6407480835914612, -7.120893478393555, -1.1056662797927856, -2.0507988929748535, -15.826696395874023, -10.92644214630127, -6.235995292663574, -2.451906442642212, -3.457393169403076, -0.021378902718424797, -0.687731146812439, -0.12022791802883148, -0.1961091309785843, -0.9536545276641846, -0.0627247616648674, -0.01707753725349903, -3.3105905055999756, -0.02784242480993271, -0.6136956214904785, -0.019762054085731506, -0.0018642442300915718, -4.492750644683838, -0.2673606276512146, -4.565438747406006, -7.063573837280273, -1.588571548461914, -0.14550837874412537, -0.15105882287025452, -0.019253510981798172, -0.03458704426884651, -0.003957417793571949, -0.05919758230447769, -0.06189601495862007, -0.00326350680552423, -0.21365058422088623, -0.1675492823123932, -0.008542543277144432, -0.08349575102329254, -0.03221142292022705, -0.02824174426496029, -0.5478860139846802, -0.011402439326047897, -0.010366405360400677, -7.765732288360596, -6.802567481994629, -6.638410568237305, -0.4296654164791107, -0.015351939015090466, -0.0005476167425513268, -2.6111321449279785, -0.06893108785152435, -0.48126643896102905, -2.2150626182556152, -0.01950477436184883, -0.03374074399471283, -0.013473764061927795, -0.018084285780787468, -0.001280679483897984, -0.009582357481122017, -0.0007331067463383079, -0.003901252755895257, -0.009683186188340187, -0.0010058587649837136, -0.011183200404047966, -0.02252260409295559, -0.0006878394051454961, -0.040630705654621124, -0.009928721934556961, -0.012797726318240166, -0.13936461508274078, -0.0024991966784000397, -0.004204838071018457, -5.0750885009765625, -3.0684432983398438, -0.0018640062771737576, -4.603725910186768, -0.02023073472082615, -0.003468808252364397, -0.00016127715934999287, -2.3223965167999268, -0.03156018257141113, -0.14622844755649567, -0.3444845378398895, -0.007419412489980459, -0.016829531639814377, -0.006674733012914658, -0.0118716387078166, -0.0008055302896536887, -8.992380142211914, -0.03469378873705864, -0.0010163385886698961, -0.06712144613265991, -0.013051912188529968, -0.015406056307256222, -0.15216927230358124, -0.0035855784080922604, -0.004260867368429899, -3.789335250854492, -2.0203161239624023, -0.0019903627689927816, -2.1303603649139404, -0.0029538117814809084, -0.00129341846331954, -0.000060437283536884934, -2.2915616035461426, -0.051259130239486694, -4.906042098999023, -0.0004287039046175778, -0.0010209829779341817, -0.48766782879829407, -0.05519957095384598, -0.05733172222971916, -4.383481502532959, -5.610050201416016, -0.0554780513048172, -4.679617404937744, -0.04581966996192932, -0.0324079804122448, -0.0002037079248111695, -0.03805840015411377, -0.0037252570036798716, -0.003590923734009266, -0.03977518901228905, -0.0011478032683953643, -0.0019525288371369243, -4.725144386291504, -0.014301422983407974, -0.007558674551546574, -0.0020159415435045958, -0.00013004888023715466, -1.7484314441680908, -0.04151671379804611, -3.0534327030181885, -0.00006615896563744172, -0.0002411313180346042, -0.3757532835006714, -0.00818304717540741, -0.012513221241533756, -9.592143058776855, -6.806926250457764, -7.942759037017822, -1.42318594455719, -0.012107687070965767, -0.00004970903682988137, -0.02355451136827469, -0.0027086972258985043, -0.001907911617308855, -0.029606224969029427, -0.0009479796281084418, -0.0009283285471610725, -2.028099536895752, -0.004267158452421427, -0.005092862527817488, -0.0007292948430404067, -0.00006937739817658439, -4.077641010284424, -0.05080839619040489, -0.06264873594045639, -1.496528148651123, -0.08303452283143997, -5.686590194702148, -4.150261878967285, -7.989438533782959, -5.559316158294678, -0.0022106750402599573, -1.4871692657470703, -0.05080907419323921, -0.0037068482488393784, -0.009234927594661713, -0.037206076085567474, -0.0002090712368953973, -0.028693264350295067, -0.005868467036634684, -0.006849973928183317, -0.15534359216690063, -0.0014913876075297594, -0.002991488901898265, -4.0435872077941895, -0.9322221875190735, -3.361124038696289, -0.21592485904693604, -0.0043589104898273945, -0.00009893881360767409, -2.8221399784088135, -0.032735224813222885, -0.06658478826284409, -1.8869508504867554, -0.07779309898614883, -1.7585207223892212, -0.05331763997673988, -0.001508289948105812, -1.017404317855835, -0.0014030622551217675, -0.008824163116514683, -0.007343679200857878, -0.0010272946674376726, -0.0026289208326488733, -0.007737427484244108, -0.00011646069469861686, -0.01720796339213848, -0.00224861828610301, -0.003770505776628852, -0.0884297788143158, -0.0008837846689857543, -0.00177952169906348, -6.696893692016602, -0.3322385847568512, -3.670102596282959, -0.05937037244439125, -0.0017826156690716743, -0.000029801878554280847, -3.0610108375549316, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine π as 960. Q: What is the first digit of π? A: 9 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 14÷2? A: 1 Redefine e as 5+14. Q: What is the first digit of e? A: 1 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 12÷4? A: 1 Redefine π as 554+385. Q: What is the first digit of π? A: 9 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 9+9? A: 9 View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 2+6? A: 2 Redefine π as 152. Q: What is the first digit of π? A: 1 Redefine π as 162+696. Q: What is the first digit of π? A:
[ " 8", " 3" ]
0
[ -8.798644065856934, -11.014215469360352, -5.194499492645264, -7.532402515411377, -2.8174240589141846, -7.152814865112305, -6.577385902404785, -6.668961048126221, -0.2689377963542938, -0.8883441686630249, -8.266012191772461, -6.966627597808838, -0.9046452045440674, -8.715209007263184, -2.7631759643554688, -1.7995587587356567, -1.0249109268188477, -0.5314714312553406, -4.241565704345703, -0.9474671483039856, -0.591517984867096, -6.785614013671875, -9.645204544067383, -0.03873317688703537, -4.6348161697387695, -0.819790244102478, -0.8861666321754456, -0.01279101800173521, -2.7042648792266846, -2.256995677947998, -8.813878059387207, -5.268285751342773, -0.6407480835914612, -7.120893478393555, -1.1056662797927856, -2.0507988929748535, -15.826696395874023, -10.92644214630127, -6.235995292663574, -2.451906442642212, -3.457393169403076, -0.021378902718424797, -0.687731146812439, -0.12022791802883148, -0.1961091309785843, -0.9536545276641846, -0.0627247616648674, -0.01707753725349903, -3.3105905055999756, -0.02784242480993271, -0.6136956214904785, -0.019762054085731506, -0.0018642442300915718, -4.492750644683838, -0.2673606276512146, -4.565438747406006, -7.063573837280273, -1.588571548461914, -0.14550837874412537, -0.15105882287025452, -0.019253510981798172, -0.03458704426884651, -0.003957417793571949, -0.05919758230447769, -0.06189601495862007, -0.00326350680552423, -0.21365058422088623, -0.1675492823123932, -0.008542543277144432, -0.08349575102329254, -0.03221142292022705, -0.02824174426496029, -0.5478860139846802, -0.011402439326047897, -0.010366405360400677, -7.765732288360596, -6.802567481994629, -6.638410568237305, -0.4296654164791107, -0.015351939015090466, -0.0005476167425513268, -2.6111321449279785, -0.06893108785152435, -0.48126643896102905, -2.2150626182556152, -0.01950477436184883, -0.03374074399471283, -0.013473764061927795, -0.018084285780787468, -0.001280679483897984, -0.009582357481122017, -0.0007331067463383079, -0.003901252755895257, -0.009683186188340187, -0.0010058587649837136, -0.011183200404047966, -0.02252260409295559, -0.0006878394051454961, -0.040630705654621124, -0.009928721934556961, -0.012797726318240166, -0.13936461508274078, -0.0024991966784000397, -0.004204838071018457, -5.0750885009765625, -3.0684432983398438, -0.0018640062771737576, -4.603725910186768, -0.02023073472082615, -0.003468808252364397, -0.00016127715934999287, -2.3223965167999268, -0.03156018257141113, -0.14622844755649567, -0.3444845378398895, -0.007419412489980459, -0.016829531639814377, -0.006674733012914658, -0.0118716387078166, -0.0008055302896536887, -8.992380142211914, -0.03469378873705864, -0.0010163385886698961, -0.06712144613265991, -0.013051912188529968, -0.015406056307256222, -0.15216927230358124, -0.0035855784080922604, -0.004260867368429899, -3.789335250854492, -2.0203161239624023, -0.0019903627689927816, -2.1303603649139404, -0.0029538117814809084, -0.00129341846331954, -0.000060437283536884934, -2.2915616035461426, -0.051259130239486694, -4.906042098999023, -0.0004287039046175778, -0.0010209829779341817, -0.48766782879829407, -0.05519957095384598, -0.05733172222971916, -4.383481502532959, -5.610050201416016, -0.0554780513048172, -4.679617404937744, -0.04581966996192932, -0.0324079804122448, -0.0002037079248111695, -0.03805840015411377, -0.0037252570036798716, -0.003590923734009266, -0.03977518901228905, -0.0011478032683953643, -0.0019525288371369243, -4.725144386291504, -0.014301422983407974, -0.007558674551546574, -0.0020159415435045958, -0.00013004888023715466, -1.7484314441680908, -0.04151671379804611, -3.0534327030181885, -0.00006615896563744172, -0.0002411313180346042, -0.3757532835006714, -0.00818304717540741, -0.012513221241533756, -9.592143058776855, -6.806926250457764, -7.942759037017822, -1.42318594455719, -0.012107687070965767, -0.00004970903682988137, -0.02355451136827469, -0.0027086972258985043, -0.001907911617308855, -0.029606224969029427, -0.0009479796281084418, -0.0009283285471610725, -2.028099536895752, -0.004267158452421427, -0.005092862527817488, -0.0007292948430404067, -0.00006937739817658439, -4.077641010284424, -0.05080839619040489, -0.06264873594045639, -1.496528148651123, -0.08303452283143997, -5.686590194702148, -4.150261878967285, -7.989438533782959, -5.559316158294678, -0.0022106750402599573, -1.4871692657470703, -0.05080907419323921, -0.0037068482488393784, -0.009234927594661713, -0.037206076085567474, -0.0002090712368953973, -0.028693264350295067, -0.005868467036634684, -0.006849973928183317, -0.15534359216690063, -0.0014913876075297594, -0.002991488901898265, -4.0435872077941895, -0.9322221875190735, -3.361124038696289, -0.21592485904693604, -0.0043589104898273945, -0.00009893881360767409, -2.8221399784088135, -0.032735224813222885, -0.06658478826284409, -1.8869508504867554, -0.07779309898614883, -1.7585207223892212, -0.05331763997673988, -0.001508289948105812, -1.017404317855835, -0.0014030622551217675, -0.008824163116514683, -0.007343679200857878, -0.0010272946674376726, -0.0026289208326488733, -0.007737427484244108, -0.00011646069469861686, -0.01720796339213848, -0.00224861828610301, -0.003770505776628852, -0.0884297788143158, -0.0008837846689857543, -0.00177952169906348, -6.696893692016602, -0.3322385847568512, -3.670102596282959, -0.05937037244439125, -0.0017826156690716743, -0.000029801878554280847, -2.838013172149658, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine π as 152. Q: What is the first digit of π? A: 1 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 18÷6? A: 1 Redefine π as 70+430. Q: What is the first digit of π? A: 5 Redefine π as 808 mod 31. Q: What is the first digit of π? A: 2 View + as the digit 2 instead of a mathematical operation. Q: What is the first digit of 41+55? A: 4 Redefine π as 131+131. Q: What is the first digit of π? A: 2 View + as the digit 9 instead of a mathematical operation. Q: What is the first digit of 88+3? A: 8 Redefine π as 188+788. Q: What is the first digit of π? A: 9 View number as text. Do not perform computation. Q: What is the first digit of 5+15? A:
[ " 2", " 5" ]
1
[ -8.33337116241455, -4.863150596618652, -1.6553031206130981, -11.682661056518555, -1.0923566818237305, -5.433377742767334, -13.65778923034668, -5.335710048675537, -10.307424545288086, -2.2220492362976074, -9.185315132141113, -3.671841859817505, -2.2959110736846924, -0.9630634188652039, -0.6104882955551147, -5.10838508605957, -3.87172794342041, -0.03978939354419708, -5.337622165679932, -0.06518711894750595, -0.7007535099983215, -1.3386512994766235, -0.00735918153077364, -6.654349327087402, -2.212433338165283, -10.762614250183105, -10.073843002319336, -1.864425778388977, -9.385329246520996, -3.237746238708496, -6.654252052307129, -1.3577618598937988, -8.177835464477539, -0.7747926712036133, -2.0866754055023193, -6.769216060638428, -5.426271438598633, -0.7119866609573364, -1.8277437686920166, -0.017401518300175667, -0.8226516246795654, -0.16483326256275177, -0.13410507142543793, -1.2015864849090576, -0.12410978972911835, -0.06247382611036301, -8.515768051147461, -9.489031791687012, -0.2963249087333679, -6.943869590759277, -0.3718752861022949, -0.06472865492105484, -0.0021381154656410217, -2.3388655185699463, -0.1647038459777832, -0.15949919819831848, -9.807354927062988, -1.470165729522705, -12.334598541259766, -2.2133395671844482, -7.726004600524902, -2.3038411140441895, -7.053825378417969, -6.416184425354004, -1.971885085105896, -1.4377812147140503, -0.003961692098528147, -0.33298900723457336, -0.058664191514253616, -0.08484574407339096, -0.3733491599559784, -0.034453339874744415, -0.01856042444705963, -3.6789402961730957, -4.4080915451049805, -4.608501434326172, -0.23534761369228363, -0.01216186210513115, -0.0005310555570758879, -3.0759592056274414, -0.10833831131458282, -0.1296265572309494, -5.952536106109619, -0.020882271230220795, -0.16786378622055054, -0.317067950963974, -0.3258889615535736, -0.028926534578204155, -2.115194320678711, -0.30510416626930237, -0.0014217516873031855, -0.1343039572238922, -0.016469718888401985, -0.010440847836434841, -0.1236216276884079, -0.006623338907957077, -0.004502397496253252, -6.674220085144043, -0.9506155848503113, -0.0012005510507151484, -2.2179312705993652, -0.004134203772991896, -0.003401329508051276, -0.00010048838157672435, -2.8702564239501953, -0.03030257299542427, -8.497036933898926, -0.03142988309264183, -0.00802400428801775, -0.25430622696876526, -0.029302500188350677, -0.07689959555864334, -5.814388751983643, -1.0833022594451904, -7.4753947257995605, -0.06980094313621521, -0.11316721141338348, -0.0008010039455257356, -0.09244127571582794, -0.01907189190387726, -0.012026301585137844, -0.09424769878387451, -0.0037149244453758, -0.0032936870120465755, -3.8669381141662598, -0.04855962097644806, -0.06045373156666756, -0.005593955982476473, -0.00035446559195406735, -3.675053834915161, -0.027139024809002876, -4.920329570770264, -0.00012885693286079913, -0.0005635818815790117, -8.603436470031738, -0.2763153612613678, -5.788512229919434, -0.23947128653526306, -6.366344451904297, -0.08390941470861435, -0.05265829339623451, -0.00020632999076042324, -0.034868448972702026, -0.004956102930009365, -0.0034407719504088163, -0.04999148100614548, -0.0019394413102418184, -0.0010673070792108774, -4.424407958984375, -0.3354260325431824, -0.0028532531578093767, -0.00019369633810129017, -2.871185541152954, -0.01818695291876793, -1.6701393127441406, -0.00007319182623177767, -0.0002598424907773733, -1.9547879695892334, -0.1650959700345993, -5.560915470123291, -0.12152545154094696, -4.831283092498779, -0.022901101037859917, -0.03686730936169624, -0.00006615896563744172, -0.022186988964676857, -0.0023919325321912766, -0.0016889605903998017, -0.034978728741407394, -0.001167092937976122, -0.0007259594276547432, -1.0581233501434326, -0.015552661381661892, -0.002678142860531807, -0.00007545663538621739, -2.6358847618103027, -0.021300485357642174, -1.2020263671875, -2.073726177215576, -0.005930447019636631, -0.027085307985544205, -0.14395560324192047, -0.08070727437734604, -0.008798167109489441, -0.7319881319999695, -0.0014263942139223218, -0.06005876511335373, -0.0152143444865942, -0.0014384171226993203, -0.004286269191652536, -0.030663570389151573, -0.00021360022947192192, -0.022169731557369232, -0.0028601475059986115, -0.003436019876971841, -0.04189758002758026, -0.001459367573261261, -0.0023396043106913567, -4.661551475524902, -0.08374124765396118, -0.000377583724912256, -6.797054290771484, -0.0027462646830826998, -0.00875562708824873, -0.00007247662142617628, -2.126934289932251, -0.015498435124754906, -0.20205414295196533, -0.00005900685573578812, -0.0002791491860989481, -0.8236783742904663, -0.016791552305221558, -0.010796703398227692, -3.8830738067626953, -9.869765281677246, -15.291419982910156, -3.0165891647338867, -0.2533901631832123, -0.0274486280977726, -0.00009297892393078655, -0.02886573225259781, -0.0040615457110106945, -0.0024559118319302797, -0.03701711818575859, -0.000846027978695929, -0.0007580029196105897, -1.91259765625, -0.004125656094402075, -0.002944184234365821, -0.0021121830213814974, -0.00007009260298218578, -2.489520788192749, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 25÷5? A: 2 View number as text. Do not perform computation. Q: What is the first digit of 31+55? A: 3 View ÷ as a random digit. Q: What is the first digit of 4÷4? A: 4 Redefine π as 422. Q: What is the first digit of π? A: 4 Redefine π as 657 mod 22. Q: What is the first digit of π? A: 1 View number as text. Do not perform computation. Q: What is the first digit of 53+12? A: 5 Redefine π as 601 mod 16. Q: What is the first digit of π? A: 9 Redefine π as 845. Q: What is the first digit of π? A: 8 View ÷ as a random digit. Q: What is the first digit of 42÷6? A:
[ " 7", " 4" ]
1
[ -8.33337116241455, -4.863150596618652, -1.6553031206130981, -11.682661056518555, -1.0923566818237305, -5.433377742767334, -13.65778923034668, -5.335710048675537, -10.307424545288086, -2.2220492362976074, -9.185315132141113, -3.671841859817505, -2.2959110736846924, -0.9630634188652039, -0.6104882955551147, -5.10838508605957, -3.87172794342041, -0.03978939354419708, -5.337622165679932, -0.06518711894750595, -0.7007535099983215, -1.3386512994766235, -0.00735918153077364, -6.654349327087402, -2.212433338165283, -10.762614250183105, -10.073843002319336, -1.864425778388977, -9.385329246520996, -3.237746238708496, -6.654252052307129, -1.3577618598937988, -8.177835464477539, -0.7747926712036133, -2.0866754055023193, -6.769216060638428, -5.426271438598633, -0.7119866609573364, -1.8277437686920166, -0.017401518300175667, -0.8226516246795654, -0.16483326256275177, -0.13410507142543793, -1.2015864849090576, -0.12410978972911835, -0.06247382611036301, -8.515768051147461, -9.489031791687012, -0.2963249087333679, -6.943869590759277, -0.3718752861022949, -0.06472865492105484, -0.0021381154656410217, -2.3388655185699463, -0.1647038459777832, -0.15949919819831848, -9.807354927062988, -1.470165729522705, -12.334598541259766, -2.2133395671844482, -7.726004600524902, -2.3038411140441895, -7.053825378417969, -6.416184425354004, -1.971885085105896, -1.4377812147140503, -0.003961692098528147, -0.33298900723457336, -0.058664191514253616, -0.08484574407339096, -0.3733491599559784, -0.034453339874744415, -0.01856042444705963, -3.6789402961730957, -4.4080915451049805, -4.608501434326172, -0.23534761369228363, -0.01216186210513115, -0.0005310555570758879, -3.0759592056274414, -0.10833831131458282, -0.1296265572309494, -5.952536106109619, -0.020882271230220795, -0.16786378622055054, -0.317067950963974, -0.3258889615535736, -0.028926534578204155, -2.115194320678711, -0.30510416626930237, -0.0014217516873031855, -0.1343039572238922, -0.016469718888401985, -0.010440847836434841, -0.1236216276884079, -0.006623338907957077, -0.004502397496253252, -6.674220085144043, -0.9506155848503113, -0.0012005510507151484, -2.2179312705993652, -0.004134203772991896, -0.003401329508051276, -0.00010048838157672435, -2.8702564239501953, -0.03030257299542427, -8.497036933898926, -0.03142988309264183, -0.00802400428801775, -0.25430622696876526, -0.029302500188350677, -0.07689959555864334, -5.814388751983643, -1.0833022594451904, -7.4753947257995605, -0.06980094313621521, -0.11316721141338348, -0.0008010039455257356, -0.09244127571582794, -0.01907189190387726, -0.012026301585137844, -0.09424769878387451, -0.0037149244453758, -0.0032936870120465755, -3.8669381141662598, -0.04855962097644806, -0.06045373156666756, -0.005593955982476473, -0.00035446559195406735, -3.675053834915161, -0.027139024809002876, -4.920329570770264, -0.00012885693286079913, -0.0005635818815790117, -8.603436470031738, -0.2763153612613678, -5.788512229919434, -0.23947128653526306, -6.366344451904297, -0.08390941470861435, -0.05265829339623451, -0.00020632999076042324, -0.034868448972702026, -0.004956102930009365, -0.0034407719504088163, -0.04999148100614548, -0.0019394413102418184, -0.0010673070792108774, -4.424407958984375, -0.3354260325431824, -0.0028532531578093767, -0.00019369633810129017, -2.871185541152954, -0.01818695291876793, -1.6701393127441406, -0.00007319182623177767, -0.0002598424907773733, -1.9547879695892334, -0.1650959700345993, -5.560915470123291, -0.12152545154094696, -4.831283092498779, -0.022901101037859917, -0.03686730936169624, -0.00006615896563744172, -0.022186988964676857, -0.0023919325321912766, -0.0016889605903998017, -0.034978728741407394, -0.001167092937976122, -0.0007259594276547432, -1.0581233501434326, -0.015552661381661892, -0.002678142860531807, -0.00007545663538621739, -2.6358847618103027, -0.021300485357642174, -1.2020263671875, -2.073726177215576, -0.005930447019636631, -0.027085307985544205, -0.14395560324192047, -0.08070727437734604, -0.008798167109489441, -0.7319881319999695, -0.0014263942139223218, -0.06005876511335373, -0.0152143444865942, -0.0014384171226993203, -0.004286269191652536, -0.030663570389151573, -0.00021360022947192192, -0.022169731557369232, -0.0028601475059986115, -0.003436019876971841, -0.04189758002758026, -0.001459367573261261, -0.0023396043106913567, -4.661551475524902, -0.08374124765396118, -0.000377583724912256, -6.797054290771484, -0.0027462646830826998, -0.00875562708824873, -0.00007247662142617628, -2.126934289932251, -0.015498435124754906, -0.20205414295196533, -0.00005900685573578812, -0.0002791491860989481, -0.8236783742904663, -0.016791552305221558, -0.010796703398227692, -3.8830738067626953, -9.869765281677246, -15.291419982910156, -3.0165891647338867, -0.2533901631832123, -0.0274486280977726, -0.00009297892393078655, -0.02886573225259781, -0.0040615457110106945, -0.0024559118319302797, -0.03701711818575859, -0.000846027978695929, -0.0007580029196105897, -1.91259765625, -0.004125656094402075, -0.002944184234365821, -0.0021121830213814974, -0.00007009260298218578, -2.3748013973236084, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View ÷ as a random digit. Q: What is the first digit of 33÷3? A: 3 Redefine π as 796. Q: What is the first digit of π? A: 7 Redefine π as 526+82. Q: What is the first digit of π? A: 6 Redefine π as 813. Q: What is the first digit of π? A: 8 View + as the digit 9 instead of a mathematical operation. Q: What is the first digit of 59+23? A: 5 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 4÷2? A: 4 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 1+2? A: 1 View ÷ as a random digit. Q: What is the first digit of 70÷7? A: 7 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 37+13? A:
[ " 5", " 3" ]
1
[ -8.798644065856934, -12.095121383666992, -6.4472126960754395, -6.506386756896973, -2.2181148529052734, -6.5232648849487305, -0.6035624742507935, -9.311668395996094, -8.055887222290039, -1.7461978197097778, -9.627756118774414, -1.8359746932983398, -2.384643077850342, -0.9830195903778076, -0.5417978167533875, -4.916397571563721, -2.9063258171081543, -0.4609391391277313, -12.174778938293457, -6.583982944488525, -4.064321517944336, -0.7631247639656067, -0.9406172633171082, -0.014301422983407974, -3.9224958419799805, -2.1902682781219482, -6.298152923583984, -7.982290267944336, -7.227161407470703, -5.24768590927124, -5.494007587432861, -6.06458854675293, -8.301313400268555, -0.5301416516304016, -3.5425333976745605, -8.68289566040039, -4.919487953186035, -0.47178593277931213, -2.3142316341400146, -0.014033096842467785, -0.6479472517967224, -0.14787927269935608, -0.11400806158781052, -1.5207082033157349, -0.16515842080116272, -0.06738748401403427, -4.032901287078857, -2.067905902862549, -6.095637798309326, -0.21313460171222687, -0.06974980235099792, -0.0017109769396483898, -2.3551342487335205, -0.2053850293159485, -0.10353951156139374, -0.19943268597126007, -0.16477511823177338, -3.1606109142303467, -8.8654203414917, -2.0275869369506836, -2.0621590614318848, -0.007377404719591141, -0.2745620310306549, -0.06215045973658562, -0.013845942914485931, -0.061584342271089554, -0.29763224720954895, -0.003398834727704525, -0.18382558226585388, -0.037192750722169876, -0.03079940192401409, -0.4671441316604614, -0.01663457602262497, -0.02217661216855049, -4.070284843444824, -0.4103548526763916, -4.490969657897949, -0.10966802388429642, -0.006966467946767807, -0.00033456450910307467, -3.3563880920410156, -0.08933670073747635, -0.04178611561655998, -0.03230607137084007, -0.050212692469358444, -1.3533416986465454, -0.1823415607213974, -4.121596813201904, -0.22176730632781982, -0.0017700018361210823, -0.0969880223274231, -0.09830015897750854, -0.001761909923516214, -0.01584017649292946, -0.16035713255405426, -0.0006992755807004869, -0.11411090940237045, -0.00960242934525013, -0.008457084186375141, -0.12935562431812286, -0.004530878737568855, -0.01289117056876421, -2.8855254650115967, -0.07726898789405823, -3.787919521331787, -0.07345326989889145, -0.002414408838376403, -0.00016544880054425448, -1.648966908454895, -0.050667889416217804, -10.912895202636719, -5.42311954498291, -0.6046673655509949, -9.85506820678711, -0.826611340045929, -1.7217601537704468, -9.772287368774414, -0.8695586323738098, -11.912583351135254, -1.2494243383407593, -1.857300043106079, -0.003484370419755578, -0.21886126697063446, -0.032465219497680664, -0.08776501566171646, -0.45357993245124817, -0.0219035092741251, -0.02525765635073185, -5.984856605529785, -0.050497326999902725, -1.0780844688415527, -0.003087993012741208, -0.00037305548903532326, -3.4080889225006104, -0.07229897379875183, -1.8271079063415527, -0.0008740180637687445, -0.0014403217937797308, -7.079269886016846, -0.30316731333732605, -7.480937957763672, -0.4791099429130554, -5.152209758758545, -0.08847571164369583, -0.10353854298591614, -0.00011979816190432757, -0.05106578767299652, -0.006712151691317558, -0.009170790202915668, -0.0602329783141613, -0.0030961930751800537, -0.003999212756752968, -3.2939343452453613, -0.3617013096809387, -0.0018931577214971185, -0.0003812778159044683, -3.1703736782073975, -0.03415995091199875, -0.18220306932926178, -0.00030214988510124385, -0.0004191712068859488, -1.7308566570281982, -0.2372892051935196, -0.1625916212797165, -9.541436195373535, -1.427201509475708, -0.1964249610900879, -0.00010561384988250211, -0.04982205107808113, -0.006402693688869476, -0.01318603940308094, -0.05015011131763458, -0.0030152592808008194, -0.0031548987608402967, -1.887169361114502, -0.03222400322556496, -0.009749297983944416, -0.001632668194361031, -0.0001110968878492713, -2.603792190551758, -0.015379408374428749, -4.269439697265625, -11.359070777893066, -2.5614864826202393, -2.8809287548065186, -2.1500589847564697, -1.0833669900894165, -0.16162851452827454, -0.6061761975288391, -0.0011177966371178627, -0.038075610995292664, -0.018719203770160675, -0.0027327120769768953, -0.021707091480493546, -0.11581292748451233, -0.0007781338645145297, -0.04263214394450188, -0.0058326758444309235, -0.016669513657689095, -0.05360421910881996, -0.0024125061463564634, -0.005362886469811201, -4.362804412841797, -11.588238716125488, -0.18974445760250092, -6.093751907348633, -0.15460115671157837, -0.011771266348659992, -0.00010084597306558862, -1.7771978378295898, -0.02360038459300995, -0.4503036141395569, -9.49718189239502, -0.1518665850162506, -0.4114222526550293, -0.018131347373127937, -0.05618670955300331, -0.0010941001819446683, -0.007700283546000719, -0.02490667812526226, -0.005395611748099327, -0.09824710339307785, -0.0026264239568263292, -0.06249510124325752, -0.01568434201180935, -0.024851445108652115, -0.22729285061359406, -0.00523126358166337, -0.007318355143070221, -4.217091083526611, -0.18894346058368683, -5.867292404174805, -0.057180535048246384, -0.003614679677411914, -0.00011598391574807465, -3.188821315765381, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine e as 20+21. Q: What is the first digit of e? A: 4 View ÷ as a random digit. Q: What is the first digit of 54÷9? A: 5 Redefine e as 5+62. Q: What is the first digit of e? A: 6 Redefine e as 49+47. Q: What is the first digit of e? A: 9 Redefine π as 109+390. Q: What is the first digit of π? A: 4 View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 30+61? A: 3 Redefine e as 29+29. Q: What is the first digit of e? A: 5 View + as the digit 4 instead of a mathematical operation. Q: What is the first digit of 42+14? A: 4 Redefine π as 571. Q: What is the first digit of π? A:
[ " 5", " 3" ]
0
[ -8.798644065856934, -12.095121383666992, -6.4472126960754395, -6.506386756896973, -2.2181148529052734, -6.5232648849487305, -0.6035624742507935, -9.311668395996094, -8.055887222290039, -1.7461978197097778, -9.627756118774414, -1.8359746932983398, -2.384643077850342, -0.9830195903778076, -0.5417978167533875, -4.916397571563721, -2.9063258171081543, -0.4609391391277313, -12.174778938293457, -6.583982944488525, -4.064321517944336, -0.7631247639656067, -0.9406172633171082, -0.014301422983407974, -3.9224958419799805, -2.1902682781219482, -6.298152923583984, -7.982290267944336, -7.227161407470703, -5.24768590927124, -5.494007587432861, -6.06458854675293, -8.301313400268555, -0.5301416516304016, -3.5425333976745605, -8.68289566040039, -4.919487953186035, -0.47178593277931213, -2.3142316341400146, -0.014033096842467785, -0.6479472517967224, -0.14787927269935608, -0.11400806158781052, -1.5207082033157349, -0.16515842080116272, -0.06738748401403427, -4.032901287078857, -2.067905902862549, -6.095637798309326, -0.21313460171222687, -0.06974980235099792, -0.0017109769396483898, -2.3551342487335205, -0.2053850293159485, -0.10353951156139374, -0.19943268597126007, -0.16477511823177338, -3.1606109142303467, -8.8654203414917, -2.0275869369506836, -2.0621590614318848, -0.007377404719591141, -0.2745620310306549, -0.06215045973658562, -0.013845942914485931, -0.061584342271089554, -0.29763224720954895, -0.003398834727704525, -0.18382558226585388, -0.037192750722169876, -0.03079940192401409, -0.4671441316604614, -0.01663457602262497, -0.02217661216855049, -4.070284843444824, -0.4103548526763916, -4.490969657897949, -0.10966802388429642, -0.006966467946767807, -0.00033456450910307467, -3.3563880920410156, -0.08933670073747635, -0.04178611561655998, -0.03230607137084007, -0.050212692469358444, -1.3533416986465454, -0.1823415607213974, -4.121596813201904, -0.22176730632781982, -0.0017700018361210823, -0.0969880223274231, -0.09830015897750854, -0.001761909923516214, -0.01584017649292946, -0.16035713255405426, -0.0006992755807004869, -0.11411090940237045, -0.00960242934525013, -0.008457084186375141, -0.12935562431812286, -0.004530878737568855, -0.01289117056876421, -2.8855254650115967, -0.07726898789405823, -3.787919521331787, -0.07345326989889145, -0.002414408838376403, -0.00016544880054425448, -1.648966908454895, -0.050667889416217804, -10.912895202636719, -5.42311954498291, -0.6046673655509949, -9.85506820678711, -0.826611340045929, -1.7217601537704468, -9.772287368774414, -0.8695586323738098, -11.912583351135254, -1.2494243383407593, -1.857300043106079, -0.003484370419755578, -0.21886126697063446, -0.032465219497680664, -0.08776501566171646, -0.45357993245124817, -0.0219035092741251, -0.02525765635073185, -5.984856605529785, -0.050497326999902725, -1.0780844688415527, -0.003087993012741208, -0.00037305548903532326, -3.4080889225006104, -0.07229897379875183, -1.8271079063415527, -0.0008740180637687445, -0.0014403217937797308, -7.079269886016846, -0.30316731333732605, -7.480937957763672, -0.4791099429130554, -5.152209758758545, -0.08847571164369583, -0.10353854298591614, -0.00011979816190432757, -0.05106578767299652, -0.006712151691317558, -0.009170790202915668, -0.0602329783141613, -0.0030961930751800537, -0.003999212756752968, -3.2939343452453613, -0.3617013096809387, -0.0018931577214971185, -0.0003812778159044683, -3.1703736782073975, -0.03415995091199875, -0.18220306932926178, -0.00030214988510124385, -0.0004191712068859488, -1.7308566570281982, -0.2372892051935196, -0.1625916212797165, -9.541436195373535, -1.427201509475708, -0.1964249610900879, -0.00010561384988250211, -0.04982205107808113, -0.006402693688869476, -0.01318603940308094, -0.05015011131763458, -0.0030152592808008194, -0.0031548987608402967, -1.887169361114502, -0.03222400322556496, -0.009749297983944416, -0.001632668194361031, -0.0001110968878492713, -2.603792190551758, -0.015379408374428749, -4.269439697265625, -11.359070777893066, -2.5614864826202393, -2.8809287548065186, -2.1500589847564697, -1.0833669900894165, -0.16162851452827454, -0.6061761975288391, -0.0011177966371178627, -0.038075610995292664, -0.018719203770160675, -0.0027327120769768953, -0.021707091480493546, -0.11581292748451233, -0.0007781338645145297, -0.04263214394450188, -0.0058326758444309235, -0.016669513657689095, -0.05360421910881996, -0.0024125061463564634, -0.005362886469811201, -4.362804412841797, -11.588238716125488, -0.18974445760250092, -6.093751907348633, -0.15460115671157837, -0.011771266348659992, -0.00010084597306558862, -1.7771978378295898, -0.02360038459300995, -0.4503036141395569, -9.49718189239502, -0.1518665850162506, -0.4114222526550293, -0.018131347373127937, -0.05618670955300331, -0.0010941001819446683, -0.007700283546000719, -0.02490667812526226, -0.005395611748099327, -0.09824710339307785, -0.0026264239568263292, -0.06249510124325752, -0.01568434201180935, -0.024851445108652115, -0.22729285061359406, -0.00523126358166337, -0.007318355143070221, -4.217091083526611, -0.18894346058368683, -5.867292404174805, -0.057180535048246384, -0.003614679677411914, -0.00011598391574807465, -1.852277159690857, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine π as 228. Q: What is the first digit of π? A: 2 View + as the digit 7 instead of a mathematical operation. Q: What is the first digit of 44+25? A: 4 Redefine π as 457 mod 29. Q: What is the first digit of π? A: 2 Redefine π as 513. Q: What is the first digit of π? A: 5 Redefine π as 732. Q: What is the first digit of π? A: 7 View ÷ as a random digit. Q: What is the first digit of 24÷3? A: 2 Redefine π as 992 mod 31. Q: What is the first digit of π? A: 0 View + as the digit 8 instead of a mathematical operation. Q: What is the first digit of 27+47? A: 2 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 21÷7? A:
[ " 3", " 2" ]
1
[ -8.33337116241455, -4.863150596618652, -1.6553031206130981, -11.682661056518555, -1.0923566818237305, -5.433377742767334, -14.51693344116211, -9.25101375579834, -10.193169593811035, -2.037937879562378, -8.789191246032715, -2.5318102836608887, -2.148348569869995, -1.1563246250152588, -0.6691848635673523, -4.911825180053711, -4.22237491607666, -0.08501744270324707, -5.23235559463501, -0.04006681963801384, -0.6676380038261414, -1.0936200618743896, -0.009699005633592606, -5.213442802429199, -1.7881629467010498, -11.031532287597656, -6.8255615234375, -11.20649242401123, -7.653872489929199, -3.4039249420166016, -11.873836517333984, -8.798215866088867, -0.3425118923187256, -4.381103515625, -13.165204048156738, -5.119686603546143, -0.8878354430198669, -1.1855367422103882, -0.010394248180091381, -0.7980304956436157, -0.17141981422901154, -0.09851104766130447, -1.5938150882720947, -0.0628756731748581, -0.028487052768468857, -8.615429878234863, -8.526914596557617, -7.291712284088135, -0.3302376866340637, -0.043672047555446625, -0.0013300867285579443, -2.293839454650879, -0.0962151288986206, -5.862463474273682, -0.004759174305945635, -0.0028924793004989624, -0.12211539596319199, -0.026659410446882248, -0.08010700345039368, -6.07663631439209, -5.452092170715332, -0.5475215911865234, -4.889059543609619, -0.0871589183807373, -0.06622125208377838, -0.000996093382127583, -0.1728489100933075, -0.04293116554617882, -0.022942345589399338, -0.2952580153942108, -0.009928957559168339, -0.003187577472999692, -3.3085930347442627, -0.03846914693713188, -0.08835425972938538, -0.007418584078550339, -0.000474936212413013, -2.743739128112793, -0.05959288775920868, -0.03631255775690079, -0.0011741180205717683, -0.13839495182037354, -4.9667134284973145, -8.63524055480957, -2.7975382804870605, -1.6695493459701538, -0.0022368428763002157, -0.19610902667045593, -0.05749380588531494, -0.006894489284604788, -0.017734527587890625, -0.03942881152033806, -0.00015877417172305286, -0.042371656745672226, -0.00905644241720438, -0.00604989193379879, -0.1255325824022293, -0.004454452078789473, -0.0016830102540552616, -3.4166173934936523, -1.320298194885254, -3.2536051273345947, -0.37265288829803467, -0.007680173497647047, -0.0001037067049765028, -2.2183992862701416, -0.038390450179576874, -0.6741533279418945, -0.00004100715523236431, -0.00026723151677288115, -11.493268966674805, -0.659383237361908, -5.525673866271973, -3.8057701587677, -4.702722072601318, -1.1211014986038208, -0.04931938275694847, -0.0001793938863556832, -0.050149768590927124, -0.010424803011119366, -0.005419562105089426, -0.10223498940467834, -0.002997193718329072, -0.0010737375123426318, -5.110913276672363, -0.2629965841770172, -0.001946580014191568, -0.0000997731985989958, -4.017958164215088, -0.02651047706604004, -0.12215317040681839, -17.754480361938477, -1.8905898332595825, -10.550451278686523, -1.976678490638733, -8.98157787322998, -1.9676640033721924, -7.299131870269775, -6.47468900680542, -1.6876270771026611, -1.1674083471298218, -0.002132286550477147, -0.15602082014083862, -0.04036145284771919, -0.025230921804904938, -0.1882803589105606, -0.011584277264773846, -0.0048250192776322365, -4.503157138824463, -0.8258342742919922, -3.599742889404297, -0.037062954157590866, -0.004445669706910849, -0.00009011816291604191, -1.8774298429489136, -0.025945769622921944, -2.871936798095703, -9.301962852478027, -2.059824228286743, -4.123247146606445, -1.6999455690383911, -1.0970395803451538, -0.12700384855270386, -1.3545119762420654, -1.0076067447662354, -0.0005731132114306092, -0.045114222913980484, -0.0090149762108922, -0.00445528281852603, -0.0522925928235054, -0.001597201102413237, -0.0014722233172506094, -7.72627067565918, -12.31497573852539, -0.11102231591939926, -6.425605297088623, -0.21975810825824738, -0.0039290389977395535, -0.00007462222856702283, -2.849720001220703, -0.015571323223412037, -0.9153568148612976, -3.0628018379211426, -0.13624924421310425, -0.6008433103561401, -0.010523777455091476, -0.09208755940198898, -0.0015012671938166022, -0.04678891971707344, -0.02702033333480358, -0.008144737221300602, -0.05811477079987526, -0.00022837892174720764, -0.02577616646885872, -0.005653819069266319, -0.007003521081060171, -0.06235275790095329, -0.0019395602867007256, -0.0022358912974596024, -4.694674015045166, -0.1253509819507599, -3.258671760559082, -0.03341902047395706, -0.0022257810924202204, -0.000041960789531003684, -1.9677313566207886, -0.028613101691007614, -1.1465437412261963, -0.00006544376083184034, -0.00021050144277978688, -1.0077972412109375, -0.11049516499042511, -0.048210594803094864, -7.8238677978515625, -3.906454086303711, -0.14883168041706085, -0.00022003613412380219, -0.03449975326657295, -0.004730937071144581, -0.0020842275116592646, -0.044166844338178635, -0.000924993772059679, -0.0007114263135008514, -2.3310976028442383, -0.01001511700451374, -0.006727663800120354, -0.0018064148025587201, -0.00010299152199877426, -1.6822152137756348, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View + as the digit 9 instead of a mathematical operation. Q: What is the first digit of 38+59? A: 3 Redefine π as 878. Q: What is the first digit of π? A: 8 View ÷ as a random digit. Q: What is the first digit of 21÷3? A: 2 View number as text. Do not perform computation. Q: What is the first digit of 53+12? A: 5 Redefine π as 99+864. Q: What is the first digit of π? A: 9 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 39+43? A: 3 Redefine π as 379+608. Q: What is the first digit of π? A: 9 View ÷ as a random digit. Q: What is the first digit of 28÷4? A: 2 Redefine π as 201 mod 17. Q: What is the first digit of π? A:
[ " 1", " 3" ]
0
[ -8.33337116241455, -4.863150596618652, -1.6553031206130981, -11.682661056518555, -1.0923566818237305, -5.433377742767334, -14.51693344116211, -9.25101375579834, -10.193169593811035, -2.037937879562378, -8.789191246032715, -2.5318102836608887, -2.148348569869995, -1.1563246250152588, -0.6691848635673523, -4.911825180053711, -4.22237491607666, -0.08501744270324707, -5.23235559463501, -0.04006681963801384, -0.6676380038261414, -1.0936200618743896, -0.009699005633592606, -5.213442802429199, -1.7881629467010498, -11.031532287597656, -6.8255615234375, -11.20649242401123, -7.653872489929199, -3.4039249420166016, -11.873836517333984, -8.798215866088867, -0.3425118923187256, -4.381103515625, -13.165204048156738, -5.119686603546143, -0.8878354430198669, -1.1855367422103882, -0.010394248180091381, -0.7980304956436157, -0.17141981422901154, -0.09851104766130447, -1.5938150882720947, -0.0628756731748581, -0.028487052768468857, -8.615429878234863, -8.526914596557617, -7.291712284088135, -0.3302376866340637, -0.043672047555446625, -0.0013300867285579443, -2.293839454650879, -0.0962151288986206, -5.862463474273682, -0.004759174305945635, -0.0028924793004989624, -0.12211539596319199, -0.026659410446882248, -0.08010700345039368, -6.07663631439209, -5.452092170715332, -0.5475215911865234, -4.889059543609619, -0.0871589183807373, -0.06622125208377838, -0.000996093382127583, -0.1728489100933075, -0.04293116554617882, -0.022942345589399338, -0.2952580153942108, -0.009928957559168339, -0.003187577472999692, -3.3085930347442627, -0.03846914693713188, -0.08835425972938538, -0.007418584078550339, -0.000474936212413013, -2.743739128112793, -0.05959288775920868, -0.03631255775690079, -0.0011741180205717683, -0.13839495182037354, -4.9667134284973145, -8.63524055480957, -2.7975382804870605, -1.6695493459701538, -0.0022368428763002157, -0.19610902667045593, -0.05749380588531494, -0.006894489284604788, -0.017734527587890625, -0.03942881152033806, -0.00015877417172305286, -0.042371656745672226, -0.00905644241720438, -0.00604989193379879, -0.1255325824022293, -0.004454452078789473, -0.0016830102540552616, -3.4166173934936523, -1.320298194885254, -3.2536051273345947, -0.37265288829803467, -0.007680173497647047, -0.0001037067049765028, -2.2183992862701416, -0.038390450179576874, -0.6741533279418945, -0.00004100715523236431, -0.00026723151677288115, -11.493268966674805, -0.659383237361908, -5.525673866271973, -3.8057701587677, -4.702722072601318, -1.1211014986038208, -0.04931938275694847, -0.0001793938863556832, -0.050149768590927124, -0.010424803011119366, -0.005419562105089426, -0.10223498940467834, -0.002997193718329072, -0.0010737375123426318, -5.110913276672363, -0.2629965841770172, -0.001946580014191568, -0.0000997731985989958, -4.017958164215088, -0.02651047706604004, -0.12215317040681839, -17.754480361938477, -1.8905898332595825, -10.550451278686523, -1.976678490638733, -8.98157787322998, -1.9676640033721924, -7.299131870269775, -6.47468900680542, -1.6876270771026611, -1.1674083471298218, -0.002132286550477147, -0.15602082014083862, -0.04036145284771919, -0.025230921804904938, -0.1882803589105606, -0.011584277264773846, -0.0048250192776322365, -4.503157138824463, -0.8258342742919922, -3.599742889404297, -0.037062954157590866, -0.004445669706910849, -0.00009011816291604191, -1.8774298429489136, -0.025945769622921944, -2.871936798095703, -9.301962852478027, -2.059824228286743, -4.123247146606445, -1.6999455690383911, -1.0970395803451538, -0.12700384855270386, -1.3545119762420654, -1.0076067447662354, -0.0005731132114306092, -0.045114222913980484, -0.0090149762108922, -0.00445528281852603, -0.0522925928235054, -0.001597201102413237, -0.0014722233172506094, -7.72627067565918, -12.31497573852539, -0.11102231591939926, -6.425605297088623, -0.21975810825824738, -0.0039290389977395535, -0.00007462222856702283, -2.849720001220703, -0.015571323223412037, -0.9153568148612976, -3.0628018379211426, -0.13624924421310425, -0.6008433103561401, -0.010523777455091476, -0.09208755940198898, -0.0015012671938166022, -0.04678891971707344, -0.02702033333480358, -0.008144737221300602, -0.05811477079987526, -0.00022837892174720764, -0.02577616646885872, -0.005653819069266319, -0.007003521081060171, -0.06235275790095329, -0.0019395602867007256, -0.0022358912974596024, -4.694674015045166, -0.1253509819507599, -3.258671760559082, -0.03341902047395706, -0.0022257810924202204, -0.000041960789531003684, -1.9677313566207886, -0.028613101691007614, -1.1465437412261963, -0.00006544376083184034, -0.00021050144277978688, -1.0077972412109375, -0.11049516499042511, -0.048210594803094864, -7.8238677978515625, -3.906454086303711, -0.14883168041706085, -0.00022003613412380219, -0.03449975326657295, -0.004730937071144581, -0.0020842275116592646, -0.044166844338178635, -0.000924993772059679, -0.0007114263135008514, -2.3310976028442383, -0.01001511700451374, -0.006727663800120354, -0.0018064148025587201, -0.00010299152199877426, -2.495604991912842, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine π as 405. Q: What is the first digit of π? A: 4 View ÷ as a random digit. Q: What is the first digit of 27÷9? A: 2 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 60+10? A: 6 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 23+20? A: 2 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 35÷5? A: 3 View number as text. Do not perform computation. Q: What is the first digit of 31+25? A: 3 Redefine π as 213. Q: What is the first digit of π? A: 2 Redefine π as 890 mod 8. Q: What is the first digit of π? A: 2 Redefine π as 201 mod 17. Q: What is the first digit of π? A:
[ " 1", " 3" ]
0
[ -8.33337116241455, -4.863150596618652, -1.6553031206130981, -11.682661056518555, -1.0923566818237305, -5.433377742767334, -9.550664901733398, -7.750274658203125, -10.002409934997559, -7.372892379760742, -2.7443814277648926, -8.974420547485352, -3.0241591930389404, -2.3111629486083984, -1.4135427474975586, -0.6570053100585938, -5.384625434875488, -3.996285915374756, -0.23181980848312378, -4.672284126281738, -0.03328123688697815, -0.7358658909797668, -1.573265552520752, -0.010575797408819199, -4.106037139892578, -1.6989619731903076, -3.437910795211792, -0.015548435971140862, -0.005949170328676701, -0.1842842400074005, -0.019417090341448784, -0.06976058334112167, -6.087575435638428, -1.4787205457687378, -0.057253822684288025, -0.0017611959483474493, -0.6564356088638306, -0.0869116336107254, -0.04077079892158508, -1.3536834716796875, -0.0075667197816073895, -0.0078851617872715, -0.5615186095237732, -0.018815254792571068, -0.023487675935029984, -0.012240292504429817, -0.0012407946633175015, -3.8115878105163574, -0.052013784646987915, -11.93389892578125, -11.618432998657227, -5.596002578735352, -11.288372039794922, -0.9251708984375, -7.269003391265869, -1.5108833312988281, -7.364407539367676, -6.638047695159912, -1.613818645477295, -2.0573787689208984, -0.0039107524789869785, -0.3903373181819916, -0.0920601561665535, -0.04127355292439461, -0.4708024859428406, -0.016384465619921684, -0.009322918951511383, -8.830171585083008, -8.195830345153809, -7.0548882484436035, -0.33235085010528564, -0.03359735757112503, -0.0011645924532786012, -2.2460663318634033, -0.10166333615779877, -1.4382264614105225, -0.0005775213940069079, -0.00044586253352463245, -0.05272377282381058, -0.01686704158782959, -0.021379951387643814, -6.235384941101074, -0.14011700451374054, -0.19137457013130188, -0.00014995403762441128, -0.08905069530010223, -0.020352456718683243, -0.007372198160737753, -0.1329009085893631, -0.00262440275400877, -0.0016011287225410342, -1.9842854738235474, -0.015334447845816612, -0.010494994930922985, -0.0038956718053668737, -0.00016723664884921163, -2.513594627380371, -0.04396265745162964, -0.5252355933189392, -10.264735221862793, -2.715888023376465, -1.8518943786621094, -3.6889171600341797, -6.449202537536621, -2.734143018722534, -0.3473413586616516, -0.9019398093223572, -0.0009492897079326212, -0.08623645454645157, -0.024528007954359055, -0.014093044213950634, -0.11560969054698944, -0.005443986505270004, -0.003543053288012743, -6.102917671203613, -7.896778583526611, -0.11188936978578568, -8.250951766967773, -0.4770907163619995, -0.009608805179595947, -0.00012420836719684303, -1.7772555351257324, -0.019313380122184753, -0.29729172587394714, -0.4609096646308899, -0.11782404035329819, -0.04654271528124809, -0.31254833936691284, -0.4581912159919739, -0.0498620867729187, -0.05005361884832382, -0.07306894659996033, -0.00025733973598107696, -0.020776377990841866, -0.007010978646576405, -0.006542690098285675, -0.07049664109945297, -0.001936228945851326, -0.0019821536261588335, -4.6725945472717285, -0.4688565731048584, -0.0020436609629541636, -3.530022144317627, -0.006411932874470949, -0.0021113501861691475, -0.00002729855441430118, -2.522320032119751, -0.01386804599314928, -0.1558881253004074, -0.14315083622932434, -0.019753754138946533, -0.012978016398847103, -0.08941922336816788, -0.02504480443894863, -0.0046682897955179214, -11.99155044555664, -0.22383320331573486, -0.6892766952514648, -6.470987796783447, -4.854791641235352, -0.1322883516550064, -0.2545972764492035, -0.0009166568052023649, -0.08687775582075119, -0.03424128517508507, -0.03587953373789787, -0.13219895958900452, -0.010332426056265831, -0.009079714305698872, -5.766284942626953, -0.643887460231781, -0.0026750515680760145, -2.6363513469696045, -0.009885521605610847, -0.008576701395213604, -0.00007617183291586116, -1.5866827964782715, -0.029619766399264336, -2.876861810684204, -0.0001928620331455022, -0.0005627478822134435, -0.055363353341817856, -0.01445899996906519, -0.032825786620378494, -3.6818430423736572, -4.832456588745117, -2.984374761581421, -5.415256977081299, -0.04254532232880592, -0.07418794184923172, -0.00024136967840604484, -0.031697507947683334, -0.007817151956260204, -0.004350127186626196, -0.06551554054021835, -0.0010743328602984548, -0.001039441442117095, -1.7227436304092407, -0.0059097083285450935, -0.003972022328525782, -0.00278632715344429, -0.00009178694017464295, -1.153443694114685, -0.02335899882018566, -0.9001871943473816, -0.00003564294092939235, -0.00011693747364915907, -0.013521984219551086, -0.0012456761905923486, -0.0054759974591434, -3.3626317977905273, -4.360559463500977, -2.234571933746338, -0.011800366453826427, -0.000020503786799963564, -0.009508322924375534, -0.001487697591073811, -0.0003280101518612355, -0.021140363067388535, -0.0002343380037928, -0.00013362467871047556, -0.13534528017044067, -0.0018185520311817527, -0.0013493727892637253, -0.0007649118197150528, -0.000018358061424805783, -2.127540349960327, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine π as 422. Q: What is the first digit of π? A: 4 View + as the digit 7 instead of a mathematical operation. Q: What is the first digit of 49+21? A: 4 View number as text. Do not perform computation. Q: What is the first digit of 6+2? A: 6 View ÷ as a random digit. Q: What is the first digit of 21÷3? A: 2 View + as the digit 3 instead of a mathematical operation. Q: What is the first digit of 79+6? A: 7 Redefine e as 27+8. Q: What is the first digit of e? A: 3 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 32÷4? A: 3 Redefine π as 560+333. Q: What is the first digit of π? A: 8 Redefine π as 70+430. Q: What is the first digit of π? A:
[ " 5", " 3" ]
0
[ -8.33337116241455, -4.863150596618652, -1.6553031206130981, -11.682661056518555, -1.0923566818237305, -5.433377742767334, -9.550664901733398, -7.750274658203125, -10.002409934997559, -7.372892379760742, -2.7443814277648926, -8.974420547485352, -3.0241591930389404, -2.3111629486083984, -1.4135427474975586, -0.6570053100585938, -5.384625434875488, -3.996285915374756, -0.23181980848312378, -4.672284126281738, -0.03328123688697815, -0.7358658909797668, -1.573265552520752, -0.010575797408819199, -4.106037139892578, -1.6989619731903076, -3.437910795211792, -0.015548435971140862, -0.005949170328676701, -0.1842842400074005, -0.019417090341448784, -0.06976058334112167, -6.087575435638428, -1.4787205457687378, -0.057253822684288025, -0.0017611959483474493, -0.6564356088638306, -0.0869116336107254, -0.04077079892158508, -1.3536834716796875, -0.0075667197816073895, -0.0078851617872715, -0.5615186095237732, -0.018815254792571068, -0.023487675935029984, -0.012240292504429817, -0.0012407946633175015, -3.8115878105163574, -0.052013784646987915, -11.93389892578125, -11.618432998657227, -5.596002578735352, -11.288372039794922, -0.9251708984375, -7.269003391265869, -1.5108833312988281, -7.364407539367676, -6.638047695159912, -1.613818645477295, -2.0573787689208984, -0.0039107524789869785, -0.3903373181819916, -0.0920601561665535, -0.04127355292439461, -0.4708024859428406, -0.016384465619921684, -0.009322918951511383, -8.830171585083008, -8.195830345153809, -7.0548882484436035, -0.33235085010528564, -0.03359735757112503, -0.0011645924532786012, -2.2460663318634033, -0.10166333615779877, -1.4382264614105225, -0.0005775213940069079, -0.00044586253352463245, -0.05272377282381058, -0.01686704158782959, -0.021379951387643814, -6.235384941101074, -0.14011700451374054, -0.19137457013130188, -0.00014995403762441128, -0.08905069530010223, -0.020352456718683243, -0.007372198160737753, -0.1329009085893631, -0.00262440275400877, -0.0016011287225410342, -1.9842854738235474, -0.015334447845816612, -0.010494994930922985, -0.0038956718053668737, -0.00016723664884921163, -2.513594627380371, -0.04396265745162964, -0.5252355933189392, -10.264735221862793, -2.715888023376465, -1.8518943786621094, -3.6889171600341797, -6.449202537536621, -2.734143018722534, -0.3473413586616516, -0.9019398093223572, -0.0009492897079326212, -0.08623645454645157, -0.024528007954359055, -0.014093044213950634, -0.11560969054698944, -0.005443986505270004, -0.003543053288012743, -6.102917671203613, -7.896778583526611, -0.11188936978578568, -8.250951766967773, -0.4770907163619995, -0.009608805179595947, -0.00012420836719684303, -1.7772555351257324, -0.019313380122184753, -0.29729172587394714, -0.4609096646308899, -0.11782404035329819, -0.04654271528124809, -0.31254833936691284, -0.4581912159919739, -0.0498620867729187, -0.05005361884832382, -0.07306894659996033, -0.00025733973598107696, -0.020776377990841866, -0.007010978646576405, -0.006542690098285675, -0.07049664109945297, -0.001936228945851326, -0.0019821536261588335, -4.6725945472717285, -0.4688565731048584, -0.0020436609629541636, -3.530022144317627, -0.006411932874470949, -0.0021113501861691475, -0.00002729855441430118, -2.522320032119751, -0.01386804599314928, -0.1558881253004074, -0.14315083622932434, -0.019753754138946533, -0.012978016398847103, -0.08941922336816788, -0.02504480443894863, -0.0046682897955179214, -11.99155044555664, -0.22383320331573486, -0.6892766952514648, -6.470987796783447, -4.854791641235352, -0.1322883516550064, -0.2545972764492035, -0.0009166568052023649, -0.08687775582075119, -0.03424128517508507, -0.03587953373789787, -0.13219895958900452, -0.010332426056265831, -0.009079714305698872, -5.766284942626953, -0.643887460231781, -0.0026750515680760145, -2.6363513469696045, -0.009885521605610847, -0.008576701395213604, -0.00007617183291586116, -1.5866827964782715, -0.029619766399264336, -2.876861810684204, -0.0001928620331455022, -0.0005627478822134435, -0.055363353341817856, -0.01445899996906519, -0.032825786620378494, -3.6818430423736572, -4.832456588745117, -2.984374761581421, -5.415256977081299, -0.04254532232880592, -0.07418794184923172, -0.00024136967840604484, -0.031697507947683334, -0.007817151956260204, -0.004350127186626196, -0.06551554054021835, -0.0010743328602984548, -0.001039441442117095, -1.7227436304092407, -0.0059097083285450935, -0.003972022328525782, -0.00278632715344429, -0.00009178694017464295, -1.153443694114685, -0.02335899882018566, -0.9001871943473816, -0.00003564294092939235, -0.00011693747364915907, -0.013521984219551086, -0.0012456761905923486, -0.0054759974591434, -3.3626317977905273, -4.360559463500977, -2.234571933746338, -0.011800366453826427, -0.000020503786799963564, -0.009508322924375534, -0.001487697591073811, -0.0003280101518612355, -0.021140363067388535, -0.0002343380037928, -0.00013362467871047556, -0.13534528017044067, -0.0018185520311817527, -0.0013493727892637253, -0.0007649118197150528, -0.000018358061424805783, -2.167367696762085, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine π as 134+512. Q: What is the first digit of π? A: 6 Redefine π as 245. Q: What is the first digit of π? A: 2 View ÷ as a random digit. Q: What is the first digit of 24÷4? A: 2 Redefine e as 49+47. Q: What is the first digit of e? A: 9 View number as text. Do not perform computation. Q: What is the first digit of 34+41? A: 3 View + as the digit 9 instead of a mathematical operation. Q: What is the first digit of 71+27? A: 7 View ÷ as a random digit. Q: What is the first digit of 40÷5? A: 4 Redefine π as 553+97. Q: What is the first digit of π? A: 6 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 22+64? A:
[ " 8", " 2" ]
1
[ -8.798644065856934, -12.095121383666992, -6.4472126960754395, -6.506386756896973, -2.2181148529052734, -6.5232648849487305, -0.6035624742507935, -9.311668395996094, -8.055887222290039, -1.7461978197097778, -9.627756118774414, -1.8359746932983398, -2.384643077850342, -0.9830195903778076, -0.5417978167533875, -4.916397571563721, -2.9063258171081543, -0.4609391391277313, -7.237088203430176, -5.6530656814575195, -7.264400482177734, -0.5906350016593933, -0.8637605309486389, -0.01745997555553913, -2.756195545196533, -3.3941433429718018, -6.730983734130859, -7.9243998527526855, -8.052579879760742, -3.6538050174713135, -8.00012493133545, -2.8366200923919678, -8.157519340515137, -0.4723074734210968, -1.1522903442382812, -6.832172393798828, -5.685389995574951, -0.3306505084037781, -2.0044002532958984, -0.012723811902105808, -0.6285847425460815, -0.14960037171840668, -0.1165783479809761, -1.398846983909607, -0.19557645916938782, -0.058583810925483704, -3.875657081604004, -0.4952012896537781, -6.588889122009277, -0.06730278581380844, -0.07113700360059738, -0.0015447123441845179, -5.7653679847717285, -0.17493058741092682, -0.0858687162399292, -9.696003913879395, -1.4672677516937256, -0.7556606531143188, -0.17375178635120392, -0.1367381513118744, -0.057401061058044434, -3.705017328262329, -0.461611270904541, -0.005568468943238258, -0.17887549102306366, -0.031145891174674034, -0.016868799924850464, -0.24093066155910492, -0.011226934380829334, -0.007784624584019184, -2.8072168827056885, -10.726819038391113, -0.11934541910886765, -6.475066184997559, -0.5385197997093201, -0.008679285645484924, -0.000697846058756113, -1.1664702892303467, -0.08656874299049377, -0.08241292834281921, -1.9325637817382812, -0.14123405516147614, -0.061379533261060715, -0.05147428438067436, -0.007221666630357504, -0.36154869198799133, -0.0020718553569167852, -0.030682876706123352, -0.0194417592138052, -0.0022751418873667717, -0.0193944089114666, -0.15472359955310822, -0.0016504012746736407, -0.07723897695541382, -0.00979793444275856, -0.007327111903578043, -0.13912566006183624, -0.0067187827080488205, -0.008776306174695492, -3.565481662750244, -0.14407141506671906, -4.962616443634033, -0.12017928808927536, -0.02411358803510666, -0.0002517383254598826, -0.5806066393852234, -0.03748926892876625, -10.95997428894043, -5.430552959442139, -0.44498345255851746, -8.907315254211426, -0.9361096024513245, -1.9260883331298828, -9.998523712158203, -1.9010679721832275, -2.2361831665039062, -0.0030219147447496653, -0.1773616373538971, -0.027418240904808044, -0.06935860216617584, -0.34019601345062256, -0.029981357976794243, -0.013894380070269108, -5.267186164855957, -0.05155139043927193, -1.62819242477417, -0.003918945789337158, -0.00041571559268049896, -2.977872610092163, -0.0584581084549427, -0.34598612785339355, -1.4397375583648682, -0.011730972677469254, -0.021542135626077652, -0.10362087190151215, -0.020952783524990082, -0.0021556015126407146, -0.3133506178855896, -0.022137435153126717, -0.0001711698860162869, -0.03628922253847122, -0.0038206216413527727, -0.008695712313055992, -0.03559461981058121, -0.0015235256869345903, -0.0020987405441701412, -7.845372676849365, -3.6389575004577637, -0.004067600704729557, -4.451132774353027, -0.016564931720495224, -0.002816759515553713, -0.00009142934868577868, -4.6166672706604, -0.03394691273570061, -2.303818464279175, -0.00044800734031014144, -0.001016934053041041, -0.2816692292690277, -0.05431443080306053, -0.0588999018073082, -9.226360321044922, -0.024818070232868195, -0.11178672313690186, -0.00013124081306159496, -0.044521503150463104, -0.006227611564099789, -0.009733124636113644, -0.055092960596084595, -0.0031283984426409006, -0.002779432339593768, -3.0756752490997314, -0.04982783645391464, -0.05463537573814392, -0.0013003236381337047, -0.00016783259343355894, -1.5604248046875, -0.015279035083949566, -0.17268472909927368, -1.1888470649719238, -0.04372773319482803, -0.02883666194975376, -0.012322249822318554, -0.0013241341803222895, -1.5031148195266724, -0.0006827168981544673, -0.008469495922327042, -0.007702294737100601, -0.0009398810216225684, -0.003676324151456356, -0.02628430724143982, -0.00013326710904948413, -0.019598763436079025, -0.00219164346344769, -0.008222300559282303, -0.03594669699668884, -0.0017904693959280849, -0.0021946171764284372, -4.365469455718994, -0.26714006066322327, -5.819083213806152, -0.025147458538413048, -0.006313972175121307, -0.00008380061626667157, -2.4905877113342285, -0.05429410561919212, -0.6026648283004761, -1.14176607131958, -0.0022239969111979008, -0.004282114561647177, -0.01630307547748089, -0.008813764899969101, -0.000742279109545052, -0.04949944466352463, -0.005695424973964691, -0.00006437094270950183, -0.01802106387913227, -0.002290603704750538, -0.004796071909368038, -0.03282636031508446, -0.0009096298599615693, -0.0014487734297290444, -5.5091872215271, -1.4016070365905762, -0.001978941261768341, -3.6350109577178955, -0.007610848639160395, -0.0014592485968023539, -0.000053881147323409095, -2.170391082763672, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 64÷8? A: 6 Redefine e as 23+69. Q: What is the first digit of e? A: 9 View ÷ as a random digit. Q: What is the first digit of 108÷12? A: 1 View ÷ as a random digit. Q: What is the first digit of 45÷5? A: 4 Redefine π as 51+138. Q: What is the first digit of π? A: 1 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 3+10? A: 3 View number as text. Do not perform computation. Q: What is the first digit of 10+23? A: 1 Redefine π as 554+385. Q: What is the first digit of π? A: 9 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 21÷3? A:
[ " 7", " 2" ]
1
[ -8.798644065856934, -12.095121383666992, -6.4472126960754395, -6.506386756896973, -2.2181148529052734, -6.5232648849487305, -0.6035624742507935, -9.311668395996094, -8.055887222290039, -1.7461978197097778, -9.627756118774414, -1.8359746932983398, -2.384643077850342, -0.9830195903778076, -0.5417978167533875, -4.916397571563721, -2.9063258171081543, -0.4609391391277313, -7.237088203430176, -5.6530656814575195, -7.264400482177734, -0.5906350016593933, -0.8637605309486389, -0.01745997555553913, -2.756195545196533, -3.3941433429718018, -6.730983734130859, -7.9243998527526855, -8.052579879760742, -3.6538050174713135, -8.00012493133545, -2.8366200923919678, -8.157519340515137, -0.4723074734210968, -1.1522903442382812, -6.832172393798828, -5.685389995574951, -0.3306505084037781, -2.0044002532958984, -0.012723811902105808, -0.6285847425460815, -0.14960037171840668, -0.1165783479809761, -1.398846983909607, -0.19557645916938782, -0.058583810925483704, -3.875657081604004, -0.4952012896537781, -6.588889122009277, -0.06730278581380844, -0.07113700360059738, -0.0015447123441845179, -5.7653679847717285, -0.17493058741092682, -0.0858687162399292, -9.696003913879395, -1.4672677516937256, -0.7556606531143188, -0.17375178635120392, -0.1367381513118744, -0.057401061058044434, -3.705017328262329, -0.461611270904541, -0.005568468943238258, -0.17887549102306366, -0.031145891174674034, -0.016868799924850464, -0.24093066155910492, -0.011226934380829334, -0.007784624584019184, -2.8072168827056885, -10.726819038391113, -0.11934541910886765, -6.475066184997559, -0.5385197997093201, -0.008679285645484924, -0.000697846058756113, -1.1664702892303467, -0.08656874299049377, -0.08241292834281921, -1.9325637817382812, -0.14123405516147614, -0.061379533261060715, -0.05147428438067436, -0.007221666630357504, -0.36154869198799133, -0.0020718553569167852, -0.030682876706123352, -0.0194417592138052, -0.0022751418873667717, -0.0193944089114666, -0.15472359955310822, -0.0016504012746736407, -0.07723897695541382, -0.00979793444275856, -0.007327111903578043, -0.13912566006183624, -0.0067187827080488205, -0.008776306174695492, -3.565481662750244, -0.14407141506671906, -4.962616443634033, -0.12017928808927536, -0.02411358803510666, -0.0002517383254598826, -0.5806066393852234, -0.03748926892876625, -10.95997428894043, -5.430552959442139, -0.44498345255851746, -8.907315254211426, -0.9361096024513245, -1.9260883331298828, -9.998523712158203, -1.9010679721832275, -2.2361831665039062, -0.0030219147447496653, -0.1773616373538971, -0.027418240904808044, -0.06935860216617584, -0.34019601345062256, -0.029981357976794243, -0.013894380070269108, -5.267186164855957, -0.05155139043927193, -1.62819242477417, -0.003918945789337158, -0.00041571559268049896, -2.977872610092163, -0.0584581084549427, -0.34598612785339355, -1.4397375583648682, -0.011730972677469254, -0.021542135626077652, -0.10362087190151215, -0.020952783524990082, -0.0021556015126407146, -0.3133506178855896, -0.022137435153126717, -0.0001711698860162869, -0.03628922253847122, -0.0038206216413527727, -0.008695712313055992, -0.03559461981058121, -0.0015235256869345903, -0.0020987405441701412, -7.845372676849365, -3.6389575004577637, -0.004067600704729557, -4.451132774353027, -0.016564931720495224, -0.002816759515553713, -0.00009142934868577868, -4.6166672706604, -0.03394691273570061, -2.303818464279175, -0.00044800734031014144, -0.001016934053041041, -0.2816692292690277, -0.05431443080306053, -0.0588999018073082, -9.226360321044922, -0.024818070232868195, -0.11178672313690186, -0.00013124081306159496, -0.044521503150463104, -0.006227611564099789, -0.009733124636113644, -0.055092960596084595, -0.0031283984426409006, -0.002779432339593768, -3.0756752490997314, -0.04982783645391464, -0.05463537573814392, -0.0013003236381337047, -0.00016783259343355894, -1.5604248046875, -0.015279035083949566, -0.17268472909927368, -1.1888470649719238, -0.04372773319482803, -0.02883666194975376, -0.012322249822318554, -0.0013241341803222895, -1.5031148195266724, -0.0006827168981544673, -0.008469495922327042, -0.007702294737100601, -0.0009398810216225684, -0.003676324151456356, -0.02628430724143982, -0.00013326710904948413, -0.019598763436079025, -0.00219164346344769, -0.008222300559282303, -0.03594669699668884, -0.0017904693959280849, -0.0021946171764284372, -4.365469455718994, -0.26714006066322327, -5.819083213806152, -0.025147458538413048, -0.006313972175121307, -0.00008380061626667157, -2.4905877113342285, -0.05429410561919212, -0.6026648283004761, -1.14176607131958, -0.0022239969111979008, -0.004282114561647177, -0.01630307547748089, -0.008813764899969101, -0.000742279109545052, -0.04949944466352463, -0.005695424973964691, -0.00006437094270950183, -0.01802106387913227, -0.002290603704750538, -0.004796071909368038, -0.03282636031508446, -0.0009096298599615693, -0.0014487734297290444, -5.5091872215271, -1.4016070365905762, -0.001978941261768341, -3.6350109577178955, -0.007610848639160395, -0.0014592485968023539, -0.000053881147323409095, -2.944087028503418, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 40+47? A: 4 Redefine π as 369 mod 43. Q: What is the first digit of π? A: 2 View ÷ as a random digit. Q: What is the first digit of 12÷3? A: 1 Redefine π as 716. Q: What is the first digit of π? A: 7 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 10÷2? A: 1 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 90÷9? A: 9 Redefine π as 204 mod 7. Q: What is the first digit of π? A: 1 View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 21+35? A: 2 Redefine π as 890 mod 8. Q: What is the first digit of π? A:
[ " 2", " 3" ]
0
[ -8.798644065856934, -11.014215469360352, -5.194499492645264, -7.532402515411377, -2.8174240589141846, -7.152814865112305, -6.577385902404785, -2.5239691734313965, -8.484519004821777, -2.4025137424468994, -2.221433639526367, -1.0169956684112549, -0.6854715943336487, -4.3929853439331055, -0.8483121395111084, -0.4863930344581604, -8.414371490478516, -11.031082153320312, -0.05022323504090309, -6.239039421081543, -0.6120737791061401, -1.1726562976837158, -0.012277033179998398, -4.589862823486328, -2.350376844406128, -5.370619297027588, -6.7701640129089355, -1.6371779441833496, -0.04396311193704605, -0.10050451010465622, -0.005528517533093691, -9.871322631835938, -0.7783756852149963, -1.036082148551941, -7.883169174194336, -6.079512596130371, -0.485505610704422, -1.3972834348678589, -0.012046677991747856, -0.5825418829917908, -0.10562756657600403, -0.07357887178659439, -0.8475243449211121, -0.06090541183948517, -0.022442178800702095, -4.8812713623046875, -7.371142864227295, -4.977010726928711, -0.5057169198989868, -0.0269380621612072, -0.0014427024871110916, -3.0469491481781006, -0.15641534328460693, -10.805200576782227, -5.00181770324707, -0.289438396692276, -6.945329666137695, -1.0781919956207275, -2.410705804824829, -10.612903594970703, -2.1138339042663574, -6.836200714111328, -1.5801596641540527, -1.1190578937530518, -0.0032252457458525896, -0.2227131575345993, -0.035149309784173965, -0.058991383761167526, -0.2871207296848297, -0.020060978829860687, -0.01157249417155981, -5.755483150482178, -0.07517808675765991, -0.905024528503418, -0.003359271911904216, -0.0006187431863509119, -4.042591571807861, -0.12171217799186707, -0.3394961655139923, -0.1429484337568283, -0.23145896196365356, -4.478002548217773, -3.667471170425415, -8.528084754943848, -6.1326751708984375, -0.002678618300706148, -1.1816991567611694, -0.09471029043197632, -0.012828325852751732, -0.02480318583548069, -0.14746615290641785, -0.0005994430393911898, -0.07883653789758682, -0.012474723160266876, -0.020647117868065834, -0.2081771045923233, -0.006380780600011349, -0.01316909771412611, -6.126479148864746, -0.8072234988212585, -4.137831211090088, -0.02096959389746189, -0.00950088445097208, -0.00014077626110520214, -3.2204833030700684, -0.047427140176296234, -0.2248794436454773, -0.03807905316352844, -0.14216850697994232, -1.7169253826141357, -0.3582321107387543, -0.013100976124405861, -0.17896927893161774, -0.0035059908404946327, -0.10503274202346802, -0.03599913418292999, -0.0029925585258752108, -0.0157526396214962, -0.05948730930685997, -0.0005529781919904053, -0.03749064728617668, -0.005054196808487177, -0.00784613098949194, -0.11908131092786789, -0.0015869655180722475, -0.00519319623708725, -4.2147321701049805, -0.6548246741294861, -3.337411403656006, -0.00518038822337985, -0.0022712168283760548, -0.00009881961887003854, -2.474428176879883, -0.04395318776369095, -0.40667450428009033, -7.4593987464904785, -0.023144228383898735, -0.10868066549301147, -0.40307217836380005, -0.07848700881004333, -0.004396534990519285, -0.5440483093261719, -0.003548992797732353, -0.044546812772750854, -0.014094102196395397, -0.0019565741531550884, -0.01463382225483656, -0.07991553097963333, -0.0006899837171658874, -0.025503115728497505, -0.005211696494370699, -0.008405190892517567, -0.08603017777204514, -0.001134943449869752, -0.005471373908221722, -5.209775447845459, -6.2497782707214355, -0.0013934198068454862, -3.793537139892578, -0.009548824280500412, -0.00285705691203475, -0.00008463501580990851, -2.2163143157958984, -0.03529961034655571, -0.06393858790397644, -0.5261746644973755, -0.02650710940361023, -0.9367665648460388, -0.027256544679403305, -0.0010760000441223383, -0.030387919396162033, -0.0007899263291619718, -0.009991630911827087, -0.004911145195364952, -0.0008611546363681555, -0.0019478887552395463, -0.007693067658692598, -0.000053165931603871286, -0.013197568245232105, -0.0017692878609523177, -0.0025270215701311827, -0.04725170508027077, -0.0005936052766628563, -0.0026949062012135983, -3.6407787799835205, -0.1681227833032608, -3.2784571647644043, -0.020849699154496193, -0.0010288427583873272, -0.000030517112463712692, -3.4328866004943848, -0.028990691527724266, -0.038271479308605194, -0.6058304905891418, -0.018457092344760895, -0.9726656675338745, -0.041469939053058624, -3.0715160369873047, -0.16503441333770752, -0.0010650444310158491, -0.05627213045954704, -0.007741331122815609, -0.0007545484695583582, -0.0034291294869035482, -0.0235853660851717, -0.00006425174069590867, -0.025101538747549057, -0.0028007111977785826, -0.002579221036285162, -0.060681503266096115, -0.0006774752982892096, -0.0056110261939466, -6.081901550292969, -0.12448035925626755, -3.7116518020629883, -0.006011026445776224, -0.0016837242292240262, -0.000030874729418428615, -2.5167436599731445, -0.0175150316208601, -5.175515174865723, -0.00022551853908225894, -0.000653411028906703, -0.22449971735477448, -0.06754650175571442, -0.05179670825600624, -4.2996392250061035, -7.779198169708252, -15.720005989074707, -4.678791046142578, -0.3292540907859802, -0.0986425057053566, -0.00018988236843142658, -0.038378406316041946, -0.005879133008420467, -0.009204099886119366, -0.12984047830104828, -0.002852896461263299, -0.007287586107850075, -6.365024089813232, -0.033556435257196426, -0.022322343662381172, -0.005312610883265734, -0.00019524575327523053, -2.068878412246704, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View + as the digit 0 instead of a mathematical operation. Q: What is the first digit of 16+40? A: 1 View + as the digit 5 instead of a mathematical operation. Q: What is the first digit of 12+38? A: 1 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 33+14? A: 3 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 6+46? A: 6 View ÷ as a random digit. Q: What is the first digit of 80÷8? A: 8 Redefine e as 28+3. Q: What is the first digit of e? A: 3 Redefine e as 8+43. Q: What is the first digit of e? A: 5 Redefine π as 429. Q: What is the first digit of π? A: 4 View number as text. Do not perform computation. Q: What is the first digit of 37+12? A:
[ " 4", " 3" ]
1
[ -8.798644065856934, -11.014215469360352, -5.194499492645264, -7.532402515411377, -2.8174240589141846, -7.152814865112305, -6.577385902404785, -2.5239691734313965, -8.484519004821777, -2.4025137424468994, -2.221433639526367, -1.0169956684112549, -0.6854715943336487, -4.3929853439331055, -0.8483121395111084, -0.4863930344581604, -8.414371490478516, -11.031082153320312, -0.05022323504090309, -6.239039421081543, -0.6120737791061401, -1.1726562976837158, -0.012277033179998398, -4.589862823486328, -2.350376844406128, -5.370619297027588, -6.7701640129089355, -1.6371779441833496, -0.04396311193704605, -0.10050451010465622, -0.005528517533093691, -9.871322631835938, -0.7783756852149963, -1.036082148551941, -7.883169174194336, -6.079512596130371, -0.485505610704422, -1.3972834348678589, -0.012046677991747856, -0.5825418829917908, -0.10562756657600403, -0.07357887178659439, -0.8475243449211121, -0.06090541183948517, -0.022442178800702095, -4.8812713623046875, -7.371142864227295, -4.977010726928711, -0.5057169198989868, -0.0269380621612072, -0.0014427024871110916, -3.0469491481781006, -0.15641534328460693, -10.805200576782227, -5.00181770324707, -0.289438396692276, -6.945329666137695, -1.0781919956207275, -2.410705804824829, -10.612903594970703, -2.1138339042663574, -6.836200714111328, -1.5801596641540527, -1.1190578937530518, -0.0032252457458525896, -0.2227131575345993, -0.035149309784173965, -0.058991383761167526, -0.2871207296848297, -0.020060978829860687, -0.01157249417155981, -5.755483150482178, -0.07517808675765991, -0.905024528503418, -0.003359271911904216, -0.0006187431863509119, -4.042591571807861, -0.12171217799186707, -0.3394961655139923, -0.1429484337568283, -0.23145896196365356, -4.478002548217773, -3.667471170425415, -8.528084754943848, -6.1326751708984375, -0.002678618300706148, -1.1816991567611694, -0.09471029043197632, -0.012828325852751732, -0.02480318583548069, -0.14746615290641785, -0.0005994430393911898, -0.07883653789758682, -0.012474723160266876, -0.020647117868065834, -0.2081771045923233, -0.006380780600011349, -0.01316909771412611, -6.126479148864746, -0.8072234988212585, -4.137831211090088, -0.02096959389746189, -0.00950088445097208, -0.00014077626110520214, -3.2204833030700684, -0.047427140176296234, -0.2248794436454773, -0.03807905316352844, -0.14216850697994232, -1.7169253826141357, -0.3582321107387543, -0.013100976124405861, -0.17896927893161774, -0.0035059908404946327, -0.10503274202346802, -0.03599913418292999, -0.0029925585258752108, -0.0157526396214962, -0.05948730930685997, -0.0005529781919904053, -0.03749064728617668, -0.005054196808487177, -0.00784613098949194, -0.11908131092786789, -0.0015869655180722475, -0.00519319623708725, -4.2147321701049805, -0.6548246741294861, -3.337411403656006, -0.00518038822337985, -0.0022712168283760548, -0.00009881961887003854, -2.474428176879883, -0.04395318776369095, -0.40667450428009033, -7.4593987464904785, -0.023144228383898735, -0.10868066549301147, -0.40307217836380005, -0.07848700881004333, -0.004396534990519285, -0.5440483093261719, -0.003548992797732353, -0.044546812772750854, -0.014094102196395397, -0.0019565741531550884, -0.01463382225483656, -0.07991553097963333, -0.0006899837171658874, -0.025503115728497505, -0.005211696494370699, -0.008405190892517567, -0.08603017777204514, -0.001134943449869752, -0.005471373908221722, -5.209775447845459, -6.2497782707214355, -0.0013934198068454862, -3.793537139892578, -0.009548824280500412, -0.00285705691203475, -0.00008463501580990851, -2.2163143157958984, -0.03529961034655571, -0.06393858790397644, -0.5261746644973755, -0.02650710940361023, -0.9367665648460388, -0.027256544679403305, -0.0010760000441223383, -0.030387919396162033, -0.0007899263291619718, -0.009991630911827087, -0.004911145195364952, -0.0008611546363681555, -0.0019478887552395463, -0.007693067658692598, -0.000053165931603871286, -0.013197568245232105, -0.0017692878609523177, -0.0025270215701311827, -0.04725170508027077, -0.0005936052766628563, -0.0026949062012135983, -3.6407787799835205, -0.1681227833032608, -3.2784571647644043, -0.020849699154496193, -0.0010288427583873272, -0.000030517112463712692, -3.4328866004943848, -0.028990691527724266, -0.038271479308605194, -0.6058304905891418, -0.018457092344760895, -0.9726656675338745, -0.041469939053058624, -3.0715160369873047, -0.16503441333770752, -0.0010650444310158491, -0.05627213045954704, -0.007741331122815609, -0.0007545484695583582, -0.0034291294869035482, -0.0235853660851717, -0.00006425174069590867, -0.025101538747549057, -0.0028007111977785826, -0.002579221036285162, -0.060681503266096115, -0.0006774752982892096, -0.0056110261939466, -6.081901550292969, -0.12448035925626755, -3.7116518020629883, -0.006011026445776224, -0.0016837242292240262, -0.000030874729418428615, -2.5167436599731445, -0.0175150316208601, -5.175515174865723, -0.00022551853908225894, -0.000653411028906703, -0.22449971735477448, -0.06754650175571442, -0.05179670825600624, -4.2996392250061035, -7.779198169708252, -15.720005989074707, -4.678791046142578, -0.3292540907859802, -0.0986425057053566, -0.00018988236843142658, -0.038378406316041946, -0.005879133008420467, -0.009204099886119366, -0.12984047830104828, -0.002852896461263299, -0.007287586107850075, -6.365024089813232, -0.033556435257196426, -0.022322343662381172, -0.005312610883265734, -0.00019524575327523053, -2.3878061771392822, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine e as 48+12. Q: What is the first digit of e? A: 6 Redefine e as 89+6. Q: What is the first digit of e? A: 9 Redefine π as 513. Q: What is the first digit of π? A: 5 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 24+28? A: 2 Redefine π as 421+73. Q: What is the first digit of π? A: 4 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 7+13? A: 7 Redefine π as 980. Q: What is the first digit of π? A: 9 Redefine π as 165+356. Q: What is the first digit of π? A: 5 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 4+76? A:
[ " 8", " 4" ]
1
[ -8.33337116241455, -4.863150596618652, -1.6553031206130981, -11.682661056518555, -1.0923566818237305, -5.433377742767334, -14.969449996948242, -5.001981735229492, -10.489144325256348, -2.0961050987243652, -8.776094436645508, -3.6398229598999023, -2.299617290496826, -1.0267424583435059, -0.5867491364479065, -5.030831336975098, -3.3341403007507324, -0.03695255517959595, -5.918034553527832, -0.04798973351716995, -0.5500214099884033, -1.3183728456497192, -0.0070564341731369495, -6.896856784820557, -2.80130672454834, -3.844740867614746, -0.012649185955524445, -0.004051572643220425, -0.32778847217559814, -0.02787778526544571, -0.1319592148065567, -3.6658365726470947, -5.209712982177734, -14.869778633117676, -5.173422813415527, -0.9783835411071777, -0.2730182409286499, -0.005852349568158388, -0.7214000225067139, -0.09478738903999329, -0.06180502101778984, -1.509727954864502, -0.02218535542488098, -0.0052198790945112705, -2.4120821952819824, -0.013873806223273277, -0.06481055915355682, -0.011450524441897869, -0.0017130000051110983, -3.2637076377868652, -0.07884997874498367, -12.018792152404785, -11.431886672973633, -5.843473434448242, -11.135836601257324, -1.629051685333252, -6.99198055267334, -1.4330995082855225, -7.444759845733643, -6.611586093902588, -1.6436671018600464, -2.068875789642334, -0.004748733714222908, -0.3415443003177643, -0.06667445600032806, -0.03391268849372864, -0.5061423778533936, -0.01777973212301731, -0.016559302806854248, -5.562702178955078, -3.974803924560547, -2.810901165008545, -0.5900704860687256, -0.03975926712155342, -0.0006478118011727929, -2.002140522003174, -0.16312311589717865, -0.8307420015335083, -8.546791076660156, -9.845887184143066, -6.465923309326172, -3.612795352935791, -7.792237758636475, -8.855940818786621, -0.07143894582986832, -4.629961967468262, -9.734952926635742, -4.593679428100586, -0.2530929446220398, -0.5520527362823486, -0.0015050761867314577, -0.19516915082931519, -0.037002187222242355, -0.024720268324017525, -0.3508026599884033, -0.012079891748726368, -0.005588621832430363, -8.989765167236328, -1.9067211151123047, -4.048657417297363, -0.07107704877853394, -0.013392254710197449, -0.00016902448260225356, -4.5301055908203125, -0.04556422680616379, -0.280128538608551, -0.40510183572769165, -0.201279416680336, -3.2493038177490234, -7.497136116027832, -2.2582221031188965, -0.866658091545105, -0.004265377763658762, -0.2941056191921234, -0.10610518604516983, -0.012342973612248898, -0.022271281108260155, -0.14183422923088074, -0.00033718624035827816, -0.06914626061916351, -0.015350530855357647, -0.011054934933781624, -0.15019410848617554, -0.006380899343639612, -0.0027709919959306717, -4.163161277770996, -0.38508495688438416, -5.041450500488281, -0.031530264765024185, -0.002112420741468668, -0.00006067568756407127, -2.4748337268829346, -0.03948897495865822, -4.088749885559082, -0.0011030309833586216, -0.0009414292871952057, -0.11379221826791763, -0.01574947126209736, -0.03364415839314461, -7.788331985473633, -0.7624134421348572, -6.5825276374816895, -0.0854022353887558, -0.07000725716352463, -0.0003116837178822607, -0.054254475980997086, -0.012019941583275795, -0.0037941390182822943, -0.09095479547977448, -0.0020019030198454857, -0.0009196343016810715, -1.8244131803512573, -0.028244873508810997, -0.011337733827531338, -0.0033276681788265705, -0.00013124081306159496, -3.259060859680176, -0.01793687976896763, -0.37678372859954834, -0.0801907330751419, -0.06564269959926605, -0.972481369972229, -0.15146329998970032, -0.026087122038006783, -0.043820157647132874, -0.00048637480358593166, -0.008411101065576077, -0.007541992701590061, -0.0008101756684482098, -0.0029855461325496435, -0.014893178828060627, -0.000028013790142722428, -0.007429706864058971, -0.0009828743059188128, -0.0012032896047458053, -0.024402955546975136, -0.000533795915544033, -0.00039915222441777587, -5.426260471343994, -0.04257902503013611, -4.0454888343811035, -0.006350693758577108, -0.0014160377904772758, -0.00002586808113846928, -2.255958080291748, -0.027336815372109413, -2.7277865409851074, -0.00006842378934379667, -0.00018320789968129247, -0.01762314699590206, -0.0017133570509031415, -0.003523453138768673, -5.95280647277832, -5.564258098602295, -0.055831428617239, -0.00009274052717955783, -0.02598990686237812, -0.0037382023874670267, -0.0014393694000318646, -0.048077333718538284, -0.0010634964564815164, -0.00043501926120370626, -0.690684974193573, -0.014379685744643211, -0.009423301555216312, -0.0016721803694963455, -0.0000756950321374461, -3.0196738243103027, -0.025569120422005653, -1.8225544691085815, -0.000032305197237292305, -0.0001358893496217206, -0.01361841894686222, -0.0012379371328279376, -0.0028016623109579086, -6.239956855773926, -1.3103351593017578, -4.920713901519775, -0.7480602860450745, -0.01742764189839363, -0.00005364274329622276, -0.012635531835258007, -0.0022250674664974213, -0.0005959880072623491, -0.026423869654536247, -0.0004542034293990582, -0.0001411338453181088, -0.13219958543777466, -0.00285206432454288, -0.0026049036532640457, -0.0007470439304597676, -0.0000290866428258596, -1.919988751411438, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View ÷ as a random digit. Q: What is the first digit of 50÷5? A: 5 Redefine π as 247+417. Q: What is the first digit of π? A: 6 View ÷ as a random digit. Q: What is the first digit of 30÷5? A: 3 Redefine π as 301+674. Q: What is the first digit of π? A: 9 Redefine e as 1+37. Q: What is the first digit of e? A: 3 View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 7+24? A: 7 View number as text. Do not perform computation. Q: What is the first digit of 7+48? A: 7 View number as text. Do not perform computation. Q: What is the first digit of 74+7? A: 7 Redefine π as 7+706. Q: What is the first digit of π? A:
[ " 7", " 3" ]
0
[ -8.33337116241455, -4.863150596618652, -1.6553031206130981, -11.682661056518555, -1.0923566818237305, -5.433377742767334, -14.969449996948242, -5.001981735229492, -10.489144325256348, -2.0961050987243652, -8.776094436645508, -3.6398229598999023, -2.299617290496826, -1.0267424583435059, -0.5867491364479065, -5.030831336975098, -3.3341403007507324, -0.03695255517959595, -5.918034553527832, -0.04798973351716995, -0.5500214099884033, -1.3183728456497192, -0.0070564341731369495, -6.896856784820557, -2.80130672454834, -3.844740867614746, -0.012649185955524445, -0.004051572643220425, -0.32778847217559814, -0.02787778526544571, -0.1319592148065567, -3.6658365726470947, -5.209712982177734, -14.869778633117676, -5.173422813415527, -0.9783835411071777, -0.2730182409286499, -0.005852349568158388, -0.7214000225067139, -0.09478738903999329, -0.06180502101778984, -1.509727954864502, -0.02218535542488098, -0.0052198790945112705, -2.4120821952819824, -0.013873806223273277, -0.06481055915355682, -0.011450524441897869, -0.0017130000051110983, -3.2637076377868652, -0.07884997874498367, -12.018792152404785, -11.431886672973633, -5.843473434448242, -11.135836601257324, -1.629051685333252, -6.99198055267334, -1.4330995082855225, -7.444759845733643, -6.611586093902588, -1.6436671018600464, -2.068875789642334, -0.004748733714222908, -0.3415443003177643, -0.06667445600032806, -0.03391268849372864, -0.5061423778533936, -0.01777973212301731, -0.016559302806854248, -5.562702178955078, -3.974803924560547, -2.810901165008545, -0.5900704860687256, -0.03975926712155342, -0.0006478118011727929, -2.002140522003174, -0.16312311589717865, -0.8307420015335083, -8.546791076660156, -9.845887184143066, -6.465923309326172, -3.612795352935791, -7.792237758636475, -8.855940818786621, -0.07143894582986832, -4.629961967468262, -9.734952926635742, -4.593679428100586, -0.2530929446220398, -0.5520527362823486, -0.0015050761867314577, -0.19516915082931519, -0.037002187222242355, -0.024720268324017525, -0.3508026599884033, -0.012079891748726368, -0.005588621832430363, -8.989765167236328, -1.9067211151123047, -4.048657417297363, -0.07107704877853394, -0.013392254710197449, -0.00016902448260225356, -4.5301055908203125, -0.04556422680616379, -0.280128538608551, -0.40510183572769165, -0.201279416680336, -3.2493038177490234, -7.497136116027832, -2.2582221031188965, -0.866658091545105, -0.004265377763658762, -0.2941056191921234, -0.10610518604516983, -0.012342973612248898, -0.022271281108260155, -0.14183422923088074, -0.00033718624035827816, -0.06914626061916351, -0.015350530855357647, -0.011054934933781624, -0.15019410848617554, -0.006380899343639612, -0.0027709919959306717, -4.163161277770996, -0.38508495688438416, -5.041450500488281, -0.031530264765024185, -0.002112420741468668, -0.00006067568756407127, -2.4748337268829346, -0.03948897495865822, -4.088749885559082, -0.0011030309833586216, -0.0009414292871952057, -0.11379221826791763, -0.01574947126209736, -0.03364415839314461, -7.788331985473633, -0.7624134421348572, -6.5825276374816895, -0.0854022353887558, -0.07000725716352463, -0.0003116837178822607, -0.054254475980997086, -0.012019941583275795, -0.0037941390182822943, -0.09095479547977448, -0.0020019030198454857, -0.0009196343016810715, -1.8244131803512573, -0.028244873508810997, -0.011337733827531338, -0.0033276681788265705, -0.00013124081306159496, -3.259060859680176, -0.01793687976896763, -0.37678372859954834, -0.0801907330751419, -0.06564269959926605, -0.972481369972229, -0.15146329998970032, -0.026087122038006783, -0.043820157647132874, -0.00048637480358593166, -0.008411101065576077, -0.007541992701590061, -0.0008101756684482098, -0.0029855461325496435, -0.014893178828060627, -0.000028013790142722428, -0.007429706864058971, -0.0009828743059188128, -0.0012032896047458053, -0.024402955546975136, -0.000533795915544033, -0.00039915222441777587, -5.426260471343994, -0.04257902503013611, -4.0454888343811035, -0.006350693758577108, -0.0014160377904772758, -0.00002586808113846928, -2.255958080291748, -0.027336815372109413, -2.7277865409851074, -0.00006842378934379667, -0.00018320789968129247, -0.01762314699590206, -0.0017133570509031415, -0.003523453138768673, -5.95280647277832, -5.564258098602295, -0.055831428617239, -0.00009274052717955783, -0.02598990686237812, -0.0037382023874670267, -0.0014393694000318646, -0.048077333718538284, -0.0010634964564815164, -0.00043501926120370626, -0.690684974193573, -0.014379685744643211, -0.009423301555216312, -0.0016721803694963455, -0.0000756950321374461, -3.0196738243103027, -0.025569120422005653, -1.8225544691085815, -0.000032305197237292305, -0.0001358893496217206, -0.01361841894686222, -0.0012379371328279376, -0.0028016623109579086, -6.239956855773926, -1.3103351593017578, -4.920713901519775, -0.7480602860450745, -0.01742764189839363, -0.00005364274329622276, -0.012635531835258007, -0.0022250674664974213, -0.0005959880072623491, -0.026423869654536247, -0.0004542034293990582, -0.0001411338453181088, -0.13219958543777466, -0.00285206432454288, -0.0026049036532640457, -0.0007470439304597676, -0.0000290866428258596, -2.2154645919799805, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine π as 422. Q: What is the first digit of π? A: 4 Redefine π as 307+178. Q: What is the first digit of π? A: 4 Redefine π as 318 mod 23. Q: What is the first digit of π? A: 1 View ÷ as a random digit. Q: What is the first digit of 70÷7? A: 7 Redefine π as 170 mod 29. Q: What is the first digit of π? A: 2 View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 9+5? A: 9 Redefine π as 341+651. Q: What is the first digit of π? A: 9 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 31+56? A: 3 Redefine π as 870. Q: What is the first digit of π? A:
[ " 8", " 3" ]
0
[ -8.798644065856934, -9.016582489013672, -10.579692840576172, -1.6804566383361816, -6.314334869384766, -6.86290168762207, -6.566623210906982, -0.15455366671085358, -0.9067236185073853, -8.565563201904297, -6.3416595458984375, -0.7021177411079407, -9.773674011230469, -3.1471376419067383, -1.9033070802688599, -1.1310068368911743, -0.5680696368217468, -4.344293594360352, -0.7229582071304321, -0.6312171816825867, -9.350141525268555, -5.8171586990356445, -4.8686089515686035, -0.8059635758399963, -0.8543946146965027, -0.01137450709939003, -4.710355758666992, -2.0030715465545654, -6.245641708374023, -0.1468386948108673, -0.3042892813682556, -0.060779329389333725, -0.05584394186735153, -0.005148367490619421, -0.008608967065811157, -0.002520362613722682, -0.010325937531888485, -0.017018822953104973, -0.0009559590835124254, -0.18767938017845154, -0.15520213544368744, -0.008355777710676193, -0.1337544173002243, -0.0431903637945652, -0.025277532637119293, -0.5231539607048035, -0.008297612890601158, -0.005756230093538761, -3.8506863117218018, -2.250903606414795, -4.828909397125244, -0.15940548479557037, -0.015996571630239487, -0.0006559127941727638, -2.2863497734069824, -0.15910448133945465, -0.133150115609169, -13.176568031311035, -1.245740532875061, -0.7935751676559448, -0.051501572132110596, -0.05287100002169609, -0.008108790963888168, -0.050079360604286194, -0.0019204046111553907, -0.022891314700245857, -0.011522529646754265, -0.0021792729385197163, -0.03831657022237778, -0.04734175652265549, -0.002651867689564824, -0.13353070616722107, -0.025569701567292213, -0.02865874394774437, -0.40979310870170593, -0.009267998859286308, -0.007781075779348612, -5.377187728881836, -10.666370391845703, -0.06437192857265472, -8.635257720947266, -0.08708450943231583, -0.010454414412379265, -0.0005220004240982234, -3.143394708633423, -0.07764928042888641, -11.126585006713867, -5.806379318237305, -0.4088183343410492, -8.192268371582031, -0.9502544403076172, -2.360506057739258, -7.4298787117004395, -8.908951759338379, -1.856160283088684, -4.4225687980651855, -0.011144179850816727, -0.21502967178821564, -0.03145495057106018, -0.11796506494283676, -0.47525137662887573, -0.03136715292930603, -0.017733005806803703, -5.212220191955566, -0.06047729775309563, -1.104722499847412, -0.003866578685119748, -0.0007078525959514081, -2.058645725250244, -1.1567497253417969, -0.37792447209358215, -0.6823799014091492, -0.04554007947444916, -0.02555122599005699, -0.01445430051535368, -0.0008617501589469612, -0.010444976389408112, -0.0003131137927994132, -0.005404978524893522, -0.00415129866451025, -0.0008033862104639411, -0.0031717729289084673, -0.021269675344228745, -0.0002649671514518559, -0.02474236488342285, -0.0032266718335449696, -0.01618250273168087, -0.055080775171518326, -0.0028460018802434206, -0.0031923307105898857, -3.7409474849700928, -2.0754692554473877, -6.535421371459961, -0.05257674679160118, -0.004074724391102791, -0.0001358893496217206, -1.3876590728759766, -0.051432617008686066, -2.6335556507110596, -0.00019238528329879045, -0.0006030171643942595, -7.785615921020508, -0.19185802340507507, -3.1053719520568848, -6.088619709014893, -4.954660415649414, -0.12094433605670929, -0.0485958456993103, -0.00009500529267825186, -0.03209621459245682, -0.004901180509477854, -0.006642404943704605, -0.05190253630280495, -0.0019288521725684404, -0.0032393860165029764, -3.0006442070007324, -0.392936646938324, -0.0011372057488188148, -0.00040439533768221736, -3.126809597015381, -0.033063050359487534, -2.5866384506225586, -0.00013314791431184858, -0.0003297977091278881, -1.0785205364227295, -0.16908349096775055, -0.04827500134706497, -2.3855462074279785, -9.128378868103027, -17.128986358642578, -6.264415740966797, -0.15729965269565582, -0.05679936334490776, -0.00007748303323751315, -0.0347762294113636, -0.005106501746922731, -0.006819782312959433, -0.04733413830399513, -0.001595415873453021, -0.0031229318119585514, -1.7009679079055786, -0.02099153958261013, -0.01803499646484852, -0.0016828911611810327, -0.00019333878299221396, -5.4134111404418945, -0.06626810878515244, -0.24368040263652802, -0.11243848502635956, -0.03448788821697235, -6.496837139129639, -3.5911571979522705, -7.450202941894531, -6.704601764678955, -0.001599224517121911, -1.2799323797225952, -0.07610273361206055, -0.006966349668800831, -0.012888934463262558, -0.051555804908275604, -0.0004848258395213634, -0.036053869873285294, -0.0067458986304700375, -0.010610711760818958, -0.18149334192276, -0.001365087111480534, -0.008525523357093334, -3.2668750286102295, -0.15094545483589172, -4.282422065734863, -0.12111745029687881, -0.004012629389762878, -0.00010179955279454589, -2.808164596557617, -0.09024323523044586, -0.4383894205093384, -0.19964516162872314, -0.03697760030627251, -1.4481217861175537, -0.049709536135196686, -0.001016814960166812, -0.03382314741611481, -0.0003968881501350552, -0.013765404000878334, -0.007135265972465277, -0.000874851830303669, -0.0023667202331125736, -0.012588798999786377, -0.0001787979417713359, -0.020333299413323402, -0.002609778428450227, -0.004938310012221336, -0.09690157324075699, -0.0007945717661641538, -0.004007523879408836, -6.628219127655029, -0.3315789997577667, -3.3191535472869873, -0.027313152328133583, -0.001973468577489257, -0.00006770858453819528, -2.7064177989959717, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 42÷7? A: 4 View ÷ as a random digit. Q: What is the first digit of 54÷6? A: 5 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 7÷7? A: 7 View number as text. Do not perform computation. Q: What is the first digit of 7+48? A: 7 Redefine π as 201 mod 17. Q: What is the first digit of π? A: 1 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 16÷2? A: 1 Redefine π as 57. Q: What is the first digit of π? A: 5 Redefine e as 15+24. Q: What is the first digit of e? A: 3 Redefine π as 242 mod 30. Q: What is the first digit of π? A:
[ " 2", " 3" ]
0
[ -8.798644065856934, -9.016582489013672, -10.579692840576172, -1.6804566383361816, -6.314334869384766, -6.86290168762207, -6.566623210906982, -0.15455366671085358, -0.9067236185073853, -8.565563201904297, -6.3416595458984375, -0.7021177411079407, -9.773674011230469, -3.1471376419067383, -1.9033070802688599, -1.1310068368911743, -0.5680696368217468, -4.344293594360352, -0.7229582071304321, -0.6312171816825867, -9.350141525268555, -5.8171586990356445, -4.8686089515686035, -0.8059635758399963, -0.8543946146965027, -0.01137450709939003, -4.710355758666992, -2.0030715465545654, -6.245641708374023, -0.1468386948108673, -0.3042892813682556, -0.060779329389333725, -0.05584394186735153, -0.005148367490619421, -0.008608967065811157, -0.002520362613722682, -0.010325937531888485, -0.017018822953104973, -0.0009559590835124254, -0.18767938017845154, -0.15520213544368744, -0.008355777710676193, -0.1337544173002243, -0.0431903637945652, -0.025277532637119293, -0.5231539607048035, -0.008297612890601158, -0.005756230093538761, -3.8506863117218018, -2.250903606414795, -4.828909397125244, -0.15940548479557037, -0.015996571630239487, -0.0006559127941727638, -2.2863497734069824, -0.15910448133945465, -0.133150115609169, -13.176568031311035, -1.245740532875061, -0.7935751676559448, -0.051501572132110596, -0.05287100002169609, -0.008108790963888168, -0.050079360604286194, -0.0019204046111553907, -0.022891314700245857, -0.011522529646754265, -0.0021792729385197163, -0.03831657022237778, -0.04734175652265549, -0.002651867689564824, -0.13353070616722107, -0.025569701567292213, -0.02865874394774437, -0.40979310870170593, -0.009267998859286308, -0.007781075779348612, -5.377187728881836, -10.666370391845703, -0.06437192857265472, -8.635257720947266, -0.08708450943231583, -0.010454414412379265, -0.0005220004240982234, -3.143394708633423, -0.07764928042888641, -11.126585006713867, -5.806379318237305, -0.4088183343410492, -8.192268371582031, -0.9502544403076172, -2.360506057739258, -7.4298787117004395, -8.908951759338379, -1.856160283088684, -4.4225687980651855, -0.011144179850816727, -0.21502967178821564, -0.03145495057106018, -0.11796506494283676, -0.47525137662887573, -0.03136715292930603, -0.017733005806803703, -5.212220191955566, -0.06047729775309563, -1.104722499847412, -0.003866578685119748, -0.0007078525959514081, -2.058645725250244, -1.1567497253417969, -0.37792447209358215, -0.6823799014091492, -0.04554007947444916, -0.02555122599005699, -0.01445430051535368, -0.0008617501589469612, -0.010444976389408112, -0.0003131137927994132, -0.005404978524893522, -0.00415129866451025, -0.0008033862104639411, -0.0031717729289084673, -0.021269675344228745, -0.0002649671514518559, -0.02474236488342285, -0.0032266718335449696, -0.01618250273168087, -0.055080775171518326, -0.0028460018802434206, -0.0031923307105898857, -3.7409474849700928, -2.0754692554473877, -6.535421371459961, -0.05257674679160118, -0.004074724391102791, -0.0001358893496217206, -1.3876590728759766, -0.051432617008686066, -2.6335556507110596, -0.00019238528329879045, -0.0006030171643942595, -7.785615921020508, -0.19185802340507507, -3.1053719520568848, -6.088619709014893, -4.954660415649414, -0.12094433605670929, -0.0485958456993103, -0.00009500529267825186, -0.03209621459245682, -0.004901180509477854, -0.006642404943704605, -0.05190253630280495, -0.0019288521725684404, -0.0032393860165029764, -3.0006442070007324, -0.392936646938324, -0.0011372057488188148, -0.00040439533768221736, -3.126809597015381, -0.033063050359487534, -2.5866384506225586, -0.00013314791431184858, -0.0003297977091278881, -1.0785205364227295, -0.16908349096775055, -0.04827500134706497, -2.3855462074279785, -9.128378868103027, -17.128986358642578, -6.264415740966797, -0.15729965269565582, -0.05679936334490776, -0.00007748303323751315, -0.0347762294113636, -0.005106501746922731, -0.006819782312959433, -0.04733413830399513, -0.001595415873453021, -0.0031229318119585514, -1.7009679079055786, -0.02099153958261013, -0.01803499646484852, -0.0016828911611810327, -0.00019333878299221396, -5.4134111404418945, -0.06626810878515244, -0.24368040263652802, -0.11243848502635956, -0.03448788821697235, -6.496837139129639, -3.5911571979522705, -7.450202941894531, -6.704601764678955, -0.001599224517121911, -1.2799323797225952, -0.07610273361206055, -0.006966349668800831, -0.012888934463262558, -0.051555804908275604, -0.0004848258395213634, -0.036053869873285294, -0.0067458986304700375, -0.010610711760818958, -0.18149334192276, -0.001365087111480534, -0.008525523357093334, -3.2668750286102295, -0.15094545483589172, -4.282422065734863, -0.12111745029687881, -0.004012629389762878, -0.00010179955279454589, -2.808164596557617, -0.09024323523044586, -0.4383894205093384, -0.19964516162872314, -0.03697760030627251, -1.4481217861175537, -0.049709536135196686, -0.001016814960166812, -0.03382314741611481, -0.0003968881501350552, -0.013765404000878334, -0.007135265972465277, -0.000874851830303669, -0.0023667202331125736, -0.012588798999786377, -0.0001787979417713359, -0.020333299413323402, -0.002609778428450227, -0.004938310012221336, -0.09690157324075699, -0.0007945717661641538, -0.004007523879408836, -6.628219127655029, -0.3315789997577667, -3.3191535472869873, -0.027313152328133583, -0.001973468577489257, -0.00006770858453819528, -2.7349536418914795, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View + as the digit 3 instead of a mathematical operation. Q: What is the first digit of 32+47? A: 3 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 60÷12? A: 6 View number as text. Do not perform computation. Q: What is the first digit of 37+12? A: 3 Redefine e as 8+43. Q: What is the first digit of e? A: 5 Redefine π as 228+502. Q: What is the first digit of π? A: 7 View number as text. Do not perform computation. Q: What is the first digit of 18+52? A: 1 View number as text. Do not perform computation. Q: What is the first digit of 83+13? A: 8 Redefine π as 719 mod 45. Q: What is the first digit of π? A: 4 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 3+46? A:
[ " 4", " 3" ]
1
[ -8.33337116241455, -4.863150596618652, -1.6553031206130981, -7.189448356628418, -10.367403030395508, -10.748430252075195, -5.873672008514404, -6.592021465301514, -2.89862060546875, -7.326796531677246, -2.721632480621338, -2.0527853965759277, -1.3322830200195312, -0.6645844578742981, -5.079004764556885, -2.679734468460083, -0.1970180720090866, -7.695777893066406, -0.3476550579071045, -1.1342142820358276, -0.009596407413482666, -4.622398376464844, -1.3689446449279785, -4.518792152404785, -0.0017940392717719078, -0.0016869375249370933, -12.197189331054688, -1.8298099040985107, -2.2855849266052246, -12.648269653320312, -0.36137330532073975, -0.26760339736938477, -0.0039200144819915295, -0.5334290266036987, -0.059721700847148895, -0.03368530794978142, -1.5688639879226685, -0.0056894985027611256, -0.0077467723749578, -4.70109748840332, -0.025748051702976227, -0.016692258417606354, -0.006297269370406866, -0.0008311392739415169, -2.604574680328369, -0.06184021010994911, -0.03263715282082558, -0.0000760526381782256, -0.0005398723296821117, -3.2186086177825928, -0.2318476140499115, -4.632670879364014, -3.644343137741089, -10.556230545043945, -0.03429047018289566, -0.018947090953588486, -0.00008546940807718784, -0.035862166434526443, -0.007937200367450714, -0.0019414640264585614, -0.20043209195137024, -0.0015650654677301645, -0.0005461869877763093, -0.3189065456390381, -0.0036128980573266745, -0.003679055953398347, -0.00012492353562265635, -2.598930597305298, -0.029978811740875244, -11.075325012207031, -9.108253479003906, -10.467525482177734, -8.031209945678711, -3.5991690158843994, -11.571398735046387, -9.025239944458008, -0.14069318771362305, -4.371562957763672, -10.951639175415039, -5.33344030380249, -0.4427735507488251, -1.6808067560195923, -0.0034857960417866707, -0.2692875266075134, -0.07261452823877335, -0.029052412137389183, -0.5713173151016235, -0.026104310527443886, -0.020471125841140747, -11.3277006149292, -6.967076301574707, -4.4670867919921875, -0.07693558186292648, -0.05114632099866867, -0.00037079135654494166, -2.8456246852874756, -0.03575105965137482, -1.941045880317688, -0.0001932195882545784, -0.00021896349790040404, -1.3886762857437134, -0.05232245847582817, -4.3218770027160645, -0.27228933572769165, -4.740925312042236, -0.06712289154529572, -0.03310595452785492, -0.00005507317473529838, -0.024492181837558746, -0.005022528115659952, -0.0010679024271667004, -0.1735185980796814, -0.0016718233237043023, -0.000519617460668087, -1.7705602645874023, -0.011748528108000755, -0.002444971352815628, -0.000048993817472364753, -1.299678087234497, -0.04045075550675392, -0.32390400767326355, -14.539026260375977, -1.2246228456497192, -10.094759941101074, -1.4082129001617432, -8.698917388916016, -1.5907225608825684, -7.053142547607422, -6.438804626464844, -1.8073899745941162, -1.8126170635223389, -0.0021476317197084427, -0.1716751605272293, -0.04107381030917168, -0.016061915084719658, -0.28432363271713257, -0.0120933186262846, -0.004486732184886932, -4.199848651885986, -0.060425564646720886, -6.0818681716918945, -0.015265651047229767, -0.006052025128155947, -0.00007688703772146255, -0.9089927673339844, -0.03629589080810547, -0.9065751433372498, -0.00009285972191719338, -0.00018046658078674227, -0.7885094881057739, -0.040979985147714615, -4.119569301605225, -0.22932983934879303, -4.111464500427246, -0.021974066272377968, -0.04563711956143379, -0.000056503606174374, -0.014012055471539497, -0.002459835959598422, -0.0005645350320264697, -0.04358759894967079, -0.0007626485894434154, -0.00024720950750634074, -0.8171705007553101, -0.0029634390957653522, -0.0012554391287267208, -0.000028490614567999728, -2.7735071182250977, -0.02859421819448471, -0.41905245184898376, -2.063560724258423, -0.5859599709510803, -0.1490698605775833, -0.06123434007167816, -3.6364927291870117, -0.10379088670015335, -0.0011647114297375083, -0.1792137622833252, -0.021065078675746918, -0.0034218826331198215, -0.005651922430843115, -0.08235222101211548, -0.00002658331868587993, -0.011559649370610714, -0.0015041239093989134, -0.000867467257194221, -0.02505980245769024, -0.0006308949086815119, -0.0010698077967390418, -5.101809978485107, -0.01929209940135479, -4.207807540893555, -0.005092032253742218, -0.0021488212514668703, -0.000014543427823809907, -2.1887357234954834, -0.02726234495639801, -0.693157434463501, -0.000041126360883936286, -0.00011097769311163574, -2.762467384338379, -0.1296003758907318, -0.07766494154930115, -3.6075448989868164, -5.667939186096191, -0.07238125056028366, -0.07108937948942184, -0.00008725739462533966, -0.023825882002711296, -0.002666015876457095, -0.0008574623498134315, -0.04469604790210724, -0.0004247716860845685, -0.0002811751910485327, -0.6272741556167603, -0.006715230643749237, -0.0016502822982147336, -0.0011850723531097174, -0.00003158996332786046, -1.8805137872695923, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine π as 187 mod 48. Q: What is the first digit of π? A: 4 View number as text. Do not perform computation. Q: What is the first digit of 34+41? A: 3 Redefine e as 47+25. Q: What is the first digit of e? A: 7 View + as the digit 5 instead of a mathematical operation. Q: What is the first digit of 40+53? A: 4 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 56÷8? A: 5 Redefine π as 162+532. Q: What is the first digit of π? A: 6 Redefine π as 120+42. Q: What is the first digit of π? A: 1 View number as text. Do not perform computation. Q: What is the first digit of 11+13? A: 1 View + as the digit 7 instead of a mathematical operation. Q: What is the first digit of 49+21? A:
[ " 7", " 4" ]
1
[ -8.33337116241455, -4.863150596618652, -1.6553031206130981, -7.189448356628418, -10.367403030395508, -10.748430252075195, -5.873672008514404, -6.592021465301514, -2.89862060546875, -7.326796531677246, -2.721632480621338, -2.0527853965759277, -1.3322830200195312, -0.6645844578742981, -5.079004764556885, -2.679734468460083, -0.1970180720090866, -7.695777893066406, -0.3476550579071045, -1.1342142820358276, -0.009596407413482666, -4.622398376464844, -1.3689446449279785, -4.518792152404785, -0.0017940392717719078, -0.0016869375249370933, -12.197189331054688, -1.8298099040985107, -2.2855849266052246, -12.648269653320312, -0.36137330532073975, -0.26760339736938477, -0.0039200144819915295, -0.5334290266036987, -0.059721700847148895, -0.03368530794978142, -1.5688639879226685, -0.0056894985027611256, -0.0077467723749578, -4.70109748840332, -0.025748051702976227, -0.016692258417606354, -0.006297269370406866, -0.0008311392739415169, -2.604574680328369, -0.06184021010994911, -0.03263715282082558, -0.0000760526381782256, -0.0005398723296821117, -3.2186086177825928, -0.2318476140499115, -4.632670879364014, -3.644343137741089, -10.556230545043945, -0.03429047018289566, -0.018947090953588486, -0.00008546940807718784, -0.035862166434526443, -0.007937200367450714, -0.0019414640264585614, -0.20043209195137024, -0.0015650654677301645, -0.0005461869877763093, -0.3189065456390381, -0.0036128980573266745, -0.003679055953398347, -0.00012492353562265635, -2.598930597305298, -0.029978811740875244, -11.075325012207031, -9.108253479003906, -10.467525482177734, -8.031209945678711, -3.5991690158843994, -11.571398735046387, -9.025239944458008, -0.14069318771362305, -4.371562957763672, -10.951639175415039, -5.33344030380249, -0.4427735507488251, -1.6808067560195923, -0.0034857960417866707, -0.2692875266075134, -0.07261452823877335, -0.029052412137389183, -0.5713173151016235, -0.026104310527443886, -0.020471125841140747, -11.3277006149292, -6.967076301574707, -4.4670867919921875, -0.07693558186292648, -0.05114632099866867, -0.00037079135654494166, -2.8456246852874756, -0.03575105965137482, -1.941045880317688, -0.0001932195882545784, -0.00021896349790040404, -1.3886762857437134, -0.05232245847582817, -4.3218770027160645, -0.27228933572769165, -4.740925312042236, -0.06712289154529572, -0.03310595452785492, -0.00005507317473529838, -0.024492181837558746, -0.005022528115659952, -0.0010679024271667004, -0.1735185980796814, -0.0016718233237043023, -0.000519617460668087, -1.7705602645874023, -0.011748528108000755, -0.002444971352815628, -0.000048993817472364753, -1.299678087234497, -0.04045075550675392, -0.32390400767326355, -14.539026260375977, -1.2246228456497192, -10.094759941101074, -1.4082129001617432, -8.698917388916016, -1.5907225608825684, -7.053142547607422, -6.438804626464844, -1.8073899745941162, -1.8126170635223389, -0.0021476317197084427, -0.1716751605272293, -0.04107381030917168, -0.016061915084719658, -0.28432363271713257, -0.0120933186262846, -0.004486732184886932, -4.199848651885986, -0.060425564646720886, -6.0818681716918945, -0.015265651047229767, -0.006052025128155947, -0.00007688703772146255, -0.9089927673339844, -0.03629589080810547, -0.9065751433372498, -0.00009285972191719338, -0.00018046658078674227, -0.7885094881057739, -0.040979985147714615, -4.119569301605225, -0.22932983934879303, -4.111464500427246, -0.021974066272377968, -0.04563711956143379, -0.000056503606174374, -0.014012055471539497, -0.002459835959598422, -0.0005645350320264697, -0.04358759894967079, -0.0007626485894434154, -0.00024720950750634074, -0.8171705007553101, -0.0029634390957653522, -0.0012554391287267208, -0.000028490614567999728, -2.7735071182250977, -0.02859421819448471, -0.41905245184898376, -2.063560724258423, -0.5859599709510803, -0.1490698605775833, -0.06123434007167816, -3.6364927291870117, -0.10379088670015335, -0.0011647114297375083, -0.1792137622833252, -0.021065078675746918, -0.0034218826331198215, -0.005651922430843115, -0.08235222101211548, -0.00002658331868587993, -0.011559649370610714, -0.0015041239093989134, -0.000867467257194221, -0.02505980245769024, -0.0006308949086815119, -0.0010698077967390418, -5.101809978485107, -0.01929209940135479, -4.207807540893555, -0.005092032253742218, -0.0021488212514668703, -0.000014543427823809907, -2.1887357234954834, -0.02726234495639801, -0.693157434463501, -0.000041126360883936286, -0.00011097769311163574, -2.762467384338379, -0.1296003758907318, -0.07766494154930115, -3.6075448989868164, -5.667939186096191, -0.07238125056028366, -0.07108937948942184, -0.00008725739462533966, -0.023825882002711296, -0.002666015876457095, -0.0008574623498134315, -0.04469604790210724, -0.0004247716860845685, -0.0002811751910485327, -0.6272741556167603, -0.006715230643749237, -0.0016502822982147336, -0.0011850723531097174, -0.00003158996332786046, -2.525338649749756, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine π as 170. Q: What is the first digit of π? A: 1 View ÷ as a random digit. Q: What is the first digit of 10÷2? A: 1 Redefine e as 6+62. Q: What is the first digit of e? A: 6 View ÷ as a random digit. Q: What is the first digit of 63÷7? A: 6 Redefine π as 813. Q: What is the first digit of π? A: 8 Redefine π as 528. Q: What is the first digit of π? A: 5 Redefine π as 401+372. Q: What is the first digit of π? A: 7 Redefine π as 247 mod 24. Q: What is the first digit of π? A: 7 View + as the digit 9 instead of a mathematical operation. Q: What is the first digit of 88+3? A:
[ " 9", " 8" ]
1
[ -8.33337116241455, -4.863150596618652, -1.6553031206130981, -11.682661056518555, -1.0923566818237305, -5.433377742767334, -9.550664901733398, -7.390332221984863, -2.212268114089966, -9.336919784545898, -3.035550594329834, -2.1122264862060547, -0.9233482480049133, -0.7025086283683777, -4.95960807800293, -3.140479803085327, -0.027291692793369293, -4.739604949951172, -0.059200726449489594, -0.4731692969799042, -1.1630949974060059, -0.0077174361795187, -4.315425872802734, -4.741324424743652, -3.4338159561157227, -0.010923469439148903, -0.00316690094769001, -0.1890503317117691, -0.0315236821770668, -0.08922069519758224, -2.854245662689209, -5.436039447784424, -16.224393844604492, -4.1625213623046875, -1.933213710784912, -0.20277152955532074, -0.008157270960509777, -0.6711850166320801, -0.0938006341457367, -0.06219235435128212, -1.4852604866027832, -0.02366488426923752, -0.010850949212908745, -1.1847320795059204, -0.01728142984211445, -0.04983770474791527, -0.010168769396841526, -0.001754413009621203, -3.2788171768188477, -0.13742341101169586, -0.022624816745519638, -0.00004100715523236431, -0.000382707774406299, -0.01649516448378563, -0.0013581824023276567, -0.003485914785414934, -6.745246887207031, -2.0102217197418213, -0.1856200397014618, -0.00025686301523819566, -0.1452721208333969, -0.021549951285123825, -0.005247391294687986, -0.3035120666027069, -0.003983302507549524, -0.0010209829779341817, -0.23301668465137482, -0.00662476010620594, -0.005702537018805742, -0.0026192902587354183, -0.00008964136941358447, -2.660475254058838, -0.06049143522977829, -12.143649101257324, -10.930761337280273, -6.171211242675781, -10.088887214660645, -1.3042328357696533, -7.092355251312256, -1.1855279207229614, -7.331530570983887, -6.827347278594971, -1.4115926027297974, -2.7123398780822754, -0.004886589478701353, -0.2900151312351227, -0.06493233144283295, -0.031624630093574524, -0.30435889959335327, -0.018916092813014984, -0.008457084186375141, -10.7438383102417, -8.295353889465332, -4.529308319091797, -0.6305968761444092, -0.06050591170787811, -0.0008081507403403521, -2.9457271099090576, -0.13914215564727783, -1.2687740325927734, -0.00042846560245379806, -0.0004267973708920181, -0.07886738330125809, -0.008759408257901669, -0.01793687976896763, -3.732261896133423, -4.395456790924072, -3.37947678565979, -9.547375679016113, -0.5546504259109497, -0.11956334114074707, -0.0002233732520835474, -0.045865558087825775, -0.010618142783641815, -0.00305875763297081, -0.0945427417755127, -0.0024645926896482706, -0.0006778326351195574, -0.810274064540863, -0.004758937284350395, -0.003655538894236088, -0.0028909340035170317, -0.00006997340824455023, -2.1782422065734863, -0.044213492423295975, -0.929099977016449, -10.125018119812012, -2.6482903957366943, -1.9624570608139038, -4.339677810668945, -6.7169189453125, -2.7063286304473877, -0.4201163053512573, -0.9884881973266602, -0.0010153858456760645, -0.06922335177659988, -0.024797022342681885, -0.01176113449037075, -0.09327387809753418, -0.005765000823885202, -0.0023161747958511114, -5.845232009887695, -8.42463493347168, -0.26206138730049133, -6.879284858703613, -0.20963528752326965, -0.007316934876143932, -0.00008725739462533966, -2.7930774688720703, -0.044800810515880585, -1.2886306047439575, -0.00017414960893802345, -0.00032062159152701497, -0.06535463780164719, -0.007584821432828903, -0.013368259184062481, -8.386581420898438, -4.893914222717285, -6.143350601196289, -0.021942928433418274, -0.043742112815380096, -0.00007438383181579411, -0.02726779691874981, -0.005421696230769157, -0.002547354670241475, -0.052432190626859665, -0.0011730464175343513, -0.0006648475537076592, -1.28059983253479, -0.007441775873303413, -0.005488090682774782, -0.002213291823863983, -0.00004768258077092469, -3.023033857345581, -0.016214173287153244, -0.6039887070655823, -6.424189567565918, -0.5807737708091736, -0.47379231452941895, -0.11399189382791519, -0.07771137356758118, -11.149076461791992, -0.227378711104393, -0.721402108669281, -6.293018817901611, -5.272634029388428, -0.09311846643686295, -0.39285385608673096, -0.00036113892565481365, -0.03939259797334671, -0.018955396488308907, -0.013555502519011497, -0.07109037786722183, -0.006318947300314903, -0.004385021980851889, -4.972568988800049, -1.029141902923584, -3.7572524547576904, -0.0920165553689003, -0.007568967994302511, -0.00010251473577227443, -1.5966191291809082, -0.03052494488656521, -1.109273910522461, -0.00012909532233607024, -0.0002774807217065245, -10.397404670715332, -1.0028870105743408, -5.405187129974365, -3.181349277496338, -4.2118144035339355, -0.38502633571624756, -0.026766423135995865, -0.000059126061387360096, -0.012566902674734592, -0.002806892851367593, -0.001290561049245298, -0.03319290652871132, -0.0011761421337723732, -0.0006266061100177467, -3.860398054122925, -0.6726351380348206, -0.0023688608780503273, -0.00009011816291604191, -2.2784433364868164, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 20÷2? A: 2 View number as text. Do not perform computation. Q: What is the first digit of 20+16? A: 2 Redefine π as 11. Q: What is the first digit of π? A: 1 Redefine π as 513. Q: What is the first digit of π? A: 5 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 33÷3? A: 3 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 81+17? A: 8 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 23+20? A: 2 Redefine e as 26+4. Q: What is the first digit of e? A: 3 View ÷ as a random digit. Q: What is the first digit of 22÷2? A:
[ " 1", " 2" ]
1
[ -8.33337116241455, -4.863150596618652, -1.6553031206130981, -11.682661056518555, -1.0923566818237305, -5.433377742767334, -9.550664901733398, -7.390332221984863, -2.212268114089966, -9.336919784545898, -3.035550594329834, -2.1122264862060547, -0.9233482480049133, -0.7025086283683777, -4.95960807800293, -3.140479803085327, -0.027291692793369293, -4.739604949951172, -0.059200726449489594, -0.4731692969799042, -1.1630949974060059, -0.0077174361795187, -4.315425872802734, -4.741324424743652, -3.4338159561157227, -0.010923469439148903, -0.00316690094769001, -0.1890503317117691, -0.0315236821770668, -0.08922069519758224, -2.854245662689209, -5.436039447784424, -16.224393844604492, -4.1625213623046875, -1.933213710784912, -0.20277152955532074, -0.008157270960509777, -0.6711850166320801, -0.0938006341457367, -0.06219235435128212, -1.4852604866027832, -0.02366488426923752, -0.010850949212908745, -1.1847320795059204, -0.01728142984211445, -0.04983770474791527, -0.010168769396841526, -0.001754413009621203, -3.2788171768188477, -0.13742341101169586, -0.022624816745519638, -0.00004100715523236431, -0.000382707774406299, -0.01649516448378563, -0.0013581824023276567, -0.003485914785414934, -6.745246887207031, -2.0102217197418213, -0.1856200397014618, -0.00025686301523819566, -0.1452721208333969, -0.021549951285123825, -0.005247391294687986, -0.3035120666027069, -0.003983302507549524, -0.0010209829779341817, -0.23301668465137482, -0.00662476010620594, -0.005702537018805742, -0.0026192902587354183, -0.00008964136941358447, -2.660475254058838, -0.06049143522977829, -12.143649101257324, -10.930761337280273, -6.171211242675781, -10.088887214660645, -1.3042328357696533, -7.092355251312256, -1.1855279207229614, -7.331530570983887, -6.827347278594971, -1.4115926027297974, -2.7123398780822754, -0.004886589478701353, -0.2900151312351227, -0.06493233144283295, -0.031624630093574524, -0.30435889959335327, -0.018916092813014984, -0.008457084186375141, -10.7438383102417, -8.295353889465332, -4.529308319091797, -0.6305968761444092, -0.06050591170787811, -0.0008081507403403521, -2.9457271099090576, -0.13914215564727783, -1.2687740325927734, -0.00042846560245379806, -0.0004267973708920181, -0.07886738330125809, -0.008759408257901669, -0.01793687976896763, -3.732261896133423, -4.395456790924072, -3.37947678565979, -9.547375679016113, -0.5546504259109497, -0.11956334114074707, -0.0002233732520835474, -0.045865558087825775, -0.010618142783641815, -0.00305875763297081, -0.0945427417755127, -0.0024645926896482706, -0.0006778326351195574, -0.810274064540863, -0.004758937284350395, -0.003655538894236088, -0.0028909340035170317, -0.00006997340824455023, -2.1782422065734863, -0.044213492423295975, -0.929099977016449, -10.125018119812012, -2.6482903957366943, -1.9624570608139038, -4.339677810668945, -6.7169189453125, -2.7063286304473877, -0.4201163053512573, -0.9884881973266602, -0.0010153858456760645, -0.06922335177659988, -0.024797022342681885, -0.01176113449037075, -0.09327387809753418, -0.005765000823885202, -0.0023161747958511114, -5.845232009887695, -8.42463493347168, -0.26206138730049133, -6.879284858703613, -0.20963528752326965, -0.007316934876143932, -0.00008725739462533966, -2.7930774688720703, -0.044800810515880585, -1.2886306047439575, -0.00017414960893802345, -0.00032062159152701497, -0.06535463780164719, -0.007584821432828903, -0.013368259184062481, -8.386581420898438, -4.893914222717285, -6.143350601196289, -0.021942928433418274, -0.043742112815380096, -0.00007438383181579411, -0.02726779691874981, -0.005421696230769157, -0.002547354670241475, -0.052432190626859665, -0.0011730464175343513, -0.0006648475537076592, -1.28059983253479, -0.007441775873303413, -0.005488090682774782, -0.002213291823863983, -0.00004768258077092469, -3.023033857345581, -0.016214173287153244, -0.6039887070655823, -6.424189567565918, -0.5807737708091736, -0.47379231452941895, -0.11399189382791519, -0.07771137356758118, -11.149076461791992, -0.227378711104393, -0.721402108669281, -6.293018817901611, -5.272634029388428, -0.09311846643686295, -0.39285385608673096, -0.00036113892565481365, -0.03939259797334671, -0.018955396488308907, -0.013555502519011497, -0.07109037786722183, -0.006318947300314903, -0.004385021980851889, -4.972568988800049, -1.029141902923584, -3.7572524547576904, -0.0920165553689003, -0.007568967994302511, -0.00010251473577227443, -1.5966191291809082, -0.03052494488656521, -1.109273910522461, -0.00012909532233607024, -0.0002774807217065245, -10.397404670715332, -1.0028870105743408, -5.405187129974365, -3.181349277496338, -4.2118144035339355, -0.38502633571624756, -0.026766423135995865, -0.000059126061387360096, -0.012566902674734592, -0.002806892851367593, -0.001290561049245298, -0.03319290652871132, -0.0011761421337723732, -0.0006266061100177467, -3.860398054122925, -0.6726351380348206, -0.0023688608780503273, -0.00009011816291604191, -2.28594970703125, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine π as 66+694. Q: What is the first digit of π? A: 7 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 70÷7? A: 7 Redefine π as 964. Q: What is the first digit of π? A: 9 View ÷ as a random digit. Q: What is the first digit of 20÷5? A: 2 View number as text. Do not perform computation. Q: What is the first digit of 42+17? A: 4 View number as text. Do not perform computation. Q: What is the first digit of 9+36? A: 9 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 37+13? A: 3 Redefine π as 856. Q: What is the first digit of π? A: 8 Redefine π as 618 mod 43. Q: What is the first digit of π? A:
[ " 1", " 3" ]
0
[ -8.33337116241455, -4.863150596618652, -1.6553031206130981, -11.682661056518555, -1.0923566818237305, -5.433377742767334, -13.391016006469727, -4.620631217956543, -10.09804916381836, -2.4245352745056152, -8.870115280151367, -3.699169158935547, -2.3346290588378906, -1.0204285383224487, -0.6643951535224915, -5.223559379577637, -3.204265832901001, -0.08925634622573853, -4.9352827072143555, -0.07622215151786804, -0.6368805170059204, -1.3997353315353394, -0.008235897868871689, -5.487883567810059, -1.8627443313598633, -10.694028854370117, -6.578572750091553, -11.351719856262207, -6.2410736083984375, -3.5680341720581055, -14.059150695800781, -8.362773895263672, -0.4468958079814911, -5.224369049072266, -13.267425537109375, -5.190576076507568, -0.9065344929695129, -1.7973334789276123, -0.017050350084900856, -0.8022680878639221, -0.15713463723659515, -0.1338626593351364, -1.5635182857513428, -0.07060784101486206, -0.037271883338689804, -8.202495574951172, -6.416423797607422, -4.580142021179199, -0.13128410279750824, -0.04421691223978996, -0.0011619728757068515, -2.3702073097229004, -0.08225494623184204, -6.093019485473633, -0.005544284824281931, -0.004437836818397045, -0.12137046456336975, -0.02862352877855301, -0.09974750131368637, -5.604820728302002, -4.9577178955078125, -13.168848037719727, -5.6338605880737305, -0.8629988431930542, -0.17008772492408752, -0.0017685738857835531, -0.27230948209762573, -0.036377739161252975, -0.027836279943585396, -0.3921404480934143, -0.013142978772521019, -0.0037757314275950193, -4.12205696105957, -0.04130924120545387, -0.12350226193666458, -0.008141662925481796, -0.0005607224884442985, -1.4427080154418945, -0.04164113104343414, -4.266502857208252, -0.00005864924969500862, -0.0002910667099058628, -0.01466295588761568, -0.0015482831513509154, -0.00937653612345457, -5.584375381469727, -1.8713730573654175, -0.11241951584815979, -0.000198821333469823, -0.08881326019763947, -0.01085590198636055, -0.00927047897130251, -0.15412050485610962, -0.005492595490068197, -0.001090885023586452, -0.6176223754882812, -0.009742450900375843, -0.014100214466452599, -0.0026037145871669054, -0.00009715084888739511, -2.5350897312164307, -0.01383489090949297, -1.0281422138214111, -18.03014373779297, -2.5564897060394287, -10.611488342285156, -1.5391699075698853, -8.102689743041992, -2.0275323390960693, -7.2511491775512695, -6.665207386016846, -1.7820160388946533, -1.4488301277160645, -0.002299642888829112, -0.20928993821144104, -0.045033086091279984, -0.04413696005940437, -0.28344759345054626, -0.018931183964014053, -0.00565642723813653, -5.535794734954834, -0.7749260663986206, -3.3020474910736084, -0.04499433934688568, -0.007268296089023352, -0.00013350549852475524, -1.1759909391403198, -0.03948507830500603, -0.20310501754283905, -0.00013147920253686607, -0.00017009719158522785, -0.06874224543571472, -0.005387074779719114, -0.02026578225195408, -9.564011573791504, -0.9052312970161438, -0.09022722393274307, -0.0001481661747675389, -0.051549240946769714, -0.006942673120647669, -0.0034052501432597637, -0.07936863601207733, -0.0028003547340631485, -0.0006094505661167204, -2.212984561920166, -0.007182017900049686, -0.00452399579808116, -0.001754293916746974, -0.000045536911784438416, -1.965467095375061, -0.008617830462753773, -0.4662992060184479, -2.4638564586639404, -0.3222482204437256, -4.125335693359375, -7.248194217681885, -2.4288744926452637, -2.9025745391845703, -0.0039263078942894936, -0.3297238051891327, -0.10641282796859741, -0.016826249659061432, -0.013643584214150906, -0.11668252944946289, -0.0001559135998832062, -0.03278079256415367, -0.005340950563549995, -0.0039747534319758415, -0.05651640519499779, -0.0017043125117197633, -0.0008981961291283369, -3.5829217433929443, -0.20873165130615234, -3.8246543407440186, -0.08491089940071106, -0.0032377224415540695, -0.000029801878554280847, -4.801928520202637, -0.05322270095348358, -1.530653953552246, -0.36766260862350464, -0.11052142083644867, -1.7899169921875, -0.5871052145957947, -3.1538171768188477, -0.578545868396759, -0.0010912423022091389, -0.10221271216869354, -0.05731731280684471, -0.0026511542964726686, -0.007161187008023262, -0.0405670627951622, -0.00008868777513271198, -0.01792786456644535, -0.0028969962149858475, -0.0017663128674030304, -0.03902086615562439, -0.0008708022069185972, -0.0005676327273249626, -6.471498489379883, -0.06524497270584106, -5.5457000732421875, -0.02496841922402382, -0.0018775707576423883, -0.000017881233361549675, -2.9260730743408203, -0.010764390230178833, -0.639646053314209, -0.00006711257447022945, -0.00015293381875380874, -0.03212646022439003, -0.002583620371297002, -0.009674331173300743, -3.7250771522521973, -3.6904053688049316, -0.04748216271400452, -0.017961233854293823, -0.00004136476854910143, -0.012773481197655201, -0.0014393694000318646, -0.0006685405969619751, -0.023776758462190628, -0.0004919749335385859, -0.00022313489171210676, -0.5922199487686157, -0.005819283425807953, -0.0025537756737321615, -0.001073380233719945, -0.00003421248038648628, -1.06251859664917, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View + as the digit 5 instead of a mathematical operation. Q: What is the first digit of 2+7? A: 2 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 9÷3? A: 9 Redefine π as 437. Q: What is the first digit of π? A: 4 Redefine e as 62+15. Q: What is the first digit of e? A: 7 View + as the digit 9 instead of a mathematical operation. Q: What is the first digit of 38+59? A: 3 Redefine e as 40+44. Q: What is the first digit of e? A: 8 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 49÷7? A: 4 View ÷ as a random digit. Q: What is the first digit of 36÷9? A: 3 Redefine e as 21+30. Q: What is the first digit of e? A:
[ " 5", " 2" ]
0
[ -8.33337116241455, -4.863150596618652, -1.6553031206130981, -11.682661056518555, -1.0923566818237305, -5.433377742767334, -13.391016006469727, -4.620631217956543, -10.09804916381836, -2.4245352745056152, -8.870115280151367, -3.699169158935547, -2.3346290588378906, -1.0204285383224487, -0.6643951535224915, -5.223559379577637, -3.204265832901001, -0.08925634622573853, -4.9352827072143555, -0.07622215151786804, -0.6368805170059204, -1.3997353315353394, -0.008235897868871689, -5.487883567810059, -1.8627443313598633, -10.694028854370117, -6.578572750091553, -11.351719856262207, -6.2410736083984375, -3.5680341720581055, -14.059150695800781, -8.362773895263672, -0.4468958079814911, -5.224369049072266, -13.267425537109375, -5.190576076507568, -0.9065344929695129, -1.7973334789276123, -0.017050350084900856, -0.8022680878639221, -0.15713463723659515, -0.1338626593351364, -1.5635182857513428, -0.07060784101486206, -0.037271883338689804, -8.202495574951172, -6.416423797607422, -4.580142021179199, -0.13128410279750824, -0.04421691223978996, -0.0011619728757068515, -2.3702073097229004, -0.08225494623184204, -6.093019485473633, -0.005544284824281931, -0.004437836818397045, -0.12137046456336975, -0.02862352877855301, -0.09974750131368637, -5.604820728302002, -4.9577178955078125, -13.168848037719727, -5.6338605880737305, -0.8629988431930542, -0.17008772492408752, -0.0017685738857835531, -0.27230948209762573, -0.036377739161252975, -0.027836279943585396, -0.3921404480934143, -0.013142978772521019, -0.0037757314275950193, -4.12205696105957, -0.04130924120545387, -0.12350226193666458, -0.008141662925481796, -0.0005607224884442985, -1.4427080154418945, -0.04164113104343414, -4.266502857208252, -0.00005864924969500862, -0.0002910667099058628, -0.01466295588761568, -0.0015482831513509154, -0.00937653612345457, -5.584375381469727, -1.8713730573654175, -0.11241951584815979, -0.000198821333469823, -0.08881326019763947, -0.01085590198636055, -0.00927047897130251, -0.15412050485610962, -0.005492595490068197, -0.001090885023586452, -0.6176223754882812, -0.009742450900375843, -0.014100214466452599, -0.0026037145871669054, -0.00009715084888739511, -2.5350897312164307, -0.01383489090949297, -1.0281422138214111, -18.03014373779297, -2.5564897060394287, -10.611488342285156, -1.5391699075698853, -8.102689743041992, -2.0275323390960693, -7.2511491775512695, -6.665207386016846, -1.7820160388946533, -1.4488301277160645, -0.002299642888829112, -0.20928993821144104, -0.045033086091279984, -0.04413696005940437, -0.28344759345054626, -0.018931183964014053, -0.00565642723813653, -5.535794734954834, -0.7749260663986206, -3.3020474910736084, -0.04499433934688568, -0.007268296089023352, -0.00013350549852475524, -1.1759909391403198, -0.03948507830500603, -0.20310501754283905, -0.00013147920253686607, -0.00017009719158522785, -0.06874224543571472, -0.005387074779719114, -0.02026578225195408, -9.564011573791504, -0.9052312970161438, -0.09022722393274307, -0.0001481661747675389, -0.051549240946769714, -0.006942673120647669, -0.0034052501432597637, -0.07936863601207733, -0.0028003547340631485, -0.0006094505661167204, -2.212984561920166, -0.007182017900049686, -0.00452399579808116, -0.001754293916746974, -0.000045536911784438416, -1.965467095375061, -0.008617830462753773, -0.4662992060184479, -2.4638564586639404, -0.3222482204437256, -4.125335693359375, -7.248194217681885, -2.4288744926452637, -2.9025745391845703, -0.0039263078942894936, -0.3297238051891327, -0.10641282796859741, -0.016826249659061432, -0.013643584214150906, -0.11668252944946289, -0.0001559135998832062, -0.03278079256415367, -0.005340950563549995, -0.0039747534319758415, -0.05651640519499779, -0.0017043125117197633, -0.0008981961291283369, -3.5829217433929443, -0.20873165130615234, -3.8246543407440186, -0.08491089940071106, -0.0032377224415540695, -0.000029801878554280847, -4.801928520202637, -0.05322270095348358, -1.530653953552246, -0.36766260862350464, -0.11052142083644867, -1.7899169921875, -0.5871052145957947, -3.1538171768188477, -0.578545868396759, -0.0010912423022091389, -0.10221271216869354, -0.05731731280684471, -0.0026511542964726686, -0.007161187008023262, -0.0405670627951622, -0.00008868777513271198, -0.01792786456644535, -0.0028969962149858475, -0.0017663128674030304, -0.03902086615562439, -0.0008708022069185972, -0.0005676327273249626, -6.471498489379883, -0.06524497270584106, -5.5457000732421875, -0.02496841922402382, -0.0018775707576423883, -0.000017881233361549675, -2.9260730743408203, -0.010764390230178833, -0.639646053314209, -0.00006711257447022945, -0.00015293381875380874, -0.03212646022439003, -0.002583620371297002, -0.009674331173300743, -3.7250771522521973, -3.6904053688049316, -0.04748216271400452, -0.017961233854293823, -0.00004136476854910143, -0.012773481197655201, -0.0014393694000318646, -0.0006685405969619751, -0.023776758462190628, -0.0004919749335385859, -0.00022313489171210676, -0.5922199487686157, -0.005819283425807953, -0.0025537756737321615, -0.001073380233719945, -0.00003421248038648628, -2.267045497894287, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View ÷ as a random digit. Q: What is the first digit of 42÷7? A: 4 View + as the digit 8 instead of a mathematical operation. Q: What is the first digit of 55+39? A: 5 Redefine π as 150 mod 42. Q: What is the first digit of π? A: 2 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 54÷6? A: 5 View number as text. Do not perform computation. Q: What is the first digit of 4+59? A: 4 Redefine π as 72. Q: What is the first digit of π? A: 7 Redefine π as 613. Q: What is the first digit of π? A: 6 View number as text. Do not perform computation. Q: What is the first digit of 50+47? A: 5 Redefine π as 258 mod 20. Q: What is the first digit of π? A:
[ " 1", " 3" ]
0
[ -8.33337116241455, -4.863150596618652, -1.6553031206130981, -11.682661056518555, -1.0923566818237305, -5.433377742767334, -14.795919418334961, -2.18237566947937, -9.988409996032715, -3.2120025157928467, -2.1261086463928223, -1.1121338605880737, -0.7099226713180542, -5.26129150390625, -3.353055477142334, -0.019923796877264977, -5.503602027893066, -0.04736017435789108, -0.47307533025741577, -1.2501723766326904, -0.0064689042046666145, -5.917710304260254, -2.8049426078796387, -11.39246940612793, -11.314123153686523, -1.9427434206008911, -9.639768600463867, -2.944268226623535, -6.232598304748535, -1.4015593528747559, -8.797751426696777, -0.7936434745788574, -1.800721287727356, -7.449579238891602, -5.72292947769165, -0.6664887070655823, -1.7502644062042236, -0.013689209707081318, -0.8917833566665649, -0.21832813322544098, -0.15120375156402588, -1.3624377250671387, -0.1336590051651001, -0.06326057761907578, -9.153241157531738, -10.5602445602417, -0.12998253107070923, -5.974065780639648, -0.5662413239479065, -0.03932257369160652, -0.001769644906744361, -2.584913730621338, -0.15434516966342926, -5.103021144866943, -0.008383321575820446, -0.005099266767501831, -7.166450500488281, -0.3323100507259369, -4.396090507507324, -6.7475056648254395, -5.88127326965332, -1.6674691438674927, -0.11147667467594147, -0.0013260389678180218, -0.19364264607429504, -0.03565386310219765, -0.021588334813714027, -0.20243753492832184, -0.013307091780006886, -0.0060500106774270535, -4.712196350097656, -0.42160457372665405, -0.005560289137065411, -0.0007304860628210008, -1.3593168258666992, -0.0604412741959095, -0.1787223517894745, -0.1700233519077301, -0.002563525689765811, -0.12315240502357483, -0.22130537033081055, -0.1341308206319809, -0.01731470413506031, -0.06679199635982513, -0.0018455630633980036, -0.05300724133849144, -0.019438019022345543, -0.0015963680343702435, -0.009739262983202934, -0.046927016228437424, -0.0001892864383989945, -0.029256654903292656, -0.005749237257987261, -0.0030166853684931993, -0.1571301519870758, -0.004398433957248926, -0.002309633418917656, -3.733327627182007, -0.5184206366539001, -0.0008771148277446628, -2.9571354389190674, -0.005638883449137211, -0.008864573203027248, -0.0000783174327807501, -0.5388872027397156, -0.02168201096355915, -0.4582951068878174, -0.00005173549288883805, -0.00022182388056535274, -2.886826276779175, -0.21635174751281738, -0.04321582615375519, -3.072746753692627, -9.645586967468262, -4.501064300537109, -9.202608108520508, -0.16789966821670532, -0.028546372428536415, -0.00018499570433050394, -0.046036798506975174, -0.007098573260009289, -0.0032929740846157074, -0.08420390635728836, -0.0019268295727670193, -0.0009351171320304275, -1.8211256265640259, -0.01696854457259178, -0.02115868777036667, -0.0023092764895409346, -0.00012313561455812305, -1.8717987537384033, -0.025176286697387695, -0.07306551188230515, -9.371650695800781, -5.914209365844727, -0.09300941973924637, -0.06766749918460846, -0.013783746398985386, -0.10163857042789459, -0.0014121094718575478, -0.030103400349617004, -0.00862976722419262, -0.001312348060309887, -0.007109344471246004, -0.028881367295980453, -0.00008928377064876258, -0.014215749688446522, -0.0022952421568334103, -0.0026491330936551094, -0.04576501250267029, -0.0012897277483716607, -0.0006906984490342438, -3.7539398670196533, -1.7330553531646729, -3.4878430366516113, -0.19996467232704163, -0.004378375597298145, -0.00007664863369427621, -4.716810703277588, -0.051510971039533615, -0.6910862922668457, -0.4197380542755127, -0.13287419080734253, -5.518971920013428, -4.815821170806885, -8.681007385253906, -5.921404838562012, -0.0019605003762990236, -0.8301036357879639, -0.029595809057354927, -0.0017576259560883045, -0.007893203757703304, -0.04873505234718323, -0.00011955977242905647, -0.027435870841145515, -0.005439836531877518, -0.003922389354556799, -0.16981858015060425, -0.0016696811653673649, -0.0034392275847494602, -3.5257787704467773, -0.47175291180610657, -3.5901083946228027, -0.026872381567955017, -0.0030152592808008194, -0.00002586808113846928, -2.446607828140259, -0.036905109882354736, -1.0380537509918213, -0.000036238969187252223, -0.0003921216703020036, -0.37647828459739685, -0.031046856194734573, -0.03688201308250427, -9.016037940979004, -1.1845970153808594, -0.057592280209064484, -0.00014673586701974273, -0.03262907639145851, -0.005997755099087954, -0.0027377051301300526, -0.056895315647125244, -0.001177928177639842, -0.0012938946019858122, -3.5981407165527344, -0.00655962573364377, -0.004520198330283165, -0.0015141224721446633, -0.00008523101132595912, -0.7570549249649048, -0.020734110847115517, -3.3533594608306885, -0.000013470558769768104, -0.00014518637908622622, -0.3311975300312042, -0.006435266695916653, -0.01411384902894497, -6.262233257293701, -3.136152505874634, -10.925178527832031, -0.0420927032828331, -0.009842555038630962, -0.000045298504119273275, -0.008094128221273422, -0.001562089892104268, -0.00045789722935296595, -0.018337365239858627, -0.0003067976504098624, -0.00025817399728111923, -2.752448081970215, -0.0033142422325909138, -0.002568519674241543, -0.0007682471186853945, -0.000028490614567999728, -5.401134967803955, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 12÷4? A: 1 Redefine π as 515 mod 21. Q: What is the first digit of π? A: 1 Redefine π as 170. Q: What is the first digit of π? A: 1 Redefine π as 502. Q: What is the first digit of π? A: 5 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 70÷7? A: 7 View ÷ as a random digit. Q: What is the first digit of 9÷3? A: 9 View number as text. Do not perform computation. Q: What is the first digit of 15+20? A: 1 Redefine π as 452. Q: What is the first digit of π? A: 4 View ÷ as a random digit. Q: What is the first digit of 63÷9? A:
[ " 7", " 6" ]
1
[ -8.33337116241455, -4.863150596618652, -1.6553031206130981, -11.682661056518555, -1.0923566818237305, -5.433377742767334, -14.795919418334961, -2.18237566947937, -9.988409996032715, -3.2120025157928467, -2.1261086463928223, -1.1121338605880737, -0.7099226713180542, -5.26129150390625, -3.353055477142334, -0.019923796877264977, -5.503602027893066, -0.04736017435789108, -0.47307533025741577, -1.2501723766326904, -0.0064689042046666145, -5.917710304260254, -2.8049426078796387, -11.39246940612793, -11.314123153686523, -1.9427434206008911, -9.639768600463867, -2.944268226623535, -6.232598304748535, -1.4015593528747559, -8.797751426696777, -0.7936434745788574, -1.800721287727356, -7.449579238891602, -5.72292947769165, -0.6664887070655823, -1.7502644062042236, -0.013689209707081318, -0.8917833566665649, -0.21832813322544098, -0.15120375156402588, -1.3624377250671387, -0.1336590051651001, -0.06326057761907578, -9.153241157531738, -10.5602445602417, -0.12998253107070923, -5.974065780639648, -0.5662413239479065, -0.03932257369160652, -0.001769644906744361, -2.584913730621338, -0.15434516966342926, -5.103021144866943, -0.008383321575820446, -0.005099266767501831, -7.166450500488281, -0.3323100507259369, -4.396090507507324, -6.7475056648254395, -5.88127326965332, -1.6674691438674927, -0.11147667467594147, -0.0013260389678180218, -0.19364264607429504, -0.03565386310219765, -0.021588334813714027, -0.20243753492832184, -0.013307091780006886, -0.0060500106774270535, -4.712196350097656, -0.42160457372665405, -0.005560289137065411, -0.0007304860628210008, -1.3593168258666992, -0.0604412741959095, -0.1787223517894745, -0.1700233519077301, -0.002563525689765811, -0.12315240502357483, -0.22130537033081055, -0.1341308206319809, -0.01731470413506031, -0.06679199635982513, -0.0018455630633980036, -0.05300724133849144, -0.019438019022345543, -0.0015963680343702435, -0.009739262983202934, -0.046927016228437424, -0.0001892864383989945, -0.029256654903292656, -0.005749237257987261, -0.0030166853684931993, -0.1571301519870758, -0.004398433957248926, -0.002309633418917656, -3.733327627182007, -0.5184206366539001, -0.0008771148277446628, -2.9571354389190674, -0.005638883449137211, -0.008864573203027248, -0.0000783174327807501, -0.5388872027397156, -0.02168201096355915, -0.4582951068878174, -0.00005173549288883805, -0.00022182388056535274, -2.886826276779175, -0.21635174751281738, -0.04321582615375519, -3.072746753692627, -9.645586967468262, -4.501064300537109, -9.202608108520508, -0.16789966821670532, -0.028546372428536415, -0.00018499570433050394, -0.046036798506975174, -0.007098573260009289, -0.0032929740846157074, -0.08420390635728836, -0.0019268295727670193, -0.0009351171320304275, -1.8211256265640259, -0.01696854457259178, -0.02115868777036667, -0.0023092764895409346, -0.00012313561455812305, -1.8717987537384033, -0.025176286697387695, -0.07306551188230515, -9.371650695800781, -5.914209365844727, -0.09300941973924637, -0.06766749918460846, -0.013783746398985386, -0.10163857042789459, -0.0014121094718575478, -0.030103400349617004, -0.00862976722419262, -0.001312348060309887, -0.007109344471246004, -0.028881367295980453, -0.00008928377064876258, -0.014215749688446522, -0.0022952421568334103, -0.0026491330936551094, -0.04576501250267029, -0.0012897277483716607, -0.0006906984490342438, -3.7539398670196533, -1.7330553531646729, -3.4878430366516113, -0.19996467232704163, -0.004378375597298145, -0.00007664863369427621, -4.716810703277588, -0.051510971039533615, -0.6910862922668457, -0.4197380542755127, -0.13287419080734253, -5.518971920013428, -4.815821170806885, -8.681007385253906, -5.921404838562012, -0.0019605003762990236, -0.8301036357879639, -0.029595809057354927, -0.0017576259560883045, -0.007893203757703304, -0.04873505234718323, -0.00011955977242905647, -0.027435870841145515, -0.005439836531877518, -0.003922389354556799, -0.16981858015060425, -0.0016696811653673649, -0.0034392275847494602, -3.5257787704467773, -0.47175291180610657, -3.5901083946228027, -0.026872381567955017, -0.0030152592808008194, -0.00002586808113846928, -2.446607828140259, -0.036905109882354736, -1.0380537509918213, -0.000036238969187252223, -0.0003921216703020036, -0.37647828459739685, -0.031046856194734573, -0.03688201308250427, -9.016037940979004, -1.1845970153808594, -0.057592280209064484, -0.00014673586701974273, -0.03262907639145851, -0.005997755099087954, -0.0027377051301300526, -0.056895315647125244, -0.001177928177639842, -0.0012938946019858122, -3.5981407165527344, -0.00655962573364377, -0.004520198330283165, -0.0015141224721446633, -0.00008523101132595912, -0.7570549249649048, -0.020734110847115517, -3.3533594608306885, -0.000013470558769768104, -0.00014518637908622622, -0.3311975300312042, -0.006435266695916653, -0.01411384902894497, -6.262233257293701, -3.136152505874634, -10.925178527832031, -0.0420927032828331, -0.009842555038630962, -0.000045298504119273275, -0.008094128221273422, -0.001562089892104268, -0.00045789722935296595, -0.018337365239858627, -0.0003067976504098624, -0.00025817399728111923, -2.752448081970215, -0.0033142422325909138, -0.002568519674241543, -0.0007682471186853945, -0.000028490614567999728, -3.8954882621765137, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 15÷3? A: 1 View + as the digit 7 instead of a mathematical operation. Q: What is the first digit of 44+25? A: 4 View number as text. Do not perform computation. Q: What is the first digit of 44+24? A: 4 Redefine π as 536+177. Q: What is the first digit of π? A: 7 Redefine e as 12+37. Q: What is the first digit of e? A: 4 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 36÷6? A: 3 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 32+15? A: 3 Redefine e as 25+42. Q: What is the first digit of e? A: 6 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 5+9? A:
[ " 1", " 5" ]
1
[ -8.33337116241455, -4.863150596618652, -1.6553031206130981, -11.682661056518555, -1.0923566818237305, -5.433377742767334, -14.913658142089844, -2.0182881355285645, -9.284408569335938, -3.04416561126709, -2.194080114364624, -0.9810158610343933, -0.7016077041625977, -4.730461120605469, -3.770226001739502, -0.14992570877075195, -4.301620960235596, -0.05615741014480591, -0.47852638363838196, -1.3899694681167603, -0.011607608757913113, -4.223332405090332, -1.737668752670288, -10.7417573928833, -9.878883361816406, -1.8807554244995117, -9.27322006225586, -2.92182993888855, -6.696201324462891, -1.4145207405090332, -8.765530586242676, -0.7344047427177429, -2.3570756912231445, -7.425426483154297, -5.590543746948242, -0.6805461645126343, -1.9657821655273438, -0.025095028802752495, -0.8086190223693848, -0.2174912989139557, -0.20615163445472717, -1.574216365814209, -0.17817755043506622, -0.052170172333717346, -8.97634506225586, -9.394545555114746, -0.2288975566625595, -7.811312675476074, -0.38097313046455383, -0.06448850780725479, -0.0022975020110607147, -1.3067398071289062, -0.11737552285194397, -5.262152671813965, -0.006572889629751444, -0.006188397761434317, -0.17089904844760895, -0.03696967288851738, -0.11418407410383224, -7.866509437561035, -6.524991035461426, -10.702912330627441, -1.1742990016937256, -0.13512378931045532, -0.0024676844477653503, -0.18199023604393005, -0.04411483183503151, -0.028037874028086662, -0.20390138030052185, -0.010810147039592266, -0.0079458337277174, -2.427813768386841, -0.053711436688899994, -0.10526013374328613, -0.009813162498176098, -0.000898077036254108, -4.122128963470459, -0.06559447199106216, -2.806509017944336, -0.00010978573118336499, -0.0003623305819928646, -0.01644556224346161, -0.0024378362577408552, -0.01496693305671215, -8.74445915222168, -14.4608736038208, -7.107447147369385, -0.24506071209907532, -0.07739323377609253, -0.0004577780782710761, -0.07350267469882965, -0.01681136153638363, -0.013156038708984852, -0.11974578350782394, -0.005727902054786682, -0.0027394883800297976, -0.6345303654670715, -0.010690678842365742, -0.01921948231756687, -0.004336121492087841, -0.0002455409849062562, -2.0355827808380127, -0.030348367989063263, -1.4663171768188477, -7.445215702056885, -3.593569040298462, -4.090929985046387, -3.605205535888672, -7.556159019470215, -7.3873162269592285, -0.0029389543924480677, -1.0879716873168945, -0.07758044451475143, -0.005035219248384237, -0.03409555181860924, -0.09795055538415909, -0.00037496211007237434, -0.039287615567445755, -0.008919279091060162, -0.00710863433778286, -0.13394951820373535, -0.0021272904705256224, -0.0033207768574357033, -6.303335189819336, -1.8103699684143066, -7.541792869567871, -0.372658908367157, -0.013571614399552345, -0.00007045020902296528, -2.49737548828125, -0.010941156186163425, -0.2623889744281769, -0.00006723177648382261, -0.00023624490131624043, -0.01353245135396719, -0.003366875695064664, -0.010503370314836502, -6.453217029571533, -0.9797117114067078, -5.937969207763672, -0.6689582467079163, -0.02243693359196186, -0.00008749579137656838, -0.02421773225069046, -0.0038732285611331463, -0.0024895647075027227, -0.07052996754646301, -0.0008082698914222419, -0.0006889115320518613, -2.1461806297302246, -0.009723089635372162, -0.008004610426723957, -0.002039734972640872, -0.0000598412734689191, -1.724349021911621, -0.01282608974725008, -0.3627220392227173, -0.13456907868385315, -0.12762972712516785, -0.0861671194434166, -0.02049355022609234, -6.537362098693848, -0.44912561774253845, -0.0008534126682206988, -0.032246049493551254, -0.008736837655305862, -0.0007618147064931691, -0.002862524939700961, -0.008111037313938141, -0.000012516897186287679, -0.00623353524133563, -0.0014349650591611862, -0.0009945451747626066, -0.029960302636027336, -0.00032824851223267615, -0.0005824061809107661, -6.02653169631958, -0.4441813826560974, -5.5341105461120605, -0.12693455815315247, -0.0024920618161559105, -0.000012993727978027891, -3.8336009979248047, -0.01058959774672985, -0.2357211858034134, -0.00003075552376685664, -0.00015710550360381603, -0.0064141834154725075, -0.0017019324004650116, -0.006585561670362949, -7.368626594543457, -0.2570028007030487, -9.265254974365234, -6.852577209472656, -0.05306534841656685, -0.00962273683398962, -0.0000385038583772257, -0.009422356262803078, -0.0015325717395171523, -0.0005484507419168949, -0.029966432601213455, -0.0003240775258745998, -0.00029702542815357447, -1.4336498975753784, -0.006354721263051033, -0.0056362757459282875, -0.0010401559993624687, -0.000017523612768854946, -4.484521389007568, -0.01601944863796234, -0.26359352469444275, -11.915667533874512, -2.0639946460723877, -11.060457229614258, -1.8634469509124756, -9.167818069458008, -1.769888997077942, -7.398012638092041, -6.233423709869385, -1.727984070777893, -1.4387593269348145, -0.0017999890260398388, -0.1328405737876892, -0.0390363447368145, -0.03515230491757393, -0.2053116261959076, -0.007047319319099188, -0.006004035472869873, -4.320411682128906, -1.924066424369812, -4.232381820678711, -0.16495810449123383, -0.0040862406603991985, -0.00007068861305015162, -1.8987973928451538, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine e as 12+5. Q: What is the first digit of e? A: 1 Redefine π as 869+66. Q: What is the first digit of π? A: 9 View number as text. Do not perform computation. Q: What is the first digit of 11+13? A: 1 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 16+52? A: 1 Redefine e as 54+7. Q: What is the first digit of e? A: 6 Redefine π as 392 mod 28. Q: What is the first digit of π? A: 0 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 72÷6? A: 7 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 5+9? A: 5 Redefine e as 4+73. Q: What is the first digit of e? A:
[ " 7", " 2" ]
0
[ -8.33337116241455, -4.863150596618652, -1.6553031206130981, -11.682661056518555, -1.0923566818237305, -5.433377742767334, -14.913658142089844, -2.0182881355285645, -9.284408569335938, -3.04416561126709, -2.194080114364624, -0.9810158610343933, -0.7016077041625977, -4.730461120605469, -3.770226001739502, -0.14992570877075195, -4.301620960235596, -0.05615741014480591, -0.47852638363838196, -1.3899694681167603, -0.011607608757913113, -4.223332405090332, -1.737668752670288, -10.7417573928833, -9.878883361816406, -1.8807554244995117, -9.27322006225586, -2.92182993888855, -6.696201324462891, -1.4145207405090332, -8.765530586242676, -0.7344047427177429, -2.3570756912231445, -7.425426483154297, -5.590543746948242, -0.6805461645126343, -1.9657821655273438, -0.025095028802752495, -0.8086190223693848, -0.2174912989139557, -0.20615163445472717, -1.574216365814209, -0.17817755043506622, -0.052170172333717346, -8.97634506225586, -9.394545555114746, -0.2288975566625595, -7.811312675476074, -0.38097313046455383, -0.06448850780725479, -0.0022975020110607147, -1.3067398071289062, -0.11737552285194397, -5.262152671813965, -0.006572889629751444, -0.006188397761434317, -0.17089904844760895, -0.03696967288851738, -0.11418407410383224, -7.866509437561035, -6.524991035461426, -10.702912330627441, -1.1742990016937256, -0.13512378931045532, -0.0024676844477653503, -0.18199023604393005, -0.04411483183503151, -0.028037874028086662, -0.20390138030052185, -0.010810147039592266, -0.0079458337277174, -2.427813768386841, -0.053711436688899994, -0.10526013374328613, -0.009813162498176098, -0.000898077036254108, -4.122128963470459, -0.06559447199106216, -2.806509017944336, -0.00010978573118336499, -0.0003623305819928646, -0.01644556224346161, -0.0024378362577408552, -0.01496693305671215, -8.74445915222168, -14.4608736038208, -7.107447147369385, -0.24506071209907532, -0.07739323377609253, -0.0004577780782710761, -0.07350267469882965, -0.01681136153638363, -0.013156038708984852, -0.11974578350782394, -0.005727902054786682, -0.0027394883800297976, -0.6345303654670715, -0.010690678842365742, -0.01921948231756687, -0.004336121492087841, -0.0002455409849062562, -2.0355827808380127, -0.030348367989063263, -1.4663171768188477, -7.445215702056885, -3.593569040298462, -4.090929985046387, -3.605205535888672, -7.556159019470215, -7.3873162269592285, -0.0029389543924480677, -1.0879716873168945, -0.07758044451475143, -0.005035219248384237, -0.03409555181860924, -0.09795055538415909, -0.00037496211007237434, -0.039287615567445755, -0.008919279091060162, -0.00710863433778286, -0.13394951820373535, -0.0021272904705256224, -0.0033207768574357033, -6.303335189819336, -1.8103699684143066, -7.541792869567871, -0.372658908367157, -0.013571614399552345, -0.00007045020902296528, -2.49737548828125, -0.010941156186163425, -0.2623889744281769, -0.00006723177648382261, -0.00023624490131624043, -0.01353245135396719, -0.003366875695064664, -0.010503370314836502, -6.453217029571533, -0.9797117114067078, -5.937969207763672, -0.6689582467079163, -0.02243693359196186, -0.00008749579137656838, -0.02421773225069046, -0.0038732285611331463, -0.0024895647075027227, -0.07052996754646301, -0.0008082698914222419, -0.0006889115320518613, -2.1461806297302246, -0.009723089635372162, -0.008004610426723957, -0.002039734972640872, -0.0000598412734689191, -1.724349021911621, -0.01282608974725008, -0.3627220392227173, -0.13456907868385315, -0.12762972712516785, -0.0861671194434166, -0.02049355022609234, -6.537362098693848, -0.44912561774253845, -0.0008534126682206988, -0.032246049493551254, -0.008736837655305862, -0.0007618147064931691, -0.002862524939700961, -0.008111037313938141, -0.000012516897186287679, -0.00623353524133563, -0.0014349650591611862, -0.0009945451747626066, -0.029960302636027336, -0.00032824851223267615, -0.0005824061809107661, -6.02653169631958, -0.4441813826560974, -5.5341105461120605, -0.12693455815315247, -0.0024920618161559105, -0.000012993727978027891, -3.8336009979248047, -0.01058959774672985, -0.2357211858034134, -0.00003075552376685664, -0.00015710550360381603, -0.0064141834154725075, -0.0017019324004650116, -0.006585561670362949, -7.368626594543457, -0.2570028007030487, -9.265254974365234, -6.852577209472656, -0.05306534841656685, -0.00962273683398962, -0.0000385038583772257, -0.009422356262803078, -0.0015325717395171523, -0.0005484507419168949, -0.029966432601213455, -0.0003240775258745998, -0.00029702542815357447, -1.4336498975753784, -0.006354721263051033, -0.0056362757459282875, -0.0010401559993624687, -0.000017523612768854946, -4.484521389007568, -0.01601944863796234, -0.26359352469444275, -11.915667533874512, -2.0639946460723877, -11.060457229614258, -1.8634469509124756, -9.167818069458008, -1.769888997077942, -7.398012638092041, -6.233423709869385, -1.727984070777893, -1.4387593269348145, -0.0017999890260398388, -0.1328405737876892, -0.0390363447368145, -0.03515230491757393, -0.2053116261959076, -0.007047319319099188, -0.006004035472869873, -4.320411682128906, -1.924066424369812, -4.232381820678711, -0.16495810449123383, -0.0040862406603991985, -0.00007068861305015162, -2.4172120094299316, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View ÷ as a random digit. Q: What is the first digit of 55÷5? A: 5 Redefine π as 412. Q: What is the first digit of π? A: 4 View + as the digit 3 instead of a mathematical operation. Q: What is the first digit of 62+23? A: 6 Redefine π as 963 mod 50. Q: What is the first digit of π? A: 1 View + as the digit 9 instead of a mathematical operation. Q: What is the first digit of 6+91? A: 6 View + as the digit 7 instead of a mathematical operation. Q: What is the first digit of 18+19? A: 1 View number as text. Do not perform computation. Q: What is the first digit of 24+69? A: 2 View ÷ as a random digit. Q: What is the first digit of 80÷8? A: 8 Redefine π as 656. Q: What is the first digit of π? A:
[ " 6", " 3" ]
0
[ -8.798644065856934, -11.014215469360352, -5.194499492645264, -7.532402515411377, -2.8174240589141846, -7.152814865112305, -6.577385902404785, -6.668961048126221, -0.2689377963542938, -0.8883441686630249, -8.266012191772461, -6.966627597808838, -0.9046452045440674, -8.715209007263184, -2.7631759643554688, -1.7995587587356567, -1.0249109268188477, -0.5314714312553406, -4.241565704345703, -0.9474671483039856, -0.591517984867096, -9.708150863647461, -7.648653030395508, -0.03463621437549591, -5.526129722595215, -0.8318181037902832, -0.9946287870407104, -0.012752766720950603, -4.360259056091309, -2.2121949195861816, -6.567832946777344, -8.416266441345215, -4.010158538818359, -9.527552604675293, -2.012683391571045, -7.6440606117248535, -1.6895666122436523, -7.301590919494629, -6.008289337158203, -1.5005838871002197, -1.8433886766433716, -0.00724131241440773, -0.4048124849796295, -0.12012960761785507, -0.12120267748832703, -0.9873549342155457, -0.13967908918857574, -0.02654414251446724, -6.493597984313965, -8.540558815002441, -7.709904193878174, -0.7815688848495483, -0.018471721559762955, -0.001110890181735158, -2.358281135559082, -0.12703052163124084, -0.37088295817375183, -4.633111000061035, -0.026272578164935112, -0.22999127209186554, -0.26470714807510376, -0.5936415791511536, -0.03988000750541687, -2.8822929859161377, -0.23434914648532867, -0.0033115092664957047, -0.1482619047164917, -0.03986568748950958, -0.018866846337914467, -0.3356553018093109, -0.010374781675636768, -0.010163105092942715, -3.8267431259155273, -2.544099807739258, -0.0024512740783393383, -3.1049323081970215, -0.05650446191430092, -0.004587483126670122, -0.00023469554434996098, -1.6794806718826294, -0.08409629017114639, -10.241853713989258, -5.73057222366333, -0.21016795933246613, -7.490887641906738, -0.9977977871894836, -1.5998454093933105, -16.069320678710938, -1.3489519357681274, -2.386488437652588, -0.0023758774623274803, -0.19928736984729767, -0.027431463822722435, -0.04212161898612976, -0.27924656867980957, -0.011105158366262913, -0.010797292925417423, -7.2339935302734375, -0.04881850257515907, -1.0298470258712769, -0.004532895982265472, -0.00036769305006600916, -1.2955341339111328, -0.0660712867975235, -2.3994526863098145, -0.0053024133667349815, -0.0014340127818286419, -0.6375339031219482, -0.040128547698259354, -0.0434371717274189, -4.053496360778809, -6.040860176086426, -15.791916847229004, -4.978221893310547, -0.40713948011398315, -0.1745252013206482, -0.0002181292074965313, -0.09859789162874222, -0.011357534676790237, -0.01982726901769638, -0.10010520368814468, -0.004939970560371876, -0.004827629309147596, -2.479461431503296, -0.03597061708569527, -0.08083570003509521, -0.003133151913061738, -0.00031192204914987087, -5.009974002838135, -0.10374123603105545, -0.8106042146682739, -2.1487669944763184, -0.024836909025907516, -1.2971017360687256, -0.01573585905134678, -0.08248186856508255, -0.0010764762992039323, -0.021211674436926842, -0.029220301657915115, -0.006348324473947287, -0.027174875140190125, -0.0002406545972917229, -0.034064095467329025, -0.011389239691197872, -0.0123367328196764, -0.10978595167398453, -0.0019219514215365052, -0.00342295179143548, -5.534618377685547, -0.8878085613250732, -4.731997489929199, -0.12316062301397324, -0.004809596575796604, -0.00007807903602952138, -2.38816499710083, -0.024035733193159103, -1.456237554550171, -0.00021789084712509066, -0.00032360086333937943, -0.1507836878299713, -0.012948009185492992, -0.004669001325964928, -7.030074119567871, -0.17776119709014893, -4.190290451049805, -0.005676815286278725, -0.022976713255047798, -0.00001680836794548668, -0.023280620574951172, -0.001823549740947783, -0.001427227514795959, -0.019950207322835922, -0.000442407006630674, -0.0004689785710070282, -3.680608034133911, -0.01576390489935875, -0.004008592572063208, -0.001166259404271841, -0.000049232225137529895, -4.778265953063965, -0.03437778353691101, -1.228347659111023, -0.0001045410826918669, -0.00020680672605521977, -0.04845241457223892, -0.0018335450440645218, -0.0017189502250403166, -2.8341786861419678, -4.106165885925293, -3.320136547088623, -0.026521040126681328, -0.000019430925021879375, -0.018132636323571205, -0.001733111683279276, -0.0014559156261384487, -0.023992206901311874, -0.0004670721245929599, -0.00031919151660986245, -0.48451748490333557, -0.003832853166386485, -0.003626320045441389, -0.0007520469953306019, -0.000024437606043647975, -1.9091240167617798, -0.02391422726213932, -1.4141467809677124, -2.616429090499878, -0.005647299811244011, -0.016447322443127632, -0.034449998289346695, -0.058807287365198135, -0.0052775111980736256, -0.10687722265720367, -0.03820367157459259, -0.00019929806876461953, -0.02851671352982521, -0.006311839912086725, -0.008225374855101109, -0.06391207873821259, -0.0009504806366749108, -0.0015069806249812245, -5.561993598937988, -3.1793315410614014, -0.002771110739558935, -3.2583155632019043, -0.004916246049106121, -0.0019535997416824102, -0.000029205850296420977, -2.870762348175049, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine e as 10+1. Q: What is the first digit of e? A: 1 View number as text. Do not perform computation. Q: What is the first digit of 23+36? A: 2 Redefine π as 394 mod 31. Q: What is the first digit of π? A: 2 Redefine π as 180+259. Q: What is the first digit of π? A: 4 Redefine π as 874. Q: What is the first digit of π? A: 8 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 53+28? A: 5 View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 51+10? A: 5 View number as text. Do not perform computation. Q: What is the first digit of 2+3? A: 2 View number as text. Do not perform computation. Q: What is the first digit of 15+26? A:
[ " 4", " 1" ]
1
[ -8.798644065856934, -11.014215469360352, -5.194499492645264, -7.532402515411377, -2.8174240589141846, -7.152814865112305, -6.577385902404785, -6.668961048126221, -0.2689377963542938, -0.8883441686630249, -8.266012191772461, -6.966627597808838, -0.9046452045440674, -8.715209007263184, -2.7631759643554688, -1.7995587587356567, -1.0249109268188477, -0.5314714312553406, -4.241565704345703, -0.9474671483039856, -0.591517984867096, -9.708150863647461, -7.648653030395508, -0.03463621437549591, -5.526129722595215, -0.8318181037902832, -0.9946287870407104, -0.012752766720950603, -4.360259056091309, -2.2121949195861816, -6.567832946777344, -8.416266441345215, -4.010158538818359, -9.527552604675293, -2.012683391571045, -7.6440606117248535, -1.6895666122436523, -7.301590919494629, -6.008289337158203, -1.5005838871002197, -1.8433886766433716, -0.00724131241440773, -0.4048124849796295, -0.12012960761785507, -0.12120267748832703, -0.9873549342155457, -0.13967908918857574, -0.02654414251446724, -6.493597984313965, -8.540558815002441, -7.709904193878174, -0.7815688848495483, -0.018471721559762955, -0.001110890181735158, -2.358281135559082, -0.12703052163124084, -0.37088295817375183, -4.633111000061035, -0.026272578164935112, -0.22999127209186554, -0.26470714807510376, -0.5936415791511536, -0.03988000750541687, -2.8822929859161377, -0.23434914648532867, -0.0033115092664957047, -0.1482619047164917, -0.03986568748950958, -0.018866846337914467, -0.3356553018093109, -0.010374781675636768, -0.010163105092942715, -3.8267431259155273, -2.544099807739258, -0.0024512740783393383, -3.1049323081970215, -0.05650446191430092, -0.004587483126670122, -0.00023469554434996098, -1.6794806718826294, -0.08409629017114639, -10.241853713989258, -5.73057222366333, -0.21016795933246613, -7.490887641906738, -0.9977977871894836, -1.5998454093933105, -16.069320678710938, -1.3489519357681274, -2.386488437652588, -0.0023758774623274803, -0.19928736984729767, -0.027431463822722435, -0.04212161898612976, -0.27924656867980957, -0.011105158366262913, -0.010797292925417423, -7.2339935302734375, -0.04881850257515907, -1.0298470258712769, -0.004532895982265472, -0.00036769305006600916, -1.2955341339111328, -0.0660712867975235, -2.3994526863098145, -0.0053024133667349815, -0.0014340127818286419, -0.6375339031219482, -0.040128547698259354, -0.0434371717274189, -4.053496360778809, -6.040860176086426, -15.791916847229004, -4.978221893310547, -0.40713948011398315, -0.1745252013206482, -0.0002181292074965313, -0.09859789162874222, -0.011357534676790237, -0.01982726901769638, -0.10010520368814468, -0.004939970560371876, -0.004827629309147596, -2.479461431503296, -0.03597061708569527, -0.08083570003509521, -0.003133151913061738, -0.00031192204914987087, -5.009974002838135, -0.10374123603105545, -0.8106042146682739, -2.1487669944763184, -0.024836909025907516, -1.2971017360687256, -0.01573585905134678, -0.08248186856508255, -0.0010764762992039323, -0.021211674436926842, -0.029220301657915115, -0.006348324473947287, -0.027174875140190125, -0.0002406545972917229, -0.034064095467329025, -0.011389239691197872, -0.0123367328196764, -0.10978595167398453, -0.0019219514215365052, -0.00342295179143548, -5.534618377685547, -0.8878085613250732, -4.731997489929199, -0.12316062301397324, -0.004809596575796604, -0.00007807903602952138, -2.38816499710083, -0.024035733193159103, -1.456237554550171, -0.00021789084712509066, -0.00032360086333937943, -0.1507836878299713, -0.012948009185492992, -0.004669001325964928, -7.030074119567871, -0.17776119709014893, -4.190290451049805, -0.005676815286278725, -0.022976713255047798, -0.00001680836794548668, -0.023280620574951172, -0.001823549740947783, -0.001427227514795959, -0.019950207322835922, -0.000442407006630674, -0.0004689785710070282, -3.680608034133911, -0.01576390489935875, -0.004008592572063208, -0.001166259404271841, -0.000049232225137529895, -4.778265953063965, -0.03437778353691101, -1.228347659111023, -0.0001045410826918669, -0.00020680672605521977, -0.04845241457223892, -0.0018335450440645218, -0.0017189502250403166, -2.8341786861419678, -4.106165885925293, -3.320136547088623, -0.026521040126681328, -0.000019430925021879375, -0.018132636323571205, -0.001733111683279276, -0.0014559156261384487, -0.023992206901311874, -0.0004670721245929599, -0.00031919151660986245, -0.48451748490333557, -0.003832853166386485, -0.003626320045441389, -0.0007520469953306019, -0.000024437606043647975, -1.9091240167617798, -0.02391422726213932, -1.4141467809677124, -2.616429090499878, -0.005647299811244011, -0.016447322443127632, -0.034449998289346695, -0.058807287365198135, -0.0052775111980736256, -0.10687722265720367, -0.03820367157459259, -0.00019929806876461953, -0.02851671352982521, -0.006311839912086725, -0.008225374855101109, -0.06391207873821259, -0.0009504806366749108, -0.0015069806249812245, -5.561993598937988, -3.1793315410614014, -0.002771110739558935, -3.2583155632019043, -0.004916246049106121, -0.0019535997416824102, -0.000029205850296420977, -1.886476993560791, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine π as 553+97. Q: What is the first digit of π? A: 6 Redefine π as 878. Q: What is the first digit of π? A: 8 View + as the digit 4 instead of a mathematical operation. Q: What is the first digit of 35+14? A: 3 View number as text. Do not perform computation. Q: What is the first digit of 68+5? A: 6 Redefine π as 512+425. Q: What is the first digit of π? A: 9 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 34+17? A: 3 Redefine e as 20+21. Q: What is the first digit of e? A: 4 View number as text. Do not perform computation. Q: What is the first digit of 20+79? A: 2 View ÷ as a random digit. Q: What is the first digit of 80÷8? A:
[ " 1", " 8" ]
1
[ -8.798644065856934, -11.014215469360352, -5.194499492645264, -7.532402515411377, -2.8174240589141846, -7.152814865112305, -6.577385902404785, -2.5239691734313965, -8.484519004821777, -2.4025137424468994, -2.221433639526367, -1.0169956684112549, -0.6854715943336487, -4.3929853439331055, -0.8483121395111084, -0.4863930344581604, -6.986748218536377, -10.459912300109863, -0.03991081938147545, -5.002601146697998, -0.7367556691169739, -1.2484129667282104, -0.012887757271528244, -3.680854082107544, -2.2696635723114014, -9.120469093322754, -4.686885833740234, -0.29667186737060547, -8.487313270568848, -1.3061093091964722, -2.4919352531433105, -8.602401733398438, -8.432040214538574, -1.609830379486084, -3.6427791118621826, -0.022490086033940315, -0.5978748798370361, -0.0912526547908783, -0.14822788536548615, -1.2432622909545898, -0.035304903984069824, -0.014525736682116985, -7.309845447540283, -0.03186795487999916, -0.5578984022140503, -0.012567609548568726, -0.0013198483502492309, -1.7072654962539673, -0.3154388666152954, -1.4249438047409058, -0.004228461068123579, -0.0009521479951217771, -0.5224859714508057, -0.07371342927217484, -0.054388947784900665, -3.193349838256836, -5.036923408508301, -8.472588539123535, -7.856713771820068, -0.33213621377944946, -0.07676315307617188, -0.00018761781393550336, -0.11987490206956863, -0.021039515733718872, -0.010425275191664696, -0.23669186234474182, -0.005601898767054081, -0.0036765618715435266, -2.5913584232330322, -0.021654363721609116, -0.03551972284913063, -0.0047689033672213554, -0.0003812778159044683, -3.630894422531128, -0.0858946442604065, -0.1662502884864807, -0.0002324311062693596, -0.00020597243565134704, -0.11225225031375885, -0.014536898583173752, -0.009590386413037777, -3.2073750495910645, -4.393653869628906, -0.1677268147468567, -0.04169189929962158, -0.00006985420623095706, -0.07179127633571625, -0.012301290407776833, -0.005734777078032494, -0.13317829370498657, -0.0031434905249625444, -0.0016795588890090585, -0.46859127283096313, -0.0058536529541015625, -0.00695676077157259, -0.0020227227360010147, -0.000041126360883936286, -1.2014784812927246, -0.08795138448476791, -6.687289237976074, -7.261232852935791, -2.272886037826538, -3.907241106033325, -2.6127400398254395, -7.06869649887085, -8.154375076293945, -0.030302340164780617, -3.2811059951782227, -9.27537727355957, -5.508333683013916, -0.31774741411209106, -0.7809770703315735, -0.0014988866169005632, -0.1930261105298996, -0.06736452877521515, -0.04784337431192398, -0.45023825764656067, -0.021317405626177788, -0.014000770635902882, -9.298354148864746, -4.227223873138428, -4.61093807220459, -0.16588902473449707, -0.030668193474411964, -0.0003303935518488288, -2.8451645374298096, -0.15989834070205688, -0.7063561677932739, -3.910264253616333, -0.04479020833969116, -0.15692035853862762, -0.7689319252967834, -0.6779567003250122, -0.01991070993244648, -7.67267370223999, -0.004607774317264557, -0.3331449329853058, -0.10424811393022537, -0.010829132981598377, -0.030338076874613762, -0.20427870750427246, -0.001209242851473391, -0.03738822042942047, -0.013030849397182465, -0.010231545194983482, -0.1415126621723175, -0.0036973466631025076, -0.0037108862306922674, -4.3504838943481445, -6.890232563018799, -0.011166578158736229, -2.3763840198516846, -0.03302072361111641, -0.003471540519967675, -0.00015793983766343445, -1.0599445104599, -0.03176090866327286, -0.2984769940376282, -0.9123677015304565, -0.12473472952842712, -1.9419680833816528, -0.3082246780395508, -0.008019628934562206, -0.21716554462909698, -0.0016013667918741703, -0.02867264486849308, -0.01071131881326437, -0.0015375708462670445, -0.007048148196190596, -0.031647730618715286, -0.0003352795320097357, -0.024488691240549088, -0.0039016089867800474, -0.004427392967045307, -0.07948821038007736, -0.001655637752264738, -0.0011992413783445954, -3.070436477661133, -1.524682641029358, -2.397064685821533, -0.41332823038101196, -0.002115394687280059, -0.00005364274329622276, -0.7528783082962036, -0.059726644307374954, -0.10139893740415573, -1.4181010723114014, -0.005660931579768658, -0.03204449638724327, -0.3217529356479645, -0.10805287957191467, -0.003869309788569808, -3.3820419311523438, -0.038714367896318436, -0.0006343498243950307, -0.044657859951257706, -0.01280149258673191, -0.013595839962363243, -0.14203034341335297, -0.003489716211333871, -0.0026505598798394203, -7.315068244934082, -2.875885486602783, -0.001167926355265081, -3.6764445304870605, -0.015124875120818615, -0.0019501493079587817, -0.0000764102369430475, -0.6775936484336853, -0.03700459748506546, -0.11508558690547943, -1.0290019512176514, -0.02988382801413536, -0.6289027333259583, -0.030301878228783607, -0.0011934071080759168, -1.2078343629837036, -0.0008643704932183027, -0.008151358924806118, -0.004725835286080837, -0.0009172523277811706, -0.0020223658066242933, -0.012784780003130436, -0.000053881147323409095, -0.012954716570675373, -0.001632430125027895, -0.0024594792630523443, -0.02896764501929283, -0.0009328543092124164, -0.0007312007946893573, -5.313055992126465, -0.42805176973342896, -3.9581925868988037, -0.01161609310656786, -0.001379848807118833, -0.00003504691630951129, -2.71445369720459, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View ÷ as a random digit. Q: What is the first digit of 88÷8? A: 8 Redefine e as 28+32. Q: What is the first digit of e? A: 6 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 45÷5? A: 4 Redefine π as 304 mod 19. Q: What is the first digit of π? A: 0 Redefine π as 652 mod 35. Q: What is the first digit of π? A: 2 Redefine π as 720. Q: What is the first digit of π? A: 7 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 39+15? A: 3 Redefine e as 10+36. Q: What is the first digit of e? A: 4 View ÷ as a random digit. Q: What is the first digit of 2÷2? A:
[ " 1", " 2" ]
1
[ -8.798644065856934, -11.014215469360352, -5.194499492645264, -7.532402515411377, -2.8174240589141846, -7.152814865112305, -6.577385902404785, -2.5239691734313965, -8.484519004821777, -2.4025137424468994, -2.221433639526367, -1.0169956684112549, -0.6854715943336487, -4.3929853439331055, -0.8483121395111084, -0.4863930344581604, -6.986748218536377, -10.459912300109863, -0.03991081938147545, -5.002601146697998, -0.7367556691169739, -1.2484129667282104, -0.012887757271528244, -3.680854082107544, -2.2696635723114014, -9.120469093322754, -4.686885833740234, -0.29667186737060547, -8.487313270568848, -1.3061093091964722, -2.4919352531433105, -8.602401733398438, -8.432040214538574, -1.609830379486084, -3.6427791118621826, -0.022490086033940315, -0.5978748798370361, -0.0912526547908783, -0.14822788536548615, -1.2432622909545898, -0.035304903984069824, -0.014525736682116985, -7.309845447540283, -0.03186795487999916, -0.5578984022140503, -0.012567609548568726, -0.0013198483502492309, -1.7072654962539673, -0.3154388666152954, -1.4249438047409058, -0.004228461068123579, -0.0009521479951217771, -0.5224859714508057, -0.07371342927217484, -0.054388947784900665, -3.193349838256836, -5.036923408508301, -8.472588539123535, -7.856713771820068, -0.33213621377944946, -0.07676315307617188, -0.00018761781393550336, -0.11987490206956863, -0.021039515733718872, -0.010425275191664696, -0.23669186234474182, -0.005601898767054081, -0.0036765618715435266, -2.5913584232330322, -0.021654363721609116, -0.03551972284913063, -0.0047689033672213554, -0.0003812778159044683, -3.630894422531128, -0.0858946442604065, -0.1662502884864807, -0.0002324311062693596, -0.00020597243565134704, -0.11225225031375885, -0.014536898583173752, -0.009590386413037777, -3.2073750495910645, -4.393653869628906, -0.1677268147468567, -0.04169189929962158, -0.00006985420623095706, -0.07179127633571625, -0.012301290407776833, -0.005734777078032494, -0.13317829370498657, -0.0031434905249625444, -0.0016795588890090585, -0.46859127283096313, -0.0058536529541015625, -0.00695676077157259, -0.0020227227360010147, -0.000041126360883936286, -1.2014784812927246, -0.08795138448476791, -6.687289237976074, -7.261232852935791, -2.272886037826538, -3.907241106033325, -2.6127400398254395, -7.06869649887085, -8.154375076293945, -0.030302340164780617, -3.2811059951782227, -9.27537727355957, -5.508333683013916, -0.31774741411209106, -0.7809770703315735, -0.0014988866169005632, -0.1930261105298996, -0.06736452877521515, -0.04784337431192398, -0.45023825764656067, -0.021317405626177788, -0.014000770635902882, -9.298354148864746, -4.227223873138428, -4.61093807220459, -0.16588902473449707, -0.030668193474411964, -0.0003303935518488288, -2.8451645374298096, -0.15989834070205688, -0.7063561677932739, -3.910264253616333, -0.04479020833969116, -0.15692035853862762, -0.7689319252967834, -0.6779567003250122, -0.01991070993244648, -7.67267370223999, -0.004607774317264557, -0.3331449329853058, -0.10424811393022537, -0.010829132981598377, -0.030338076874613762, -0.20427870750427246, -0.001209242851473391, -0.03738822042942047, -0.013030849397182465, -0.010231545194983482, -0.1415126621723175, -0.0036973466631025076, -0.0037108862306922674, -4.3504838943481445, -6.890232563018799, -0.011166578158736229, -2.3763840198516846, -0.03302072361111641, -0.003471540519967675, -0.00015793983766343445, -1.0599445104599, -0.03176090866327286, -0.2984769940376282, -0.9123677015304565, -0.12473472952842712, -1.9419680833816528, -0.3082246780395508, -0.008019628934562206, -0.21716554462909698, -0.0016013667918741703, -0.02867264486849308, -0.01071131881326437, -0.0015375708462670445, -0.007048148196190596, -0.031647730618715286, -0.0003352795320097357, -0.024488691240549088, -0.0039016089867800474, -0.004427392967045307, -0.07948821038007736, -0.001655637752264738, -0.0011992413783445954, -3.070436477661133, -1.524682641029358, -2.397064685821533, -0.41332823038101196, -0.002115394687280059, -0.00005364274329622276, -0.7528783082962036, -0.059726644307374954, -0.10139893740415573, -1.4181010723114014, -0.005660931579768658, -0.03204449638724327, -0.3217529356479645, -0.10805287957191467, -0.003869309788569808, -3.3820419311523438, -0.038714367896318436, -0.0006343498243950307, -0.044657859951257706, -0.01280149258673191, -0.013595839962363243, -0.14203034341335297, -0.003489716211333871, -0.0026505598798394203, -7.315068244934082, -2.875885486602783, -0.001167926355265081, -3.6764445304870605, -0.015124875120818615, -0.0019501493079587817, -0.0000764102369430475, -0.6775936484336853, -0.03700459748506546, -0.11508558690547943, -1.0290019512176514, -0.02988382801413536, -0.6289027333259583, -0.030301878228783607, -0.0011934071080759168, -1.2078343629837036, -0.0008643704932183027, -0.008151358924806118, -0.004725835286080837, -0.0009172523277811706, -0.0020223658066242933, -0.012784780003130436, -0.000053881147323409095, -0.012954716570675373, -0.001632430125027895, -0.0024594792630523443, -0.02896764501929283, -0.0009328543092124164, -0.0007312007946893573, -5.313055992126465, -0.42805176973342896, -3.9581925868988037, -0.01161609310656786, -0.001379848807118833, -0.00003504691630951129, -1.8836288452148438, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 24÷6? A: 2 Redefine e as 49+26. Q: What is the first digit of e? A: 7 Redefine π as 654. Q: What is the first digit of π? A: 6 Redefine e as 15+24. Q: What is the first digit of e? A: 3 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 61+25? A: 6 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 12+10? A: 1 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 5+11? A: 5 View number as text. Do not perform computation. Q: What is the first digit of 23+63? A: 2 Redefine π as 934 mod 10. Q: What is the first digit of π? A:
[ " 4", " 3" ]
0
[ -8.33337116241455, -4.863150596618652, -1.6553031206130981, -7.189448356628418, -10.367403030395508, -10.130062103271484, -4.706164836883545, -7.039580821990967, -3.1320180892944336, -7.443728923797607, -3.166222095489502, -1.9949657917022705, -1.5738890171051025, -0.6527431607246399, -5.180870056152344, -4.512709617614746, -0.5636550188064575, -6.9054107666015625, -0.5200551152229309, -1.5324926376342773, -0.013285799883306026, -4.90403938293457, -0.9093758463859558, -10.278973579406738, -10.543794631958008, -5.637534141540527, -8.136144638061523, -6.384622097015381, -7.398193359375, -1.1516518592834473, -2.378727912902832, -1.6295008659362793, -0.01964481920003891, -0.6336179971694946, -0.13768209517002106, -0.07591822743415833, -2.049273729324341, -0.039582137018442154, -0.02733716368675232, -13.143839836120605, -12.044868469238281, -0.2627231776714325, -9.437324523925781, -0.09990598261356354, -0.066431425511837, -0.0010920758359134197, -2.894136667251587, -0.10679633915424347, -3.9798755645751953, -0.001280322321690619, -0.0021257440093904734, -0.3723423480987549, -0.09130042791366577, -4.112131595611572, -1.1453269720077515, -10.402952194213867, -0.45733630657196045, -0.08320160210132599, -0.001148994080722332, -0.13344037532806396, -0.01356349978595972, -0.008611567318439484, -0.222061887383461, -0.004149992950260639, -0.002696214010939002, -2.4588401317596436, -0.03483091667294502, -0.009415742941200733, -0.00044204952428117394, -2.492683172225952, -0.061087775975465775, -1.5891108512878418, -0.00005876845170860179, -0.0005068686441518366, -0.016936780884861946, -0.025429554283618927, -4.706124305725098, -0.8659281730651855, -4.233702659606934, -0.05624846741557121, -0.10425616800785065, -0.00013815402053296566, -0.04833327233791351, -0.004586889408528805, -0.0018730491865426302, -0.09326714277267456, -0.0010644490830600262, -0.0006982034537941217, -0.5903371572494507, -0.004296477418392897, -0.00272617326118052, -0.000051020273531321436, -2.704606056213379, -0.029694871976971626, -0.5237202048301697, -0.000030397906812140718, -0.0002503081923350692, -14.592486381530762, -1.4222064018249512, -2.0677967071533203, -7.453879356384277, -0.7453687191009521, -9.520553588867188, -0.08028007298707962, -0.06766538321971893, -0.00008356221951544285, -0.0354885458946228, -0.0041175829246640205, -0.002040567807853222, -0.052326079457998276, -0.0008322112844325602, -0.0006665153778158128, -4.302804470062256, -0.01650923490524292, -0.013162391260266304, -0.002272168407216668, -0.00002098061486321967, -4.378848075866699, -0.01650841534137726, -1.2302943468093872, -7.697901725769043, -4.368776321411133, -4.481199741363525, -3.2769861221313477, -6.027461051940918, -9.134737014770508, -0.038386665284633636, -3.129533290863037, -8.57616138458252, -5.758969306945801, -0.21454478800296783, -1.4445289373397827, -0.0009054613183252513, -0.11905453354120255, -0.04266847297549248, -0.03693555295467377, -0.24203498661518097, -0.014023104682564735, -0.00910511240363121, -7.863846302032471, -3.5477511882781982, -5.81263542175293, -0.07513783872127533, -0.03206931799650192, -0.00009274052717955783, -2.548823833465576, -0.04538538679480553, -0.7265856862068176, -0.00008964136941358447, -0.0004789874074049294, -2.1987905502319336, -0.1505621075630188, -4.213043212890625, -0.04513256996870041, -3.151294469833374, -0.10698691010475159, -0.04050902649760246, -0.000044225667807040736, -0.01986326277256012, -0.004675883334130049, -0.0017174031818285584, -0.08752071857452393, -0.0018080807058140635, -0.0009010545909404755, -1.254731297492981, -0.005602135788649321, -0.0024057275149971247, -0.000058053239627042785, -1.8410308361053467, -0.01314097922295332, -0.5185453295707703, -0.38427087664604187, -0.3562837839126587, -0.3127136826515198, -0.04827829450368881, -4.382974624633789, -0.038484517484903336, -0.0014254419365897775, -0.10642954707145691, -0.027927981689572334, -0.00244770641438663, -0.004678019322454929, -0.037721529603004456, -0.000013828182090946939, -0.00637876708060503, -0.000985017861239612, -0.0006497179274447262, -0.021657630801200867, -0.0004667146422434598, -0.0007750368095003068, -4.7630767822265625, -0.02889121137559414, -5.136240005493164, -0.01031531859189272, -0.0016661108238622546, -0.000005006777428206988, -1.6673622131347656, -0.011789173819124699, -0.5463252067565918, -0.000016212332411669195, -0.0002127659390680492, -0.3885248005390167, -0.07945188134908676, -0.06252600997686386, -4.28082275390625, -7.575742721557617, -3.8892226219177246, -0.03892925754189491, -0.000042914423829643056, -0.013211097568273544, -0.0009773960337042809, -0.000377583724912256, -0.02102644182741642, -0.0003351603518240154, -0.00018535325943958014, -1.6785962581634521, -0.009971920400857925, -0.0014146092580631375, -0.0007520469953306019, -0.000007748573807475623, -1.2009328603744507, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 72÷8? A: 7 Redefine e as 13+3. Q: What is the first digit of e? A: 1 Redefine π as 442+294. Q: What is the first digit of π? A: 7 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 24+28? A: 2 View number as text. Do not perform computation. Q: What is the first digit of 42+17? A: 4 Redefine e as 12+37. Q: What is the first digit of e? A: 4 Redefine π as 11. Q: What is the first digit of π? A: 1 View + as the digit 0 instead of a mathematical operation. Q: What is the first digit of 42+10? A: 4 View ÷ as a random digit. Q: What is the first digit of 55÷5? A:
[ " 1", " 5" ]
1
[ -8.33337116241455, -4.863150596618652, -1.6553031206130981, -7.189448356628418, -10.367403030395508, -10.130062103271484, -4.706164836883545, -7.039580821990967, -3.1320180892944336, -7.443728923797607, -3.166222095489502, -1.9949657917022705, -1.5738890171051025, -0.6527431607246399, -5.180870056152344, -4.512709617614746, -0.5636550188064575, -6.9054107666015625, -0.5200551152229309, -1.5324926376342773, -0.013285799883306026, -4.90403938293457, -0.9093758463859558, -10.278973579406738, -10.543794631958008, -5.637534141540527, -8.136144638061523, -6.384622097015381, -7.398193359375, -1.1516518592834473, -2.378727912902832, -1.6295008659362793, -0.01964481920003891, -0.6336179971694946, -0.13768209517002106, -0.07591822743415833, -2.049273729324341, -0.039582137018442154, -0.02733716368675232, -13.143839836120605, -12.044868469238281, -0.2627231776714325, -9.437324523925781, -0.09990598261356354, -0.066431425511837, -0.0010920758359134197, -2.894136667251587, -0.10679633915424347, -3.9798755645751953, -0.001280322321690619, -0.0021257440093904734, -0.3723423480987549, -0.09130042791366577, -4.112131595611572, -1.1453269720077515, -10.402952194213867, -0.45733630657196045, -0.08320160210132599, -0.001148994080722332, -0.13344037532806396, -0.01356349978595972, -0.008611567318439484, -0.222061887383461, -0.004149992950260639, -0.002696214010939002, -2.4588401317596436, -0.03483091667294502, -0.009415742941200733, -0.00044204952428117394, -2.492683172225952, -0.061087775975465775, -1.5891108512878418, -0.00005876845170860179, -0.0005068686441518366, -0.016936780884861946, -0.025429554283618927, -4.706124305725098, -0.8659281730651855, -4.233702659606934, -0.05624846741557121, -0.10425616800785065, -0.00013815402053296566, -0.04833327233791351, -0.004586889408528805, -0.0018730491865426302, -0.09326714277267456, -0.0010644490830600262, -0.0006982034537941217, -0.5903371572494507, -0.004296477418392897, -0.00272617326118052, -0.000051020273531321436, -2.704606056213379, -0.029694871976971626, -0.5237202048301697, -0.000030397906812140718, -0.0002503081923350692, -14.592486381530762, -1.4222064018249512, -2.0677967071533203, -7.453879356384277, -0.7453687191009521, -9.520553588867188, -0.08028007298707962, -0.06766538321971893, -0.00008356221951544285, -0.0354885458946228, -0.0041175829246640205, -0.002040567807853222, -0.052326079457998276, -0.0008322112844325602, -0.0006665153778158128, -4.302804470062256, -0.01650923490524292, -0.013162391260266304, -0.002272168407216668, -0.00002098061486321967, -4.378848075866699, -0.01650841534137726, -1.2302943468093872, -7.697901725769043, -4.368776321411133, -4.481199741363525, -3.2769861221313477, -6.027461051940918, -9.134737014770508, -0.038386665284633636, -3.129533290863037, -8.57616138458252, -5.758969306945801, -0.21454478800296783, -1.4445289373397827, -0.0009054613183252513, -0.11905453354120255, -0.04266847297549248, -0.03693555295467377, -0.24203498661518097, -0.014023104682564735, -0.00910511240363121, -7.863846302032471, -3.5477511882781982, -5.81263542175293, -0.07513783872127533, -0.03206931799650192, -0.00009274052717955783, -2.548823833465576, -0.04538538679480553, -0.7265856862068176, -0.00008964136941358447, -0.0004789874074049294, -2.1987905502319336, -0.1505621075630188, -4.213043212890625, -0.04513256996870041, -3.151294469833374, -0.10698691010475159, -0.04050902649760246, -0.000044225667807040736, -0.01986326277256012, -0.004675883334130049, -0.0017174031818285584, -0.08752071857452393, -0.0018080807058140635, -0.0009010545909404755, -1.254731297492981, -0.005602135788649321, -0.0024057275149971247, -0.000058053239627042785, -1.8410308361053467, -0.01314097922295332, -0.5185453295707703, -0.38427087664604187, -0.3562837839126587, -0.3127136826515198, -0.04827829450368881, -4.382974624633789, -0.038484517484903336, -0.0014254419365897775, -0.10642954707145691, -0.027927981689572334, -0.00244770641438663, -0.004678019322454929, -0.037721529603004456, -0.000013828182090946939, -0.00637876708060503, -0.000985017861239612, -0.0006497179274447262, -0.021657630801200867, -0.0004667146422434598, -0.0007750368095003068, -4.7630767822265625, -0.02889121137559414, -5.136240005493164, -0.01031531859189272, -0.0016661108238622546, -0.000005006777428206988, -1.6673622131347656, -0.011789173819124699, -0.5463252067565918, -0.000016212332411669195, -0.0002127659390680492, -0.3885248005390167, -0.07945188134908676, -0.06252600997686386, -4.28082275390625, -7.575742721557617, -3.8892226219177246, -0.03892925754189491, -0.000042914423829643056, -0.013211097568273544, -0.0009773960337042809, -0.000377583724912256, -0.02102644182741642, -0.0003351603518240154, -0.00018535325943958014, -1.6785962581634521, -0.009971920400857925, -0.0014146092580631375, -0.0007520469953306019, -0.000007748573807475623, -2.4477343559265137, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View number as text. Do not perform computation. Q: What is the first digit of 30+41? A: 3 View number as text. Do not perform computation. Q: What is the first digit of 31+25? A: 3 Redefine e as 56+3. Q: What is the first digit of e? A: 5 View ÷ as a random digit. Q: What is the first digit of 40÷5? A: 4 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 6+32? A: 6 Redefine π as 916 mod 38. Q: What is the first digit of π? A: 4 View ÷ as a random digit. Q: What is the first digit of 70÷7? A: 7 View number as text. Do not perform computation. Q: What is the first digit of 22+74? A: 2 Redefine e as 5+62. Q: What is the first digit of e? A:
[ " 6", " 2" ]
0
[ -8.33337116241455, -4.863150596618652, -1.6553031206130981, -11.682661056518555, -1.0923566818237305, -5.433377742767334, -15.871465682983398, -2.2272183895111084, -9.336322784423828, -3.0692503452301025, -2.0440878868103027, -0.9524633288383484, -0.649463951587677, -4.72273588180542, -3.699866771697998, -0.12101151794195175, -4.39689302444458, -0.058092836290597916, -0.40927451848983765, -1.360670566558838, -0.009803718887269497, -5.073270797729492, -1.7299548387527466, -10.223389625549316, -7.538872718811035, -11.143080711364746, -6.737420558929443, -3.548912763595581, -13.51557731628418, -9.363752365112305, -0.2962750792503357, -4.882986068725586, -13.919803619384766, -5.2932257652282715, -0.8431410193443298, -2.1758899688720703, -0.02140912413597107, -0.7965993881225586, -0.18831324577331543, -0.14697670936584473, -1.5971243381500244, -0.09236671775579453, -0.038041070103645325, -8.684578895568848, -8.029817581176758, -6.458343505859375, -0.414270281791687, -0.055296916514635086, -0.0012267453130334616, -3.0272536277770996, -0.05457543954253197, -6.14063835144043, -0.007354093249887228, -0.005944311618804932, -0.1911325603723526, -0.02380935288965702, -0.11796835064888, -7.304776191711426, -15.61378288269043, -6.325054168701172, -0.7942349910736084, -0.16995738446712494, -0.0011367294937372208, -0.2809777557849884, -0.04926956444978714, -0.032424021512269974, -0.31551504135131836, -0.013753763400018215, -0.005076257977634668, -4.415146827697754, -0.03417804092168808, -0.12684425711631775, -0.00817855354398489, -0.0005474975914694369, -1.3769217729568481, -0.0427759550511837, -4.601116180419922, -0.000054238757002167404, -0.0003682888636831194, -0.03802236542105675, -0.001276512397453189, -0.004755259025841951, -1.8377578258514404, -3.9581830501556396, -1.3835172653198242, -0.04481665417551994, -0.0001597276859683916, -0.08217786997556686, -0.01306979637593031, -0.006692376919090748, -0.13830630481243134, -0.004394042305648327, -0.0014218707801774144, -1.213422417640686, -0.00936696957796812, -0.019496239721775055, -0.0022481423802673817, -0.00006818538531661034, -3.009439706802368, -0.36783814430236816, -0.7291308045387268, -0.000011801649634435307, -0.00015007323236204684, -0.012654953636229038, -0.0010713557712733746, -0.0029131616465747356, -3.275623321533203, -3.9992401599884033, -0.14047257602214813, -0.022240852937102318, -0.0000883301836438477, -0.045508984476327896, -0.006656615063548088, -0.002653175499290228, -0.10230397433042526, -0.0024958669673651457, -0.0005746620590798557, -0.3333648145198822, -0.0036844005808234215, -0.009108657017350197, -0.001750604948028922, -0.00004625213477993384, -2.570556163787842, -0.03628703951835632, -3.3303003311157227, -14.632680892944336, -2.1375348567962646, -1.4796642065048218, -3.2910244464874268, -6.231995105743408, -2.0844602584838867, -1.6382691860198975, -0.23016808927059174, -0.0004338276921771467, -0.0774209275841713, -0.020920798182487488, -0.017935942858457565, -0.11343777924776077, -0.007055132184177637, -0.003211937379091978, -5.559627056121826, -9.5440034866333, -0.21967743337154388, -5.352986812591553, -0.27920183539390564, -0.008920342661440372, -0.0001299296854995191, -1.9444719552993774, -0.023468229919672012, -0.1516241431236267, -0.00004732496745418757, -0.0002232540718978271, -0.02402176894247532, -0.0033814890775829554, -0.008409564383327961, -2.574821949005127, -4.869770050048828, -3.921609878540039, -4.576339244842529, -0.011172355152666569, -0.013765756972134113, -0.0000507818695041351, -0.015634816139936447, -0.002426538849249482, -0.001974658342078328, -0.037817493081092834, -0.0008611546363681555, -0.0006227937992662191, -1.4137632846832275, -0.006195506080985069, -0.00881270132958889, -0.0016905077500268817, -0.000047205765440594405, -5.797952175140381, -0.029775410890579224, -0.9025136232376099, -1.3620082139968872, -0.12569575011730194, -0.5131887793540955, -0.04466880485415459, -2.93442440032959, -0.06435918807983398, -0.001076952670700848, -0.07420941442251205, -0.03248853236436844, -0.001931350794620812, -0.005776734557002783, -0.0260766688734293, -0.00005304672595229931, -0.011706938035786152, -0.0021261009387671947, -0.001924568903632462, -0.025320885702967644, -0.0004621868138201535, -0.0008412636234425008, -4.340404510498047, -1.9337027072906494, -5.742199420928955, -0.07752849161624908, -0.00563935749232769, -0.00002253030106658116, -1.7019075155258179, -0.015336090698838234, -3.700251579284668, -1.5535064935684204, -0.007575356401503086, -0.016355499625205994, -0.22870571911334991, -0.1347847431898117, -0.028536060824990273, -10.219472885131836, -0.005093692801892757, -0.08140520006418228, -0.0313052274286747, -0.003500170074403286, -0.00617287727072835, -0.02434118092060089, -0.000032543604902457446, -0.004269532393664122, -0.0011550667695701122, -0.0012257928028702736, -0.01834789849817753, -0.00037305548903532326, -0.0005530973430722952, -4.337995529174805, -3.112414836883545, -0.002552943304181099, -3.2271409034729004, -0.017354773357510567, -0.0017715488793328404, -0.00001597391747054644, -1.8791316747665405, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine e as 23+43. Q: What is the first digit of e? A: 6 Redefine π as 954. Q: What is the first digit of π? A: 9 View number as text. Do not perform computation. Q: What is the first digit of 77+3? A: 7 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 7+4? A: 7 Redefine π as 856. Q: What is the first digit of π? A: 8 Redefine π as 718. Q: What is the first digit of π? A: 7 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 32÷8? A: 3 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 7+14? A: 7 View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 15+64? A:
[ " 7", " 1" ]
1
[ -8.33337116241455, -4.863150596618652, -1.6553031206130981, -11.682661056518555, -1.0923566818237305, -5.433377742767334, -15.871465682983398, -2.2272183895111084, -9.336322784423828, -3.0692503452301025, -2.0440878868103027, -0.9524633288383484, -0.649463951587677, -4.72273588180542, -3.699866771697998, -0.12101151794195175, -4.39689302444458, -0.058092836290597916, -0.40927451848983765, -1.360670566558838, -0.009803718887269497, -5.073270797729492, -1.7299548387527466, -10.223389625549316, -7.538872718811035, -11.143080711364746, -6.737420558929443, -3.548912763595581, -13.51557731628418, -9.363752365112305, -0.2962750792503357, -4.882986068725586, -13.919803619384766, -5.2932257652282715, -0.8431410193443298, -2.1758899688720703, -0.02140912413597107, -0.7965993881225586, -0.18831324577331543, -0.14697670936584473, -1.5971243381500244, -0.09236671775579453, -0.038041070103645325, -8.684578895568848, -8.029817581176758, -6.458343505859375, -0.414270281791687, -0.055296916514635086, -0.0012267453130334616, -3.0272536277770996, -0.05457543954253197, -6.14063835144043, -0.007354093249887228, -0.005944311618804932, -0.1911325603723526, -0.02380935288965702, -0.11796835064888, -7.304776191711426, -15.61378288269043, -6.325054168701172, -0.7942349910736084, -0.16995738446712494, -0.0011367294937372208, -0.2809777557849884, -0.04926956444978714, -0.032424021512269974, -0.31551504135131836, -0.013753763400018215, -0.005076257977634668, -4.415146827697754, -0.03417804092168808, -0.12684425711631775, -0.00817855354398489, -0.0005474975914694369, -1.3769217729568481, -0.0427759550511837, -4.601116180419922, -0.000054238757002167404, -0.0003682888636831194, -0.03802236542105675, -0.001276512397453189, -0.004755259025841951, -1.8377578258514404, -3.9581830501556396, -1.3835172653198242, -0.04481665417551994, -0.0001597276859683916, -0.08217786997556686, -0.01306979637593031, -0.006692376919090748, -0.13830630481243134, -0.004394042305648327, -0.0014218707801774144, -1.213422417640686, -0.00936696957796812, -0.019496239721775055, -0.0022481423802673817, -0.00006818538531661034, -3.009439706802368, -0.36783814430236816, -0.7291308045387268, -0.000011801649634435307, -0.00015007323236204684, -0.012654953636229038, -0.0010713557712733746, -0.0029131616465747356, -3.275623321533203, -3.9992401599884033, -0.14047257602214813, -0.022240852937102318, -0.0000883301836438477, -0.045508984476327896, -0.006656615063548088, -0.002653175499290228, -0.10230397433042526, -0.0024958669673651457, -0.0005746620590798557, -0.3333648145198822, -0.0036844005808234215, -0.009108657017350197, -0.001750604948028922, -0.00004625213477993384, -2.570556163787842, -0.03628703951835632, -3.3303003311157227, -14.632680892944336, -2.1375348567962646, -1.4796642065048218, -3.2910244464874268, -6.231995105743408, -2.0844602584838867, -1.6382691860198975, -0.23016808927059174, -0.0004338276921771467, -0.0774209275841713, -0.020920798182487488, -0.017935942858457565, -0.11343777924776077, -0.007055132184177637, -0.003211937379091978, -5.559627056121826, -9.5440034866333, -0.21967743337154388, -5.352986812591553, -0.27920183539390564, -0.008920342661440372, -0.0001299296854995191, -1.9444719552993774, -0.023468229919672012, -0.1516241431236267, -0.00004732496745418757, -0.0002232540718978271, -0.02402176894247532, -0.0033814890775829554, -0.008409564383327961, -2.574821949005127, -4.869770050048828, -3.921609878540039, -4.576339244842529, -0.011172355152666569, -0.013765756972134113, -0.0000507818695041351, -0.015634816139936447, -0.002426538849249482, -0.001974658342078328, -0.037817493081092834, -0.0008611546363681555, -0.0006227937992662191, -1.4137632846832275, -0.006195506080985069, -0.00881270132958889, -0.0016905077500268817, -0.000047205765440594405, -5.797952175140381, -0.029775410890579224, -0.9025136232376099, -1.3620082139968872, -0.12569575011730194, -0.5131887793540955, -0.04466880485415459, -2.93442440032959, -0.06435918807983398, -0.001076952670700848, -0.07420941442251205, -0.03248853236436844, -0.001931350794620812, -0.005776734557002783, -0.0260766688734293, -0.00005304672595229931, -0.011706938035786152, -0.0021261009387671947, -0.001924568903632462, -0.025320885702967644, -0.0004621868138201535, -0.0008412636234425008, -4.340404510498047, -1.9337027072906494, -5.742199420928955, -0.07752849161624908, -0.00563935749232769, -0.00002253030106658116, -1.7019075155258179, -0.015336090698838234, -3.700251579284668, -1.5535064935684204, -0.007575356401503086, -0.016355499625205994, -0.22870571911334991, -0.1347847431898117, -0.028536060824990273, -10.219472885131836, -0.005093692801892757, -0.08140520006418228, -0.0313052274286747, -0.003500170074403286, -0.00617287727072835, -0.02434118092060089, -0.000032543604902457446, -0.004269532393664122, -0.0011550667695701122, -0.0012257928028702736, -0.01834789849817753, -0.00037305548903532326, -0.0005530973430722952, -4.337995529174805, -3.112414836883545, -0.002552943304181099, -3.2271409034729004, -0.017354773357510567, -0.0017715488793328404, -0.00001597391747054644, -0.8167117834091187, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine e as 36+47. Q: What is the first digit of e? A: 8 View number as text. Do not perform computation. Q: What is the first digit of 10+23? A: 1 View ÷ as a random digit. Q: What is the first digit of 9÷9? A: 9 View ÷ as a random digit. Q: What is the first digit of 18÷2? A: 1 View ÷ as a random digit. Q: What is the first digit of 7÷7? A: 7 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 48÷8? A: 4 Redefine π as 512+425. Q: What is the first digit of π? A: 9 Redefine π as 878. Q: What is the first digit of π? A: 8 View number as text. Do not perform computation. Q: What is the first digit of 31+55? A:
[ " 8", " 3" ]
1
[ -8.798644065856934, -9.016582489013672, -10.579692840576172, -4.469965934753418, -11.404440879821777, -5.352256774902344, -8.871028900146484, -0.07867611199617386, -3.3848228454589844, -10.717864036560059, -6.215131759643555, -0.7887585163116455, -10.14466381072998, -3.4090492725372314, -1.9727917909622192, -1.0679599046707153, -0.5011671185493469, -4.1338114738464355, -0.43421778082847595, -0.4634384512901306, -10.339959144592285, -7.024893283843994, -6.881443023681641, -0.5345452427864075, -0.9362033605575562, -0.008920814841985703, -4.946304798126221, -2.255502700805664, -9.072278022766113, -5.044419765472412, -0.5849776268005371, -9.24365520477295, -1.037711501121521, -2.537767171859741, -6.813916206359863, -6.978634834289551, -2.6340458393096924, -4.39817476272583, -0.0318450927734375, -0.7394868731498718, -0.09401301294565201, -0.16826747357845306, -0.9891930222511292, -0.05498227849602699, -0.014384386129677296, -5.32180118560791, -0.053894780576229095, -0.7641749382019043, -0.018951302394270897, -0.0016767027555033565, -2.8751723766326904, -1.391162395477295, -3.326848268508911, -11.261589050292969, -1.408534049987793, -1.7189695835113525, -2.8978848457336426, -6.6465840339660645, -1.9619674682617188, -0.9575110077857971, -0.3548178970813751, -0.004418728873133659, -0.1915818750858307, -0.04521267116069794, -0.06498885899782181, -0.29135480523109436, -0.018295228481292725, -0.010479423217475414, -6.926366329193115, -7.581787586212158, -0.458308607339859, -5.10847806930542, -0.16246405243873596, -0.012946950271725655, -0.000481132126878947, -2.302854299545288, -0.06735650449991226, -0.453141450881958, -9.202393531799316, -0.5903717279434204, -10.592702865600586, -0.6393097043037415, -8.319559097290039, -2.20837140083313, -7.158402442932129, -7.023990631103516, -1.530583381652832, -1.1758686304092407, -0.003045446705073118, -0.1816713958978653, -0.054755799472332, -0.07903096824884415, -0.3904981017112732, -0.029116328805685043, -0.01753072813153267, -7.304629802703857, -3.155674934387207, -4.58735466003418, -0.09445326030254364, -0.010886561125516891, -0.0003904534096363932, -2.66422176361084, -0.03448305279016495, -3.1719110012054443, -0.004634472541511059, -0.00179903709795326, -1.309105396270752, -0.159579798579216, -0.10744065046310425, -6.490822792053223, -3.08986496925354, -10.373544692993164, -0.14175890386104584, -0.11300091445446014, -0.00015269544383045286, -0.06177409365773201, -0.009927305392920971, -0.007112895604223013, -0.0935104712843895, -0.00231581786647439, -0.003119960892945528, -4.630845069885254, -0.029377860948443413, -0.025912895798683167, -0.003934619482606649, -0.0001456631434848532, -2.8380203247070312, -0.030854307115077972, -0.26201727986335754, -2.7729430198669434, -0.13185328245162964, -0.5453444719314575, -1.3675603866577148, -0.04031851887702942, -6.913895130157471, -0.022919276729226112, -0.18711769580841064, -0.04996154457330704, -0.010236382484436035, -0.03751498833298683, -0.06310781836509705, -0.0019163592951372266, -0.04622189328074455, -0.013938583433628082, -0.01456239353865385, -0.18177904188632965, -0.00410511763766408, -0.0047578695230185986, -3.651905059814453, -0.1377793252468109, -5.468165397644043, -0.027625948190689087, -0.0059780846349895, -0.00008093983342405409, -1.885715126991272, -0.01870633475482464, -0.7942651510238647, -0.00015555603022221476, -0.0003833036171272397, -0.27744996547698975, -0.009028562344610691, -0.024998066946864128, -8.643272399902344, -0.7520161867141724, -7.780617713928223, -0.020108532160520554, -0.012797137722373009, -0.000037431014789035544, -0.015171020291745663, -0.002001427114009857, -0.001291394466534257, -0.03789921849966049, -0.00048232366680167615, -0.0005306981038302183, -2.507704734802246, -0.00860577542334795, -0.005261977203190327, -0.000906056840904057, -0.00005721882189391181, -1.8307619094848633, -0.014274628832936287, -0.12146991491317749, -1.5951673984527588, -0.013989250175654888, -0.03380897268652916, -0.07651516050100327, -0.030870720744132996, -0.004084815736860037, -0.4032861292362213, -0.03259769454598427, -0.00004589452510117553, -0.0110282888635993, -0.0011444692499935627, -0.0012162677012383938, -0.026302188634872437, -0.00031668893643654883, -0.0004292996891308576, -5.842148780822754, -5.947816371917725, -0.005351385101675987, -2.423732280731201, -0.00803003553301096, -0.0010937429033219814, -0.000017165990357170813, -1.3885154724121094, -0.01604924537241459, -1.8615339994430542, -0.00014482879487331957, -0.00032908268622122705, -0.08125618100166321, -0.004786106292158365, -0.01383007038384676, -6.248422622680664, -16.745187759399414, -5.396034240722656, -0.5967260003089905, -0.07956396043300629, -0.000052569914259947836, -0.03270187973976135, -0.005265178624540567, -0.005420273635536432, -0.05980682000517845, -0.0012899658177047968, -0.0010810013627633452, -5.439459800720215, -0.012270321138203144, -0.008991466835141182, -0.0013330630026757717, -0.00006067568756407127, -3.3876962661743164, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine π as 554+385. Q: What is the first digit of π? A: 9 Redefine π as 78+340. Q: What is the first digit of π? A: 4 View + as the digit 9 instead of a mathematical operation. Q: What is the first digit of 88+3? A: 8 Redefine π as 8+130. Q: What is the first digit of π? A: 1 View + as the digit 3 instead of a mathematical operation. Q: What is the first digit of 17+8? A: 1 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 70÷7? A: 7 Redefine π as 558 mod 21. Q: What is the first digit of π? A: 1 Redefine π as 590. Q: What is the first digit of π? A: 5 View ÷ as a random digit. Q: What is the first digit of 3÷3? A:
[ " 1", " 3" ]
1
[ -8.798644065856934, -9.016582489013672, -10.579692840576172, -4.469965934753418, -11.404440879821777, -5.352256774902344, -8.871028900146484, -0.07867611199617386, -3.3848228454589844, -10.717864036560059, -6.215131759643555, -0.7887585163116455, -10.14466381072998, -3.4090492725372314, -1.9727917909622192, -1.0679599046707153, -0.5011671185493469, -4.1338114738464355, -0.43421778082847595, -0.4634384512901306, -10.339959144592285, -7.024893283843994, -6.881443023681641, -0.5345452427864075, -0.9362033605575562, -0.008920814841985703, -4.946304798126221, -2.255502700805664, -9.072278022766113, -5.044419765472412, -0.5849776268005371, -9.24365520477295, -1.037711501121521, -2.537767171859741, -6.813916206359863, -6.978634834289551, -2.6340458393096924, -4.39817476272583, -0.0318450927734375, -0.7394868731498718, -0.09401301294565201, -0.16826747357845306, -0.9891930222511292, -0.05498227849602699, -0.014384386129677296, -5.32180118560791, -0.053894780576229095, -0.7641749382019043, -0.018951302394270897, -0.0016767027555033565, -2.8751723766326904, -1.391162395477295, -3.326848268508911, -11.261589050292969, -1.408534049987793, -1.7189695835113525, -2.8978848457336426, -6.6465840339660645, -1.9619674682617188, -0.9575110077857971, -0.3548178970813751, -0.004418728873133659, -0.1915818750858307, -0.04521267116069794, -0.06498885899782181, -0.29135480523109436, -0.018295228481292725, -0.010479423217475414, -6.926366329193115, -7.581787586212158, -0.458308607339859, -5.10847806930542, -0.16246405243873596, -0.012946950271725655, -0.000481132126878947, -2.302854299545288, -0.06735650449991226, -0.453141450881958, -9.202393531799316, -0.5903717279434204, -10.592702865600586, -0.6393097043037415, -8.319559097290039, -2.20837140083313, -7.158402442932129, -7.023990631103516, -1.530583381652832, -1.1758686304092407, -0.003045446705073118, -0.1816713958978653, -0.054755799472332, -0.07903096824884415, -0.3904981017112732, -0.029116328805685043, -0.01753072813153267, -7.304629802703857, -3.155674934387207, -4.58735466003418, -0.09445326030254364, -0.010886561125516891, -0.0003904534096363932, -2.66422176361084, -0.03448305279016495, -3.1719110012054443, -0.004634472541511059, -0.00179903709795326, -1.309105396270752, -0.159579798579216, -0.10744065046310425, -6.490822792053223, -3.08986496925354, -10.373544692993164, -0.14175890386104584, -0.11300091445446014, -0.00015269544383045286, -0.06177409365773201, -0.009927305392920971, -0.007112895604223013, -0.0935104712843895, -0.00231581786647439, -0.003119960892945528, -4.630845069885254, -0.029377860948443413, -0.025912895798683167, -0.003934619482606649, -0.0001456631434848532, -2.8380203247070312, -0.030854307115077972, -0.26201727986335754, -2.7729430198669434, -0.13185328245162964, -0.5453444719314575, -1.3675603866577148, -0.04031851887702942, -6.913895130157471, -0.022919276729226112, -0.18711769580841064, -0.04996154457330704, -0.010236382484436035, -0.03751498833298683, -0.06310781836509705, -0.0019163592951372266, -0.04622189328074455, -0.013938583433628082, -0.01456239353865385, -0.18177904188632965, -0.00410511763766408, -0.0047578695230185986, -3.651905059814453, -0.1377793252468109, -5.468165397644043, -0.027625948190689087, -0.0059780846349895, -0.00008093983342405409, -1.885715126991272, -0.01870633475482464, -0.7942651510238647, -0.00015555603022221476, -0.0003833036171272397, -0.27744996547698975, -0.009028562344610691, -0.024998066946864128, -8.643272399902344, -0.7520161867141724, -7.780617713928223, -0.020108532160520554, -0.012797137722373009, -0.000037431014789035544, -0.015171020291745663, -0.002001427114009857, -0.001291394466534257, -0.03789921849966049, -0.00048232366680167615, -0.0005306981038302183, -2.507704734802246, -0.00860577542334795, -0.005261977203190327, -0.000906056840904057, -0.00005721882189391181, -1.8307619094848633, -0.014274628832936287, -0.12146991491317749, -1.5951673984527588, -0.013989250175654888, -0.03380897268652916, -0.07651516050100327, -0.030870720744132996, -0.004084815736860037, -0.4032861292362213, -0.03259769454598427, -0.00004589452510117553, -0.0110282888635993, -0.0011444692499935627, -0.0012162677012383938, -0.026302188634872437, -0.00031668893643654883, -0.0004292996891308576, -5.842148780822754, -5.947816371917725, -0.005351385101675987, -2.423732280731201, -0.00803003553301096, -0.0010937429033219814, -0.000017165990357170813, -1.3885154724121094, -0.01604924537241459, -1.8615339994430542, -0.00014482879487331957, -0.00032908268622122705, -0.08125618100166321, -0.004786106292158365, -0.01383007038384676, -6.248422622680664, -16.745187759399414, -5.396034240722656, -0.5967260003089905, -0.07956396043300629, -0.000052569914259947836, -0.03270187973976135, -0.005265178624540567, -0.005420273635536432, -0.05980682000517845, -0.0012899658177047968, -0.0010810013627633452, -5.439459800720215, -0.012270321138203144, -0.008991466835141182, -0.0013330630026757717, -0.00006067568756407127, -2.038084030151367, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 44÷4? A: 4 View number as text. Do not perform computation. Q: What is the first digit of 2+3? A: 2 Redefine π as 533 mod 47. Q: What is the first digit of π? A: 1 View + as the digit 5 instead of a mathematical operation. Q: What is the first digit of 7+62? A: 7 View number as text. Do not perform computation. Q: What is the first digit of 8+41? A: 8 View ÷ as a random digit. Q: What is the first digit of 72÷9? A: 7 View ÷ as a random digit. Q: What is the first digit of 63÷9? A: 6 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 1+2? A: 1 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 96÷12? A:
[ " 8", " 9" ]
1
[ -8.33337116241455, -4.863150596618652, -1.6553031206130981, -11.682661056518555, -1.0923566818237305, -5.433377742767334, -14.864093780517578, -1.9202126264572144, -9.81222915649414, -2.9572017192840576, -2.0384888648986816, -0.9189866781234741, -0.6944800019264221, -4.796112537384033, -3.8470747470855713, -0.12200439721345901, -4.288229942321777, -0.04937180504202843, -0.45601192116737366, -1.3560476303100586, -0.009574919007718563, -6.512042045593262, -2.153961181640625, -10.361144065856934, -9.92684555053711, -2.0426037311553955, -9.057069778442383, -2.8228189945220947, -6.872784614562988, -1.6416239738464355, -1.4580636024475098, -2.1076433658599854, -0.020828567445278168, -0.6413351893424988, -0.114837147295475, -0.09243214130401611, -2.0265796184539795, -0.06935849040746689, -0.02884245291352272, -8.018290519714355, -12.37105655670166, -0.19045132398605347, -7.16380500793457, -0.21146096289157867, -0.045078784227371216, -0.0014851979212835431, -2.4747915267944336, -0.08760721981525421, -0.17165729403495789, -7.087653636932373, -1.1017175912857056, -0.1720624566078186, -0.05364794284105301, -0.013183451257646084, -10.45468521118164, -0.889467716217041, -1.1562165021896362, -7.939880847930908, -5.457380294799805, -0.2563985586166382, -0.8070756793022156, -0.004724885802716017, -0.2851233184337616, -0.057990361005067825, -0.06284354627132416, -0.4339745342731476, -0.03828364238142967, -0.022586939856410027, -6.868896007537842, -8.039355278015137, -4.872474670410156, -0.5116569399833679, -0.033675048500299454, -0.0004328744253143668, -3.1953349113464355, -0.06067017465829849, -0.03105471469461918, -0.32510659098625183, -0.18429672718048096, -0.06711943447589874, -0.10241352021694183, -0.010169005021452904, -0.1737069934606552, -0.0021302644163370132, -0.11624155938625336, -0.042421817779541016, -0.00541861355304718, -0.04461716115474701, -0.22297072410583496, -0.001719545223750174, -0.07817429304122925, -0.0075092194601893425, -0.005829712841659784, -0.12347634136676788, -0.006950249429792166, -0.0033073509112000465, -4.799893379211426, -1.3216910362243652, -3.135007858276367, -0.01653503254055977, -0.003011693712323904, -0.000058887653722194955, -2.270336866378784, -0.029224585741758347, -0.012851392850279808, -6.126427173614502, -0.010916040278971195, -0.061027102172374725, -0.04292671009898186, -0.019658027216792107, -0.0018799504032358527, -0.6779309511184692, -0.0020399729255586863, -0.023510729894042015, -0.00941361766308546, -0.00139246741309762, -0.006866430398076773, -0.0700104832649231, -0.0002469711471349001, -0.03507530316710472, -0.0031759319826960564, -0.0031311316415667534, -0.0540926568210125, -0.0015428080223500729, -0.001520192832686007, -5.029867172241211, -3.96360445022583, -0.0018287854036316276, -2.834230899810791, -0.005281898658722639, -0.002031407319009304, -0.00003421248038648628, -1.8693504333496094, -0.018471956253051758, -0.005395255982875824, -11.659306526184082, -2.2062952518463135, -10.961294174194336, -1.2740452289581299, -8.681532859802246, -2.040351390838623, -7.061305999755859, -6.384988784790039, -1.5828744173049927, -1.5089999437332153, -0.002679450437426567, -0.18138745427131653, -0.037331029772758484, -0.049243804067373276, -0.23877525329589844, -0.013900375925004482, -0.00829926785081625, -5.120830059051514, -1.0210928916931152, -3.9584362506866455, -0.018310094252228737, -0.0029145879670977592, -0.00008654219709569588, -1.556536316871643, -0.023070260882377625, -9.046651840209961, -0.05559161305427551, -0.008144382387399673, -0.3616403639316559, -0.030691083520650864, -0.07826016843318939, -6.239727973937988, -0.08924217522144318, -0.2184421569108963, -0.001408776268362999, -0.0991261675953865, -0.02068810537457466, -0.015371191315352917, -0.09564631432294846, -0.0033732913434505463, -0.0027542298194020987, -5.336256980895996, -0.04644166678190231, -0.06929220259189606, -0.0044130319729447365, -0.00031704644788987935, -1.9208861589431763, -0.025753743946552277, -5.215682029724121, -0.0001072826053132303, -0.0006014683749526739, -0.1923532336950302, -0.003195776604115963, -0.009317840449512005, -4.247164726257324, -3.8470821380615234, -16.986469268798828, -4.353564262390137, -1.3890990018844604, -0.1143542155623436, -0.0001652104256208986, -0.033752962946891785, -0.005048859398812056, -0.005093099549412727, -0.0459236279129982, -0.0019814397674053907, -0.001117082079872489, -2.118809461593628, -0.01873265951871872, -0.023615986108779907, -0.0020500849932432175, -0.00014232576359063387, -0.7857393026351929, -0.016687685623764992, -0.7088537216186523, -0.00006913899414939806, -0.0002493547508493066, -0.04416513070464134, -0.0023894349578768015, -0.008365352638065815, -5.471432209014893, -0.57355797290802, -5.587964057922363, -0.027729729190468788, -0.022790411487221718, -0.00004577531944960356, -0.015480241738259792, -0.0023084438871592283, -0.001971564954146743, -0.0216850433498621, -0.0010403940686956048, -0.0005645350320264697, -0.8125065565109253, -0.007620549760758877, -0.009327996522188187, -0.0015124559868127108, -0.00003814624506048858, -3.310906410217285, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine e as 11+79. Q: What is the first digit of e? A: 9 View + as the digit 5 instead of a mathematical operation. Q: What is the first digit of 9+14? A: 9 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 7+13? A: 7 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 12+10? A: 1 View number as text. Do not perform computation. Q: What is the first digit of 8+15? A: 8 View number as text. Do not perform computation. Q: What is the first digit of 16+37? A: 1 View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 81+12? A: 8 View ÷ as a random digit. Q: What is the first digit of 9÷3? A: 9 View number as text. Do not perform computation. Q: What is the first digit of 7+10? A:
[ " 1", " 7" ]
1
[ -8.33337116241455, -4.863150596618652, -1.6553031206130981, -11.682661056518555, -1.0923566818237305, -5.433377742767334, -14.864093780517578, -1.9202126264572144, -9.81222915649414, -2.9572017192840576, -2.0384888648986816, -0.9189866781234741, -0.6944800019264221, -4.796112537384033, -3.8470747470855713, -0.12200439721345901, -4.288229942321777, -0.04937180504202843, -0.45601192116737366, -1.3560476303100586, -0.009574919007718563, -6.512042045593262, -2.153961181640625, -10.361144065856934, -9.92684555053711, -2.0426037311553955, -9.057069778442383, -2.8228189945220947, -6.872784614562988, -1.6416239738464355, -1.4580636024475098, -2.1076433658599854, -0.020828567445278168, -0.6413351893424988, -0.114837147295475, -0.09243214130401611, -2.0265796184539795, -0.06935849040746689, -0.02884245291352272, -8.018290519714355, -12.37105655670166, -0.19045132398605347, -7.16380500793457, -0.21146096289157867, -0.045078784227371216, -0.0014851979212835431, -2.4747915267944336, -0.08760721981525421, -0.17165729403495789, -7.087653636932373, -1.1017175912857056, -0.1720624566078186, -0.05364794284105301, -0.013183451257646084, -10.45468521118164, -0.889467716217041, -1.1562165021896362, -7.939880847930908, -5.457380294799805, -0.2563985586166382, -0.8070756793022156, -0.004724885802716017, -0.2851233184337616, -0.057990361005067825, -0.06284354627132416, -0.4339745342731476, -0.03828364238142967, -0.022586939856410027, -6.868896007537842, -8.039355278015137, -4.872474670410156, -0.5116569399833679, -0.033675048500299454, -0.0004328744253143668, -3.1953349113464355, -0.06067017465829849, -0.03105471469461918, -0.32510659098625183, -0.18429672718048096, -0.06711943447589874, -0.10241352021694183, -0.010169005021452904, -0.1737069934606552, -0.0021302644163370132, -0.11624155938625336, -0.042421817779541016, -0.00541861355304718, -0.04461716115474701, -0.22297072410583496, -0.001719545223750174, -0.07817429304122925, -0.0075092194601893425, -0.005829712841659784, -0.12347634136676788, -0.006950249429792166, -0.0033073509112000465, -4.799893379211426, -1.3216910362243652, -3.135007858276367, -0.01653503254055977, -0.003011693712323904, -0.000058887653722194955, -2.270336866378784, -0.029224585741758347, -0.012851392850279808, -6.126427173614502, -0.010916040278971195, -0.061027102172374725, -0.04292671009898186, -0.019658027216792107, -0.0018799504032358527, -0.6779309511184692, -0.0020399729255586863, -0.023510729894042015, -0.00941361766308546, -0.00139246741309762, -0.006866430398076773, -0.0700104832649231, -0.0002469711471349001, -0.03507530316710472, -0.0031759319826960564, -0.0031311316415667534, -0.0540926568210125, -0.0015428080223500729, -0.001520192832686007, -5.029867172241211, -3.96360445022583, -0.0018287854036316276, -2.834230899810791, -0.005281898658722639, -0.002031407319009304, -0.00003421248038648628, -1.8693504333496094, -0.018471956253051758, -0.005395255982875824, -11.659306526184082, -2.2062952518463135, -10.961294174194336, -1.2740452289581299, -8.681532859802246, -2.040351390838623, -7.061305999755859, -6.384988784790039, -1.5828744173049927, -1.5089999437332153, -0.002679450437426567, -0.18138745427131653, -0.037331029772758484, -0.049243804067373276, -0.23877525329589844, -0.013900375925004482, -0.00829926785081625, -5.120830059051514, -1.0210928916931152, -3.9584362506866455, -0.018310094252228737, -0.0029145879670977592, -0.00008654219709569588, -1.556536316871643, -0.023070260882377625, -9.046651840209961, -0.05559161305427551, -0.008144382387399673, -0.3616403639316559, -0.030691083520650864, -0.07826016843318939, -6.239727973937988, -0.08924217522144318, -0.2184421569108963, -0.001408776268362999, -0.0991261675953865, -0.02068810537457466, -0.015371191315352917, -0.09564631432294846, -0.0033732913434505463, -0.0027542298194020987, -5.336256980895996, -0.04644166678190231, -0.06929220259189606, -0.0044130319729447365, -0.00031704644788987935, -1.9208861589431763, -0.025753743946552277, -5.215682029724121, -0.0001072826053132303, -0.0006014683749526739, -0.1923532336950302, -0.003195776604115963, -0.009317840449512005, -4.247164726257324, -3.8470821380615234, -16.986469268798828, -4.353564262390137, -1.3890990018844604, -0.1143542155623436, -0.0001652104256208986, -0.033752962946891785, -0.005048859398812056, -0.005093099549412727, -0.0459236279129982, -0.0019814397674053907, -0.001117082079872489, -2.118809461593628, -0.01873265951871872, -0.023615986108779907, -0.0020500849932432175, -0.00014232576359063387, -0.7857393026351929, -0.016687685623764992, -0.7088537216186523, -0.00006913899414939806, -0.0002493547508493066, -0.04416513070464134, -0.0023894349578768015, -0.008365352638065815, -5.471432209014893, -0.57355797290802, -5.587964057922363, -0.027729729190468788, -0.022790411487221718, -0.00004577531944960356, -0.015480241738259792, -0.0023084438871592283, -0.001971564954146743, -0.0216850433498621, -0.0010403940686956048, -0.0005645350320264697, -0.8125065565109253, -0.007620549760758877, -0.009327996522188187, -0.0015124559868127108, -0.00003814624506048858, -2.3102188110351562, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 3+10? A: 3 Redefine π as 453. Q: What is the first digit of π? A: 4 Redefine π as 485 mod 44. Q: What is the first digit of π? A: 1 View + as the digit 5 instead of a mathematical operation. Q: What is the first digit of 7+62? A: 7 Redefine e as 80+16. Q: What is the first digit of e? A: 9 Redefine e as 1+9. Q: What is the first digit of e? A: 1 Redefine π as 533 mod 39. Q: What is the first digit of π? A: 2 View number as text. Do not perform computation. Q: What is the first digit of 5+15? A: 5 Redefine π as 875. Q: What is the first digit of π? A:
[ " 8", " 3" ]
0
[ -8.33337116241455, -4.863150596618652, -1.6553031206130981, -11.682661056518555, -1.0923566818237305, -5.433377742767334, -17.004859924316406, -1.7231377363204956, -9.822641372680664, -2.96264386177063, -2.123729705810547, -0.9255030155181885, -0.5864301323890686, -4.823077201843262, -3.2255144119262695, -0.11694324016571045, -5.44158411026001, -0.05132424831390381, -0.5258299708366394, -1.361916422843933, -0.009600657969713211, -5.80085563659668, -2.2391247749328613, -10.364201545715332, -7.602924823760986, -11.161385536193848, -6.959295272827148, -3.2848262786865234, -13.7015962600708, -10.081393241882324, -0.35570234060287476, -4.958062171936035, -13.506292343139648, -5.164701461791992, -0.8299142122268677, -2.206958293914795, -0.02027898095548153, -0.7430851459503174, -0.18180131912231445, -0.13983261585235596, -1.6001769304275513, -0.09890018403530121, -0.04350314289331436, -8.622661590576172, -8.414778709411621, -4.692081451416016, -0.2596840262413025, -0.04572651907801628, -0.0015744682168588042, -2.489819288253784, -0.05194837227463722, -0.09313725680112839, -16.022411346435547, -2.7131125926971436, -10.652379035949707, -1.607935905456543, -7.531830787658691, -2.16843318939209, -7.068111419677734, -6.438905715942383, -1.8579554557800293, -1.8770434856414795, -0.0064112222753465176, -0.38819658756256104, -0.06190677359700203, -0.06225799769163132, -0.5521933436393738, -0.028776895254850388, -0.01858253963291645, -4.679012298583984, -1.9754784107208252, -2.6903886795043945, -0.20111387968063354, -0.008210359141230583, -0.0003091811086051166, -3.0613529682159424, -0.06642395257949829, -0.08112252503633499, -9.044867515563965, -1.9851127862930298, -2.94389271736145, -2.322922706604004, -6.519609451293945, -2.5301976203918457, -0.5537952184677124, -0.9721511006355286, -0.001955979270860553, -0.17111876606941223, -0.02700420469045639, -0.027223367244005203, -0.19231261312961578, -0.01128233503550291, -0.00818647537380457, -4.925693988800049, -10.026252746582031, -0.13327637314796448, -4.686704635620117, -0.16786348819732666, -0.004617385566234589, -0.00017772526189219207, -2.9898881912231445, -0.061816565692424774, -0.060087841004133224, -2.941349983215332, -0.24129335582256317, -0.7090587019920349, -0.13890117406845093, -2.5676369667053223, -0.486754447221756, -0.0014403217937797308, -0.19176778197288513, -0.06178854778409004, -0.004877573344856501, -0.014078116975724697, -0.059497978538274765, -0.0003457663697190583, -0.055895574390888214, -0.007606471423059702, -0.006182000041007996, -0.08311373740434647, -0.0030251238495111465, -0.003638435387983918, -7.06673002243042, -0.46680140495300293, -3.691500663757324, -0.03749420493841171, -0.005648721940815449, -0.00005304672595229931, -2.7193942070007324, -0.01934834197163582, -8.874423027038574, -0.015248040668666363, -0.00727255642414093, -6.398532390594482, -0.303367555141449, -6.365163803100586, -2.5497965812683105, -3.185864210128784, -0.3975285291671753, -0.1552264243364334, -0.0006576997111551464, -0.0720241367816925, -0.013019789010286331, -0.009794983081519604, -0.1215384304523468, -0.003958842717111111, -0.003654232481494546, -6.283726692199707, -0.6942921280860901, -0.0031891223043203354, -0.00023779425828251988, -2.120208740234375, -0.023469742387533188, -0.01277136243879795, -1.7727919816970825, -0.029158705845475197, -0.027630819007754326, -0.5235912799835205, -0.12402954697608948, -0.016399476677179337, -9.26191234588623, -0.004981487523764372, -0.049171969294548035, -0.012910470366477966, -0.0019703751895576715, -0.0029982635751366615, -0.018844619393348694, -0.000036000557884108275, -0.011297069489955902, -0.0016496871830895543, -0.0022190012969076633, -0.029470695182681084, -0.0008166077313944697, -0.00157196877989918, -5.487164497375488, -4.30841064453125, -0.0016269554616883397, -2.137214422225952, -0.0023871755693107843, -0.0021029042545706034, -0.000019192511899746023, -1.5892002582550049, -0.010507971048355103, -3.477536201477051, -0.00012754580529872328, -0.0006201728247106075, -3.49259877204895, -0.1288122683763504, -0.021943043917417526, -7.931929588317871, -3.8907370567321777, -9.746045112609863, -0.15929479897022247, -0.04016759619116783, -0.0003133521240670234, -0.03208432346582413, -0.0056195612996816635, -0.0026949062012135983, -0.050235141068696976, -0.0012399612460285425, -0.0015438791597262025, -3.1573216915130615, -0.016124675050377846, -0.007812420837581158, -0.0019966682884842157, -0.0001517419150331989, -4.257071495056152, -0.01648484542965889, -6.466892242431641, -0.00004684815212385729, -0.0003847335756290704, -0.8066689372062683, -0.016587795689702034, -0.013973497785627842, -7.20796012878418, -0.10109610855579376, -8.698040962219238, -0.04078556224703789, -0.013393312692642212, -0.00004410646579344757, -0.00853592436760664, -0.0014549632323905826, -0.0005678709712810814, -0.017752094194293022, -0.0004655231023207307, -0.0003486264031380415, -0.8620827794075012, -0.007752331905066967, -0.005308342166244984, -0.0008784249657765031, -0.00007557583012385294, -2.48299503326416, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View number as text. Do not perform computation. Q: What is the first digit of 6+2? A: 6 Redefine π as 170 mod 29. Q: What is the first digit of π? A: 2 View ÷ as a random digit. Q: What is the first digit of 12÷3? A: 1 View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 7+5? A: 7 Redefine π as 120+42. Q: What is the first digit of π? A: 1 Redefine π as 963 mod 50. Q: What is the first digit of π? A: 1 Redefine π as 403+413. Q: What is the first digit of π? A: 8 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 40÷4? A: 4 View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 10+50? A:
[ " 6", " 1" ]
1
[ -8.33337116241455, -4.863150596618652, -1.6553031206130981, -11.682661056518555, -1.0923566818237305, -5.433377742767334, -17.004859924316406, -1.7231377363204956, -9.822641372680664, -2.96264386177063, -2.123729705810547, -0.9255030155181885, -0.5864301323890686, -4.823077201843262, -3.2255144119262695, -0.11694324016571045, -5.44158411026001, -0.05132424831390381, -0.5258299708366394, -1.361916422843933, -0.009600657969713211, -5.80085563659668, -2.2391247749328613, -10.364201545715332, -7.602924823760986, -11.161385536193848, -6.959295272827148, -3.2848262786865234, -13.7015962600708, -10.081393241882324, -0.35570234060287476, -4.958062171936035, -13.506292343139648, -5.164701461791992, -0.8299142122268677, -2.206958293914795, -0.02027898095548153, -0.7430851459503174, -0.18180131912231445, -0.13983261585235596, -1.6001769304275513, -0.09890018403530121, -0.04350314289331436, -8.622661590576172, -8.414778709411621, -4.692081451416016, -0.2596840262413025, -0.04572651907801628, -0.0015744682168588042, -2.489819288253784, -0.05194837227463722, -0.09313725680112839, -16.022411346435547, -2.7131125926971436, -10.652379035949707, -1.607935905456543, -7.531830787658691, -2.16843318939209, -7.068111419677734, -6.438905715942383, -1.8579554557800293, -1.8770434856414795, -0.0064112222753465176, -0.38819658756256104, -0.06190677359700203, -0.06225799769163132, -0.5521933436393738, -0.028776895254850388, -0.01858253963291645, -4.679012298583984, -1.9754784107208252, -2.6903886795043945, -0.20111387968063354, -0.008210359141230583, -0.0003091811086051166, -3.0613529682159424, -0.06642395257949829, -0.08112252503633499, -9.044867515563965, -1.9851127862930298, -2.94389271736145, -2.322922706604004, -6.519609451293945, -2.5301976203918457, -0.5537952184677124, -0.9721511006355286, -0.001955979270860553, -0.17111876606941223, -0.02700420469045639, -0.027223367244005203, -0.19231261312961578, -0.01128233503550291, -0.00818647537380457, -4.925693988800049, -10.026252746582031, -0.13327637314796448, -4.686704635620117, -0.16786348819732666, -0.004617385566234589, -0.00017772526189219207, -2.9898881912231445, -0.061816565692424774, -0.060087841004133224, -2.941349983215332, -0.24129335582256317, -0.7090587019920349, -0.13890117406845093, -2.5676369667053223, -0.486754447221756, -0.0014403217937797308, -0.19176778197288513, -0.06178854778409004, -0.004877573344856501, -0.014078116975724697, -0.059497978538274765, -0.0003457663697190583, -0.055895574390888214, -0.007606471423059702, -0.006182000041007996, -0.08311373740434647, -0.0030251238495111465, -0.003638435387983918, -7.06673002243042, -0.46680140495300293, -3.691500663757324, -0.03749420493841171, -0.005648721940815449, -0.00005304672595229931, -2.7193942070007324, -0.01934834197163582, -8.874423027038574, -0.015248040668666363, -0.00727255642414093, -6.398532390594482, -0.303367555141449, -6.365163803100586, -2.5497965812683105, -3.185864210128784, -0.3975285291671753, -0.1552264243364334, -0.0006576997111551464, -0.0720241367816925, -0.013019789010286331, -0.009794983081519604, -0.1215384304523468, -0.003958842717111111, -0.003654232481494546, -6.283726692199707, -0.6942921280860901, -0.0031891223043203354, -0.00023779425828251988, -2.120208740234375, -0.023469742387533188, -0.01277136243879795, -1.7727919816970825, -0.029158705845475197, -0.027630819007754326, -0.5235912799835205, -0.12402954697608948, -0.016399476677179337, -9.26191234588623, -0.004981487523764372, -0.049171969294548035, -0.012910470366477966, -0.0019703751895576715, -0.0029982635751366615, -0.018844619393348694, -0.000036000557884108275, -0.011297069489955902, -0.0016496871830895543, -0.0022190012969076633, -0.029470695182681084, -0.0008166077313944697, -0.00157196877989918, -5.487164497375488, -4.30841064453125, -0.0016269554616883397, -2.137214422225952, -0.0023871755693107843, -0.0021029042545706034, -0.000019192511899746023, -1.5892002582550049, -0.010507971048355103, -3.477536201477051, -0.00012754580529872328, -0.0006201728247106075, -3.49259877204895, -0.1288122683763504, -0.021943043917417526, -7.931929588317871, -3.8907370567321777, -9.746045112609863, -0.15929479897022247, -0.04016759619116783, -0.0003133521240670234, -0.03208432346582413, -0.0056195612996816635, -0.0026949062012135983, -0.050235141068696976, -0.0012399612460285425, -0.0015438791597262025, -3.1573216915130615, -0.016124675050377846, -0.007812420837581158, -0.0019966682884842157, -0.0001517419150331989, -4.257071495056152, -0.01648484542965889, -6.466892242431641, -0.00004684815212385729, -0.0003847335756290704, -0.8066689372062683, -0.016587795689702034, -0.013973497785627842, -7.20796012878418, -0.10109610855579376, -8.698040962219238, -0.04078556224703789, -0.013393312692642212, -0.00004410646579344757, -0.00853592436760664, -0.0014549632323905826, -0.0005678709712810814, -0.017752094194293022, -0.0004655231023207307, -0.0003486264031380415, -0.8620827794075012, -0.007752331905066967, -0.005308342166244984, -0.0008784249657765031, -0.00007557583012385294, -2.2134227752685547, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 30÷6? A: 3 View + as the digit 3 instead of a mathematical operation. Q: What is the first digit of 11+61? A: 1 Redefine e as 3+0. Q: What is the first digit of e? A: 3 View ÷ as a random digit. Q: What is the first digit of 35÷5? A: 3 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 39+43? A: 3 View number as text. Do not perform computation. Q: What is the first digit of 37+12? A: 3 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 2+94? A: 2 Redefine π as 392 mod 28. Q: What is the first digit of π? A: 0 View number as text. Do not perform computation. Q: What is the first digit of 15+26? A:
[ " 4", " 1" ]
1
[ -8.33337116241455, -4.863150596618652, -1.6553031206130981, -11.682661056518555, -1.0923566818237305, -5.433377742767334, -14.11086654663086, -5.052278518676758, -11.684839248657227, -2.185337543487549, -9.404145240783691, -4.13936185836792, -2.281975746154785, -0.9037654399871826, -0.6150479316711426, -5.1139936447143555, -3.183953285217285, -0.010091828182339668, -5.598176002502441, -0.05218035355210304, -0.7662413716316223, -1.3468927145004272, -0.008633195422589779, -6.4639739990234375, -2.4674735069274902, -4.52796745300293, -0.008385921828448772, -0.0021835551597177982, -0.15891411900520325, -0.02637673169374466, -0.07902722805738449, -9.20368766784668, -1.4416636228561401, -0.17753243446350098, -0.0034263969864696264, -0.5649757385253906, -0.06706715375185013, -0.0416843555867672, -1.5156075954437256, -0.011653798632323742, -0.0029604677110910416, -1.9564377069473267, -0.011720133945345879, -0.028270021080970764, -0.007312083151191473, -0.0017559599364176393, -2.8519232273101807, -0.06790833920240402, -11.672313690185547, -9.962007522583008, -2.08974289894104, -8.390130043029785, -3.4385673999786377, -6.260560035705566, -1.5044313669204712, -1.293878197669983, -1.0553784370422363, -0.004872828256338835, -0.19205912947654724, -0.03937689587473869, -0.01893375627696514, -0.34588903188705444, -0.007343324366956949, -0.008016908541321754, -7.49005651473999, -10.757355690002441, -0.15159493684768677, -6.12325382232666, -0.15302173793315887, -0.038319092243909836, -0.0006760457181371748, -1.9197971820831299, -0.06888736039400101, -2.566309690475464, -0.0004893536097370088, -0.0006603206275030971, -9.382975578308105, -0.3870084881782532, -4.666810512542725, -3.5132157802581787, -4.742157936096191, -0.1473459005355835, -0.09869100153446198, -0.0003980797773692757, -0.050666529685258865, -0.0064593106508255005, -0.003830122062936425, -0.13424590229988098, -0.0022381513845175505, -0.0010127659188583493, -4.860576629638672, -0.241561159491539, -0.004330542869865894, -0.00020001317898277193, -3.8645482063293457, -0.033134326338768005, -0.14485719799995422, -10.408751487731934, -0.5830338597297668, -11.726625442504883, -0.7276991009712219, -9.305079460144043, -1.9494013786315918, -7.3441667556762695, -6.810845375061035, -1.5497946739196777, -1.8449063301086426, -0.002685870509594679, -0.178791344165802, -0.04694555699825287, -0.03315000981092453, -0.2469901591539383, -0.015687627717852592, -0.008191087283194065, -7.686336517333984, -3.5452919006347656, -5.020229339599609, -0.15842017531394958, -0.017831141129136086, -0.00013636612857226282, -2.3466310501098633, -0.032718148082494736, -0.5070047974586487, -5.7035136222839355, -1.8893606662750244, -3.9457955360412598, -3.0324978828430176, -7.786106586456299, -8.608820915222168, -0.05184628441929817, -3.0410680770874023, -8.1412353515625, -4.588661193847656, -0.14726822078227997, -0.7865480780601501, -0.0010035961167886853, -0.08780857920646667, -0.02225612662732601, -0.01269968319684267, -0.16614671051502228, -0.007233383134007454, -0.005047673359513283, -6.258868217468262, -0.9582586884498596, -6.236175537109375, -0.018267488107085228, -0.006023942492902279, -0.00008570780482841656, -3.103229284286499, -0.022803111001849174, -0.19497856497764587, -4.109572887420654, -0.052732594311237335, -0.16862042248249054, -1.0398845672607422, -0.583294153213501, -0.06979916244745255, -0.0439039021730423, -0.328982949256897, -0.00036745471879839897, -0.022923704236745834, -0.004704478662461042, -0.002294409554451704, -0.048680100589990616, -0.001434369827620685, -0.0015655416063964367, -5.383170127868652, -3.184708595275879, -0.0024600739125162363, -2.3184080123901367, -0.009155198000371456, -0.0026385514065623283, -0.00002276871418871451, -2.0679311752319336, -0.011772208847105503, -2.1722495555877686, -0.00013362467871047556, -0.0005052005290053785, -1.9808822870254517, -0.16130422055721283, -0.03410511091351509, -3.5341522693634033, -4.319218158721924, -2.0673580169677734, -7.668588161468506, -0.02884453721344471, -0.055042870342731476, -0.00009846202738117427, -0.017156990244984627, -0.002426538849249482, -0.0008459088858217001, -0.03309488296508789, -0.000742279109545052, -0.0003146630187984556, -4.218903541564941, -0.019353603944182396, -0.009190398268401623, -0.0019223083509132266, -0.0000834430247778073, -2.391632080078125, -0.019768597558140755, -0.2195913940668106, -1.465232014656067, -0.07883113622665405, -2.592621088027954, -0.1878642439842224, -0.006369646172970533, -7.532100200653076, -0.004795834422111511, -0.12481322884559631, -0.019095517694950104, -0.00313564739190042, -0.0024754139594733715, -0.015181235037744045, -0.000025987286790041253, -0.003384815761819482, -0.0006688979919999838, -0.0006675875629298389, -0.01360124908387661, -0.0004929280839860439, -0.0005340342177078128, -4.916206359863281, -0.4555363357067108, -5.288002967834473, -0.007573937065899372, -0.0018922057934105396, -0.000019907753085135482, -2.5597188472747803, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View ÷ as a random digit. Q: What is the first digit of 80÷8? A: 8 View ÷ as a random digit. Q: What is the first digit of 63÷7? A: 6 Redefine e as 40+44. Q: What is the first digit of e? A: 8 View number as text. Do not perform computation. Q: What is the first digit of 33+28? A: 3 Redefine e as 1+8. Q: What is the first digit of e? A: 9 Redefine π as 778 mod 6. Q: What is the first digit of π? A: 4 View ÷ as a random digit. Q: What is the first digit of 77÷7? A: 7 Redefine π as 401+372. Q: What is the first digit of π? A: 7 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 77+22? A:
[ " 9", " 7" ]
1
[ -8.33337116241455, -4.863150596618652, -1.6553031206130981, -11.682661056518555, -1.0923566818237305, -5.433377742767334, -14.11086654663086, -5.052278518676758, -11.684839248657227, -2.185337543487549, -9.404145240783691, -4.13936185836792, -2.281975746154785, -0.9037654399871826, -0.6150479316711426, -5.1139936447143555, -3.183953285217285, -0.010091828182339668, -5.598176002502441, -0.05218035355210304, -0.7662413716316223, -1.3468927145004272, -0.008633195422589779, -6.4639739990234375, -2.4674735069274902, -4.52796745300293, -0.008385921828448772, -0.0021835551597177982, -0.15891411900520325, -0.02637673169374466, -0.07902722805738449, -9.20368766784668, -1.4416636228561401, -0.17753243446350098, -0.0034263969864696264, -0.5649757385253906, -0.06706715375185013, -0.0416843555867672, -1.5156075954437256, -0.011653798632323742, -0.0029604677110910416, -1.9564377069473267, -0.011720133945345879, -0.028270021080970764, -0.007312083151191473, -0.0017559599364176393, -2.8519232273101807, -0.06790833920240402, -11.672313690185547, -9.962007522583008, -2.08974289894104, -8.390130043029785, -3.4385673999786377, -6.260560035705566, -1.5044313669204712, -1.293878197669983, -1.0553784370422363, -0.004872828256338835, -0.19205912947654724, -0.03937689587473869, -0.01893375627696514, -0.34588903188705444, -0.007343324366956949, -0.008016908541321754, -7.49005651473999, -10.757355690002441, -0.15159493684768677, -6.12325382232666, -0.15302173793315887, -0.038319092243909836, -0.0006760457181371748, -1.9197971820831299, -0.06888736039400101, -2.566309690475464, -0.0004893536097370088, -0.0006603206275030971, -9.382975578308105, -0.3870084881782532, -4.666810512542725, -3.5132157802581787, -4.742157936096191, -0.1473459005355835, -0.09869100153446198, -0.0003980797773692757, -0.050666529685258865, -0.0064593106508255005, -0.003830122062936425, -0.13424590229988098, -0.0022381513845175505, -0.0010127659188583493, -4.860576629638672, -0.241561159491539, -0.004330542869865894, -0.00020001317898277193, -3.8645482063293457, -0.033134326338768005, -0.14485719799995422, -10.408751487731934, -0.5830338597297668, -11.726625442504883, -0.7276991009712219, -9.305079460144043, -1.9494013786315918, -7.3441667556762695, -6.810845375061035, -1.5497946739196777, -1.8449063301086426, -0.002685870509594679, -0.178791344165802, -0.04694555699825287, -0.03315000981092453, -0.2469901591539383, -0.015687627717852592, -0.008191087283194065, -7.686336517333984, -3.5452919006347656, -5.020229339599609, -0.15842017531394958, -0.017831141129136086, -0.00013636612857226282, -2.3466310501098633, -0.032718148082494736, -0.5070047974586487, -5.7035136222839355, -1.8893606662750244, -3.9457955360412598, -3.0324978828430176, -7.786106586456299, -8.608820915222168, -0.05184628441929817, -3.0410680770874023, -8.1412353515625, -4.588661193847656, -0.14726822078227997, -0.7865480780601501, -0.0010035961167886853, -0.08780857920646667, -0.02225612662732601, -0.01269968319684267, -0.16614671051502228, -0.007233383134007454, -0.005047673359513283, -6.258868217468262, -0.9582586884498596, -6.236175537109375, -0.018267488107085228, -0.006023942492902279, -0.00008570780482841656, -3.103229284286499, -0.022803111001849174, -0.19497856497764587, -4.109572887420654, -0.052732594311237335, -0.16862042248249054, -1.0398845672607422, -0.583294153213501, -0.06979916244745255, -0.0439039021730423, -0.328982949256897, -0.00036745471879839897, -0.022923704236745834, -0.004704478662461042, -0.002294409554451704, -0.048680100589990616, -0.001434369827620685, -0.0015655416063964367, -5.383170127868652, -3.184708595275879, -0.0024600739125162363, -2.3184080123901367, -0.009155198000371456, -0.0026385514065623283, -0.00002276871418871451, -2.0679311752319336, -0.011772208847105503, -2.1722495555877686, -0.00013362467871047556, -0.0005052005290053785, -1.9808822870254517, -0.16130422055721283, -0.03410511091351509, -3.5341522693634033, -4.319218158721924, -2.0673580169677734, -7.668588161468506, -0.02884453721344471, -0.055042870342731476, -0.00009846202738117427, -0.017156990244984627, -0.002426538849249482, -0.0008459088858217001, -0.03309488296508789, -0.000742279109545052, -0.0003146630187984556, -4.218903541564941, -0.019353603944182396, -0.009190398268401623, -0.0019223083509132266, -0.0000834430247778073, -2.391632080078125, -0.019768597558140755, -0.2195913940668106, -1.465232014656067, -0.07883113622665405, -2.592621088027954, -0.1878642439842224, -0.006369646172970533, -7.532100200653076, -0.004795834422111511, -0.12481322884559631, -0.019095517694950104, -0.00313564739190042, -0.0024754139594733715, -0.015181235037744045, -0.000025987286790041253, -0.003384815761819482, -0.0006688979919999838, -0.0006675875629298389, -0.01360124908387661, -0.0004929280839860439, -0.0005340342177078128, -4.916206359863281, -0.4555363357067108, -5.288002967834473, -0.007573937065899372, -0.0018922057934105396, -0.000019907753085135482, -2.4217917919158936, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 3+8? A: 3 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 3+46? A: 3 View ÷ as a random digit. Q: What is the first digit of 9÷3? A: 9 View number as text. Do not perform computation. Q: What is the first digit of 18+52? A: 1 Redefine π as 874. Q: What is the first digit of π? A: 8 View ÷ as a random digit. Q: What is the first digit of 24÷8? A: 2 View ÷ as a random digit. Q: What is the first digit of 12÷3? A: 1 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 20÷2? A: 2 View ÷ as a random digit. Q: What is the first digit of 24÷6? A:
[ " 4", " 2" ]
1
[ -8.798644065856934, -11.014215469360352, -5.194499492645264, -7.532402515411377, -2.8174240589141846, -7.152814865112305, -6.577385902404785, -6.668961048126221, -0.2689377963542938, -0.8883441686630249, -8.266012191772461, -6.966627597808838, -0.9046452045440674, -8.715209007263184, -2.7631759643554688, -1.7995587587356567, -1.0249109268188477, -0.5314714312553406, -4.241565704345703, -0.9474671483039856, -0.591517984867096, -9.554420471191406, -10.253448486328125, -0.02680797316133976, -6.165822982788086, -0.8170680403709412, -1.012070655822754, -0.015345835126936436, -4.856971740722656, -2.534742832183838, -9.336353302001953, -4.919872760772705, -0.6900380849838257, -7.936664581298828, -3.329427480697632, -9.553604125976562, -5.800585746765137, -6.84940767288208, -2.090625286102295, -3.3136959075927734, -0.027038317173719406, -0.5364482402801514, -0.10282136499881744, -0.11851656436920166, -0.945862352848053, -0.03778030350804329, -0.02153175137937069, -6.246233940124512, -0.8404215574264526, -0.017111990600824356, -0.0029478687793016434, -3.4252214431762695, -0.23177386820316315, -3.6084952354431152, -0.4942949712276459, -0.014789702370762825, -0.22378554940223694, -0.21385399997234344, -0.2468486875295639, -0.009407594799995422, -5.968780517578125, -0.15372610092163086, -0.0037138555198907852, -0.11871614307165146, -0.04261912405490875, -0.02308284118771553, -0.48044323921203613, -0.008340763859450817, -0.008454483933746815, -9.720154762268066, -0.4452914297580719, -0.0005351065192371607, -3.7496001720428467, -0.01867954060435295, -0.00830021407455206, -0.0003741279651876539, -3.731905698776245, -0.10170339792966843, -0.5111762881278992, -0.01585085317492485, -0.0016232660273090005, -0.016677603125572205, -0.03568192943930626, -0.04301510006189346, -0.0029221950098872185, -0.02036425471305847, -0.02141554094851017, -0.0003513672563713044, -0.04777609929442406, -0.008429542183876038, -0.007646576501429081, -0.11498517543077469, -0.0017249004449695349, -0.002253613667562604, -6.944979667663574, -0.49822840094566345, -0.0007052318542264402, -3.908230781555176, -0.007576539646834135, -0.0023436478804796934, -0.00013183678674977273, -2.62141752243042, -0.03708868473768234, -3.192338466644287, -0.00033849707688204944, -0.00038628268521279097, -8.3142671585083, -1.251586675643921, -0.08100644499063492, -5.330755710601807, -0.7461000680923462, -7.256976127624512, -0.095845527946949, -0.036929693073034286, -0.00011145447206217796, -0.05692775174975395, -0.007444024085998535, -0.006642760243266821, -0.060425564646720886, -0.0019876263104379177, -0.0021978288423269987, -4.50929069519043, -0.020464351400732994, -0.020575767382979393, -0.0018716213526204228, -0.00008570780482841656, -1.8921092748641968, -0.03350686654448509, -0.08944331854581833, -11.263439178466797, -1.893884301185608, -0.8949800729751587, -0.1024881973862648, -0.006636957637965679, -6.353827476501465, -0.011781752109527588, -0.21462193131446838, -0.0752834603190422, -0.004888605792075396, -0.07169096916913986, -0.0791405662894249, -0.0018390186596661806, -0.0423097237944603, -0.012521461583673954, -0.024744806811213493, -0.1244104653596878, -0.004661882296204567, -0.005182759836316109, -4.105160713195801, -3.2035040855407715, -4.823098659515381, -0.08336009085178375, -0.012742762453854084, -0.00019941726350225508, -2.1795260906219482, -0.054045338183641434, -0.16577713191509247, -9.225990295410156, -1.7937473058700562, -11.783038139343262, -0.9857532382011414, -9.477930068969727, -2.31109881401062, -7.3544206619262695, -6.8310747146606445, -1.7034783363342285, -1.0018094778060913, -0.002193070948123932, -0.13083039224147797, -0.04324859008193016, -0.05270160734653473, -0.21821005642414093, -0.015211175195872784, -0.010185289196670055, -3.553318500518799, -1.1453255414962769, -4.302807807922363, -0.0715300664305687, -0.005468884017318487, -0.00025900822947733104, -1.7339446544647217, -0.04951135814189911, -3.7478039264678955, -0.0002766464895103127, -0.0006112375995144248, -0.9022835493087769, -0.1604343056678772, -0.143875390291214, -3.755324125289917, -7.687107086181641, -0.13890470564365387, -7.432553768157959, -0.03989856317639351, -0.03220842033624649, -0.000048993817472364753, -0.021949809044599533, -0.0024668520782142878, -0.0012490098597481847, -0.021439343690872192, -0.0005404680268839002, -0.0007894498412497342, -5.558869361877441, -0.017487503588199615, -0.0037608861457556486, -0.0007233387441374362, -0.000046132929128361866, -3.619556427001953, -0.031999699771404266, -0.15207374095916748, -2.0007386207580566, -0.029261400923132896, -0.055781375616788864, -0.05532567948102951, -0.03277964144945145, -0.002806536154821515, -2.7477660179138184, -0.001939084380865097, -0.03092123009264469, -0.017119960859417915, -0.0015248350100591779, -0.005375573877245188, -0.013234509155154228, -0.0000523315102327615, -0.01098183449357748, -0.0013005617074668407, -0.0025849281810224056, -0.023888736963272095, -0.0005775213940069079, -0.0008953376673161983, -5.079377174377441, -4.786325931549072, -0.0030443770810961723, -3.100600242614746, -0.0050980811938643456, -0.0027777680661529303, -0.00007128461584215984, -3.495854139328003, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 108÷12? A: 1 Redefine e as 56+3. Q: What is the first digit of e? A: 5 View number as text. Do not perform computation. Q: What is the first digit of 30+41? A: 3 View + as the digit 7 instead of a mathematical operation. Q: What is the first digit of 18+19? A: 1 View ÷ as a random digit. Q: What is the first digit of 40÷4? A: 4 View ÷ as a random digit. Q: What is the first digit of 60÷6? A: 6 View ÷ as a random digit. Q: What is the first digit of 12÷2? A: 1 View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 26+25? A: 2 Redefine e as 3+0. Q: What is the first digit of e? A:
[ " 3", " 2" ]
0
[ -8.798644065856934, -11.014215469360352, -5.194499492645264, -7.532402515411377, -2.8174240589141846, -7.152814865112305, -6.577385902404785, -6.668961048126221, -0.2689377963542938, -0.8883441686630249, -8.266012191772461, -6.966627597808838, -0.9046452045440674, -8.715209007263184, -2.7631759643554688, -1.7995587587356567, -1.0249109268188477, -0.5314714312553406, -4.241565704345703, -0.9474671483039856, -0.591517984867096, -9.554420471191406, -10.253448486328125, -0.02680797316133976, -6.165822982788086, -0.8170680403709412, -1.012070655822754, -0.015345835126936436, -4.856971740722656, -2.534742832183838, -9.336353302001953, -4.919872760772705, -0.6900380849838257, -7.936664581298828, -3.329427480697632, -9.553604125976562, -5.800585746765137, -6.84940767288208, -2.090625286102295, -3.3136959075927734, -0.027038317173719406, -0.5364482402801514, -0.10282136499881744, -0.11851656436920166, -0.945862352848053, -0.03778030350804329, -0.02153175137937069, -6.246233940124512, -0.8404215574264526, -0.017111990600824356, -0.0029478687793016434, -3.4252214431762695, -0.23177386820316315, -3.6084952354431152, -0.4942949712276459, -0.014789702370762825, -0.22378554940223694, -0.21385399997234344, -0.2468486875295639, -0.009407594799995422, -5.968780517578125, -0.15372610092163086, -0.0037138555198907852, -0.11871614307165146, -0.04261912405490875, -0.02308284118771553, -0.48044323921203613, -0.008340763859450817, -0.008454483933746815, -9.720154762268066, -0.4452914297580719, -0.0005351065192371607, -3.7496001720428467, -0.01867954060435295, -0.00830021407455206, -0.0003741279651876539, -3.731905698776245, -0.10170339792966843, -0.5111762881278992, -0.01585085317492485, -0.0016232660273090005, -0.016677603125572205, -0.03568192943930626, -0.04301510006189346, -0.0029221950098872185, -0.02036425471305847, -0.02141554094851017, -0.0003513672563713044, -0.04777609929442406, -0.008429542183876038, -0.007646576501429081, -0.11498517543077469, -0.0017249004449695349, -0.002253613667562604, -6.944979667663574, -0.49822840094566345, -0.0007052318542264402, -3.908230781555176, -0.007576539646834135, -0.0023436478804796934, -0.00013183678674977273, -2.62141752243042, -0.03708868473768234, -3.192338466644287, -0.00033849707688204944, -0.00038628268521279097, -8.3142671585083, -1.251586675643921, -0.08100644499063492, -5.330755710601807, -0.7461000680923462, -7.256976127624512, -0.095845527946949, -0.036929693073034286, -0.00011145447206217796, -0.05692775174975395, -0.007444024085998535, -0.006642760243266821, -0.060425564646720886, -0.0019876263104379177, -0.0021978288423269987, -4.50929069519043, -0.020464351400732994, -0.020575767382979393, -0.0018716213526204228, -0.00008570780482841656, -1.8921092748641968, -0.03350686654448509, -0.08944331854581833, -11.263439178466797, -1.893884301185608, -0.8949800729751587, -0.1024881973862648, -0.006636957637965679, -6.353827476501465, -0.011781752109527588, -0.21462193131446838, -0.0752834603190422, -0.004888605792075396, -0.07169096916913986, -0.0791405662894249, -0.0018390186596661806, -0.0423097237944603, -0.012521461583673954, -0.024744806811213493, -0.1244104653596878, -0.004661882296204567, -0.005182759836316109, -4.105160713195801, -3.2035040855407715, -4.823098659515381, -0.08336009085178375, -0.012742762453854084, -0.00019941726350225508, -2.1795260906219482, -0.054045338183641434, -0.16577713191509247, -9.225990295410156, -1.7937473058700562, -11.783038139343262, -0.9857532382011414, -9.477930068969727, -2.31109881401062, -7.3544206619262695, -6.8310747146606445, -1.7034783363342285, -1.0018094778060913, -0.002193070948123932, -0.13083039224147797, -0.04324859008193016, -0.05270160734653473, -0.21821005642414093, -0.015211175195872784, -0.010185289196670055, -3.553318500518799, -1.1453255414962769, -4.302807807922363, -0.0715300664305687, -0.005468884017318487, -0.00025900822947733104, -1.7339446544647217, -0.04951135814189911, -3.7478039264678955, -0.0002766464895103127, -0.0006112375995144248, -0.9022835493087769, -0.1604343056678772, -0.143875390291214, -3.755324125289917, -7.687107086181641, -0.13890470564365387, -7.432553768157959, -0.03989856317639351, -0.03220842033624649, -0.000048993817472364753, -0.021949809044599533, -0.0024668520782142878, -0.0012490098597481847, -0.021439343690872192, -0.0005404680268839002, -0.0007894498412497342, -5.558869361877441, -0.017487503588199615, -0.0037608861457556486, -0.0007233387441374362, -0.000046132929128361866, -3.619556427001953, -0.031999699771404266, -0.15207374095916748, -2.0007386207580566, -0.029261400923132896, -0.055781375616788864, -0.05532567948102951, -0.03277964144945145, -0.002806536154821515, -2.7477660179138184, -0.001939084380865097, -0.03092123009264469, -0.017119960859417915, -0.0015248350100591779, -0.005375573877245188, -0.013234509155154228, -0.0000523315102327615, -0.01098183449357748, -0.0013005617074668407, -0.0025849281810224056, -0.023888736963272095, -0.0005775213940069079, -0.0008953376673161983, -5.079377174377441, -4.786325931549072, -0.0030443770810961723, -3.100600242614746, -0.0050980811938643456, -0.0027777680661529303, -0.00007128461584215984, -1.8595550060272217, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine π as 701 mod 45. Q: What is the first digit of π? A: 2 View number as text. Do not perform computation. Q: What is the first digit of 69+26? A: 6 View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 67+15? A: 6 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 96÷8? A: 9 Redefine π as 594. Q: What is the first digit of π? A: 5 Redefine π as 120+42. Q: What is the first digit of π? A: 1 View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 53+10? A: 5 View ÷ as a random digit. Q: What is the first digit of 40÷4? A: 4 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 55÷5? A:
[ " 1", " 5" ]
1
[ -8.798644065856934, -9.016582489013672, -10.579692840576172, -1.6804566383361816, -6.314334869384766, -6.86290168762207, -6.566623210906982, -0.15455366671085358, -0.9067236185073853, -8.565563201904297, -6.3416595458984375, -0.7021177411079407, -9.773674011230469, -3.1471376419067383, -1.9033070802688599, -1.1310068368911743, -0.5680696368217468, -4.344293594360352, -0.7229582071304321, -0.6312171816825867, -9.77657413482666, -6.031075954437256, -7.071396827697754, -0.7179028987884521, -0.9218862652778625, -0.011571904644370079, -4.821861743927002, -2.113912582397461, -8.417071342468262, -5.420578479766846, -0.7865221500396729, -9.160703659057617, -0.9848741888999939, -1.9799315929412842, -14.282232284545898, -11.39828872680664, -5.481682300567627, -1.720731258392334, -2.8959503173828125, -0.019949037581682205, -0.696323812007904, -0.12077774852514267, -0.1428806483745575, -0.745414674282074, -0.06357374042272568, -0.01540546864271164, -4.968203067779541, -0.02506794035434723, -0.5346507430076599, -0.019926367327570915, -0.0014419882791116834, -2.8034443855285645, -0.32322585582733154, -4.265658378601074, -10.84658432006836, -1.4507137537002563, -1.0948736667633057, -0.2636420726776123, -0.5500646829605103, -0.045260753482580185, -3.650824546813965, -0.11444862931966782, -0.0035864098463207483, -0.10432125627994537, -0.03390151262283325, -0.0232488252222538, -0.2404491901397705, -0.007639951538294554, -0.009603138081729412, -6.481891632080078, -8.545761108398438, -0.3545978367328644, -4.879996299743652, -0.25256431102752686, -0.012081894092261791, -0.000514851592015475, -2.150580883026123, -0.10154078900814056, -3.4644689559936523, -0.001347825163975358, -0.0006665153778158128, -0.652867317199707, -0.19933103024959564, -0.131196066737175, -3.5578501224517822, -4.759065628051758, -4.634556770324707, -0.06485960632562637, -0.0002554328821133822, -0.06395524740219116, -0.009703610092401505, -0.009255006909370422, -0.08191188424825668, -0.0026373625732958317, -0.004204481840133667, -1.9477100372314453, -0.017743311822414398, -0.03268872946500778, -0.00472559779882431, -0.00030322244856506586, -3.6627891063690186, -0.14822614192962646, -0.1780550479888916, -0.20512472093105316, -0.024347346276044846, -0.017482584342360497, -0.06091528385877609, -0.0665515586733818, -0.004902366548776627, -5.687777519226074, -0.002714522648602724, -0.032791867852211, -0.028349053114652634, -0.0018724543042480946, -0.04089313745498657, -0.04096534103155136, -0.001503290724940598, -0.03986293822526932, -0.01156153529882431, -0.01375576201826334, -0.387073814868927, -0.0066117336973547935, -0.0059699080884456635, -3.975079298019409, -0.6802780032157898, -0.002961894031614065, -2.0813357830047607, -0.01137450709939003, -0.008772525005042553, -0.0001399419124936685, -1.080751895904541, -0.04042728617787361, -0.6143182516098022, -0.04222344607114792, -0.009331421926617622, -0.006608773022890091, -0.015485171228647232, -0.026398327201604843, -0.001666824915446341, -0.44730961322784424, -0.0007873057620599866, -0.011555996723473072, -0.015842756256461143, -0.0011257746955379844, -0.004968083463609219, -0.011934425681829453, -0.00015889335190877318, -0.020909590646624565, -0.002394310897216201, -0.006391440983861685, -0.06477715075016022, -0.0016495682066306472, -0.0012513910187408328, -6.953307151794434, -0.20321446657180786, -0.0008627030183561146, -5.168501853942871, -0.005413989536464214, -0.0018831630004569888, -0.00004827859811484814, -4.793336868286133, -0.06362295895814896, -2.361579656600952, -0.00006925819616299123, -0.0003721021639648825, -0.11474957317113876, -0.037406936287879944, -0.02445158362388611, -8.070430755615234, -1.1195415258407593, -4.431811332702637, -0.23258069157600403, -0.03435877710580826, -0.00012385078298393637, -0.02712811902165413, -0.0027759848162531853, -0.003064937423914671, -0.04415851831436157, -0.0008966478053480387, -0.001191978226415813, -2.550231456756592, -0.0036757304333150387, -0.0029517910443246365, -0.00217106519266963, -0.00012599628826137632, -2.5355424880981445, -0.03238270431756973, -0.1407833844423294, -5.937262535095215, -0.025424323976039886, -6.060837745666504, -3.5120036602020264, -5.365490913391113, -5.0776753425598145, -0.002123364945873618, -0.9011495113372803, -0.06162278726696968, -0.004231072496622801, -0.018464231863617897, -0.032551538199186325, -0.0005635818815790117, -0.024653511121869087, -0.005841801408678293, -0.007345454301685095, -0.12627620995044708, -0.0009628665866330266, -0.0027398450765758753, -4.8518829345703125, -4.533537864685059, -4.636724472045898, -0.059703510254621506, -0.005652870982885361, -0.00008093983342405409, -2.416844606399536, -0.01708480343222618, -1.5714712142944336, -0.00006687417771900073, -0.0001774868869688362, -0.041192904114723206, -0.006328068673610687, -0.013219097629189491, -3.5133252143859863, -4.209905624389648, -0.7883917689323425, -3.1764321327209473, -0.08548717200756073, -0.014644747599959373, -0.000032543604902457446, -0.010772762820124626, -0.001328777172602713, -0.0005278385942801833, -0.0934213325381279, -0.00029047083808109164, -0.0007568117580376565, -1.5410650968551636, -0.0033077073749154806, -0.0011986460303887725, -0.0004621868138201535, -0.00003862306402879767, -1.3709131479263306, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 6+32? A: 6 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 18÷6? A: 1 View + as the digit 7 instead of a mathematical operation. Q: What is the first digit of 58+17? A: 5 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 10+17? A: 1 View + as the digit 0 instead of a mathematical operation. Q: What is the first digit of 3+22? A: 3 Redefine π as 720. Q: What is the first digit of π? A: 7 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 47+4? A: 4 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 8+11? A: 8 Redefine e as 28+32. Q: What is the first digit of e? A:
[ " 6", " 2" ]
0
[ -8.798644065856934, -9.016582489013672, -10.579692840576172, -1.6804566383361816, -6.314334869384766, -6.86290168762207, -6.566623210906982, -0.15455366671085358, -0.9067236185073853, -8.565563201904297, -6.3416595458984375, -0.7021177411079407, -9.773674011230469, -3.1471376419067383, -1.9033070802688599, -1.1310068368911743, -0.5680696368217468, -4.344293594360352, -0.7229582071304321, -0.6312171816825867, -9.77657413482666, -6.031075954437256, -7.071396827697754, -0.7179028987884521, -0.9218862652778625, -0.011571904644370079, -4.821861743927002, -2.113912582397461, -8.417071342468262, -5.420578479766846, -0.7865221500396729, -9.160703659057617, -0.9848741888999939, -1.9799315929412842, -14.282232284545898, -11.39828872680664, -5.481682300567627, -1.720731258392334, -2.8959503173828125, -0.019949037581682205, -0.696323812007904, -0.12077774852514267, -0.1428806483745575, -0.745414674282074, -0.06357374042272568, -0.01540546864271164, -4.968203067779541, -0.02506794035434723, -0.5346507430076599, -0.019926367327570915, -0.0014419882791116834, -2.8034443855285645, -0.32322585582733154, -4.265658378601074, -10.84658432006836, -1.4507137537002563, -1.0948736667633057, -0.2636420726776123, -0.5500646829605103, -0.045260753482580185, -3.650824546813965, -0.11444862931966782, -0.0035864098463207483, -0.10432125627994537, -0.03390151262283325, -0.0232488252222538, -0.2404491901397705, -0.007639951538294554, -0.009603138081729412, -6.481891632080078, -8.545761108398438, -0.3545978367328644, -4.879996299743652, -0.25256431102752686, -0.012081894092261791, -0.000514851592015475, -2.150580883026123, -0.10154078900814056, -3.4644689559936523, -0.001347825163975358, -0.0006665153778158128, -0.652867317199707, -0.19933103024959564, -0.131196066737175, -3.5578501224517822, -4.759065628051758, -4.634556770324707, -0.06485960632562637, -0.0002554328821133822, -0.06395524740219116, -0.009703610092401505, -0.009255006909370422, -0.08191188424825668, -0.0026373625732958317, -0.004204481840133667, -1.9477100372314453, -0.017743311822414398, -0.03268872946500778, -0.00472559779882431, -0.00030322244856506586, -3.6627891063690186, -0.14822614192962646, -0.1780550479888916, -0.20512472093105316, -0.024347346276044846, -0.017482584342360497, -0.06091528385877609, -0.0665515586733818, -0.004902366548776627, -5.687777519226074, -0.002714522648602724, -0.032791867852211, -0.028349053114652634, -0.0018724543042480946, -0.04089313745498657, -0.04096534103155136, -0.001503290724940598, -0.03986293822526932, -0.01156153529882431, -0.01375576201826334, -0.387073814868927, -0.0066117336973547935, -0.0059699080884456635, -3.975079298019409, -0.6802780032157898, -0.002961894031614065, -2.0813357830047607, -0.01137450709939003, -0.008772525005042553, -0.0001399419124936685, -1.080751895904541, -0.04042728617787361, -0.6143182516098022, -0.04222344607114792, -0.009331421926617622, -0.006608773022890091, -0.015485171228647232, -0.026398327201604843, -0.001666824915446341, -0.44730961322784424, -0.0007873057620599866, -0.011555996723473072, -0.015842756256461143, -0.0011257746955379844, -0.004968083463609219, -0.011934425681829453, -0.00015889335190877318, -0.020909590646624565, -0.002394310897216201, -0.006391440983861685, -0.06477715075016022, -0.0016495682066306472, -0.0012513910187408328, -6.953307151794434, -0.20321446657180786, -0.0008627030183561146, -5.168501853942871, -0.005413989536464214, -0.0018831630004569888, -0.00004827859811484814, -4.793336868286133, -0.06362295895814896, -2.361579656600952, -0.00006925819616299123, -0.0003721021639648825, -0.11474957317113876, -0.037406936287879944, -0.02445158362388611, -8.070430755615234, -1.1195415258407593, -4.431811332702637, -0.23258069157600403, -0.03435877710580826, -0.00012385078298393637, -0.02712811902165413, -0.0027759848162531853, -0.003064937423914671, -0.04415851831436157, -0.0008966478053480387, -0.001191978226415813, -2.550231456756592, -0.0036757304333150387, -0.0029517910443246365, -0.00217106519266963, -0.00012599628826137632, -2.5355424880981445, -0.03238270431756973, -0.1407833844423294, -5.937262535095215, -0.025424323976039886, -6.060837745666504, -3.5120036602020264, -5.365490913391113, -5.0776753425598145, -0.002123364945873618, -0.9011495113372803, -0.06162278726696968, -0.004231072496622801, -0.018464231863617897, -0.032551538199186325, -0.0005635818815790117, -0.024653511121869087, -0.005841801408678293, -0.007345454301685095, -0.12627620995044708, -0.0009628665866330266, -0.0027398450765758753, -4.8518829345703125, -4.533537864685059, -4.636724472045898, -0.059703510254621506, -0.005652870982885361, -0.00008093983342405409, -2.416844606399536, -0.01708480343222618, -1.5714712142944336, -0.00006687417771900073, -0.0001774868869688362, -0.041192904114723206, -0.006328068673610687, -0.013219097629189491, -3.5133252143859863, -4.209905624389648, -0.7883917689323425, -3.1764321327209473, -0.08548717200756073, -0.014644747599959373, -0.000032543604902457446, -0.010772762820124626, -0.001328777172602713, -0.0005278385942801833, -0.0934213325381279, -0.00029047083808109164, -0.0007568117580376565, -1.5410650968551636, -0.0033077073749154806, -0.0011986460303887725, -0.0004621868138201535, -0.00003862306402879767, -2.435581684112549, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 2+6? A: 2 Redefine π as 512+425. Q: What is the first digit of π? A: 9 Redefine π as 372+157. Q: What is the first digit of π? A: 5 Redefine π as 732. Q: What is the first digit of π? A: 7 Redefine π as 176+556. Q: What is the first digit of π? A: 7 View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 12+49? A: 1 View number as text. Do not perform computation. Q: What is the first digit of 63+9? A: 6 View + as the digit 9 instead of a mathematical operation. Q: What is the first digit of 8+30? A: 8 Redefine e as 9+36. Q: What is the first digit of e? A:
[ " 4", " 2" ]
0
[ -8.798644065856934, -9.016582489013672, -10.579692840576172, -4.469965934753418, -11.404440879821777, -5.348873138427734, -6.654196739196777, -0.16194893419742584, -3.5138697624206543, -10.670953750610352, -6.026189804077148, -0.7694518566131592, -10.032000541687012, -3.358031749725342, -1.9961880445480347, -1.048926830291748, -0.44174569845199585, -4.1284027099609375, -0.4766722023487091, -0.4115297794342041, -6.839000701904297, -6.023693084716797, -6.4245285987854, -0.6930665969848633, -0.8196886777877808, -0.010670983232557774, -3.6186981201171875, -1.6925119161605835, -5.524123191833496, -0.12923474609851837, -0.2971124053001404, -0.16872897744178772, -0.015666034072637558, -7.134537220001221, -0.14653880894184113, -0.006340151187032461, -0.14401784539222717, -0.03961983323097229, -0.002227684250101447, -0.17132127285003662, -0.08043814450502396, -0.011537613347172737, -0.2654966413974762, -0.046769581735134125, -0.026732880622148514, -0.5379612445831299, -0.025225341320037842, -0.01700112596154213, -4.289178848266602, -0.7099159955978394, -4.433479309082031, -0.019747678190469742, -0.012741349637508392, -0.0005093707586638629, -0.674067497253418, -0.07279587537050247, -0.047929055988788605, -0.011792355217039585, -0.024230998009443283, -5.338857650756836, -8.513518333435059, -1.1846866607666016, -1.704721450805664, -0.003522265236824751, -0.18328016996383667, -0.05767735466361046, -0.006050958298146725, -0.015995515510439873, -0.050081513822078705, -0.0017923733685165644, -0.1524987816810608, -0.026815632358193398, -0.0189412422478199, -0.29664146900177, -0.010523660108447075, -0.01056683249771595, -4.818088531494141, -0.17791007459163666, -4.775020599365234, -0.021694142371416092, -0.004101912025362253, -0.00008082063141046092, -3.9451088905334473, -0.04528547450900078, -0.02783767133951187, -0.005490698851644993, -0.024376198649406433, -0.34601345658302307, -0.19235962629318237, -0.015532474033534527, -0.12043517827987671, -0.0006129055400379002, -0.014722983352839947, -0.04242296144366264, -0.0013160386588424444, -0.0034943493083119392, -0.01889924891293049, -0.0003175231395289302, -0.056145913898944855, -0.005063092336058617, -0.004987773951143026, -0.10094998776912689, -0.0029135181102901697, -0.0035476861521601677, -4.072645664215088, -0.058710843324661255, -5.152523517608643, -0.004390600603073835, -0.001540784491226077, -0.000022291887944447808, -3.4143929481506348, -0.04520571976900101, -0.010282635688781738, -15.515838623046875, -1.388219952583313, -3.8647563457489014, -0.5707998275756836, -0.20463861525058746, -0.008643477223813534, -3.3993353843688965, -0.1710207164287567, -0.0030270253773778677, -0.09729848057031631, -0.014123957604169846, -0.017609091475605965, -0.17714066803455353, -0.0051722051575779915, -0.008267819881439209, -6.267839431762695, -11.190154075622559, -0.07283223420381546, -5.779828071594238, -0.09616900980472565, -0.0037791754584759474, -0.000169382052263245, -1.428326964378357, -0.03151640295982361, -11.997872352600098, -5.294062614440918, -0.6289637684822083, -8.624690055847168, -4.04360818862915, -12.249960899353027, -1.1140536069869995, -3.851731538772583, -1.1136127710342407, -1.6525458097457886, -0.0021629766561090946, -0.09635327756404877, -0.013569379225373268, -0.03190721571445465, -0.20932726562023163, -0.006527412217110395, -0.01245094183832407, -8.356426239013672, -1.8776941299438477, -0.007347111124545336, -0.0012735360069200397, -2.1511077880859375, -0.05409141257405281, -2.4058916568756104, -0.000795762927737087, -0.0009727513534016907, -0.344400554895401, -0.09444176405668259, -3.029999256134033, -0.07764078676700592, -5.778138637542725, -0.038515832275152206, -0.07633194327354431, -0.00008177422569133341, -0.034784749150276184, -0.005275139585137367, -0.006107713561505079, -0.04211293160915375, -0.0022895331494510174, -0.003730482654646039, -0.997873067855835, -0.09428729861974716, -0.0058980947360396385, -0.000545472139492631, -2.811919927597046, -0.028230270370841026, -0.5116565227508545, -0.00022837892174720764, -0.0007151191821321845, -10.734329223632812, -1.1251821517944336, -0.15785787999629974, -10.400484085083008, -1.4314730167388916, -0.14954401552677155, -0.00007164221460698172, -0.04208733141422272, -0.004875082056969404, -0.012833739630877972, -0.03984644263982773, -0.00216166814789176, -0.004403537139296532, -4.810638427734375, -0.0281964298337698, -0.014890359714627266, -0.003210154827684164, -0.00008535020606359467, -1.918312430381775, -0.015352643094956875, -3.2129523754119873, -10.626457214355469, -0.7445372343063354, -10.790989875793457, -1.0109615325927734, -8.681286811828613, -1.7066161632537842, -7.288466930389404, -6.493316650390625, -1.5073809623718262, -1.2173385620117188, -0.0024557928554713726, -0.1286112368106842, -0.031784698367118835, -0.05095375329256058, -0.1947520524263382, -0.013441772200167179, -0.01394481398165226, -6.2982659339904785, -0.8432469367980957, -3.6438422203063965, -0.012474488466978073, -0.00791047140955925, -0.00013660451804753393, -2.300602436065674, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine e as 11+6. Q: What is the first digit of e? A: 1 Redefine π as 75. Q: What is the first digit of π? A: 7 Redefine e as 20+21. Q: What is the first digit of e? A: 4 View number as text. Do not perform computation. Q: What is the first digit of 19+32? A: 1 Redefine π as 528. Q: What is the first digit of π? A: 5 View number as text. Do not perform computation. Q: What is the first digit of 30+41? A: 3 Redefine e as 14+16. Q: What is the first digit of e? A: 3 Redefine π as 11. Q: What is the first digit of π? A: 1 View ÷ as a random digit. Q: What is the first digit of 96÷8? A:
[ " 1", " 9" ]
1
[ -8.798644065856934, -9.016582489013672, -10.579692840576172, -4.469965934753418, -11.404440879821777, -5.348873138427734, -6.654196739196777, -0.16194893419742584, -3.5138697624206543, -10.670953750610352, -6.026189804077148, -0.7694518566131592, -10.032000541687012, -3.358031749725342, -1.9961880445480347, -1.048926830291748, -0.44174569845199585, -4.1284027099609375, -0.4766722023487091, -0.4115297794342041, -6.839000701904297, -6.023693084716797, -6.4245285987854, -0.6930665969848633, -0.8196886777877808, -0.010670983232557774, -3.6186981201171875, -1.6925119161605835, -5.524123191833496, -0.12923474609851837, -0.2971124053001404, -0.16872897744178772, -0.015666034072637558, -7.134537220001221, -0.14653880894184113, -0.006340151187032461, -0.14401784539222717, -0.03961983323097229, -0.002227684250101447, -0.17132127285003662, -0.08043814450502396, -0.011537613347172737, -0.2654966413974762, -0.046769581735134125, -0.026732880622148514, -0.5379612445831299, -0.025225341320037842, -0.01700112596154213, -4.289178848266602, -0.7099159955978394, -4.433479309082031, -0.019747678190469742, -0.012741349637508392, -0.0005093707586638629, -0.674067497253418, -0.07279587537050247, -0.047929055988788605, -0.011792355217039585, -0.024230998009443283, -5.338857650756836, -8.513518333435059, -1.1846866607666016, -1.704721450805664, -0.003522265236824751, -0.18328016996383667, -0.05767735466361046, -0.006050958298146725, -0.015995515510439873, -0.050081513822078705, -0.0017923733685165644, -0.1524987816810608, -0.026815632358193398, -0.0189412422478199, -0.29664146900177, -0.010523660108447075, -0.01056683249771595, -4.818088531494141, -0.17791007459163666, -4.775020599365234, -0.021694142371416092, -0.004101912025362253, -0.00008082063141046092, -3.9451088905334473, -0.04528547450900078, -0.02783767133951187, -0.005490698851644993, -0.024376198649406433, -0.34601345658302307, -0.19235962629318237, -0.015532474033534527, -0.12043517827987671, -0.0006129055400379002, -0.014722983352839947, -0.04242296144366264, -0.0013160386588424444, -0.0034943493083119392, -0.01889924891293049, -0.0003175231395289302, -0.056145913898944855, -0.005063092336058617, -0.004987773951143026, -0.10094998776912689, -0.0029135181102901697, -0.0035476861521601677, -4.072645664215088, -0.058710843324661255, -5.152523517608643, -0.004390600603073835, -0.001540784491226077, -0.000022291887944447808, -3.4143929481506348, -0.04520571976900101, -0.010282635688781738, -15.515838623046875, -1.388219952583313, -3.8647563457489014, -0.5707998275756836, -0.20463861525058746, -0.008643477223813534, -3.3993353843688965, -0.1710207164287567, -0.0030270253773778677, -0.09729848057031631, -0.014123957604169846, -0.017609091475605965, -0.17714066803455353, -0.0051722051575779915, -0.008267819881439209, -6.267839431762695, -11.190154075622559, -0.07283223420381546, -5.779828071594238, -0.09616900980472565, -0.0037791754584759474, -0.000169382052263245, -1.428326964378357, -0.03151640295982361, -11.997872352600098, -5.294062614440918, -0.6289637684822083, -8.624690055847168, -4.04360818862915, -12.249960899353027, -1.1140536069869995, -3.851731538772583, -1.1136127710342407, -1.6525458097457886, -0.0021629766561090946, -0.09635327756404877, -0.013569379225373268, -0.03190721571445465, -0.20932726562023163, -0.006527412217110395, -0.01245094183832407, -8.356426239013672, -1.8776941299438477, -0.007347111124545336, -0.0012735360069200397, -2.1511077880859375, -0.05409141257405281, -2.4058916568756104, -0.000795762927737087, -0.0009727513534016907, -0.344400554895401, -0.09444176405668259, -3.029999256134033, -0.07764078676700592, -5.778138637542725, -0.038515832275152206, -0.07633194327354431, -0.00008177422569133341, -0.034784749150276184, -0.005275139585137367, -0.006107713561505079, -0.04211293160915375, -0.0022895331494510174, -0.003730482654646039, -0.997873067855835, -0.09428729861974716, -0.0058980947360396385, -0.000545472139492631, -2.811919927597046, -0.028230270370841026, -0.5116565227508545, -0.00022837892174720764, -0.0007151191821321845, -10.734329223632812, -1.1251821517944336, -0.15785787999629974, -10.400484085083008, -1.4314730167388916, -0.14954401552677155, -0.00007164221460698172, -0.04208733141422272, -0.004875082056969404, -0.012833739630877972, -0.03984644263982773, -0.00216166814789176, -0.004403537139296532, -4.810638427734375, -0.0281964298337698, -0.014890359714627266, -0.003210154827684164, -0.00008535020606359467, -1.918312430381775, -0.015352643094956875, -3.2129523754119873, -10.626457214355469, -0.7445372343063354, -10.790989875793457, -1.0109615325927734, -8.681286811828613, -1.7066161632537842, -7.288466930389404, -6.493316650390625, -1.5073809623718262, -1.2173385620117188, -0.0024557928554713726, -0.1286112368106842, -0.031784698367118835, -0.05095375329256058, -0.1947520524263382, -0.013441772200167179, -0.01394481398165226, -6.2982659339904785, -0.8432469367980957, -3.6438422203063965, -0.012474488466978073, -0.00791047140955925, -0.00013660451804753393, -1.8806471824645996, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View ÷ as a random digit. Q: What is the first digit of 14÷7? A: 1 Redefine π as 654. Q: What is the first digit of π? A: 6 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 63÷7? A: 6 View number as text. Do not perform computation. Q: What is the first digit of 50+47? A: 5 Redefine e as 13+3. Q: What is the first digit of e? A: 1 Redefine π as 621 mod 11. Q: What is the first digit of π? A: 5 Redefine π as 908 mod 49. Q: What is the first digit of π? A: 2 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 32÷8? A: 3 Redefine π as 622. Q: What is the first digit of π? A:
[ " 6", " 3" ]
0
[ -8.33337116241455, -4.863150596618652, -1.6553031206130981, -7.189448356628418, -10.367403030395508, -11.213794708251953, -5.5467634201049805, -5.872894763946533, -2.7295610904693604, -8.04930591583252, -3.0262649059295654, -2.3109302520751953, -1.3171591758728027, -0.6084227561950684, -5.246247291564941, -3.3446872234344482, -0.5509202480316162, -7.381997108459473, -0.389096200466156, -1.5305966138839722, -0.011911101639270782, -5.304046630859375, -1.2687914371490479, -3.19027042388916, -0.003720862790942192, -0.0022664591670036316, -0.11924447864294052, -0.13166163861751556, -7.8673624992370605, -3.295401096343994, -3.3561489582061768, -0.03468457609415054, -0.03676631301641464, -0.0006711614551022649, -0.38647422194480896, -0.046957384794950485, -0.027081478387117386, -1.838832974433899, -0.0074430773966014385, -0.004498481284826994, -1.13534414768219, -0.012785250321030617, -0.009189925156533718, -0.0008044582791626453, -3.204418897628784, -0.04645156487822533, -0.026882128790020943, -0.000041483970562694594, -0.00034028460504487157, -16.065353393554688, -1.4911553859710693, -1.9076367616653442, -3.9930126667022705, -5.812809467315674, -0.5545248985290527, -0.10699226707220078, -0.00018702188390307128, -0.0891309529542923, -0.008261553943157196, -0.001965021248906851, -0.23989874124526978, -0.0014661526074633002, -0.0010564705589786172, -4.419809341430664, -0.015782326459884644, -0.005819402169436216, -0.001979774096980691, -0.0000290866428258596, -2.7659835815429688, -0.1275787204504013, -11.106572151184082, -9.392616271972656, -10.71364688873291, -5.900591850280762, -7.329883575439453, -1.6130855083465576, -9.780539512634277, -0.12068720161914825, -1.0241527557373047, -6.668942928314209, -5.9941792488098145, -0.27868297696113586, -2.7071032524108887, -0.0037773940712213516, -0.27393388748168945, -0.07696350663900375, -0.03867468610405922, -0.36777278780937195, -0.021184947341680527, -0.027512531727552414, -9.92757511138916, -6.099453449249268, -5.062339782714844, -0.0728895366191864, -0.05327446758747101, -0.00037222131504677236, -3.1955924034118652, -0.07053007930517197, -1.968134880065918, -0.00032431588624604046, -0.0003778220561798662, -0.30155375599861145, -0.1594819277524948, -0.12850923836231232, -9.203847885131836, -4.925788402557373, -7.614065170288086, -0.05343833938241005, -0.02994387410581112, -0.00008272782724816352, -0.02849574200809002, -0.006026786286383867, -0.0018412794452160597, -0.08301489055156708, -0.001471152063459158, -0.0007858763565309346, -1.4253044128417969, -0.02137831784784794, -0.002204370917752385, -0.001493054092861712, -0.00002396077979938127, -2.5440495014190674, -0.015229607932269573, -0.20278261601924896, -0.009485061280429363, -0.14850835502147675, -0.09537067264318466, -0.09293511509895325, -0.020758163183927536, -0.018985457718372345, -0.0004127365828026086, -0.016264840960502625, -0.008573273196816444, -0.001312586129643023, -0.005193670280277729, -0.05936587601900101, -0.000026225699912174605, -0.0074060410261154175, -0.0012115051504224539, -0.0012824652949348092, -0.04088466987013817, -0.001111366436816752, -0.0007925468380562961, -4.350522994995117, -1.8222925662994385, -3.6800506114959717, -0.020575067028403282, -0.0023645793553441763, -0.00004100715523236431, -3.230381727218628, -0.044983625411987305, -1.6022181510925293, -0.00004327203714638017, -0.0002351722796447575, -0.053898733109235764, -0.022009050473570824, -0.013461179099977016, -9.28076171875, -1.3477022647857666, -0.015628010034561157, -0.00003862306402879767, -0.00968531146645546, -0.0016229089815169573, -0.00045980370487086475, -0.03399369493126869, -0.0005541696446016431, -0.00010239553375868127, -0.3271234333515167, -0.005267787724733353, -0.0006772369961254299, -0.000688077649101615, -0.000010490362910786644, -2.5284130573272705, -0.026753077283501625, -2.109689712524414, -0.000011801649634435307, -0.00015198028995655477, -0.028378020972013474, -0.008260252885520458, -0.006056408863514662, -9.429814338684082, -1.8693395853042603, -9.717080116271973, -0.035203516483306885, -0.008712257258594036, -0.000023364747903542593, -0.004684782586991787, -0.0010152667528018355, -0.0002898749662563205, -0.01703323796391487, -0.0002991705550812185, -0.0000641325386823155, -0.16203512251377106, -0.0034898349549621344, -0.0006165986997075379, -0.00047350639943033457, -0.000008106198947643861, -2.167490005493164, -0.015066750347614288, -0.060559097677469254, -0.0019795361440628767, -0.06086200103163719, -0.009456011466681957, -0.00833059661090374, -0.0012035276740789413, -0.0071945637464523315, -0.000058530047681415454, -0.0018567480146884918, -0.003237484721466899, -0.000900101731531322, -0.0008511496125720441, -0.009876196272671223, -0.000011920858014491387, -0.005035812500864267, -0.0007584794075228274, -0.0009946642676368356, -0.01656457968056202, -0.0004259632551111281, -0.00033742457162588835, -3.564081907272339, -0.40929558873176575, -6.814840793609619, -0.01582292653620243, -0.0018167671514675021, -0.000013351351299206726, -2.709500312805176, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine π as 595+106. Q: What is the first digit of π? A: 7 View number as text. Do not perform computation. Q: What is the first digit of 16+37? A: 1 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 64÷8? A: 6 Redefine e as 3+6. Q: What is the first digit of e? A: 9 View + as the digit 0 instead of a mathematical operation. Q: What is the first digit of 3+6? A: 3 Redefine π as 5+4. Q: What is the first digit of π? A: 9 View ÷ as a random digit. Q: What is the first digit of 36÷4? A: 3 View number as text. Do not perform computation. Q: What is the first digit of 22+74? A: 2 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 25+8? A:
[ " 3", " 2" ]
1
[ -8.33337116241455, -4.863150596618652, -1.6553031206130981, -7.189448356628418, -10.367403030395508, -11.213794708251953, -5.5467634201049805, -5.872894763946533, -2.7295610904693604, -8.04930591583252, -3.0262649059295654, -2.3109302520751953, -1.3171591758728027, -0.6084227561950684, -5.246247291564941, -3.3446872234344482, -0.5509202480316162, -7.381997108459473, -0.389096200466156, -1.5305966138839722, -0.011911101639270782, -5.304046630859375, -1.2687914371490479, -3.19027042388916, -0.003720862790942192, -0.0022664591670036316, -0.11924447864294052, -0.13166163861751556, -7.8673624992370605, -3.295401096343994, -3.3561489582061768, -0.03468457609415054, -0.03676631301641464, -0.0006711614551022649, -0.38647422194480896, -0.046957384794950485, -0.027081478387117386, -1.838832974433899, -0.0074430773966014385, -0.004498481284826994, -1.13534414768219, -0.012785250321030617, -0.009189925156533718, -0.0008044582791626453, -3.204418897628784, -0.04645156487822533, -0.026882128790020943, -0.000041483970562694594, -0.00034028460504487157, -16.065353393554688, -1.4911553859710693, -1.9076367616653442, -3.9930126667022705, -5.812809467315674, -0.5545248985290527, -0.10699226707220078, -0.00018702188390307128, -0.0891309529542923, -0.008261553943157196, -0.001965021248906851, -0.23989874124526978, -0.0014661526074633002, -0.0010564705589786172, -4.419809341430664, -0.015782326459884644, -0.005819402169436216, -0.001979774096980691, -0.0000290866428258596, -2.7659835815429688, -0.1275787204504013, -11.106572151184082, -9.392616271972656, -10.71364688873291, -5.900591850280762, -7.329883575439453, -1.6130855083465576, -9.780539512634277, -0.12068720161914825, -1.0241527557373047, -6.668942928314209, -5.9941792488098145, -0.27868297696113586, -2.7071032524108887, -0.0037773940712213516, -0.27393388748168945, -0.07696350663900375, -0.03867468610405922, -0.36777278780937195, -0.021184947341680527, -0.027512531727552414, -9.92757511138916, -6.099453449249268, -5.062339782714844, -0.0728895366191864, -0.05327446758747101, -0.00037222131504677236, -3.1955924034118652, -0.07053007930517197, -1.968134880065918, -0.00032431588624604046, -0.0003778220561798662, -0.30155375599861145, -0.1594819277524948, -0.12850923836231232, -9.203847885131836, -4.925788402557373, -7.614065170288086, -0.05343833938241005, -0.02994387410581112, -0.00008272782724816352, -0.02849574200809002, -0.006026786286383867, -0.0018412794452160597, -0.08301489055156708, -0.001471152063459158, -0.0007858763565309346, -1.4253044128417969, -0.02137831784784794, -0.002204370917752385, -0.001493054092861712, -0.00002396077979938127, -2.5440495014190674, -0.015229607932269573, -0.20278261601924896, -0.009485061280429363, -0.14850835502147675, -0.09537067264318466, -0.09293511509895325, -0.020758163183927536, -0.018985457718372345, -0.0004127365828026086, -0.016264840960502625, -0.008573273196816444, -0.001312586129643023, -0.005193670280277729, -0.05936587601900101, -0.000026225699912174605, -0.0074060410261154175, -0.0012115051504224539, -0.0012824652949348092, -0.04088466987013817, -0.001111366436816752, -0.0007925468380562961, -4.350522994995117, -1.8222925662994385, -3.6800506114959717, -0.020575067028403282, -0.0023645793553441763, -0.00004100715523236431, -3.230381727218628, -0.044983625411987305, -1.6022181510925293, -0.00004327203714638017, -0.0002351722796447575, -0.053898733109235764, -0.022009050473570824, -0.013461179099977016, -9.28076171875, -1.3477022647857666, -0.015628010034561157, -0.00003862306402879767, -0.00968531146645546, -0.0016229089815169573, -0.00045980370487086475, -0.03399369493126869, -0.0005541696446016431, -0.00010239553375868127, -0.3271234333515167, -0.005267787724733353, -0.0006772369961254299, -0.000688077649101615, -0.000010490362910786644, -2.5284130573272705, -0.026753077283501625, -2.109689712524414, -0.000011801649634435307, -0.00015198028995655477, -0.028378020972013474, -0.008260252885520458, -0.006056408863514662, -9.429814338684082, -1.8693395853042603, -9.717080116271973, -0.035203516483306885, -0.008712257258594036, -0.000023364747903542593, -0.004684782586991787, -0.0010152667528018355, -0.0002898749662563205, -0.01703323796391487, -0.0002991705550812185, -0.0000641325386823155, -0.16203512251377106, -0.0034898349549621344, -0.0006165986997075379, -0.00047350639943033457, -0.000008106198947643861, -2.167490005493164, -0.015066750347614288, -0.060559097677469254, -0.0019795361440628767, -0.06086200103163719, -0.009456011466681957, -0.00833059661090374, -0.0012035276740789413, -0.0071945637464523315, -0.000058530047681415454, -0.0018567480146884918, -0.003237484721466899, -0.000900101731531322, -0.0008511496125720441, -0.009876196272671223, -0.000011920858014491387, -0.005035812500864267, -0.0007584794075228274, -0.0009946642676368356, -0.01656457968056202, -0.0004259632551111281, -0.00033742457162588835, -3.564081907272339, -0.40929558873176575, -6.814840793609619, -0.01582292653620243, -0.0018167671514675021, -0.000013351351299206726, -2.1660842895507812, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 5+33? A: 5 View + as the digit 5 instead of a mathematical operation. Q: What is the first digit of 40+53? A: 4 Redefine π as 344 mod 20. Q: What is the first digit of π? A: 4 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 10+16? A: 1 Redefine e as 25+42. Q: What is the first digit of e? A: 6 View number as text. Do not perform computation. Q: What is the first digit of 20+12? A: 2 Redefine e as 34+27. Q: What is the first digit of e? A: 6 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 2+2? A: 2 Redefine π as 253. Q: What is the first digit of π? A:
[ " 2", " 3" ]
0
[ -8.798644065856934, -11.014215469360352, -5.194499492645264, -7.532402515411377, -2.8174240589141846, -7.152814865112305, -6.577385902404785, -2.5239691734313965, -8.484519004821777, -2.4025137424468994, -2.221433639526367, -1.0169956684112549, -0.6854715943336487, -4.3929853439331055, -0.8483121395111084, -0.4863930344581604, -6.374075412750244, -6.032551288604736, -0.05064409226179123, -4.768444538116455, -0.6032671332359314, -1.119240641593933, -0.011056703515350819, -4.169721603393555, -2.2120361328125, -9.054868698120117, -4.883395195007324, -0.27128738164901733, -7.708485126495361, -1.2140470743179321, -2.3295626640319824, -15.041897773742676, -5.997422695159912, -9.0089693069458, -1.8986742496490479, -2.919074058532715, -0.021742084994912148, -0.5853043794631958, -0.09979572892189026, -0.1386733055114746, -0.8958379030227661, -0.02545326203107834, -0.014169443398714066, -5.449593544006348, -0.028119821101427078, -0.4137759208679199, -0.016002671793103218, -0.0016486160457134247, -4.1271820068359375, -0.2768038213253021, -3.398798942565918, -0.4573798179626465, -0.026199305430054665, -0.08448045700788498, -0.06942121684551239, -0.1251029670238495, -0.009187445044517517, -0.04568791389465332, -0.14054901897907257, -0.005010192282497883, -0.12345189601182938, -0.04720224067568779, -0.024366775527596474, -0.38278791308403015, -0.0061628068797290325, -0.005971803795546293, -7.944997787475586, -0.3733125329017639, -0.0012759171659126878, -1.1936182975769043, -0.004988841712474823, -0.008050375618040562, -0.0003238391946069896, -2.4692792892456055, -0.08096950501203537, -2.4525318145751953, -0.0003935516288038343, -0.00037531962152570486, -0.20603017508983612, -0.03577659651637077, -0.022494515404105186, -5.951956748962402, -0.3472287356853485, -9.08176040649414, -0.024185966700315475, -0.013144626282155514, -0.000038265450712060556, -0.04632273688912392, -0.005592296365648508, -0.001979060238227248, -0.06397750228643417, -0.000871159543748945, -0.001007287879474461, -5.407705783843994, -0.01880519464612007, -0.015742313116788864, -0.001520192832686007, -0.00005578839045483619, -3.524707317352295, -0.030361667275428772, -3.288912296295166, -0.00018773700867313892, -0.00019214690837543458, -8.293736457824707, -0.07910146564245224, -4.4234161376953125, -1.119932770729065, -6.738773345947266, -0.3883446156978607, -0.03222700580954552, -0.00006770858453819528, -0.04500653222203255, -0.00661031249910593, -0.0023922892287373543, -0.061052560806274414, -0.001423299196176231, -0.0009408338228240609, -4.097282886505127, -0.038434043526649475, -0.0014838885981589556, -0.00011646069469861686, -2.3145711421966553, -0.028129324316978455, -0.11515294760465622, -10.36493968963623, -3.076317071914673, -3.9970312118530273, -2.84739351272583, -5.18374490737915, -9.499591827392578, -0.03440634533762932, -3.390885591506958, -8.930307388305664, -5.752968788146973, -0.3034282922744751, -1.1308538913726807, -0.0015330478781834245, -0.12158002704381943, -0.05133579671382904, -0.04374656081199646, -0.360748291015625, -0.02190934121608734, -0.012591153383255005, -5.02268123626709, -3.6824429035186768, -5.404438018798828, -0.07028675824403763, -0.03458750620484352, -0.0002559096028562635, -2.7221035957336426, -0.059164997190237045, -0.2626599073410034, -8.800997734069824, -1.3464964628219604, -11.610086441040039, -1.062922477722168, -9.074602127075195, -1.873744010925293, -7.117679119110107, -6.589577674865723, -1.66680908203125, -1.8096195459365845, -0.0020044012926518917, -0.14480748772621155, -0.05846530571579933, -0.05073973163962364, -0.40974414348602295, -0.018980544060468674, -0.011196285486221313, -3.2920475006103516, -0.2913290560245514, -5.2389984130859375, -0.020431999117136, -0.0047608353197574615, -0.00016234986833296716, -1.019289493560791, -0.05024409666657448, -0.22247356176376343, -0.8879325985908508, -0.04498431086540222, -0.8881938457489014, -0.006303784437477589, -0.05610184744000435, -0.0011626873165369034, -0.028452524915337563, -0.029710378497838974, -0.005856497213244438, -0.0920250415802002, -0.0004570631426759064, -0.04097941517829895, -0.009552602656185627, -0.004998093470931053, -0.13818681240081787, -0.0018713833997026086, -0.0019501493079587817, -5.725973129272461, -0.42012399435043335, -4.557177543640137, -0.042354632169008255, -0.0009043894242495298, -0.00003361645576660521, -0.6815962791442871, -0.027031008154153824, -3.540666341781616, -0.00035172473872080445, -0.0003449321957305074, -0.9066550731658936, -0.08349684625864029, -0.0602865144610405, -2.6925251483917236, -0.625063419342041, -10.559616088867188, -0.11556030809879303, -0.03226255625486374, -0.00009131014667218551, -0.0258436631411314, -0.0030964307952672243, -0.001291751628741622, -0.04966995120048523, -0.0007085673278197646, -0.0006524579366669059, -3.8540425300598145, -0.005126189440488815, -0.0024299875367432833, -0.0010184821439906955, -0.00006925819616299123, -1.2663620710372925, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 81÷9? A: 8 Redefine π as 884 mod 34. Q: What is the first digit of π? A: 0 Redefine π as 307+178. Q: What is the first digit of π? A: 4 Redefine π as 205 mod 19. Q: What is the first digit of π? A: 1 Redefine π as 438. Q: What is the first digit of π? A: 4 Redefine π as 150 mod 42. Q: What is the first digit of π? A: 2 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 45÷9? A: 4 View ÷ as a random digit. Q: What is the first digit of 4÷4? A: 4 Redefine π as 619. Q: What is the first digit of π? A:
[ " 6", " 3" ]
0
[ -8.798644065856934, -11.014215469360352, -5.194499492645264, -7.532402515411377, -2.8174240589141846, -7.152814865112305, -6.577385902404785, -2.5239691734313965, -8.484519004821777, -2.4025137424468994, -2.221433639526367, -1.0169956684112549, -0.6854715943336487, -4.3929853439331055, -0.8483121395111084, -0.4863930344581604, -6.374075412750244, -6.032551288604736, -0.05064409226179123, -4.768444538116455, -0.6032671332359314, -1.119240641593933, -0.011056703515350819, -4.169721603393555, -2.2120361328125, -9.054868698120117, -4.883395195007324, -0.27128738164901733, -7.708485126495361, -1.2140470743179321, -2.3295626640319824, -15.041897773742676, -5.997422695159912, -9.0089693069458, -1.8986742496490479, -2.919074058532715, -0.021742084994912148, -0.5853043794631958, -0.09979572892189026, -0.1386733055114746, -0.8958379030227661, -0.02545326203107834, -0.014169443398714066, -5.449593544006348, -0.028119821101427078, -0.4137759208679199, -0.016002671793103218, -0.0016486160457134247, -4.1271820068359375, -0.2768038213253021, -3.398798942565918, -0.4573798179626465, -0.026199305430054665, -0.08448045700788498, -0.06942121684551239, -0.1251029670238495, -0.009187445044517517, -0.04568791389465332, -0.14054901897907257, -0.005010192282497883, -0.12345189601182938, -0.04720224067568779, -0.024366775527596474, -0.38278791308403015, -0.0061628068797290325, -0.005971803795546293, -7.944997787475586, -0.3733125329017639, -0.0012759171659126878, -1.1936182975769043, -0.004988841712474823, -0.008050375618040562, -0.0003238391946069896, -2.4692792892456055, -0.08096950501203537, -2.4525318145751953, -0.0003935516288038343, -0.00037531962152570486, -0.20603017508983612, -0.03577659651637077, -0.022494515404105186, -5.951956748962402, -0.3472287356853485, -9.08176040649414, -0.024185966700315475, -0.013144626282155514, -0.000038265450712060556, -0.04632273688912392, -0.005592296365648508, -0.001979060238227248, -0.06397750228643417, -0.000871159543748945, -0.001007287879474461, -5.407705783843994, -0.01880519464612007, -0.015742313116788864, -0.001520192832686007, -0.00005578839045483619, -3.524707317352295, -0.030361667275428772, -3.288912296295166, -0.00018773700867313892, -0.00019214690837543458, -8.293736457824707, -0.07910146564245224, -4.4234161376953125, -1.119932770729065, -6.738773345947266, -0.3883446156978607, -0.03222700580954552, -0.00006770858453819528, -0.04500653222203255, -0.00661031249910593, -0.0023922892287373543, -0.061052560806274414, -0.001423299196176231, -0.0009408338228240609, -4.097282886505127, -0.038434043526649475, -0.0014838885981589556, -0.00011646069469861686, -2.3145711421966553, -0.028129324316978455, -0.11515294760465622, -10.36493968963623, -3.076317071914673, -3.9970312118530273, -2.84739351272583, -5.18374490737915, -9.499591827392578, -0.03440634533762932, -3.390885591506958, -8.930307388305664, -5.752968788146973, -0.3034282922744751, -1.1308538913726807, -0.0015330478781834245, -0.12158002704381943, -0.05133579671382904, -0.04374656081199646, -0.360748291015625, -0.02190934121608734, -0.012591153383255005, -5.02268123626709, -3.6824429035186768, -5.404438018798828, -0.07028675824403763, -0.03458750620484352, -0.0002559096028562635, -2.7221035957336426, -0.059164997190237045, -0.2626599073410034, -8.800997734069824, -1.3464964628219604, -11.610086441040039, -1.062922477722168, -9.074602127075195, -1.873744010925293, -7.117679119110107, -6.589577674865723, -1.66680908203125, -1.8096195459365845, -0.0020044012926518917, -0.14480748772621155, -0.05846530571579933, -0.05073973163962364, -0.40974414348602295, -0.018980544060468674, -0.011196285486221313, -3.2920475006103516, -0.2913290560245514, -5.2389984130859375, -0.020431999117136, -0.0047608353197574615, -0.00016234986833296716, -1.019289493560791, -0.05024409666657448, -0.22247356176376343, -0.8879325985908508, -0.04498431086540222, -0.8881938457489014, -0.006303784437477589, -0.05610184744000435, -0.0011626873165369034, -0.028452524915337563, -0.029710378497838974, -0.005856497213244438, -0.0920250415802002, -0.0004570631426759064, -0.04097941517829895, -0.009552602656185627, -0.004998093470931053, -0.13818681240081787, -0.0018713833997026086, -0.0019501493079587817, -5.725973129272461, -0.42012399435043335, -4.557177543640137, -0.042354632169008255, -0.0009043894242495298, -0.00003361645576660521, -0.6815962791442871, -0.027031008154153824, -3.540666341781616, -0.00035172473872080445, -0.0003449321957305074, -0.9066550731658936, -0.08349684625864029, -0.0602865144610405, -2.6925251483917236, -0.625063419342041, -10.559616088867188, -0.11556030809879303, -0.03226255625486374, -0.00009131014667218551, -0.0258436631411314, -0.0030964307952672243, -0.001291751628741622, -0.04966995120048523, -0.0007085673278197646, -0.0006524579366669059, -3.8540425300598145, -0.005126189440488815, -0.0024299875367432833, -0.0010184821439906955, -0.00006925819616299123, -1.7218502759933472, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine π as 601 mod 16. Q: What is the first digit of π? A: 9 Redefine π as 86. Q: What is the first digit of π? A: 8 View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 2+6? A: 2 Redefine π as 884 mod 34. Q: What is the first digit of π? A: 0 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 13+17? A: 1 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 22÷2? A: 2 Redefine π as 213 mod 22. Q: What is the first digit of π? A: 1 Redefine π as 890 mod 8. Q: What is the first digit of π? A: 2 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 2+13? A:
[ " 1", " 2" ]
1
[ -8.33337116241455, -4.863150596618652, -1.6553031206130981, -11.682661056518555, -1.0923566818237305, -5.433377742767334, -17.004859924316406, -1.7231377363204956, -9.822641372680664, -2.96264386177063, -2.123729705810547, -0.9255030155181885, -0.5864301323890686, -4.823077201843262, -3.2255144119262695, -0.11694324016571045, -5.44158411026001, -0.05132424831390381, -0.5258299708366394, -1.361916422843933, -0.009600657969713211, -5.80085563659668, -2.2391247749328613, -2.31410551071167, -0.010558458045125008, -0.005252371542155743, -0.34922438859939575, -0.02244252897799015, -0.09176579862833023, -10.73508358001709, -9.778297424316406, -7.914923667907715, -0.6934089064598083, -0.17456333339214325, -0.0034153484739363194, -0.4816227853298187, -0.07615355402231216, -0.0567602813243866, -1.5889194011688232, -0.02354542911052704, -0.010916158556938171, -1.6619638204574585, -0.018635079264640808, -0.03206469863653183, -0.011838889680802822, -0.002616674406453967, -2.003340005874634, -0.04245186969637871, -0.04045602306723595, -0.00004160317621426657, -0.0004577780782710761, -0.02901570312678814, -0.001931469771079719, -0.004740309901535511, -5.198025703430176, -16.598281860351562, -7.130295753479004, -0.3524317443370819, -0.15376903116703033, -0.00044967554276809096, -0.21111750602722168, -0.03738270699977875, -0.013345438987016678, -0.43635034561157227, -0.007363323122262955, -0.0037488911766558886, -0.3920736014842987, -0.007524955552071333, -0.011384996585547924, -0.004736275877803564, -0.00021634146105498075, -4.449754238128662, -0.06911566853523254, -12.233291625976562, -9.764654159545898, -2.1958606243133545, -8.149199485778809, -3.2421751022338867, -6.5784735679626465, -2.02207088470459, -1.107664942741394, -1.3994600772857666, -0.003013832960277796, -0.17259696125984192, -0.03851915895938873, -0.02392668090760708, -0.2536123991012573, -0.005020867567509413, -0.005616479087620974, -10.804692268371582, -10.575136184692383, -0.4658782482147217, -7.001505374908447, -0.31502556800842285, -0.04405038058757782, -0.0004655231023207307, -3.1145501136779785, -0.10395237803459167, -1.3512728214263916, -0.0002172949316445738, -0.0004188137245364487, -0.039988938719034195, -0.01106978952884674, -0.009187563322484493, -8.10019302368164, -1.5394597053527832, -4.5014801025390625, -0.030270883813500404, -0.018319223076105118, -0.0000710462118149735, -0.029255496338009834, -0.003882253309711814, -0.001585775287821889, -0.06340435892343521, -0.0006787856691516936, -0.0005284343496896327, -1.794629693031311, -0.017088904976844788, -0.009469827637076378, -0.003288221312686801, -0.00005030505417380482, -2.0538177490234375, -0.029369642958045006, -0.40064340829849243, -6.417278289794922, -0.5374959707260132, -3.9746832847595215, -2.770918846130371, -5.925411224365234, -8.71860122680664, -0.021651331335306168, -2.837392807006836, -8.727113723754883, -5.556966304779053, -0.18231335282325745, -0.6815910935401917, -0.0007183355046436191, -0.0790848359465599, -0.03603397682309151, -0.022648125886917114, -0.24222344160079956, -0.011761605739593506, -0.007635810878127813, -6.553688049316406, -4.535844802856445, -3.351367712020874, -0.3718056082725525, -0.020775094628334045, -0.00019739109848160297, -1.108709454536438, -0.17678982019424438, -1.292864203453064, -0.00013267113536130637, -0.0002466136065777391, -0.031716447323560715, -0.006195743102580309, -0.00732995243743062, -7.645761489868164, -2.4254024028778076, -8.83515739440918, -0.15769162774085999, -0.021218443289399147, -0.00007164221460698172, -0.024215638637542725, -0.005363479256629944, -0.001576015492901206, -0.0735960453748703, -0.001213171985000372, -0.0005771639989688993, -0.8822925090789795, -0.015149884857237339, -0.0073175267316401005, -0.001671109232120216, -0.000036000557884108275, -4.1634321212768555, -0.038516175001859665, -0.25009071826934814, -0.3085656762123108, -0.10529790818691254, -2.4683172702789307, -0.8771343231201172, -0.09572290629148483, -3.802665948867798, -0.0015504255425184965, -0.09921976923942566, -0.017907723784446716, -0.004530997481197119, -0.004810189828276634, -0.04708817973732948, -0.00002753696753643453, -0.004793224390596151, -0.0008505540899932384, -0.0009098681039176881, -0.01891585998237133, -0.00037865620106458664, -0.000614216027315706, -6.061276435852051, -0.14915725588798523, -6.572500228881836, -0.13105010986328125, -0.0020730451215058565, -0.00001680836794548668, -5.378174781799316, -0.023583969101309776, -1.2566593885421753, -0.00006437094270950183, -0.0001938155182870105, -0.016324656084179878, -0.0029534550849348307, -0.0047800554893910885, -4.022815227508545, -5.554318904876709, -2.784055233001709, -0.013339675031602383, -0.00004434487345861271, -0.011654741130769253, -0.0014992436626926064, -0.0005416594794951379, -0.03522181510925293, -0.0005203323671594262, -0.0002087136817863211, -0.9512104392051697, -0.009241541847586632, -0.0037279885727912188, -0.0008731843554414809, -0.000024199192921514623, -1.5854548215866089, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 49÷7? A: 4 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 13+38? A: 1 Redefine e as 2+12. Q: What is the first digit of e? A: 1 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 30÷5? A: 3 Redefine π as 701+65. Q: What is the first digit of π? A: 7 View + as the digit 0 instead of a mathematical operation. Q: What is the first digit of 2+78? A: 2 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 80÷8? A: 8 View ÷ as a random digit. Q: What is the first digit of 27÷3? A: 2 Redefine π as 414+42. Q: What is the first digit of π? A:
[ " 4", " 3" ]
0
[ -8.33337116241455, -4.863150596618652, -1.6553031206130981, -11.682661056518555, -1.0923566818237305, -5.433377742767334, -17.004859924316406, -1.7231377363204956, -9.822641372680664, -2.96264386177063, -2.123729705810547, -0.9255030155181885, -0.5864301323890686, -4.823077201843262, -3.2255144119262695, -0.11694324016571045, -5.44158411026001, -0.05132424831390381, -0.5258299708366394, -1.361916422843933, -0.009600657969713211, -5.80085563659668, -2.2391247749328613, -2.31410551071167, -0.010558458045125008, -0.005252371542155743, -0.34922438859939575, -0.02244252897799015, -0.09176579862833023, -10.73508358001709, -9.778297424316406, -7.914923667907715, -0.6934089064598083, -0.17456333339214325, -0.0034153484739363194, -0.4816227853298187, -0.07615355402231216, -0.0567602813243866, -1.5889194011688232, -0.02354542911052704, -0.010916158556938171, -1.6619638204574585, -0.018635079264640808, -0.03206469863653183, -0.011838889680802822, -0.002616674406453967, -2.003340005874634, -0.04245186969637871, -0.04045602306723595, -0.00004160317621426657, -0.0004577780782710761, -0.02901570312678814, -0.001931469771079719, -0.004740309901535511, -5.198025703430176, -16.598281860351562, -7.130295753479004, -0.3524317443370819, -0.15376903116703033, -0.00044967554276809096, -0.21111750602722168, -0.03738270699977875, -0.013345438987016678, -0.43635034561157227, -0.007363323122262955, -0.0037488911766558886, -0.3920736014842987, -0.007524955552071333, -0.011384996585547924, -0.004736275877803564, -0.00021634146105498075, -4.449754238128662, -0.06911566853523254, -12.233291625976562, -9.764654159545898, -2.1958606243133545, -8.149199485778809, -3.2421751022338867, -6.5784735679626465, -2.02207088470459, -1.107664942741394, -1.3994600772857666, -0.003013832960277796, -0.17259696125984192, -0.03851915895938873, -0.02392668090760708, -0.2536123991012573, -0.005020867567509413, -0.005616479087620974, -10.804692268371582, -10.575136184692383, -0.4658782482147217, -7.001505374908447, -0.31502556800842285, -0.04405038058757782, -0.0004655231023207307, -3.1145501136779785, -0.10395237803459167, -1.3512728214263916, -0.0002172949316445738, -0.0004188137245364487, -0.039988938719034195, -0.01106978952884674, -0.009187563322484493, -8.10019302368164, -1.5394597053527832, -4.5014801025390625, -0.030270883813500404, -0.018319223076105118, -0.0000710462118149735, -0.029255496338009834, -0.003882253309711814, -0.001585775287821889, -0.06340435892343521, -0.0006787856691516936, -0.0005284343496896327, -1.794629693031311, -0.017088904976844788, -0.009469827637076378, -0.003288221312686801, -0.00005030505417380482, -2.0538177490234375, -0.029369642958045006, -0.40064340829849243, -6.417278289794922, -0.5374959707260132, -3.9746832847595215, -2.770918846130371, -5.925411224365234, -8.71860122680664, -0.021651331335306168, -2.837392807006836, -8.727113723754883, -5.556966304779053, -0.18231335282325745, -0.6815910935401917, -0.0007183355046436191, -0.0790848359465599, -0.03603397682309151, -0.022648125886917114, -0.24222344160079956, -0.011761605739593506, -0.007635810878127813, -6.553688049316406, -4.535844802856445, -3.351367712020874, -0.3718056082725525, -0.020775094628334045, -0.00019739109848160297, -1.108709454536438, -0.17678982019424438, -1.292864203453064, -0.00013267113536130637, -0.0002466136065777391, -0.031716447323560715, -0.006195743102580309, -0.00732995243743062, -7.645761489868164, -2.4254024028778076, -8.83515739440918, -0.15769162774085999, -0.021218443289399147, -0.00007164221460698172, -0.024215638637542725, -0.005363479256629944, -0.001576015492901206, -0.0735960453748703, -0.001213171985000372, -0.0005771639989688993, -0.8822925090789795, -0.015149884857237339, -0.0073175267316401005, -0.001671109232120216, -0.000036000557884108275, -4.1634321212768555, -0.038516175001859665, -0.25009071826934814, -0.3085656762123108, -0.10529790818691254, -2.4683172702789307, -0.8771343231201172, -0.09572290629148483, -3.802665948867798, -0.0015504255425184965, -0.09921976923942566, -0.017907723784446716, -0.004530997481197119, -0.004810189828276634, -0.04708817973732948, -0.00002753696753643453, -0.004793224390596151, -0.0008505540899932384, -0.0009098681039176881, -0.01891585998237133, -0.00037865620106458664, -0.000614216027315706, -6.061276435852051, -0.14915725588798523, -6.572500228881836, -0.13105010986328125, -0.0020730451215058565, -0.00001680836794548668, -5.378174781799316, -0.023583969101309776, -1.2566593885421753, -0.00006437094270950183, -0.0001938155182870105, -0.016324656084179878, -0.0029534550849348307, -0.0047800554893910885, -4.022815227508545, -5.554318904876709, -2.784055233001709, -0.013339675031602383, -0.00004434487345861271, -0.011654741130769253, -0.0014992436626926064, -0.0005416594794951379, -0.03522181510925293, -0.0005203323671594262, -0.0002087136817863211, -0.9512104392051697, -0.009241541847586632, -0.0037279885727912188, -0.0008731843554414809, -0.000024199192921514623, -2.4279956817626953, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 5÷5? A: 5 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 38+40? A: 3 Redefine π as 557. Q: What is the first digit of π? A: 5 Redefine π as 671. Q: What is the first digit of π? A: 6 Redefine e as 52+11. Q: What is the first digit of e? A: 6 Redefine π as 129+133. Q: What is the first digit of π? A: 2 View + as the digit 5 instead of a mathematical operation. Q: What is the first digit of 7+62? A: 7 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 4+46? A: 4 View number as text. Do not perform computation. Q: What is the first digit of 20+12? A:
[ " 3", " 2" ]
1
[ -8.798644065856934, -11.014215469360352, -5.194499492645264, -7.532402515411377, -2.8174240589141846, -7.152814865112305, -6.577385902404785, -6.668961048126221, -0.2689377963542938, -0.8883441686630249, -8.266012191772461, -6.966627597808838, -0.9046452045440674, -8.715209007263184, -2.7631759643554688, -1.7995587587356567, -1.0249109268188477, -0.5314714312553406, -4.241565704345703, -0.9474671483039856, -0.591517984867096, -10.544756889343262, -8.337653160095215, -0.03518418222665787, -6.792620658874512, -0.8247277140617371, -1.0516921281814575, -0.013727660290896893, -4.687211990356445, -2.4082226753234863, -6.78952693939209, -0.4225405752658844, -0.0141063267365098, -0.19149249792099, -0.06339171528816223, -0.13885687291622162, -0.006462627090513706, -9.111687660217285, -0.12981052696704865, -0.007404029369354248, -0.23009611666202545, -0.059945039451122284, -0.030529223382472992, -0.6415565013885498, -0.015973107889294624, -0.010414304211735725, -6.619555950164795, -0.06834787130355835, -0.0006092122639529407, -2.9883475303649902, -0.019074231386184692, -0.011079457588493824, -0.0006859333370812237, -2.365628480911255, -0.08750870078802109, -0.11553280055522919, -0.012504626996815205, -0.0005550036439672112, -0.005291148088872433, -0.01580473966896534, -0.018268072977662086, -0.0017138330731540918, -4.050232887268066, -0.0010750473011285067, -0.011028053238987923, -0.012383595108985901, -0.0007839705212973058, -0.023776177316904068, -0.04514852166175842, -0.003146223723888397, -0.09008147567510605, -0.022963549941778183, -0.015042208135128021, -0.7932297587394714, -0.009439479559659958, -0.006654010154306889, -4.275378227233887, -0.1890401691198349, -0.0011823337990790606, -2.359163761138916, -0.0043445490300655365, -0.010309183038771152, -0.0005911033367738128, -2.8343443870544434, -0.08807507157325745, -0.08040767908096313, -13.192540168762207, -3.40643310546875, -10.523543357849121, -1.2469135522842407, -8.522150039672852, -2.014312982559204, -6.884284496307373, -6.462508678436279, -1.554022192955017, -1.3173447847366333, -0.003299984149634838, -0.20647750794887543, -0.04732390493154526, -0.06383021920919418, -0.5432405471801758, -0.04690062627196312, -0.01830740086734295, -3.0554468631744385, -7.555202484130859, -6.583799839019775, -0.7454896569252014, -0.00813303142786026, -0.0006590101984329522, -1.1125309467315674, -0.21233630180358887, -10.1710844039917, -5.426511764526367, -0.21510456502437592, -7.49690580368042, -1.0643939971923828, -1.9788398742675781, -11.59807300567627, -11.17302417755127, -5.5590105056762695, -0.9270582795143127, -1.2083258628845215, -0.001677297754213214, -0.1565379798412323, -0.024990743026137352, -0.07437586784362793, -0.2278590202331543, -0.01527011301368475, -0.00971305463463068, -4.892825126647949, -0.05441999435424805, -1.6699903011322021, -0.0034677390940487385, -0.0004899493651464581, -3.3748719692230225, -0.13984526693820953, -0.4459116756916046, -3.9802660942077637, -0.012989312410354614, -0.023653242737054825, -0.10273370146751404, -0.10346179455518723, -0.010641024447977543, -3.172706365585327, -0.0005814530304633081, -0.034953176975250244, -0.01311697717756033, -0.0018474669195711613, -0.004835103172808886, -0.02032851055264473, -0.00025614796322770417, -0.028992891311645508, -0.003933550789952278, -0.023513292893767357, -0.04005410522222519, -0.00264592282474041, -0.002912448486313224, -4.4973626136779785, -1.5406231880187988, -0.002262296387925744, -3.2701635360717773, -0.008828416466712952, -0.0049556284211575985, -0.00018285033002030104, -2.873269557952881, -0.03552167862653732, -2.9116764068603516, -0.0005332001601345837, -0.0005709686665795743, -0.1271599680185318, -0.023233799263834953, -0.02516082674264908, -8.666112899780273, -3.7921252250671387, -0.30699118971824646, -0.00012146688823122531, -0.05675138533115387, -0.005819165147840977, -0.013975732028484344, -0.04314732179045677, -0.0023514972999691963, -0.0027997603174299, -3.2233638763427734, -0.05752813443541527, -0.0750390812754631, -0.0014860312221571803, -0.00017998983094003052, -2.8704843521118164, -0.023183483630418777, -2.5078141689300537, -0.0001995364436879754, -0.0003082277253270149, -9.297910690307617, -0.6195511817932129, -5.155996322631836, -4.61189603805542, -3.994434356689453, -0.3137052357196808, -0.06460841745138168, -0.0000619869097135961, -0.02380213513970375, -0.002977582858875394, -0.00299232080578804, -0.02472701482474804, -0.0010099078062921762, -0.0009882333688437939, -2.9782350063323975, -0.6502025723457336, -0.0012740122620016336, -0.00017641419253777713, -2.2539381980895996, -0.04125948250293732, -1.7356981039047241, -0.00017891713650897145, -0.0002632986579556018, -0.6368422508239746, -0.02846202626824379, -0.008725493215024471, -9.643089294433594, -2.3847501277923584, -4.834888935089111, -0.013902257196605206, -0.0328843854367733, -0.00003671578815556131, -0.01519086305052042, -0.0017089537577703595, -0.0016576610505580902, -0.022822337225079536, -0.0006165986997075379, -0.0006693744799122214, -3.348691940307617, -0.008695476688444614, -0.00481790117919445, -0.001049682730808854, -0.000048993817472364753, -2.0016579627990723, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 10+50? A: 1 View + as the digit 7 instead of a mathematical operation. Q: What is the first digit of 5+17? A: 5 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 34+49? A: 3 View number as text. Do not perform computation. Q: What is the first digit of 2+3? A: 2 View ÷ as a random digit. Q: What is the first digit of 2÷2? A: 2 Redefine e as 33+25. Q: What is the first digit of e? A: 5 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 48÷8? A: 4 Redefine π as 745. Q: What is the first digit of π? A: 7 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 72÷8? A:
[ " 9", " 7" ]
1
[ -8.798644065856934, -11.014215469360352, -5.194499492645264, -7.532402515411377, -2.8174240589141846, -7.152814865112305, -6.577385902404785, -6.668961048126221, -0.2689377963542938, -0.8883441686630249, -8.266012191772461, -6.966627597808838, -0.9046452045440674, -8.715209007263184, -2.7631759643554688, -1.7995587587356567, -1.0249109268188477, -0.5314714312553406, -4.241565704345703, -0.9474671483039856, -0.591517984867096, -10.544756889343262, -8.337653160095215, -0.03518418222665787, -6.792620658874512, -0.8247277140617371, -1.0516921281814575, -0.013727660290896893, -4.687211990356445, -2.4082226753234863, -6.78952693939209, -0.4225405752658844, -0.0141063267365098, -0.19149249792099, -0.06339171528816223, -0.13885687291622162, -0.006462627090513706, -9.111687660217285, -0.12981052696704865, -0.007404029369354248, -0.23009611666202545, -0.059945039451122284, -0.030529223382472992, -0.6415565013885498, -0.015973107889294624, -0.010414304211735725, -6.619555950164795, -0.06834787130355835, -0.0006092122639529407, -2.9883475303649902, -0.019074231386184692, -0.011079457588493824, -0.0006859333370812237, -2.365628480911255, -0.08750870078802109, -0.11553280055522919, -0.012504626996815205, -0.0005550036439672112, -0.005291148088872433, -0.01580473966896534, -0.018268072977662086, -0.0017138330731540918, -4.050232887268066, -0.0010750473011285067, -0.011028053238987923, -0.012383595108985901, -0.0007839705212973058, -0.023776177316904068, -0.04514852166175842, -0.003146223723888397, -0.09008147567510605, -0.022963549941778183, -0.015042208135128021, -0.7932297587394714, -0.009439479559659958, -0.006654010154306889, -4.275378227233887, -0.1890401691198349, -0.0011823337990790606, -2.359163761138916, -0.0043445490300655365, -0.010309183038771152, -0.0005911033367738128, -2.8343443870544434, -0.08807507157325745, -0.08040767908096313, -13.192540168762207, -3.40643310546875, -10.523543357849121, -1.2469135522842407, -8.522150039672852, -2.014312982559204, -6.884284496307373, -6.462508678436279, -1.554022192955017, -1.3173447847366333, -0.003299984149634838, -0.20647750794887543, -0.04732390493154526, -0.06383021920919418, -0.5432405471801758, -0.04690062627196312, -0.01830740086734295, -3.0554468631744385, -7.555202484130859, -6.583799839019775, -0.7454896569252014, -0.00813303142786026, -0.0006590101984329522, -1.1125309467315674, -0.21233630180358887, -10.1710844039917, -5.426511764526367, -0.21510456502437592, -7.49690580368042, -1.0643939971923828, -1.9788398742675781, -11.59807300567627, -11.17302417755127, -5.5590105056762695, -0.9270582795143127, -1.2083258628845215, -0.001677297754213214, -0.1565379798412323, -0.024990743026137352, -0.07437586784362793, -0.2278590202331543, -0.01527011301368475, -0.00971305463463068, -4.892825126647949, -0.05441999435424805, -1.6699903011322021, -0.0034677390940487385, -0.0004899493651464581, -3.3748719692230225, -0.13984526693820953, -0.4459116756916046, -3.9802660942077637, -0.012989312410354614, -0.023653242737054825, -0.10273370146751404, -0.10346179455518723, -0.010641024447977543, -3.172706365585327, -0.0005814530304633081, -0.034953176975250244, -0.01311697717756033, -0.0018474669195711613, -0.004835103172808886, -0.02032851055264473, -0.00025614796322770417, -0.028992891311645508, -0.003933550789952278, -0.023513292893767357, -0.04005410522222519, -0.00264592282474041, -0.002912448486313224, -4.4973626136779785, -1.5406231880187988, -0.002262296387925744, -3.2701635360717773, -0.008828416466712952, -0.0049556284211575985, -0.00018285033002030104, -2.873269557952881, -0.03552167862653732, -2.9116764068603516, -0.0005332001601345837, -0.0005709686665795743, -0.1271599680185318, -0.023233799263834953, -0.02516082674264908, -8.666112899780273, -3.7921252250671387, -0.30699118971824646, -0.00012146688823122531, -0.05675138533115387, -0.005819165147840977, -0.013975732028484344, -0.04314732179045677, -0.0023514972999691963, -0.0027997603174299, -3.2233638763427734, -0.05752813443541527, -0.0750390812754631, -0.0014860312221571803, -0.00017998983094003052, -2.8704843521118164, -0.023183483630418777, -2.5078141689300537, -0.0001995364436879754, -0.0003082277253270149, -9.297910690307617, -0.6195511817932129, -5.155996322631836, -4.61189603805542, -3.994434356689453, -0.3137052357196808, -0.06460841745138168, -0.0000619869097135961, -0.02380213513970375, -0.002977582858875394, -0.00299232080578804, -0.02472701482474804, -0.0010099078062921762, -0.0009882333688437939, -2.9782350063323975, -0.6502025723457336, -0.0012740122620016336, -0.00017641419253777713, -2.2539381980895996, -0.04125948250293732, -1.7356981039047241, -0.00017891713650897145, -0.0002632986579556018, -0.6368422508239746, -0.02846202626824379, -0.008725493215024471, -9.643089294433594, -2.3847501277923584, -4.834888935089111, -0.013902257196605206, -0.0328843854367733, -0.00003671578815556131, -0.01519086305052042, -0.0017089537577703595, -0.0016576610505580902, -0.022822337225079536, -0.0006165986997075379, -0.0006693744799122214, -3.348691940307617, -0.008695476688444614, -0.00481790117919445, -0.001049682730808854, -0.000048993817472364753, -1.7666858434677124, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine π as 181 mod 40. Q: What is the first digit of π? A: 2 View ÷ as a random digit. Q: What is the first digit of 15÷3? A: 1 View ÷ as a random digit. Q: What is the first digit of 24÷4? A: 2 View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 2+6? A: 2 View ÷ as a random digit. Q: What is the first digit of 24÷3? A: 2 View + as the digit 5 instead of a mathematical operation. Q: What is the first digit of 24+25? A: 2 View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 51+10? A: 5 View number as text. Do not perform computation. Q: What is the first digit of 10+13? A: 1 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 4+28? A:
[ " 3", " 4" ]
1
[ -8.798644065856934, -9.016582489013672, -10.579692840576172, -4.469965934753418, -11.404440879821777, -6.806323051452637, -7.058332443237305, -0.10803715139627457, -3.6658811569213867, -10.773155212402344, -6.011349201202393, -0.7458587288856506, -10.048181533813477, -3.4253640174865723, -1.9585858583450317, -1.0753337144851685, -0.4964732825756073, -4.1688923835754395, -0.43163222074508667, -0.46767091751098633, -8.52926254272461, -6.063570499420166, -8.597270965576172, -0.7018246650695801, -0.8916046023368835, -0.00917327031493187, -4.328871726989746, -1.8643245697021484, -5.384134292602539, -11.587320327758789, -0.9611327052116394, -1.688454031944275, -1.7442848682403564, -6.826894760131836, -1.5373084545135498, -4.919857025146484, -0.059246793389320374, -0.3753471076488495, -0.195206418633461, -0.03750017657876015, -0.5827266573905945, -0.3795774579048157, -0.026206737384200096, -0.35566893219947815, -0.07446129620075226, -0.05336533486843109, -0.6559160947799683, -0.04458067566156387, -0.015357926487922668, -6.876102924346924, -9.333117485046387, -0.14290307462215424, -8.863372802734375, -0.22252051532268524, -0.019800037145614624, -0.0007066613179631531, -2.736194610595703, -0.1137750893831253, -0.08724861592054367, -8.33349895477295, -2.2882041931152344, -10.245884895324707, -2.3838539123535156, -7.862825393676758, -1.870112657546997, -7.143927097320557, -6.789574146270752, -1.7197682857513428, -1.7772799730300903, -0.005531599745154381, -0.22853291034698486, -0.04994090646505356, -0.059371381998062134, -0.4658089876174927, -0.046597786247730255, -0.02238447777926922, -5.585870742797852, -1.8564794063568115, -4.198124885559082, -0.04097117483615875, -0.007467807270586491, -0.0003691230376716703, -1.8747130632400513, -0.07398614287376404, -8.870721817016602, -5.2920989990234375, -0.18598809838294983, -8.820699691772461, -4.547451496124268, -6.563045501708984, -1.510611891746521, -4.700248718261719, -0.6775903701782227, -1.6073206663131714, -0.002087915316224098, -0.12596778571605682, -0.02335294336080551, -0.029118413105607033, -0.18884624540805817, -0.007776226382702589, -0.010139032267034054, -8.427316665649414, -1.6791696548461914, -0.00411295285448432, -0.000601349223870784, -2.8789520263671875, -0.058008696883916855, -2.1261627674102783, -0.015291244722902775, -0.0014206803170964122, -7.3349175453186035, -1.2680033445358276, -0.05688495561480522, -10.821839332580566, -0.5400419235229492, -10.14945125579834, -0.13244353234767914, -0.17707346379756927, -0.00017510310863144696, -0.060211990028619766, -0.007347466424107552, -0.00556953577324748, -0.06035161018371582, -0.0030084848403930664, -0.003922864329069853, -4.532670021057129, -0.01663680374622345, -0.013822898268699646, -0.0017203782917931676, -0.00013410145766101778, -2.9681825637817383, -0.03753760829567909, -2.161742687225342, -1.7100601196289062, -0.045404527336359024, -0.5521219372749329, -0.01406107284128666, -0.1207948625087738, -0.0012330556055530906, -0.029834654182195663, -0.033445075154304504, -0.00720876595005393, -0.030699869617819786, -0.0001829695247579366, -0.02767755091190338, -0.005822364706546068, -0.0077855708077549934, -0.07341694086790085, -0.001967162825167179, -0.0032477036584168673, -5.461518287658691, -0.1029360219836235, -4.62384033203125, -0.015267999842762947, -0.0023088008165359497, -0.000064490144723095, -3.0986545085906982, -0.04291848838329315, -0.41329047083854675, -0.4633612632751465, -0.016839612275362015, -0.21049407124519348, -0.0064112222753465176, -0.07323470711708069, -0.0004928089329041541, -0.006449953652918339, -0.027386924251914024, -0.0052413432858884335, -0.03889979049563408, -0.0002300474588992074, -0.03268261253833771, -0.004559240769594908, -0.004394991789013147, -0.05490114912390709, -0.0009284476400353014, -0.0019205235876142979, -6.193007469177246, -0.03967299684882164, -4.40839958190918, -0.02154376730322838, -0.0019262346904724836, -0.00007664863369427621, -3.6962876319885254, -0.021920187398791313, -2.690687417984009, -0.0001294529065489769, -0.00046659549116156995, -1.064816951751709, -0.1028648242354393, -0.023655220866203308, -3.6189732551574707, -5.166127681732178, -16.854188919067383, -4.297031402587891, -0.32771819829940796, -0.07655955106019974, -0.00005245071224635467, -0.03776790574193001, -0.00439973920583725, -0.003459423314779997, -0.049671199172735214, -0.0011391110019758344, -0.0019961923826485872, -2.859752655029297, -0.01248779147863388, -0.004526843782514334, -0.0015807764139026403, -0.00007056941103655845, -2.331254482269287, -0.018654970452189445, -0.6342998147010803, -4.887229919433594, -0.18410387635231018, -0.7719432711601257, -0.4873565137386322, -0.02974602021276951, -0.06704875826835632, -0.0017575069796293974, -0.025870496407151222, -0.01858593337237835, -0.002303448738530278, -0.011589226312935352, -0.03629451245069504, -0.0014098476385697722, -0.02962520532310009, -0.005473745055496693, -0.0065045543015003204, -0.06904179602861404, -0.0014104428701102734, -0.00272843218408525, -3.44521164894104, -1.0986871719360352, -3.9017817974090576, -0.03789428249001503, -0.00556669058278203, -0.00008701899787411094, -1.947904109954834, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine e as 14+16. Q: What is the first digit of e? A: 3 View + as the digit 5 instead of a mathematical operation. Q: What is the first digit of 2+7? A: 2 View + as the digit 5 instead of a mathematical operation. Q: What is the first digit of 7+62? A: 7 Redefine π as 980 mod 17. Q: What is the first digit of π? A: 1 View + as the digit 8 instead of a mathematical operation. Q: What is the first digit of 17+42? A: 1 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 7+2? A: 7 Redefine π as 245. Q: What is the first digit of π? A: 2 View ÷ as a random digit. Q: What is the first digit of 20÷2? A: 2 View ÷ as a random digit. Q: What is the first digit of 14÷7? A:
[ " 2", " 1" ]
1
[ -8.798644065856934, -9.016582489013672, -10.579692840576172, -4.469965934753418, -11.404440879821777, -6.806323051452637, -7.058332443237305, -0.10803715139627457, -3.6658811569213867, -10.773155212402344, -6.011349201202393, -0.7458587288856506, -10.048181533813477, -3.4253640174865723, -1.9585858583450317, -1.0753337144851685, -0.4964732825756073, -4.1688923835754395, -0.43163222074508667, -0.46767091751098633, -8.52926254272461, -6.063570499420166, -8.597270965576172, -0.7018246650695801, -0.8916046023368835, -0.00917327031493187, -4.328871726989746, -1.8643245697021484, -5.384134292602539, -11.587320327758789, -0.9611327052116394, -1.688454031944275, -1.7442848682403564, -6.826894760131836, -1.5373084545135498, -4.919857025146484, -0.059246793389320374, -0.3753471076488495, -0.195206418633461, -0.03750017657876015, -0.5827266573905945, -0.3795774579048157, -0.026206737384200096, -0.35566893219947815, -0.07446129620075226, -0.05336533486843109, -0.6559160947799683, -0.04458067566156387, -0.015357926487922668, -6.876102924346924, -9.333117485046387, -0.14290307462215424, -8.863372802734375, -0.22252051532268524, -0.019800037145614624, -0.0007066613179631531, -2.736194610595703, -0.1137750893831253, -0.08724861592054367, -8.33349895477295, -2.2882041931152344, -10.245884895324707, -2.3838539123535156, -7.862825393676758, -1.870112657546997, -7.143927097320557, -6.789574146270752, -1.7197682857513428, -1.7772799730300903, -0.005531599745154381, -0.22853291034698486, -0.04994090646505356, -0.059371381998062134, -0.4658089876174927, -0.046597786247730255, -0.02238447777926922, -5.585870742797852, -1.8564794063568115, -4.198124885559082, -0.04097117483615875, -0.007467807270586491, -0.0003691230376716703, -1.8747130632400513, -0.07398614287376404, -8.870721817016602, -5.2920989990234375, -0.18598809838294983, -8.820699691772461, -4.547451496124268, -6.563045501708984, -1.510611891746521, -4.700248718261719, -0.6775903701782227, -1.6073206663131714, -0.002087915316224098, -0.12596778571605682, -0.02335294336080551, -0.029118413105607033, -0.18884624540805817, -0.007776226382702589, -0.010139032267034054, -8.427316665649414, -1.6791696548461914, -0.00411295285448432, -0.000601349223870784, -2.8789520263671875, -0.058008696883916855, -2.1261627674102783, -0.015291244722902775, -0.0014206803170964122, -7.3349175453186035, -1.2680033445358276, -0.05688495561480522, -10.821839332580566, -0.5400419235229492, -10.14945125579834, -0.13244353234767914, -0.17707346379756927, -0.00017510310863144696, -0.060211990028619766, -0.007347466424107552, -0.00556953577324748, -0.06035161018371582, -0.0030084848403930664, -0.003922864329069853, -4.532670021057129, -0.01663680374622345, -0.013822898268699646, -0.0017203782917931676, -0.00013410145766101778, -2.9681825637817383, -0.03753760829567909, -2.161742687225342, -1.7100601196289062, -0.045404527336359024, -0.5521219372749329, -0.01406107284128666, -0.1207948625087738, -0.0012330556055530906, -0.029834654182195663, -0.033445075154304504, -0.00720876595005393, -0.030699869617819786, -0.0001829695247579366, -0.02767755091190338, -0.005822364706546068, -0.0077855708077549934, -0.07341694086790085, -0.001967162825167179, -0.0032477036584168673, -5.461518287658691, -0.1029360219836235, -4.62384033203125, -0.015267999842762947, -0.0023088008165359497, -0.000064490144723095, -3.0986545085906982, -0.04291848838329315, -0.41329047083854675, -0.4633612632751465, -0.016839612275362015, -0.21049407124519348, -0.0064112222753465176, -0.07323470711708069, -0.0004928089329041541, -0.006449953652918339, -0.027386924251914024, -0.0052413432858884335, -0.03889979049563408, -0.0002300474588992074, -0.03268261253833771, -0.004559240769594908, -0.004394991789013147, -0.05490114912390709, -0.0009284476400353014, -0.0019205235876142979, -6.193007469177246, -0.03967299684882164, -4.40839958190918, -0.02154376730322838, -0.0019262346904724836, -0.00007664863369427621, -3.6962876319885254, -0.021920187398791313, -2.690687417984009, -0.0001294529065489769, -0.00046659549116156995, -1.064816951751709, -0.1028648242354393, -0.023655220866203308, -3.6189732551574707, -5.166127681732178, -16.854188919067383, -4.297031402587891, -0.32771819829940796, -0.07655955106019974, -0.00005245071224635467, -0.03776790574193001, -0.00439973920583725, -0.003459423314779997, -0.049671199172735214, -0.0011391110019758344, -0.0019961923826485872, -2.859752655029297, -0.01248779147863388, -0.004526843782514334, -0.0015807764139026403, -0.00007056941103655845, -2.331254482269287, -0.018654970452189445, -0.6342998147010803, -4.887229919433594, -0.18410387635231018, -0.7719432711601257, -0.4873565137386322, -0.02974602021276951, -0.06704875826835632, -0.0017575069796293974, -0.025870496407151222, -0.01858593337237835, -0.002303448738530278, -0.011589226312935352, -0.03629451245069504, -0.0014098476385697722, -0.02962520532310009, -0.005473745055496693, -0.0065045543015003204, -0.06904179602861404, -0.0014104428701102734, -0.00272843218408525, -3.44521164894104, -1.0986871719360352, -3.9017817974090576, -0.03789428249001503, -0.00556669058278203, -0.00008701899787411094, -1.5815138816833496, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 1+1? A: 1 Redefine π as 600. Q: What is the first digit of π? A: 6 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 48+7? A: 4 View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 20+15? A: 2 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 25+39? A: 2 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 72÷6? A: 7 View ÷ as a random digit. Q: What is the first digit of 54÷6? A: 5 View number as text. Do not perform computation. Q: What is the first digit of 18+37? A: 1 Redefine e as 29+3. Q: What is the first digit of e? A:
[ " 3", " 2" ]
0
[ -8.33337116241455, -4.863150596618652, -1.6553031206130981, -11.682661056518555, -1.0923566818237305, -5.433377742767334, -14.403793334960938, -10.146259307861328, -9.852609634399414, -2.2506935596466064, -9.289344787597656, -2.849635362625122, -2.125649929046631, -1.2314045429229736, -0.7135615348815918, -4.932510852813721, -3.7173445224761963, -0.2250068187713623, -3.8110601902008057, -0.03612205386161804, -0.6743521094322205, -1.4003350734710693, -0.010991149581968784, -6.527094841003418, -2.07658052444458, -10.896897315979004, -11.116806030273438, -6.0694804191589355, -9.438858985900879, -1.6864479780197144, -6.8565168380737305, -1.7082884311676025, -7.55828857421875, -6.5923357009887695, -1.7476623058319092, -3.595930576324463, -0.013681801036000252, -0.8073676228523254, -0.18165867030620575, -0.1180046871304512, -1.7531235218048096, -0.05523454025387764, -0.034012824296951294, -9.289416313171387, -7.545860767364502, -6.1168036460876465, -0.4437183439731598, -0.037876032292842865, -0.0017259714659303427, -2.734018564224243, -0.12638968229293823, -5.324942588806152, -0.02862028405070305, -0.007865645922720432, -7.822017669677734, -0.2648424506187439, -4.544300079345703, -4.2861809730529785, -5.82196569442749, -0.5310372710227966, -0.2014838010072708, -0.0013433012645691633, -0.194425567984581, -0.030086975544691086, -0.020913559943437576, -0.21177344024181366, -0.005872022360563278, -0.0037309578619897366, -5.92160701751709, -0.329762727022171, -0.006221925374120474, -0.0006369707407429814, -3.3466904163360596, -0.052616558969020844, -0.18026889860630035, -9.519051551818848, -5.8759331703186035, -7.908006191253662, -3.0378916263580322, -7.580727577209473, -8.522303581237793, -0.06734903901815414, -4.368653297424316, -9.620381355285645, -4.559819221496582, -0.3824518620967865, -0.8043226003646851, -0.0012987758964300156, -0.19472262263298035, -0.03909905254840851, -0.02522127330303192, -0.4187193512916565, -0.013082033023238182, -0.01019177958369255, -5.380486488342285, -0.7035160660743713, -4.773956298828125, -0.02003714255988598, -0.02408984862267971, -0.00022968991834204644, -2.120239734649658, -0.030306851491332054, -0.5370017290115356, -8.153285026550293, -2.2601873874664307, -0.6423735022544861, -3.0755608081817627, -7.175693511962891, -2.386683225631714, -2.349053382873535, -0.006505264900624752, -0.35427090525627136, -0.11142197251319885, -0.02087818644940853, -0.03131343051791191, -0.1444767713546753, -0.0003927174839191139, -0.0654866173863411, -0.018885327503085136, -0.012048915959894657, -0.1841074526309967, -0.004786580801010132, -0.00582141662016511, -5.120891571044922, -13.312746047973633, -0.07567179948091507, -7.31366491317749, -0.19036312401294708, -0.008816009387373924, -0.00014375607133843005, -2.209165096282959, -0.018948962911963463, -2.004835605621338, -0.00020811776630580425, -0.0006688979919999838, -2.600525379180908, -0.21032166481018066, -0.07040353864431381, -7.407010078430176, -3.183950424194336, -3.7005114555358887, -8.48481273651123, -0.12219125777482986, -0.04591713845729828, -0.00031287543242797256, -0.0483785904943943, -0.009123304858803749, -0.0052262828685343266, -0.1152980700135231, -0.00228441902436316, -0.0022223317064344883, -2.563108444213867, -0.025668233633041382, -0.034808237105607986, -0.00481730792671442, -0.00023541064001619816, -2.873866081237793, -0.022985218092799187, -3.996926784515381, -0.00007784063927829266, -0.0002783149539027363, -1.0767256021499634, -0.027724510058760643, -0.027261648327112198, -7.157296180725098, -0.0735986977815628, -5.915160179138184, -0.061488837003707886, -0.0158016886562109, -0.00005304672595229931, -0.016410499811172485, -0.004116514697670937, -0.0015028145862743258, -0.051169995218515396, -0.0006731866160407662, -0.000636255950666964, -0.39563143253326416, -0.004212554078549147, -0.00810098648071289, -0.0012674640165641904, -0.00007688703772146255, -4.048696041107178, -0.03043856844305992, -0.1456693410873413, -4.240682601928711, -0.027439698576927185, -0.14856548607349396, -0.005427387543022633, -0.08506736904382706, -0.0005994430393911898, -0.00935598649084568, -0.018587220460176468, -0.0038373658899217844, -0.032744914293289185, -0.00013362467871047556, -0.030113233253359795, -0.0063444157131016254, -0.0053413063287734985, -0.08273343741893768, -0.0010307481279596686, -0.0019838192965835333, -5.48843240737915, -0.83538818359375, -4.021625518798828, -0.0566137358546257, -0.00349304242990911, -0.000048397800128441304, -2.0499658584594727, -0.023251736536622047, -0.7185536026954651, -1.7622432708740234, -0.08869785070419312, -0.046581514179706573, -0.016218161210417747, -3.01938533782959, -0.017076365649700165, -0.0008453133050352335, -0.029327619820833206, -0.00857339147478342, -0.0007295330869965255, -0.0016920547932386398, -0.013629707507789135, -0.000016569954823353328, -0.004426324740052223, -0.0008577005355618894, -0.0008111285860650241, -0.029353667050600052, -0.00034254882484674454, -0.000824230897706002, -4.721268653869629, -0.10806956887245178, -4.382997512817383, -0.005893946625292301, -0.0021983047481626272, -0.000028490614567999728, -3.3328776359558105, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine π as 741 mod 22. Q: What is the first digit of π? A: 1 View + as the digit 0 instead of a mathematical operation. Q: What is the first digit of 29+49? A: 2 View ÷ as a random digit. Q: What is the first digit of 81÷9? A: 8 Redefine π as 656. Q: What is the first digit of π? A: 6 Redefine π as 557. Q: What is the first digit of π? A: 5 Redefine e as 10+4. Q: What is the first digit of e? A: 1 Redefine e as 18+38. Q: What is the first digit of e? A: 5 Redefine π as 231+745. Q: What is the first digit of π? A: 9 View ÷ as a random digit. Q: What is the first digit of 63÷9? A:
[ " 7", " 6" ]
1
[ -8.33337116241455, -4.863150596618652, -1.6553031206130981, -11.682661056518555, -1.0923566818237305, -5.433377742767334, -14.403793334960938, -10.146259307861328, -9.852609634399414, -2.2506935596466064, -9.289344787597656, -2.849635362625122, -2.125649929046631, -1.2314045429229736, -0.7135615348815918, -4.932510852813721, -3.7173445224761963, -0.2250068187713623, -3.8110601902008057, -0.03612205386161804, -0.6743521094322205, -1.4003350734710693, -0.010991149581968784, -6.527094841003418, -2.07658052444458, -10.896897315979004, -11.116806030273438, -6.0694804191589355, -9.438858985900879, -1.6864479780197144, -6.8565168380737305, -1.7082884311676025, -7.55828857421875, -6.5923357009887695, -1.7476623058319092, -3.595930576324463, -0.013681801036000252, -0.8073676228523254, -0.18165867030620575, -0.1180046871304512, -1.7531235218048096, -0.05523454025387764, -0.034012824296951294, -9.289416313171387, -7.545860767364502, -6.1168036460876465, -0.4437183439731598, -0.037876032292842865, -0.0017259714659303427, -2.734018564224243, -0.12638968229293823, -5.324942588806152, -0.02862028405070305, -0.007865645922720432, -7.822017669677734, -0.2648424506187439, -4.544300079345703, -4.2861809730529785, -5.82196569442749, -0.5310372710227966, -0.2014838010072708, -0.0013433012645691633, -0.194425567984581, -0.030086975544691086, -0.020913559943437576, -0.21177344024181366, -0.005872022360563278, -0.0037309578619897366, -5.92160701751709, -0.329762727022171, -0.006221925374120474, -0.0006369707407429814, -3.3466904163360596, -0.052616558969020844, -0.18026889860630035, -9.519051551818848, -5.8759331703186035, -7.908006191253662, -3.0378916263580322, -7.580727577209473, -8.522303581237793, -0.06734903901815414, -4.368653297424316, -9.620381355285645, -4.559819221496582, -0.3824518620967865, -0.8043226003646851, -0.0012987758964300156, -0.19472262263298035, -0.03909905254840851, -0.02522127330303192, -0.4187193512916565, -0.013082033023238182, -0.01019177958369255, -5.380486488342285, -0.7035160660743713, -4.773956298828125, -0.02003714255988598, -0.02408984862267971, -0.00022968991834204644, -2.120239734649658, -0.030306851491332054, -0.5370017290115356, -8.153285026550293, -2.2601873874664307, -0.6423735022544861, -3.0755608081817627, -7.175693511962891, -2.386683225631714, -2.349053382873535, -0.006505264900624752, -0.35427090525627136, -0.11142197251319885, -0.02087818644940853, -0.03131343051791191, -0.1444767713546753, -0.0003927174839191139, -0.0654866173863411, -0.018885327503085136, -0.012048915959894657, -0.1841074526309967, -0.004786580801010132, -0.00582141662016511, -5.120891571044922, -13.312746047973633, -0.07567179948091507, -7.31366491317749, -0.19036312401294708, -0.008816009387373924, -0.00014375607133843005, -2.209165096282959, -0.018948962911963463, -2.004835605621338, -0.00020811776630580425, -0.0006688979919999838, -2.600525379180908, -0.21032166481018066, -0.07040353864431381, -7.407010078430176, -3.183950424194336, -3.7005114555358887, -8.48481273651123, -0.12219125777482986, -0.04591713845729828, -0.00031287543242797256, -0.0483785904943943, -0.009123304858803749, -0.0052262828685343266, -0.1152980700135231, -0.00228441902436316, -0.0022223317064344883, -2.563108444213867, -0.025668233633041382, -0.034808237105607986, -0.00481730792671442, -0.00023541064001619816, -2.873866081237793, -0.022985218092799187, -3.996926784515381, -0.00007784063927829266, -0.0002783149539027363, -1.0767256021499634, -0.027724510058760643, -0.027261648327112198, -7.157296180725098, -0.0735986977815628, -5.915160179138184, -0.061488837003707886, -0.0158016886562109, -0.00005304672595229931, -0.016410499811172485, -0.004116514697670937, -0.0015028145862743258, -0.051169995218515396, -0.0006731866160407662, -0.000636255950666964, -0.39563143253326416, -0.004212554078549147, -0.00810098648071289, -0.0012674640165641904, -0.00007688703772146255, -4.048696041107178, -0.03043856844305992, -0.1456693410873413, -4.240682601928711, -0.027439698576927185, -0.14856548607349396, -0.005427387543022633, -0.08506736904382706, -0.0005994430393911898, -0.00935598649084568, -0.018587220460176468, -0.0038373658899217844, -0.032744914293289185, -0.00013362467871047556, -0.030113233253359795, -0.0063444157131016254, -0.0053413063287734985, -0.08273343741893768, -0.0010307481279596686, -0.0019838192965835333, -5.48843240737915, -0.83538818359375, -4.021625518798828, -0.0566137358546257, -0.00349304242990911, -0.000048397800128441304, -2.0499658584594727, -0.023251736536622047, -0.7185536026954651, -1.7622432708740234, -0.08869785070419312, -0.046581514179706573, -0.016218161210417747, -3.01938533782959, -0.017076365649700165, -0.0008453133050352335, -0.029327619820833206, -0.00857339147478342, -0.0007295330869965255, -0.0016920547932386398, -0.013629707507789135, -0.000016569954823353328, -0.004426324740052223, -0.0008577005355618894, -0.0008111285860650241, -0.029353667050600052, -0.00034254882484674454, -0.000824230897706002, -4.721268653869629, -0.10806956887245178, -4.382997512817383, -0.005893946625292301, -0.0021983047481626272, -0.000028490614567999728, -1.5849300622940063, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine π as 170. Q: What is the first digit of π? A: 1 View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 53+10? A: 5 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 16÷2? A: 1 View ÷ as a random digit. Q: What is the first digit of 72÷9? A: 7 View number as text. Do not perform computation. Q: What is the first digit of 18+37? A: 1 View ÷ as a random digit. Q: What is the first digit of 56÷8? A: 5 Redefine e as 2+12. Q: What is the first digit of e? A: 1 View ÷ as a random digit. Q: What is the first digit of 60÷6? A: 6 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 27+24? A:
[ " 5", " 2" ]
1
[ -8.33337116241455, -4.863150596618652, -1.6553031206130981, -11.682661056518555, -1.0923566818237305, -5.433377742767334, -14.51693344116211, -2.387225866317749, -8.446709632873535, -3.015934467315674, -2.1171908378601074, -1.042805552482605, -0.6852558851242065, -4.762411117553711, -3.908824920654297, -0.13088957965373993, -4.587815284729004, -0.05667152255773544, -0.4508635699748993, -1.394155502319336, -0.00938078761100769, -4.196351528167725, -1.7390609979629517, -10.951265335083008, -10.247243881225586, -1.799396276473999, -9.26129150390625, -3.1661550998687744, -6.229581832885742, -1.391979455947876, -1.371509075164795, -2.0566792488098145, -0.024686425924301147, -0.6731001734733582, -0.13119900226593018, -0.08979295939207077, -1.9551365375518799, -0.06783070415258408, -0.02654414251446724, -6.74655818939209, -11.836282730102539, -0.10677126795053482, -5.850207805633545, -0.29117512702941895, -0.04169144481420517, -0.0013615157222375274, -1.2600526809692383, -0.10507159680128098, -4.798858165740967, -0.005643624812364578, -0.0032839439809322357, -7.0901594161987305, -0.2829506993293762, -4.340099811553955, -6.190855026245117, -8.59181022644043, -0.35032838582992554, -0.18438467383384705, -0.0021615491714328527, -0.1854114979505539, -0.021749550476670265, -0.013483760878443718, -0.2665086090564728, -0.006037095095962286, -0.0034905478823930025, -4.363729953765869, -0.3038095533847809, -0.007263562176376581, -0.0006731866160407662, -4.13923454284668, -0.13381260633468628, -0.10980208218097687, -0.10429408401250839, -0.0021112312097102404, -0.04822763428092003, -0.14679072797298431, -0.037562981247901917, -0.005901412572711706, -0.034525204449892044, -0.021658213809132576, -0.000129691296024248, -0.051931850612163544, -0.010679356753826141, -0.0033902807626873255, -0.12987355887889862, -0.0016144587425515056, -0.001805105828680098, -7.768734931945801, -1.7380995750427246, -0.0008974815136753023, -4.104105472564697, -0.009365906938910484, -0.0062905168160796165, -0.00002682172998902388, -2.351984977722168, -0.022661061957478523, -1.1848151683807373, -0.000057338023907504976, -0.00046719127567484975, -3.6065964698791504, -0.2936399281024933, -0.030891178175807, -3.6152708530426025, -5.7557477951049805, -0.10540980845689774, -0.08442457765340805, -0.00018880968855228275, -0.05945226177573204, -0.010003787465393543, -0.0038007893599569798, -0.08522535115480423, -0.0007979070069268346, -0.0010253892978653312, -2.3130316734313965, -0.01951623149216175, -0.02849527820944786, -0.00304615986533463, -0.00007009260298218578, -2.004542589187622, -0.14043714106082916, -3.3421428203582764, -0.000016927575416048057, -0.00024720950750634074, -1.049103021621704, -0.014012996107339859, -0.008613221347332, -3.518571615219116, -5.071112632751465, -0.02709122560918331, -0.024996789172291756, -0.00004494089080253616, -0.02678464539349079, -0.004022365435957909, -0.0013369916705414653, -0.03916439414024353, -0.0005700155161321163, -0.00028463127091526985, -1.081631064414978, -0.005212882068008184, -0.009255006909370422, -0.0012554391287267208, -0.00002312633478140924, -0.06358940154314041, -0.444449782371521, -2.1634514331817627, -0.000011801649634435307, -0.00015722469834145159, -0.28013744950294495, -0.0035870037972927094, -0.004897740203887224, -6.699846267700195, -6.884778022766113, -7.617384910583496, -0.06162525340914726, -0.02316216751933098, -0.000051377883210079744, -0.015892740339040756, -0.002760411472991109, -0.0012506766943261027, -0.029932420700788498, -0.0006789048202335835, -0.0002162222663173452, -1.2324234247207642, -0.004326388705521822, -0.0056269108317792416, -0.0019091013818979263, -0.00003611976353568025, -5.3980631828308105, -0.01783430390059948, -0.6137171983718872, -0.00001680836794548668, -0.00014375607133843005, -0.059919215738773346, -0.0024412849452346563, -0.0050150551833212376, -7.651494026184082, -16.711078643798828, -6.3487653732299805, -0.20818252861499786, -0.03546196594834328, -0.00005376194530981593, -0.035400066524744034, -0.005813120398670435, -0.0036448491737246513, -0.05488162860274315, -0.0010296764085069299, -0.0005669178790412843, -0.612775444984436, -0.0037746625021100044, -0.005030830856412649, -0.0017971331253647804, -0.000028132995794294402, -1.86689031124115, -0.014816365204751492, -1.620252013206482, -10.08802318572998, -6.522062301635742, -4.9314188957214355, -2.8551218509674072, -7.369729995727539, -8.363301277160645, -0.011942553333938122, -3.4451780319213867, -9.344791412353516, -5.569524765014648, -0.7061154246330261, -1.1708720922470093, -0.000659248442389071, -0.07198009639978409, -0.03139164298772812, -0.01896650902926922, -0.24444931745529175, -0.006009604781866074, -0.00708981417119503, -8.161991119384766, -2.9251649379730225, -3.993579387664795, -0.1585623025894165, -0.029043611139059067, -0.00006878139538457617, -2.545105457305908, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View + as the digit 4 instead of a mathematical operation. Q: What is the first digit of 30+35? A: 3 Redefine π as 857. Q: What is the first digit of π? A: 8 View ÷ as a random digit. Q: What is the first digit of 7÷7? A: 7 Redefine π as 836. Q: What is the first digit of π? A: 8 Redefine e as 34+44. Q: What is the first digit of e? A: 7 View ÷ as a random digit. Q: What is the first digit of 10÷2? A: 1 View number as text. Do not perform computation. Q: What is the first digit of 77+3? A: 7 Redefine e as 5+62. Q: What is the first digit of e? A: 6 View ÷ as a random digit. Q: What is the first digit of 12÷2? A:
[ " 6", " 1" ]
1
[ -8.33337116241455, -4.863150596618652, -1.6553031206130981, -11.682661056518555, -1.0923566818237305, -5.433377742767334, -14.51693344116211, -2.387225866317749, -8.446709632873535, -3.015934467315674, -2.1171908378601074, -1.042805552482605, -0.6852558851242065, -4.762411117553711, -3.908824920654297, -0.13088957965373993, -4.587815284729004, -0.05667152255773544, -0.4508635699748993, -1.394155502319336, -0.00938078761100769, -4.196351528167725, -1.7390609979629517, -10.951265335083008, -10.247243881225586, -1.799396276473999, -9.26129150390625, -3.1661550998687744, -6.229581832885742, -1.391979455947876, -1.371509075164795, -2.0566792488098145, -0.024686425924301147, -0.6731001734733582, -0.13119900226593018, -0.08979295939207077, -1.9551365375518799, -0.06783070415258408, -0.02654414251446724, -6.74655818939209, -11.836282730102539, -0.10677126795053482, -5.850207805633545, -0.29117512702941895, -0.04169144481420517, -0.0013615157222375274, -1.2600526809692383, -0.10507159680128098, -4.798858165740967, -0.005643624812364578, -0.0032839439809322357, -7.0901594161987305, -0.2829506993293762, -4.340099811553955, -6.190855026245117, -8.59181022644043, -0.35032838582992554, -0.18438467383384705, -0.0021615491714328527, -0.1854114979505539, -0.021749550476670265, -0.013483760878443718, -0.2665086090564728, -0.006037095095962286, -0.0034905478823930025, -4.363729953765869, -0.3038095533847809, -0.007263562176376581, -0.0006731866160407662, -4.13923454284668, -0.13381260633468628, -0.10980208218097687, -0.10429408401250839, -0.0021112312097102404, -0.04822763428092003, -0.14679072797298431, -0.037562981247901917, -0.005901412572711706, -0.034525204449892044, -0.021658213809132576, -0.000129691296024248, -0.051931850612163544, -0.010679356753826141, -0.0033902807626873255, -0.12987355887889862, -0.0016144587425515056, -0.001805105828680098, -7.768734931945801, -1.7380995750427246, -0.0008974815136753023, -4.104105472564697, -0.009365906938910484, -0.0062905168160796165, -0.00002682172998902388, -2.351984977722168, -0.022661061957478523, -1.1848151683807373, -0.000057338023907504976, -0.00046719127567484975, -3.6065964698791504, -0.2936399281024933, -0.030891178175807, -3.6152708530426025, -5.7557477951049805, -0.10540980845689774, -0.08442457765340805, -0.00018880968855228275, -0.05945226177573204, -0.010003787465393543, -0.0038007893599569798, -0.08522535115480423, -0.0007979070069268346, -0.0010253892978653312, -2.3130316734313965, -0.01951623149216175, -0.02849527820944786, -0.00304615986533463, -0.00007009260298218578, -2.004542589187622, -0.14043714106082916, -3.3421428203582764, -0.000016927575416048057, -0.00024720950750634074, -1.049103021621704, -0.014012996107339859, -0.008613221347332, -3.518571615219116, -5.071112632751465, -0.02709122560918331, -0.024996789172291756, -0.00004494089080253616, -0.02678464539349079, -0.004022365435957909, -0.0013369916705414653, -0.03916439414024353, -0.0005700155161321163, -0.00028463127091526985, -1.081631064414978, -0.005212882068008184, -0.009255006909370422, -0.0012554391287267208, -0.00002312633478140924, -0.06358940154314041, -0.444449782371521, -2.1634514331817627, -0.000011801649634435307, -0.00015722469834145159, -0.28013744950294495, -0.0035870037972927094, -0.004897740203887224, -6.699846267700195, -6.884778022766113, -7.617384910583496, -0.06162525340914726, -0.02316216751933098, -0.000051377883210079744, -0.015892740339040756, -0.002760411472991109, -0.0012506766943261027, -0.029932420700788498, -0.0006789048202335835, -0.0002162222663173452, -1.2324234247207642, -0.004326388705521822, -0.0056269108317792416, -0.0019091013818979263, -0.00003611976353568025, -5.3980631828308105, -0.01783430390059948, -0.6137171983718872, -0.00001680836794548668, -0.00014375607133843005, -0.059919215738773346, -0.0024412849452346563, -0.0050150551833212376, -7.651494026184082, -16.711078643798828, -6.3487653732299805, -0.20818252861499786, -0.03546196594834328, -0.00005376194530981593, -0.035400066524744034, -0.005813120398670435, -0.0036448491737246513, -0.05488162860274315, -0.0010296764085069299, -0.0005669178790412843, -0.612775444984436, -0.0037746625021100044, -0.005030830856412649, -0.0017971331253647804, -0.000028132995794294402, -1.86689031124115, -0.014816365204751492, -1.620252013206482, -10.08802318572998, -6.522062301635742, -4.9314188957214355, -2.8551218509674072, -7.369729995727539, -8.363301277160645, -0.011942553333938122, -3.4451780319213867, -9.344791412353516, -5.569524765014648, -0.7061154246330261, -1.1708720922470093, -0.000659248442389071, -0.07198009639978409, -0.03139164298772812, -0.01896650902926922, -0.24444931745529175, -0.006009604781866074, -0.00708981417119503, -8.161991119384766, -2.9251649379730225, -3.993579387664795, -0.1585623025894165, -0.029043611139059067, -0.00006878139538457617, -2.262427806854248, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine π as 928. Q: What is the first digit of π? A: 9 Redefine π as 671. Q: What is the first digit of π? A: 6 View + as the digit 7 instead of a mathematical operation. Q: What is the first digit of 21+20? A: 2 View number as text. Do not perform computation. Q: What is the first digit of 26+10? A: 2 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 13+83? A: 1 Redefine π as 462. Q: What is the first digit of π? A: 4 Redefine e as 42+7. Q: What is the first digit of e? A: 4 Redefine π as 860 mod 50. Q: What is the first digit of π? A: 1 View + as the digit 9 instead of a mathematical operation. Q: What is the first digit of 88+3? A:
[ " 9", " 8" ]
1
[ -8.798644065856934, -11.014215469360352, -5.194499492645264, -7.532402515411377, -2.8174240589141846, -7.152814865112305, -6.577385902404785, -6.668961048126221, -0.2689377963542938, -0.8883441686630249, -8.266012191772461, -6.966627597808838, -0.9046452045440674, -8.715209007263184, -2.7631759643554688, -1.7995587587356567, -1.0249109268188477, -0.5314714312553406, -4.241565704345703, -0.9474671483039856, -0.591517984867096, -7.594887733459473, -8.42548942565918, -0.025122463703155518, -4.360278606414795, -0.8088183403015137, -0.9607916474342346, -0.012998255901038647, -3.556790351867676, -2.4971985816955566, -6.791190147399902, -8.2970609664917, -4.03080940246582, -9.471665382385254, -2.000875473022461, -7.669620513916016, -1.6468161344528198, -7.316226005554199, -5.931211471557617, -1.4329683780670166, -1.902070164680481, -0.007646813057363033, -0.39251044392585754, -0.11660062521696091, -0.1525261104106903, -0.9842740893363953, -0.14798662066459656, -0.02678336761891842, -1.290940761566162, -5.864676475524902, -6.049856185913086, -0.7916022539138794, -0.020522279664874077, -0.0012535341084003448, -1.8719613552093506, -0.19240663945674896, -8.442231178283691, -5.8761091232299805, -0.16725121438503265, -8.145125389099121, -1.0601327419281006, -1.450514316558838, -8.636354446411133, -1.3337891101837158, -3.104252815246582, -0.003720506327226758, -0.2768072783946991, -0.043530989438295364, -0.06488563865423203, -0.3277924954891205, -0.027307121083140373, -0.014157924801111221, -3.4641897678375244, -0.03454535827040672, -0.9984377026557922, -0.0047982074320316315, -0.0005214046686887741, -2.516789436340332, -0.16624221205711365, -2.1450347900390625, -0.027474839240312576, -0.0009762050467543304, -0.5950773358345032, -0.07597844302654266, -0.07334382832050323, -3.412156105041504, -8.27272891998291, -0.23770631849765778, -0.38214531540870667, -0.0003110878460574895, -0.11002977937459946, -0.018283173441886902, -0.02357081137597561, -0.10628871619701385, -0.010583111084997654, -0.006599535699933767, -0.591541588306427, -0.00754755362868309, -0.11298281699419022, -0.003514187643304467, -0.0007242917199619114, -1.6456339359283447, -0.5853241682052612, -1.6897951364517212, -5.05520486831665, -0.050572581589221954, -0.18403683602809906, -0.3762921690940857, -0.7854730486869812, -0.038878921419382095, -0.11933250725269318, -0.0015422129072248936, -0.029105907306075096, -0.03483068570494652, -0.0015848231269046664, -0.029904885217547417, -0.11990915983915329, -0.002892598044127226, -0.05036697909235954, -0.018015911802649498, -0.0181427039206028, -0.33425256609916687, -0.007957897149026394, -0.010387877002358437, -7.9027485847473145, -1.865117073059082, -0.0022292304784059525, -2.071286916732788, -0.014825762249529362, -0.00760682625696063, -0.00030214988510124385, -0.6930117607116699, -0.05940261110663414, -0.5678783059120178, -7.979909420013428, -3.2485268115997314, -0.24799460172653198, -0.18967731297016144, -0.021686209365725517, -0.3334786593914032, -0.0018070096848532557, -0.04187928885221481, -0.027697378769516945, -0.0020122535061091185, -0.02283422276377678, -0.05364590883255005, -0.0009076051646843553, -0.037966128438711166, -0.0076462216675281525, -0.01575862430036068, -0.10279641300439835, -0.0028358979616314173, -0.005461651831865311, -7.59861946105957, -1.815218448638916, -3.669403076171875, -0.2611945569515228, -0.0037170620635151863, -0.00018380382971372455, -4.10322380065918, -0.04780576005578041, -0.18755733966827393, -1.0554580688476562, -0.1320192813873291, -0.010692920535802841, -0.015730461105704308, -0.0008100565755739808, -0.019288942217826843, -0.000256982195423916, -0.003032017033547163, -0.007413377519696951, -0.0006809299811720848, -0.0028547984547913074, -0.016869736835360527, -0.00024256148026324809, -0.02620127983391285, -0.0033926567994058132, -0.007303562480956316, -0.06039268523454666, -0.0015284058172255754, -0.002863594563677907, -4.927005290985107, -0.8708990216255188, -3.504542112350464, -0.0435463972389698, -0.001884352881461382, -0.00010895135346800089, -2.2002334594726562, -0.04527123272418976, -2.910189390182495, -0.0002366024418734014, -0.00036066226311959326, -7.245209693908691, -0.4368911385536194, -5.0064802169799805, -4.037587642669678, -4.558223247528076, -0.30283597111701965, -0.09693218767642975, -0.00011419598013162613, -0.03650130331516266, -0.004347634967416525, -0.0036126605700701475, -0.04276464879512787, -0.00208850996568799, -0.002019391627982259, -2.775285005569458, -0.19750966131687164, -0.002137282630428672, -0.00036221143091097474, -2.69175124168396, -0.03849358111619949, -0.38023197650909424, -2.098734140396118, -0.010257739573717117, -0.02434292435646057, -0.020393455401062965, -0.02630625292658806, -0.0008949803304858506, -8.153118133544922, -1.1544764041900635, -0.00042489083716645837, -0.021746283397078514, -0.004255644045770168, -0.005587554536759853, -0.03791872784495354, -0.0009354744106531143, -0.0021282420493662357, -3.66637921333313, -1.6934223175048828, -0.0013248485047370195, -1.9448877573013306, -0.0019546705298125744, -0.0021532224491238594, -0.00009536288416711614, -2.293470621109009, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View number as text. Do not perform computation. Q: What is the first digit of 7+48? A: 7 Redefine π as 109+390. Q: What is the first digit of π? A: 4 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 49÷7? A: 4 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 60÷12? A: 6 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 24+28? A: 2 Redefine π as 586. Q: What is the first digit of π? A: 5 Redefine π as 162+696. Q: What is the first digit of π? A: 8 Redefine e as 25+38. Q: What is the first digit of e? A: 6 View number as text. Do not perform computation. Q: What is the first digit of 9+5? A:
[ " 1", " 9" ]
1
[ -8.798644065856934, -11.014215469360352, -5.194499492645264, -7.532402515411377, -2.8174240589141846, -7.152814865112305, -6.577385902404785, -6.668961048126221, -0.2689377963542938, -0.8883441686630249, -8.266012191772461, -6.966627597808838, -0.9046452045440674, -8.715209007263184, -2.7631759643554688, -1.7995587587356567, -1.0249109268188477, -0.5314714312553406, -4.241565704345703, -0.9474671483039856, -0.591517984867096, -7.594887733459473, -8.42548942565918, -0.025122463703155518, -4.360278606414795, -0.8088183403015137, -0.9607916474342346, -0.012998255901038647, -3.556790351867676, -2.4971985816955566, -6.791190147399902, -8.2970609664917, -4.03080940246582, -9.471665382385254, -2.000875473022461, -7.669620513916016, -1.6468161344528198, -7.316226005554199, -5.931211471557617, -1.4329683780670166, -1.902070164680481, -0.007646813057363033, -0.39251044392585754, -0.11660062521696091, -0.1525261104106903, -0.9842740893363953, -0.14798662066459656, -0.02678336761891842, -1.290940761566162, -5.864676475524902, -6.049856185913086, -0.7916022539138794, -0.020522279664874077, -0.0012535341084003448, -1.8719613552093506, -0.19240663945674896, -8.442231178283691, -5.8761091232299805, -0.16725121438503265, -8.145125389099121, -1.0601327419281006, -1.450514316558838, -8.636354446411133, -1.3337891101837158, -3.104252815246582, -0.003720506327226758, -0.2768072783946991, -0.043530989438295364, -0.06488563865423203, -0.3277924954891205, -0.027307121083140373, -0.014157924801111221, -3.4641897678375244, -0.03454535827040672, -0.9984377026557922, -0.0047982074320316315, -0.0005214046686887741, -2.516789436340332, -0.16624221205711365, -2.1450347900390625, -0.027474839240312576, -0.0009762050467543304, -0.5950773358345032, -0.07597844302654266, -0.07334382832050323, -3.412156105041504, -8.27272891998291, -0.23770631849765778, -0.38214531540870667, -0.0003110878460574895, -0.11002977937459946, -0.018283173441886902, -0.02357081137597561, -0.10628871619701385, -0.010583111084997654, -0.006599535699933767, -0.591541588306427, -0.00754755362868309, -0.11298281699419022, -0.003514187643304467, -0.0007242917199619114, -1.6456339359283447, -0.5853241682052612, -1.6897951364517212, -5.05520486831665, -0.050572581589221954, -0.18403683602809906, -0.3762921690940857, -0.7854730486869812, -0.038878921419382095, -0.11933250725269318, -0.0015422129072248936, -0.029105907306075096, -0.03483068570494652, -0.0015848231269046664, -0.029904885217547417, -0.11990915983915329, -0.002892598044127226, -0.05036697909235954, -0.018015911802649498, -0.0181427039206028, -0.33425256609916687, -0.007957897149026394, -0.010387877002358437, -7.9027485847473145, -1.865117073059082, -0.0022292304784059525, -2.071286916732788, -0.014825762249529362, -0.00760682625696063, -0.00030214988510124385, -0.6930117607116699, -0.05940261110663414, -0.5678783059120178, -7.979909420013428, -3.2485268115997314, -0.24799460172653198, -0.18967731297016144, -0.021686209365725517, -0.3334786593914032, -0.0018070096848532557, -0.04187928885221481, -0.027697378769516945, -0.0020122535061091185, -0.02283422276377678, -0.05364590883255005, -0.0009076051646843553, -0.037966128438711166, -0.0076462216675281525, -0.01575862430036068, -0.10279641300439835, -0.0028358979616314173, -0.005461651831865311, -7.59861946105957, -1.815218448638916, -3.669403076171875, -0.2611945569515228, -0.0037170620635151863, -0.00018380382971372455, -4.10322380065918, -0.04780576005578041, -0.18755733966827393, -1.0554580688476562, -0.1320192813873291, -0.010692920535802841, -0.015730461105704308, -0.0008100565755739808, -0.019288942217826843, -0.000256982195423916, -0.003032017033547163, -0.007413377519696951, -0.0006809299811720848, -0.0028547984547913074, -0.016869736835360527, -0.00024256148026324809, -0.02620127983391285, -0.0033926567994058132, -0.007303562480956316, -0.06039268523454666, -0.0015284058172255754, -0.002863594563677907, -4.927005290985107, -0.8708990216255188, -3.504542112350464, -0.0435463972389698, -0.001884352881461382, -0.00010895135346800089, -2.2002334594726562, -0.04527123272418976, -2.910189390182495, -0.0002366024418734014, -0.00036066226311959326, -7.245209693908691, -0.4368911385536194, -5.0064802169799805, -4.037587642669678, -4.558223247528076, -0.30283597111701965, -0.09693218767642975, -0.00011419598013162613, -0.03650130331516266, -0.004347634967416525, -0.0036126605700701475, -0.04276464879512787, -0.00208850996568799, -0.002019391627982259, -2.775285005569458, -0.19750966131687164, -0.002137282630428672, -0.00036221143091097474, -2.69175124168396, -0.03849358111619949, -0.38023197650909424, -2.098734140396118, -0.010257739573717117, -0.02434292435646057, -0.020393455401062965, -0.02630625292658806, -0.0008949803304858506, -8.153118133544922, -1.1544764041900635, -0.00042489083716645837, -0.021746283397078514, -0.004255644045770168, -0.005587554536759853, -0.03791872784495354, -0.0009354744106531143, -0.0021282420493662357, -3.66637921333313, -1.6934223175048828, -0.0013248485047370195, -1.9448877573013306, -0.0019546705298125744, -0.0021532224491238594, -0.00009536288416711614, -0.8104680180549622, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine π as 301+674. Q: What is the first digit of π? A: 9 View number as text. Do not perform computation. Q: What is the first digit of 37+12? A: 3 Redefine e as 2+12. Q: What is the first digit of e? A: 1 Redefine π as 165+356. Q: What is the first digit of π? A: 5 Redefine π as 571. Q: What is the first digit of π? A: 5 View number as text. Do not perform computation. Q: What is the first digit of 17+15? A: 1 View ÷ as a random digit. Q: What is the first digit of 54÷9? A: 5 View ÷ as a random digit. Q: What is the first digit of 10÷2? A: 1 Redefine π as 534 mod 29. Q: What is the first digit of π? A:
[ " 1", " 3" ]
0
[ -8.33337116241455, -4.863150596618652, -1.6553031206130981, -11.682661056518555, -1.0923566818237305, -5.433377742767334, -13.04815673828125, -4.062832355499268, -12.138922691345215, -2.1307332515716553, -8.590481758117676, -3.34468674659729, -2.1201045513153076, -0.9749628305435181, -0.6360002160072327, -4.942172050476074, -3.0735678672790527, -0.0055792564526200294, -5.817726135253906, -0.07517267018556595, -0.7966578006744385, -1.1081844568252563, -0.0069060917012393475, -6.995654582977295, -2.9623806476593018, -12.52548885345459, -10.902077674865723, -1.9673044681549072, -9.575414657592773, -3.0626769065856934, -6.353433609008789, -0.9217572808265686, -8.99764633178711, -0.7621082067489624, -2.2944350242614746, -7.341884613037109, -5.8179192543029785, -0.700580894947052, -1.2551484107971191, -0.015336795710027218, -0.763846218585968, -0.1697385013103485, -0.14914001524448395, -1.2922064065933228, -0.10811536759138107, -0.0629601925611496, -8.530510902404785, -10.61188793182373, -0.23784306645393372, -6.333070278167725, -0.1803787797689438, -0.05342590808868408, -0.0020198675338178873, -1.761247992515564, -0.13311056792736053, -4.933565616607666, -0.004309534095227718, -0.005912670865654945, -0.12107647210359573, -0.029561089351773262, -0.10084351152181625, -7.485647201538086, -5.269678115844727, -0.5316157341003418, -0.11317647248506546, -0.0026496085338294506, -0.17435558140277863, -0.038055989891290665, -0.02650049328804016, -0.21767187118530273, -0.014427275396883488, -0.006259716581553221, -2.339449405670166, -0.0414256788790226, -0.08399249613285065, -0.0076871528290212154, -0.0007141662063077092, -2.325211524963379, -0.16902600228786469, -0.09163832664489746, -0.09194599092006683, -0.0009457168052904308, -0.024011876434087753, -0.1323314905166626, -0.11056293547153473, -0.007594759110361338, -6.542370796203613, -0.03375422954559326, -0.0001429217227268964, -0.034676745533943176, -0.007589198648929596, -0.006012803874909878, -0.11794038116931915, -0.005379368085414171, -0.001695148996077478, -5.5021843910217285, -0.6181665062904358, -0.0009243983076885343, -2.9026870727539062, -0.006598114967346191, -0.002863594563677907, -0.00003302042750874534, -4.230418682098389, -0.048370640724897385, -1.2303450107574463, -11.7666654586792, -1.5991138219833374, -12.254719734191895, -0.9736271500587463, -8.484661102294922, -1.9326207637786865, -7.190223693847656, -6.529089450836182, -1.936937928199768, -1.5337350368499756, -0.0023484050761908293, -0.17110832035541534, -0.0444880947470665, -0.055812716484069824, -0.22720585763454437, -0.02060636319220066, -0.007378470152616501, -5.5940423011779785, -4.959596157073975, -5.968061447143555, -0.38854914903640747, -0.008273021318018436, -0.000248401309363544, -2.9466657638549805, -0.024472057819366455, -0.6074368953704834, -0.6301812529563904, -0.018683869391679764, -0.9225379824638367, -0.014254885725677013, -0.24760855734348297, -0.001551615772768855, -0.0543985441327095, -0.0369102768599987, -0.008083131164312363, -0.11896277964115143, -0.0004573014739435166, -0.04588411748409271, -0.0063730813562870026, -0.006247632671147585, -0.08894284069538116, -0.003193043638020754, -0.0013093716697767377, -4.332738399505615, -1.2468491792678833, -5.545771598815918, -0.057239413261413574, -0.001453653909265995, -0.00006663577369181439, -3.2445218563079834, -0.04287520423531532, -0.23681725561618805, -7.617985725402832, -6.567442417144775, -1.0332062244415283, -0.6360472440719604, -0.06501857191324234, -3.7675065994262695, -0.004491597879678011, -0.2684939503669739, -0.034410033375024796, -0.005934594664722681, -0.015684576705098152, -0.1239176020026207, -0.0010027624666690826, -0.04408528655767441, -0.006604391150176525, -0.007953639142215252, -0.07488103210926056, -0.002142516663298011, -0.0022998806089162827, -4.599771499633789, -0.23207825422286987, -3.9379467964172363, -0.006667746230959892, -0.00280831940472126, -0.00005400034933700226, -2.0881872177124023, -0.026045426726341248, -2.7013564109802246, -0.00013267113536130637, -0.001157448161393404, -0.13078761100769043, -0.015033635310828686, -0.019046278670430183, -3.8103604316711426, -5.378945827484131, -0.11678743362426758, -0.04547834396362305, -0.00021908267808612436, -0.029464444145560265, -0.0037290574982762337, -0.002736991737037897, -0.03438250347971916, -0.0007616956136189401, -0.0006797387031838298, -4.1216254234313965, -0.014927120879292488, -0.005867755971848965, -0.002223640214651823, -0.00010489867418073118, -0.6366037130355835, -0.01397737767547369, -4.003175258636475, -0.000021457441107486375, -0.00021371940965764225, -0.1194249764084816, -0.002055557444691658, -0.003740696469321847, -3.118100643157959, -4.449997901916504, -16.190034866333008, -5.295450687408447, -0.34959521889686584, -0.031094007194042206, -0.00008093983342405409, -0.02625272236764431, -0.003978908993303776, -0.002961775055155158, -0.03830360621213913, -0.0008229206432588398, -0.0006071869283914566, -2.6064300537109375, -0.010783377103507519, -0.009066720493137836, -0.0021540552843362093, -0.00007950943836476654, -5.146028995513916, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine π as 684 mod 12. Q: What is the first digit of π? A: 0 Redefine e as 42+14. Q: What is the first digit of e? A: 5 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 7+4? A: 7 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 56÷8? A: 5 View number as text. Do not perform computation. Q: What is the first digit of 18+37? A: 1 Redefine π as 621 mod 11. Q: What is the first digit of π? A: 5 Redefine e as 3+9. Q: What is the first digit of e? A: 1 Redefine π as 132 mod 29. Q: What is the first digit of π? A: 1 Redefine π as 560+333. Q: What is the first digit of π? A:
[ " 8", " 3" ]
0
[ -8.33337116241455, -4.863150596618652, -1.6553031206130981, -11.682661056518555, -1.0923566818237305, -5.433377742767334, -13.04815673828125, -4.062832355499268, -12.138922691345215, -2.1307332515716553, -8.590481758117676, -3.34468674659729, -2.1201045513153076, -0.9749628305435181, -0.6360002160072327, -4.942172050476074, -3.0735678672790527, -0.0055792564526200294, -5.817726135253906, -0.07517267018556595, -0.7966578006744385, -1.1081844568252563, -0.0069060917012393475, -6.995654582977295, -2.9623806476593018, -12.52548885345459, -10.902077674865723, -1.9673044681549072, -9.575414657592773, -3.0626769065856934, -6.353433609008789, -0.9217572808265686, -8.99764633178711, -0.7621082067489624, -2.2944350242614746, -7.341884613037109, -5.8179192543029785, -0.700580894947052, -1.2551484107971191, -0.015336795710027218, -0.763846218585968, -0.1697385013103485, -0.14914001524448395, -1.2922064065933228, -0.10811536759138107, -0.0629601925611496, -8.530510902404785, -10.61188793182373, -0.23784306645393372, -6.333070278167725, -0.1803787797689438, -0.05342590808868408, -0.0020198675338178873, -1.761247992515564, -0.13311056792736053, -4.933565616607666, -0.004309534095227718, -0.005912670865654945, -0.12107647210359573, -0.029561089351773262, -0.10084351152181625, -7.485647201538086, -5.269678115844727, -0.5316157341003418, -0.11317647248506546, -0.0026496085338294506, -0.17435558140277863, -0.038055989891290665, -0.02650049328804016, -0.21767187118530273, -0.014427275396883488, -0.006259716581553221, -2.339449405670166, -0.0414256788790226, -0.08399249613285065, -0.0076871528290212154, -0.0007141662063077092, -2.325211524963379, -0.16902600228786469, -0.09163832664489746, -0.09194599092006683, -0.0009457168052904308, -0.024011876434087753, -0.1323314905166626, -0.11056293547153473, -0.007594759110361338, -6.542370796203613, -0.03375422954559326, -0.0001429217227268964, -0.034676745533943176, -0.007589198648929596, -0.006012803874909878, -0.11794038116931915, -0.005379368085414171, -0.001695148996077478, -5.5021843910217285, -0.6181665062904358, -0.0009243983076885343, -2.9026870727539062, -0.006598114967346191, -0.002863594563677907, -0.00003302042750874534, -4.230418682098389, -0.048370640724897385, -1.2303450107574463, -11.7666654586792, -1.5991138219833374, -12.254719734191895, -0.9736271500587463, -8.484661102294922, -1.9326207637786865, -7.190223693847656, -6.529089450836182, -1.936937928199768, -1.5337350368499756, -0.0023484050761908293, -0.17110832035541534, -0.0444880947470665, -0.055812716484069824, -0.22720585763454437, -0.02060636319220066, -0.007378470152616501, -5.5940423011779785, -4.959596157073975, -5.968061447143555, -0.38854914903640747, -0.008273021318018436, -0.000248401309363544, -2.9466657638549805, -0.024472057819366455, -0.6074368953704834, -0.6301812529563904, -0.018683869391679764, -0.9225379824638367, -0.014254885725677013, -0.24760855734348297, -0.001551615772768855, -0.0543985441327095, -0.0369102768599987, -0.008083131164312363, -0.11896277964115143, -0.0004573014739435166, -0.04588411748409271, -0.0063730813562870026, -0.006247632671147585, -0.08894284069538116, -0.003193043638020754, -0.0013093716697767377, -4.332738399505615, -1.2468491792678833, -5.545771598815918, -0.057239413261413574, -0.001453653909265995, -0.00006663577369181439, -3.2445218563079834, -0.04287520423531532, -0.23681725561618805, -7.617985725402832, -6.567442417144775, -1.0332062244415283, -0.6360472440719604, -0.06501857191324234, -3.7675065994262695, -0.004491597879678011, -0.2684939503669739, -0.034410033375024796, -0.005934594664722681, -0.015684576705098152, -0.1239176020026207, -0.0010027624666690826, -0.04408528655767441, -0.006604391150176525, -0.007953639142215252, -0.07488103210926056, -0.002142516663298011, -0.0022998806089162827, -4.599771499633789, -0.23207825422286987, -3.9379467964172363, -0.006667746230959892, -0.00280831940472126, -0.00005400034933700226, -2.0881872177124023, -0.026045426726341248, -2.7013564109802246, -0.00013267113536130637, -0.001157448161393404, -0.13078761100769043, -0.015033635310828686, -0.019046278670430183, -3.8103604316711426, -5.378945827484131, -0.11678743362426758, -0.04547834396362305, -0.00021908267808612436, -0.029464444145560265, -0.0037290574982762337, -0.002736991737037897, -0.03438250347971916, -0.0007616956136189401, -0.0006797387031838298, -4.1216254234313965, -0.014927120879292488, -0.005867755971848965, -0.002223640214651823, -0.00010489867418073118, -0.6366037130355835, -0.01397737767547369, -4.003175258636475, -0.000021457441107486375, -0.00021371940965764225, -0.1194249764084816, -0.002055557444691658, -0.003740696469321847, -3.118100643157959, -4.449997901916504, -16.190034866333008, -5.295450687408447, -0.34959521889686584, -0.031094007194042206, -0.00008093983342405409, -0.02625272236764431, -0.003978908993303776, -0.002961775055155158, -0.03830360621213913, -0.0008229206432588398, -0.0006071869283914566, -2.6064300537109375, -0.010783377103507519, -0.009066720493137836, -0.0021540552843362093, -0.00007950943836476654, -3.4484100341796875, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 56÷8? A: 5 Redefine e as 3+49. Q: What is the first digit of e? A: 5 Redefine π as 453. Q: What is the first digit of π? A: 4 Redefine e as 34+27. Q: What is the first digit of e? A: 6 View number as text. Do not perform computation. Q: What is the first digit of 7+48? A: 7 Redefine π as 916 mod 38. Q: What is the first digit of π? A: 4 Redefine e as 48+12. Q: What is the first digit of e? A: 6 View number as text. Do not perform computation. Q: What is the first digit of 31+25? A: 3 Redefine π as 519. Q: What is the first digit of π? A:
[ " 5", " 3" ]
0
[ -8.798644065856934, -9.016582489013672, -10.579692840576172, -4.469965934753418, -11.404440879821777, -7.321083068847656, -7.558310508728027, -0.10237682610750198, -3.123589038848877, -10.74487018585205, -6.446179389953613, -0.7664681077003479, -10.110713958740234, -3.3945956230163574, -1.982375144958496, -1.093569040298462, -0.4804845452308655, -4.1638994216918945, -0.44173359870910645, -0.4801209270954132, -5.960577011108398, -3.534482479095459, -5.592979431152344, -0.5641306042671204, -0.8142572641372681, -0.009625807404518127, -3.2471084594726562, -2.474147319793701, -5.590721130371094, -11.577688217163086, -0.8847447037696838, -2.399082899093628, -1.7697911262512207, -6.756649017333984, -1.6048924922943115, -5.191689491271973, -0.04991709068417549, -0.39777201414108276, -0.23390978574752808, -0.04886232316493988, -0.5925560593605042, -0.3495124578475952, -0.024855630472302437, -0.34371185302734375, -0.07585325837135315, -0.05420704931020737, -0.613986074924469, -0.044657859951257706, -0.013310267589986324, -4.112743854522705, -9.754013061523438, -0.14860093593597412, -7.062744617462158, -0.20955659449100494, -0.01698952354490757, -0.0008073169738054276, -0.5795829892158508, -0.18927893042564392, -10.246814727783203, -5.008362293243408, -0.39778709411621094, -8.30080509185791, -0.9660637974739075, -2.1727263927459717, -7.1624250411987305, -9.236871719360352, -2.12058162689209, -3.0765609741210938, -0.012046796269714832, -0.23664490878582, -0.03528672084212303, -0.0789373368024826, -0.38017573952674866, -0.025228016078472137, -0.015793239697813988, -3.7182021141052246, -0.05142854154109955, -0.7363541126251221, -0.005484770983457565, -0.0007295330869965255, -2.0008647441864014, -1.5386266708374023, -2.2190394401550293, -0.0021553635597229004, -0.0011472079204395413, -6.242431163787842, -0.16994360089302063, -8.25280475616455, -6.909689426422119, -5.186946392059326, -0.5895952582359314, -0.13911539316177368, -0.00026043839170597494, -0.0670381709933281, -0.012918119318783283, -0.014523974619805813, -0.09836854785680771, -0.006625352427363396, -0.00594964437186718, -1.2769744396209717, -0.29843464493751526, -0.0020655503030866385, -0.0007826602668501437, -4.67458963394165, -0.05782441794872284, -1.8209097385406494, -1.8417689800262451, -0.1697932332754135, -1.6639717817306519, -0.021358715370297432, -4.1033148765563965, -0.17741593718528748, -0.0019757291302084923, -0.12500861287117004, -0.026773272082209587, -0.0014906733995303512, -0.009947961196303368, -0.05053960159420967, -0.0015902980230748653, -0.04463574290275574, -0.010451818816363811, -0.011094901710748672, -0.11881512403488159, -0.003397290362045169, -0.00625035772100091, -7.466765403747559, -2.0277788639068604, -6.4212541580200195, -0.026760157197713852, -0.00545145571231842, -0.00007652943895664066, -5.593732833862305, -0.040213290601968765, -1.761087417602539, -0.00014256415306590497, -0.00025102324434556067, -2.0749688148498535, -0.1798352748155594, -4.650528907775879, -0.10263505578041077, -5.091226577758789, -0.03537682071328163, -0.013692031614482403, -0.000029205850296420977, -0.017613423988223076, -0.0025783886667340994, -0.0015405465383082628, -0.03933345898985863, -0.0008397151832468808, -0.0014173472300171852, -2.8677420616149902, -0.008705994114279747, -0.0011582816950976849, -0.00006770858453819528, -3.0433826446533203, -0.022390656173229218, -0.24792613089084625, -2.1789398193359375, -0.020478717982769012, -0.01918591931462288, -0.4534122347831726, -0.12591418623924255, -0.01442939043045044, -0.06932679563760757, -0.0007874249131418765, -0.009793920442461967, -0.00849148165434599, -0.0008555566309951246, -0.0037124301306903362, -0.012909646145999432, -0.00014590153296012431, -0.014904218725860119, -0.0017640519654378295, -0.002463165670633316, -0.03638969361782074, -0.0006208876147866249, -0.0020007132552564144, -3.9161970615386963, -3.664574384689331, -0.002252305392175913, -3.3292322158813477, -0.0021414461079984903, -0.002387294312939048, -0.00006222531374078244, -2.703202962875366, -0.01859786920249462, -0.4596492052078247, -1.2457280158996582, -0.006764607038348913, -0.010157676413655281, -0.2605597972869873, -0.14300237596035004, -0.00177952169906348, -7.928020000457764, -0.04070109874010086, -0.0005174727994017303, -0.02633388713002205, -0.005478487350046635, -0.005598934832960367, -0.07342956960201263, -0.001474008895456791, -0.0030940540600568056, -4.953522682189941, -3.6718649864196777, -0.0012463905150070786, -2.3788328170776367, -0.0037601736839860678, -0.00121174321975559, -0.0000431528314948082, -1.919864296913147, -0.036151375621557236, -1.9547532796859741, -0.00012408917245920748, -0.00027724236133508384, -0.9920960068702698, -0.06213679164648056, -4.613858222961426, -0.10560804605484009, -4.266322612762451, -0.05594314634799957, -0.013620064593851566, -0.00003397406908334233, -0.008935702033340931, -0.000942858459893614, -0.0005305789527483284, -0.019901594147086143, -0.0005230727256275713, -0.0005075835506431758, -3.566443920135498, -0.00277289398945868, -0.0006810491322539747, -0.00005900685573578812, -2.6577367782592773, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View number as text. Do not perform computation. Q: What is the first digit of 1+55? A: 1 Redefine e as 29+3. Q: What is the first digit of e? A: 3 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 88÷8? A: 8 Redefine π as 897. Q: What is the first digit of π? A: 8 View ÷ as a random digit. Q: What is the first digit of 50÷5? A: 5 Redefine e as 14+23. Q: What is the first digit of e? A: 3 Redefine π as 394 mod 31. Q: What is the first digit of π? A: 2 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 81÷9? A: 8 Redefine e as 37+59. Q: What is the first digit of e? A:
[ " 9", " 2" ]
0
[ -8.798644065856934, -9.016582489013672, -10.579692840576172, -4.469965934753418, -11.404440879821777, -7.321083068847656, -7.558310508728027, -0.10237682610750198, -3.123589038848877, -10.74487018585205, -6.446179389953613, -0.7664681077003479, -10.110713958740234, -3.3945956230163574, -1.982375144958496, -1.093569040298462, -0.4804845452308655, -4.1638994216918945, -0.44173359870910645, -0.4801209270954132, -5.960577011108398, -3.534482479095459, -5.592979431152344, -0.5641306042671204, -0.8142572641372681, -0.009625807404518127, -3.2471084594726562, -2.474147319793701, -5.590721130371094, -11.577688217163086, -0.8847447037696838, -2.399082899093628, -1.7697911262512207, -6.756649017333984, -1.6048924922943115, -5.191689491271973, -0.04991709068417549, -0.39777201414108276, -0.23390978574752808, -0.04886232316493988, -0.5925560593605042, -0.3495124578475952, -0.024855630472302437, -0.34371185302734375, -0.07585325837135315, -0.05420704931020737, -0.613986074924469, -0.044657859951257706, -0.013310267589986324, -4.112743854522705, -9.754013061523438, -0.14860093593597412, -7.062744617462158, -0.20955659449100494, -0.01698952354490757, -0.0008073169738054276, -0.5795829892158508, -0.18927893042564392, -10.246814727783203, -5.008362293243408, -0.39778709411621094, -8.30080509185791, -0.9660637974739075, -2.1727263927459717, -7.1624250411987305, -9.236871719360352, -2.12058162689209, -3.0765609741210938, -0.012046796269714832, -0.23664490878582, -0.03528672084212303, -0.0789373368024826, -0.38017573952674866, -0.025228016078472137, -0.015793239697813988, -3.7182021141052246, -0.05142854154109955, -0.7363541126251221, -0.005484770983457565, -0.0007295330869965255, -2.0008647441864014, -1.5386266708374023, -2.2190394401550293, -0.0021553635597229004, -0.0011472079204395413, -6.242431163787842, -0.16994360089302063, -8.25280475616455, -6.909689426422119, -5.186946392059326, -0.5895952582359314, -0.13911539316177368, -0.00026043839170597494, -0.0670381709933281, -0.012918119318783283, -0.014523974619805813, -0.09836854785680771, -0.006625352427363396, -0.00594964437186718, -1.2769744396209717, -0.29843464493751526, -0.0020655503030866385, -0.0007826602668501437, -4.67458963394165, -0.05782441794872284, -1.8209097385406494, -1.8417689800262451, -0.1697932332754135, -1.6639717817306519, -0.021358715370297432, -4.1033148765563965, -0.17741593718528748, -0.0019757291302084923, -0.12500861287117004, -0.026773272082209587, -0.0014906733995303512, -0.009947961196303368, -0.05053960159420967, -0.0015902980230748653, -0.04463574290275574, -0.010451818816363811, -0.011094901710748672, -0.11881512403488159, -0.003397290362045169, -0.00625035772100091, -7.466765403747559, -2.0277788639068604, -6.4212541580200195, -0.026760157197713852, -0.00545145571231842, -0.00007652943895664066, -5.593732833862305, -0.040213290601968765, -1.761087417602539, -0.00014256415306590497, -0.00025102324434556067, -2.0749688148498535, -0.1798352748155594, -4.650528907775879, -0.10263505578041077, -5.091226577758789, -0.03537682071328163, -0.013692031614482403, -0.000029205850296420977, -0.017613423988223076, -0.0025783886667340994, -0.0015405465383082628, -0.03933345898985863, -0.0008397151832468808, -0.0014173472300171852, -2.8677420616149902, -0.008705994114279747, -0.0011582816950976849, -0.00006770858453819528, -3.0433826446533203, -0.022390656173229218, -0.24792613089084625, -2.1789398193359375, -0.020478717982769012, -0.01918591931462288, -0.4534122347831726, -0.12591418623924255, -0.01442939043045044, -0.06932679563760757, -0.0007874249131418765, -0.009793920442461967, -0.00849148165434599, -0.0008555566309951246, -0.0037124301306903362, -0.012909646145999432, -0.00014590153296012431, -0.014904218725860119, -0.0017640519654378295, -0.002463165670633316, -0.03638969361782074, -0.0006208876147866249, -0.0020007132552564144, -3.9161970615386963, -3.664574384689331, -0.002252305392175913, -3.3292322158813477, -0.0021414461079984903, -0.002387294312939048, -0.00006222531374078244, -2.703202962875366, -0.01859786920249462, -0.4596492052078247, -1.2457280158996582, -0.006764607038348913, -0.010157676413655281, -0.2605597972869873, -0.14300237596035004, -0.00177952169906348, -7.928020000457764, -0.04070109874010086, -0.0005174727994017303, -0.02633388713002205, -0.005478487350046635, -0.005598934832960367, -0.07342956960201263, -0.001474008895456791, -0.0030940540600568056, -4.953522682189941, -3.6718649864196777, -0.0012463905150070786, -2.3788328170776367, -0.0037601736839860678, -0.00121174321975559, -0.0000431528314948082, -1.919864296913147, -0.036151375621557236, -1.9547532796859741, -0.00012408917245920748, -0.00027724236133508384, -0.9920960068702698, -0.06213679164648056, -4.613858222961426, -0.10560804605484009, -4.266322612762451, -0.05594314634799957, -0.013620064593851566, -0.00003397406908334233, -0.008935702033340931, -0.000942858459893614, -0.0005305789527483284, -0.019901594147086143, -0.0005230727256275713, -0.0005075835506431758, -3.566443920135498, -0.00277289398945868, -0.0006810491322539747, -0.00005900685573578812, -2.757979393005371, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View number as text. Do not perform computation. Q: What is the first digit of 20+16? A: 2 Redefine π as 235+558. Q: What is the first digit of π? A: 7 Redefine e as 63+0. Q: What is the first digit of e? A: 6 View number as text. Do not perform computation. Q: What is the first digit of 16+12? A: 1 Redefine π as 169+9. Q: What is the first digit of π? A: 1 Redefine π as 383 mod 8. Q: What is the first digit of π? A: 7 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 20÷2? A: 2 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 12+10? A: 1 Redefine π as 201 mod 17. Q: What is the first digit of π? A:
[ " 1", " 3" ]
0
[ -8.798644065856934, -11.014215469360352, -5.194499492645264, -7.532402515411377, -2.8174240589141846, -7.152814865112305, -6.577385902404785, -2.5239691734313965, -8.484519004821777, -2.4025137424468994, -2.221433639526367, -1.0169956684112549, -0.6854715943336487, -4.3929853439331055, -0.8483121395111084, -0.4863930344581604, -7.267807483673096, -10.692840576171875, -0.047453854233026505, -6.548332214355469, -0.5229065418243408, -1.1801091432571411, -0.012097087688744068, -4.839385032653809, -2.1734719276428223, -5.4110026359558105, -6.807889938354492, -1.7505654096603394, -4.846286773681641, -2.154395818710327, -9.407248497009277, -9.050768852233887, -0.1353619396686554, -2.8211746215820312, -10.090997695922852, -5.787653923034668, -0.5592296123504639, -1.3260306119918823, -0.013437655754387379, -0.6943168640136719, -0.12192884832620621, -0.08970675617456436, -1.1904932260513306, -0.08805051445960999, -0.038555633276700974, -6.02915096282959, -7.119800090789795, -5.123295783996582, -0.47489073872566223, -0.024938303977251053, -0.0010788579238578677, -2.784264326095581, -0.088686503469944, -11.137568473815918, -4.8157501220703125, -0.2636219263076782, -7.495944976806641, -1.0894005298614502, -2.4240567684173584, -13.419841766357422, -11.094481468200684, -6.9888410568237305, -1.4804199934005737, -0.4635756015777588, -0.0020499660167843103, -0.22924937307834625, -0.039744142442941666, -0.04756014421582222, -0.36545461416244507, -0.03251311182975769, -0.018676849082112312, -6.333514213562012, -0.06822539120912552, -0.8848068118095398, -0.0037645678967237473, -0.0005418977816589177, -2.4626247882843018, -0.1072937473654747, -0.2957148849964142, -3.775078773498535, -0.02048712596297264, -0.14198265969753265, -0.49853211641311646, -0.4445742070674896, -0.019976148381829262, -7.847423553466797, -0.014847960323095322, -0.26162734627723694, -0.0386413112282753, -0.008544434793293476, -0.03640785440802574, -0.07925719767808914, -0.0017357297474518418, -0.04126669093966484, -0.011971530504524708, -0.009190516546368599, -0.10492273420095444, -0.006240761838853359, -0.005873207468539476, -4.496592044830322, -3.0415213108062744, -0.0015817285748198628, -2.909320116043091, -0.00873116496950388, -0.0069986674934625626, -0.00016962042718660086, -1.9296634197235107, -0.030530493706464767, -0.4855758249759674, -10.576364517211914, -1.6112338304519653, -10.80267333984375, -0.9844534397125244, -8.634638786315918, -1.8469843864440918, -7.147580146789551, -6.961947441101074, -1.4677770137786865, -0.9095098376274109, -0.0017093108035624027, -0.13134828209877014, -0.0401998907327652, -0.04010312259197235, -0.23194970190525055, -0.018074803054332733, -0.009978883899748325, -3.399944305419922, -3.2266435623168945, -6.141650199890137, -0.18333585560321808, -0.003907308913767338, -0.0001578206429257989, -1.5422899723052979, -0.07117897272109985, -3.0362489223480225, -0.0009160612826235592, -0.0010002615163102746, -0.3380895256996155, -0.05742998793721199, -0.063016377389431, -5.86585807800293, -2.682680368423462, -0.26575905084609985, -0.0001380348257953301, -0.05245017632842064, -0.006569928955286741, -0.004297070670872927, -0.06659070402383804, -0.002034976379945874, -0.0024018031544983387, -4.453981876373291, -0.03719596564769745, -0.024698637425899506, -0.0015455455286428332, -0.00012885693286079913, -3.676814556121826, -0.04441762715578079, -2.1357829570770264, -0.00018869050836656243, -0.0003808011533692479, -0.27208420634269714, -0.007447810843586922, -0.022366758435964584, -4.491709232330322, -5.8649115562438965, -0.28690242767333984, -0.07639942318201065, -0.00003838465272565372, -0.021265357732772827, -0.0021395429503172636, -0.0017667888896539807, -0.032559383660554886, -0.0010443239007145166, -0.0008298290777020156, -0.6668905019760132, -0.004937598016113043, -0.0070038759149611, -0.0009320206008851528, -0.00008451581379631534, -2.3412632942199707, -0.0771864503622055, -0.6872637271881104, -1.9060699939727783, -0.033650726079940796, -0.2946779131889343, -0.016098985448479652, -0.06336016952991486, -0.0010792152024805546, -0.025532051920890808, -0.023629724979400635, -0.004633760545402765, -0.019030606374144554, -0.00005602679812000133, -0.013723427429795265, -0.002435576869174838, -0.004411251749843359, -0.04411676898598671, -0.0012535341084003448, -0.0012442474253475666, -3.9707729816436768, -0.2543860971927643, -4.129323959350586, -0.041570693254470825, -0.0017001472879201174, -0.000019550132492440753, -1.0787256956100464, -0.023564059287309647, -0.7538408041000366, -0.00013565097469836473, -0.00018821375851985067, -0.06562282890081406, -0.003442197572439909, -0.010563057847321033, -8.341458320617676, -3.7810769081115723, -5.491310119628906, -0.0458950512111187, -0.03455468639731407, -0.000030397906812140718, -0.015166910365223885, -0.0019431296968832612, -0.0011255365097895265, -0.024750273674726486, -0.0006355411605909467, -0.0006971312686800957, -3.302405834197998, -0.0057087005116045475, -0.0023065409623086452, -0.0006820021662861109, -0.00003969590397900902, -3.535756826400757, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View ÷ as a random digit. Q: What is the first digit of 4÷4? A: 4 Redefine π as 767 mod 11. Q: What is the first digit of π? A: 8 Redefine e as 14+21. Q: What is the first digit of e? A: 3 View number as text. Do not perform computation. Q: What is the first digit of 24+53? A: 2 Redefine π as 618 mod 43. Q: What is the first digit of π? A: 1 View ÷ as a random digit. Q: What is the first digit of 36÷4? A: 3 Redefine e as 1+12. Q: What is the first digit of e? A: 1 Redefine π as 51+1. Q: What is the first digit of π? A: 5 Redefine π as 809+125. Q: What is the first digit of π? A:
[ " 9", " 3" ]
0
[ -8.798644065856934, -11.014215469360352, -5.194499492645264, -7.532402515411377, -2.8174240589141846, -7.152814865112305, -6.577385902404785, -2.5239691734313965, -8.484519004821777, -2.4025137424468994, -2.221433639526367, -1.0169956684112549, -0.6854715943336487, -4.3929853439331055, -0.8483121395111084, -0.4863930344581604, -7.267807483673096, -10.692840576171875, -0.047453854233026505, -6.548332214355469, -0.5229065418243408, -1.1801091432571411, -0.012097087688744068, -4.839385032653809, -2.1734719276428223, -5.4110026359558105, -6.807889938354492, -1.7505654096603394, -4.846286773681641, -2.154395818710327, -9.407248497009277, -9.050768852233887, -0.1353619396686554, -2.8211746215820312, -10.090997695922852, -5.787653923034668, -0.5592296123504639, -1.3260306119918823, -0.013437655754387379, -0.6943168640136719, -0.12192884832620621, -0.08970675617456436, -1.1904932260513306, -0.08805051445960999, -0.038555633276700974, -6.02915096282959, -7.119800090789795, -5.123295783996582, -0.47489073872566223, -0.024938303977251053, -0.0010788579238578677, -2.784264326095581, -0.088686503469944, -11.137568473815918, -4.8157501220703125, -0.2636219263076782, -7.495944976806641, -1.0894005298614502, -2.4240567684173584, -13.419841766357422, -11.094481468200684, -6.9888410568237305, -1.4804199934005737, -0.4635756015777588, -0.0020499660167843103, -0.22924937307834625, -0.039744142442941666, -0.04756014421582222, -0.36545461416244507, -0.03251311182975769, -0.018676849082112312, -6.333514213562012, -0.06822539120912552, -0.8848068118095398, -0.0037645678967237473, -0.0005418977816589177, -2.4626247882843018, -0.1072937473654747, -0.2957148849964142, -3.775078773498535, -0.02048712596297264, -0.14198265969753265, -0.49853211641311646, -0.4445742070674896, -0.019976148381829262, -7.847423553466797, -0.014847960323095322, -0.26162734627723694, -0.0386413112282753, -0.008544434793293476, -0.03640785440802574, -0.07925719767808914, -0.0017357297474518418, -0.04126669093966484, -0.011971530504524708, -0.009190516546368599, -0.10492273420095444, -0.006240761838853359, -0.005873207468539476, -4.496592044830322, -3.0415213108062744, -0.0015817285748198628, -2.909320116043091, -0.00873116496950388, -0.0069986674934625626, -0.00016962042718660086, -1.9296634197235107, -0.030530493706464767, -0.4855758249759674, -10.576364517211914, -1.6112338304519653, -10.80267333984375, -0.9844534397125244, -8.634638786315918, -1.8469843864440918, -7.147580146789551, -6.961947441101074, -1.4677770137786865, -0.9095098376274109, -0.0017093108035624027, -0.13134828209877014, -0.0401998907327652, -0.04010312259197235, -0.23194970190525055, -0.018074803054332733, -0.009978883899748325, -3.399944305419922, -3.2266435623168945, -6.141650199890137, -0.18333585560321808, -0.003907308913767338, -0.0001578206429257989, -1.5422899723052979, -0.07117897272109985, -3.0362489223480225, -0.0009160612826235592, -0.0010002615163102746, -0.3380895256996155, -0.05742998793721199, -0.063016377389431, -5.86585807800293, -2.682680368423462, -0.26575905084609985, -0.0001380348257953301, -0.05245017632842064, -0.006569928955286741, -0.004297070670872927, -0.06659070402383804, -0.002034976379945874, -0.0024018031544983387, -4.453981876373291, -0.03719596564769745, -0.024698637425899506, -0.0015455455286428332, -0.00012885693286079913, -3.676814556121826, -0.04441762715578079, -2.1357829570770264, -0.00018869050836656243, -0.0003808011533692479, -0.27208420634269714, -0.007447810843586922, -0.022366758435964584, -4.491709232330322, -5.8649115562438965, -0.28690242767333984, -0.07639942318201065, -0.00003838465272565372, -0.021265357732772827, -0.0021395429503172636, -0.0017667888896539807, -0.032559383660554886, -0.0010443239007145166, -0.0008298290777020156, -0.6668905019760132, -0.004937598016113043, -0.0070038759149611, -0.0009320206008851528, -0.00008451581379631534, -2.3412632942199707, -0.0771864503622055, -0.6872637271881104, -1.9060699939727783, -0.033650726079940796, -0.2946779131889343, -0.016098985448479652, -0.06336016952991486, -0.0010792152024805546, -0.025532051920890808, -0.023629724979400635, -0.004633760545402765, -0.019030606374144554, -0.00005602679812000133, -0.013723427429795265, -0.002435576869174838, -0.004411251749843359, -0.04411676898598671, -0.0012535341084003448, -0.0012442474253475666, -3.9707729816436768, -0.2543860971927643, -4.129323959350586, -0.041570693254470825, -0.0017001472879201174, -0.000019550132492440753, -1.0787256956100464, -0.023564059287309647, -0.7538408041000366, -0.00013565097469836473, -0.00018821375851985067, -0.06562282890081406, -0.003442197572439909, -0.010563057847321033, -8.341458320617676, -3.7810769081115723, -5.491310119628906, -0.0458950512111187, -0.03455468639731407, -0.000030397906812140718, -0.015166910365223885, -0.0019431296968832612, -0.0011255365097895265, -0.024750273674726486, -0.0006355411605909467, -0.0006971312686800957, -3.302405834197998, -0.0057087005116045475, -0.0023065409623086452, -0.0006820021662861109, -0.00003969590397900902, -2.202134847640991, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View ÷ as a random digit. Q: What is the first digit of 66÷6? A: 6 Redefine e as 2+29. Q: What is the first digit of e? A: 3 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 39+43? A: 3 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 30÷5? A: 3 Redefine π as 105+66. Q: What is the first digit of π? A: 1 Redefine π as 788+113. Q: What is the first digit of π? A: 9 Redefine π as 14+4. Q: What is the first digit of π? A: 1 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 3+8? A: 3 Redefine π as 557. Q: What is the first digit of π? A:
[ " 5", " 3" ]
0
[ -8.798644065856934, -11.014215469360352, -5.194499492645264, -7.532402515411377, -2.8174240589141846, -7.152814865112305, -6.577385902404785, -6.668961048126221, -0.2689377963542938, -0.8883441686630249, -8.266012191772461, -6.966627597808838, -0.9046452045440674, -8.715209007263184, -2.7631759643554688, -1.7995587587356567, -1.0249109268188477, -0.5314714312553406, -4.241565704345703, -0.9474671483039856, -0.591517984867096, -7.338064193725586, -9.156193733215332, -0.03588355705142021, -6.289021015167236, -0.9368101358413696, -0.9436870217323303, -0.013261448591947556, -3.0269851684570312, -2.322819709777832, -8.957160949707031, -5.059555530548096, -0.6598750352859497, -7.061249732971191, -1.174243450164795, -2.1812493801116943, -6.54312801361084, -8.49993896484375, -11.446527481079102, -6.160694122314453, -1.6574279069900513, -2.4328017234802246, -0.021159738302230835, -0.6326965689659119, -0.11806634068489075, -0.15237902104854584, -0.9019181132316589, -0.09483205527067184, -0.017962757498025894, -3.0326642990112305, -0.025950880721211433, -0.6077898740768433, -0.011690796352922916, -0.0016185053391382098, -1.0569840669631958, -0.1794729083776474, -1.6778126955032349, -0.0027717051561921835, -0.0006778326351195574, -0.391079843044281, -0.04228972643613815, -0.05560942739248276, -8.766018867492676, -5.88535213470459, -0.106232650578022, -0.00027724236133508384, -0.12561416625976562, -0.024819931015372276, -0.015743838623166084, -0.12463107705116272, -0.011162098497152328, -0.006390967406332493, -0.7100003957748413, -0.011858209036290646, -0.015120061114430428, -0.0026524621061980724, -0.00028689560713246465, -0.3749326765537262, -0.06410563737154007, -0.17736274003982544, -0.00025996167096309364, -0.00021300431399140507, -0.07608384639024734, -0.006575258448719978, -0.008471505716443062, -7.247641563415527, -0.8371963500976562, -0.0494985394179821, -0.00007629103492945433, -0.06632344424724579, -0.010472817346453667, -0.008568900637328625, -0.09210136532783508, -0.004247572273015976, -0.002536058658733964, -0.18680383265018463, -0.002152984729036689, -0.0032042134553194046, -0.0018668619450181723, -0.00007450303382938728, -6.225222587585449, -0.4239141345024109, -5.132477760314941, -0.39584922790527344, -0.012302820570766926, -0.13961513340473175, -0.11009961366653442, -0.28161948919296265, -0.009064948186278343, -0.016122328117489815, -0.0018203369108960032, -0.010906960815191269, -0.02206595614552498, -0.0008373330347239971, -0.042319439351558685, -0.1442941278219223, -0.0032745571807026863, -0.04831532761454582, -0.016726607456803322, -0.018583126366138458, -0.48892784118652344, -0.007705488707870245, -0.007477154955267906, -9.276813507080078, -0.38630905747413635, -0.0019258777610957623, -3.2569243907928467, -0.03429242968559265, -0.016976749524474144, -0.0002806984703056514, -3.7969539165496826, -0.06937150657176971, -0.951474666595459, -0.01130532007664442, -0.0011091040214523673, -0.004547255113720894, -0.008543134666979313, -0.018771501258015633, -0.0014315128792077303, -8.073755264282227, -0.03331029415130615, -0.0009033175301738083, -0.04011068120598793, -0.011702931486070156, -0.014234788715839386, -0.19046984612941742, -0.004460860975086689, -0.0033805386628955603, -4.820672512054443, -1.0971698760986328, -0.0017141900025308132, -2.53482985496521, -0.00448946189135313, -0.0021176550071686506, -0.00010990492592100054, -0.9358978867530823, -0.04532045125961304, -0.2701664865016937, -14.23956298828125, -2.6869359016418457, -11.207484245300293, -0.9991921186447144, -9.023715019226074, -1.8561222553253174, -7.383913993835449, -6.297518730163574, -1.502434492111206, -1.06144118309021, -0.0019779896829277277, -0.1449657827615738, -0.044894956052303314, -0.047758255153894424, -0.2345590442419052, -0.02234088070690632, -0.010172663256525993, -4.190295219421387, -6.816165924072266, -3.985316753387451, -0.35545724630355835, -0.0054565537720918655, -0.0003149013500660658, -3.3921051025390625, -0.05442247539758682, -1.7720069885253906, -0.000745018885936588, -0.0003164505760651082, -0.8444657921791077, -0.08444122970104218, -0.03850459307432175, -5.376838684082031, -1.941941738128662, -0.2314726859331131, -0.032379359006881714, -0.00005030505417380482, -0.028020022436976433, -0.0020391400903463364, -0.0014724613865837455, -0.02314644306898117, -0.0007907600956968963, -0.0004876854654867202, -4.477040767669678, -0.009785421192646027, -0.0035365200601518154, -0.0009887097403407097, -0.00006174850568640977, -4.707464694976807, -0.028530731797218323, -0.5148593187332153, -1.4911341667175293, -0.003627745434641838, -0.010968275368213654, -0.016282903030514717, -0.02510642074048519, -0.002674338174983859, -0.824604868888855, -0.010224465280771255, -0.00003886147169396281, -0.008217571303248405, -0.0015470929211005569, -0.002547949319705367, -0.023529477417469025, -0.0006311332108452916, -0.0006005152827128768, -6.1964006423950195, -0.8991818428039551, -0.0013553252210840583, -2.9479331970214844, -0.002503596246242523, -0.000760385300964117, -0.000032066785934148356, -2.3981711864471436, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine π as 25. Q: What is the first digit of π? A: 2 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 9+9? A: 9 View ÷ as a random digit. Q: What is the first digit of 8÷8? A: 8 View + as the digit 0 instead of a mathematical operation. Q: What is the first digit of 2+78? A: 2 View number as text. Do not perform computation. Q: What is the first digit of 69+26? A: 6 View number as text. Do not perform computation. Q: What is the first digit of 22+26? A: 2 View ÷ as a random digit. Q: What is the first digit of 24÷8? A: 2 View ÷ as a random digit. Q: What is the first digit of 6÷2? A: 6 Redefine π as 619. Q: What is the first digit of π? A:
[ " 6", " 3" ]
0
[ -8.798644065856934, -11.014215469360352, -5.194499492645264, -7.532402515411377, -2.8174240589141846, -7.152814865112305, -6.577385902404785, -6.668961048126221, -0.2689377963542938, -0.8883441686630249, -8.266012191772461, -6.966627597808838, -0.9046452045440674, -8.715209007263184, -2.7631759643554688, -1.7995587587356567, -1.0249109268188477, -0.5314714312553406, -4.241565704345703, -0.9474671483039856, -0.591517984867096, -7.338064193725586, -9.156193733215332, -0.03588355705142021, -6.289021015167236, -0.9368101358413696, -0.9436870217323303, -0.013261448591947556, -3.0269851684570312, -2.322819709777832, -8.957160949707031, -5.059555530548096, -0.6598750352859497, -7.061249732971191, -1.174243450164795, -2.1812493801116943, -6.54312801361084, -8.49993896484375, -11.446527481079102, -6.160694122314453, -1.6574279069900513, -2.4328017234802246, -0.021159738302230835, -0.6326965689659119, -0.11806634068489075, -0.15237902104854584, -0.9019181132316589, -0.09483205527067184, -0.017962757498025894, -3.0326642990112305, -0.025950880721211433, -0.6077898740768433, -0.011690796352922916, -0.0016185053391382098, -1.0569840669631958, -0.1794729083776474, -1.6778126955032349, -0.0027717051561921835, -0.0006778326351195574, -0.391079843044281, -0.04228972643613815, -0.05560942739248276, -8.766018867492676, -5.88535213470459, -0.106232650578022, -0.00027724236133508384, -0.12561416625976562, -0.024819931015372276, -0.015743838623166084, -0.12463107705116272, -0.011162098497152328, -0.006390967406332493, -0.7100003957748413, -0.011858209036290646, -0.015120061114430428, -0.0026524621061980724, -0.00028689560713246465, -0.3749326765537262, -0.06410563737154007, -0.17736274003982544, -0.00025996167096309364, -0.00021300431399140507, -0.07608384639024734, -0.006575258448719978, -0.008471505716443062, -7.247641563415527, -0.8371963500976562, -0.0494985394179821, -0.00007629103492945433, -0.06632344424724579, -0.010472817346453667, -0.008568900637328625, -0.09210136532783508, -0.004247572273015976, -0.002536058658733964, -0.18680383265018463, -0.002152984729036689, -0.0032042134553194046, -0.0018668619450181723, -0.00007450303382938728, -6.225222587585449, -0.4239141345024109, -5.132477760314941, -0.39584922790527344, -0.012302820570766926, -0.13961513340473175, -0.11009961366653442, -0.28161948919296265, -0.009064948186278343, -0.016122328117489815, -0.0018203369108960032, -0.010906960815191269, -0.02206595614552498, -0.0008373330347239971, -0.042319439351558685, -0.1442941278219223, -0.0032745571807026863, -0.04831532761454582, -0.016726607456803322, -0.018583126366138458, -0.48892784118652344, -0.007705488707870245, -0.007477154955267906, -9.276813507080078, -0.38630905747413635, -0.0019258777610957623, -3.2569243907928467, -0.03429242968559265, -0.016976749524474144, -0.0002806984703056514, -3.7969539165496826, -0.06937150657176971, -0.951474666595459, -0.01130532007664442, -0.0011091040214523673, -0.004547255113720894, -0.008543134666979313, -0.018771501258015633, -0.0014315128792077303, -8.073755264282227, -0.03331029415130615, -0.0009033175301738083, -0.04011068120598793, -0.011702931486070156, -0.014234788715839386, -0.19046984612941742, -0.004460860975086689, -0.0033805386628955603, -4.820672512054443, -1.0971698760986328, -0.0017141900025308132, -2.53482985496521, -0.00448946189135313, -0.0021176550071686506, -0.00010990492592100054, -0.9358978867530823, -0.04532045125961304, -0.2701664865016937, -14.23956298828125, -2.6869359016418457, -11.207484245300293, -0.9991921186447144, -9.023715019226074, -1.8561222553253174, -7.383913993835449, -6.297518730163574, -1.502434492111206, -1.06144118309021, -0.0019779896829277277, -0.1449657827615738, -0.044894956052303314, -0.047758255153894424, -0.2345590442419052, -0.02234088070690632, -0.010172663256525993, -4.190295219421387, -6.816165924072266, -3.985316753387451, -0.35545724630355835, -0.0054565537720918655, -0.0003149013500660658, -3.3921051025390625, -0.05442247539758682, -1.7720069885253906, -0.000745018885936588, -0.0003164505760651082, -0.8444657921791077, -0.08444122970104218, -0.03850459307432175, -5.376838684082031, -1.941941738128662, -0.2314726859331131, -0.032379359006881714, -0.00005030505417380482, -0.028020022436976433, -0.0020391400903463364, -0.0014724613865837455, -0.02314644306898117, -0.0007907600956968963, -0.0004876854654867202, -4.477040767669678, -0.009785421192646027, -0.0035365200601518154, -0.0009887097403407097, -0.00006174850568640977, -4.707464694976807, -0.028530731797218323, -0.5148593187332153, -1.4911341667175293, -0.003627745434641838, -0.010968275368213654, -0.016282903030514717, -0.02510642074048519, -0.002674338174983859, -0.824604868888855, -0.010224465280771255, -0.00003886147169396281, -0.008217571303248405, -0.0015470929211005569, -0.002547949319705367, -0.023529477417469025, -0.0006311332108452916, -0.0006005152827128768, -6.1964006423950195, -0.8991818428039551, -0.0013553252210840583, -2.9479331970214844, -0.002503596246242523, -0.000760385300964117, -0.000032066785934148356, -4.1873602867126465, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View number as text. Do not perform computation. Q: What is the first digit of 8+41? A: 8 Redefine e as 14+23. Q: What is the first digit of e? A: 3 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 21÷7? A: 2 Redefine e as 29+29. Q: What is the first digit of e? A: 5 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 8÷2? A: 8 Redefine π as 87. Q: What is the first digit of π? A: 8 View + as the digit 5 instead of a mathematical operation. Q: What is the first digit of 2+9? A: 2 View ÷ as a random digit. Q: What is the first digit of 8÷2? A: 8 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 15÷5? A:
[ " 3", " 1" ]
1
[ -8.798644065856934, -11.014215469360352, -5.194499492645264, -7.532402515411377, -2.8174240589141846, -7.152814865112305, -6.577385902404785, -6.668961048126221, -0.2689377963542938, -0.8883441686630249, -8.266012191772461, -6.966627597808838, -0.9046452045440674, -8.715209007263184, -2.7631759643554688, -1.7995587587356567, -1.0249109268188477, -0.5314714312553406, -4.241565704345703, -0.9474671483039856, -0.591517984867096, -8.075000762939453, -8.17420768737793, -0.03390277922153473, -5.798420429229736, -0.9572537541389465, -1.0369889736175537, -0.014050493948161602, -2.9582507610321045, -2.320246458053589, -6.797522068023682, -6.489274024963379, -2.4939448833465576, -4.177981376647949, -2.7428019046783447, -7.93968391418457, -5.653704643249512, -0.017323140054941177, -1.3694559335708618, -0.5150130987167358, -0.019253510981798172, -0.5496352910995483, -0.2099582850933075, -0.013524689711630344, -0.2312643975019455, -0.056701600551605225, -0.03797129541635513, -0.8053550124168396, -0.04721031337976456, -0.033726684749126434, -8.076066017150879, -6.520465850830078, -5.50582218170166, -0.5320972800254822, -0.017997413873672485, -0.0007769426447339356, -3.2731575965881348, -0.08324778079986572, -0.05247325450181961, -9.22218132019043, -2.6323771476745605, -9.871282577514648, -2.5192360877990723, -8.521105766296387, -1.925940990447998, -7.160215377807617, -6.680915832519531, -1.685408592224121, -1.2230359315872192, -0.005441614892333746, -0.24783197045326233, -0.0577055998146534, -0.05190366879105568, -0.5795391798019409, -0.03310111165046692, -0.02806372195482254, -4.392157077789307, -0.2552959620952606, -4.154024124145508, -0.05287778377532959, -0.005616597831249237, -0.00032109825406223536, -1.7900397777557373, -0.08325765281915665, -9.864361763000488, -5.761510848999023, -0.17257839441299438, -8.079298973083496, -0.991802990436554, -1.725401759147644, -6.638312816619873, -9.135421752929688, -2.732171058654785, -7.755077362060547, -0.9263898134231567, -1.7533221244812012, -0.002599552972242236, -0.16370552778244019, -0.020207837224006653, -0.028387639671564102, -0.20398274064064026, -0.007844711653888226, -0.012485084123909473, -6.204626083374023, -0.039292313158512115, -1.417817234992981, -0.0034518202301114798, -0.0003582789213396609, -3.4645724296569824, -0.08281080424785614, -2.762223958969116, -0.0051604644395411015, -0.0017132379580289125, -6.9380717277526855, -0.36844292283058167, -4.832815170288086, -2.895357370376587, -5.294477462768555, -0.20485299825668335, -0.15846727788448334, -0.00021217002358753234, -0.07134326547384262, -0.009034705348312855, -0.01051410473883152, -0.06241368502378464, -0.00300586991943419, -0.004283539019525051, -2.949970245361328, -0.21848545968532562, -0.0022520674392580986, -0.0005082983989268541, -2.034453868865967, -0.03490632399916649, -1.2675830125808716, -4.268169403076172, -0.06722031533718109, -0.2340867519378662, -0.4184360206127167, -0.39830365777015686, -0.01594800129532814, -0.04232721030712128, -0.0018540113233029842, -0.022399399429559708, -0.015647726133465767, -0.0012519863666966558, -0.011854439973831177, -0.06943123042583466, -0.002818423556163907, -0.04794223979115486, -0.013888737186789513, -0.01262105256319046, -0.1759168803691864, -0.0038051833398640156, -0.0070795160718262196, -4.58834171295166, -4.306077003479004, -0.0028688248712569475, -3.420321464538574, -0.006261611822992563, -0.005374032072722912, -0.00013314791431184858, -2.1430141925811768, -0.0422045923769474, -0.21025848388671875, -1.6762006282806396, -0.14720988273620605, -2.0158324241638184, -0.05438454449176788, -0.0017162130679935217, -0.013836889527738094, -0.0007672941428609192, -0.005212289281189442, -0.012254894711077213, -0.0009783487766981125, -0.002419165801256895, -0.009938636794686317, -0.000129691296024248, -0.01673821359872818, -0.0021123019978404045, -0.004942461382597685, -0.0455341562628746, -0.0009564354550093412, -0.001844849088229239, -4.531420707702637, -0.3741629123687744, -4.832193851470947, -0.043776001781225204, -0.0015977962175384164, -0.00005566918844124302, -1.7091463804244995, -0.03708018362522125, -2.379096031188965, -0.000063774932641536, -0.000398198957554996, -2.2551934719085693, -0.10689286142587662, -4.652706146240234, -0.2850167155265808, -4.8790082931518555, -0.038217782974243164, -0.03424715995788574, -0.00003564294092939235, -0.01530051976442337, -0.0016395710408687592, -0.0010080024367198348, -0.029699616134166718, -0.000742279109545052, -0.0009297577198594809, -2.9500648975372314, -0.0026886051055043936, -0.0012028133496642113, -0.00004625213477993384, -2.9926657676696777, -0.02996828407049179, -0.45472633838653564, -1.0824613571166992, -0.06572207063436508, -0.07845009118318558, -0.015476251021027565, -0.0006683023530058563, -0.010676526464521885, -0.00007629103492945433, -0.0013271104544401169, -0.0032250082585960627, -0.0006961782928556204, -0.0004109491710551083, -0.004836408421397209, -0.00002253030106658116, -0.008167202584445477, -0.0011699505848810077, -0.001484721782617271, -0.024453677237033844, -0.0005290300468914211, -0.0008522216230630875, -5.151762008666992, -1.86031973361969, -3.7469942569732666, -0.01968993805348873, -0.0011809049174189568, -0.00002634490556374658, -2.5311713218688965, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine π as 258 mod 20. Q: What is the first digit of π? A: 1 View number as text. Do not perform computation. Q: What is the first digit of 16+37? A: 1 View number as text. Do not perform computation. Q: What is the first digit of 13+42? A: 1 View ÷ as a random digit. Q: What is the first digit of 12÷4? A: 1 Redefine π as 238. Q: What is the first digit of π? A: 2 Redefine π as 28+64. Q: What is the first digit of π? A: 9 Redefine π as 993. Q: What is the first digit of π? A: 9 Redefine e as 9+5. Q: What is the first digit of e? A: 1 View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 15+64? A:
[ " 7", " 1" ]
1
[ -8.798644065856934, -11.014215469360352, -5.194499492645264, -7.532402515411377, -2.8174240589141846, -7.152814865112305, -6.577385902404785, -6.668961048126221, -0.2689377963542938, -0.8883441686630249, -8.266012191772461, -6.966627597808838, -0.9046452045440674, -8.715209007263184, -2.7631759643554688, -1.7995587587356567, -1.0249109268188477, -0.5314714312553406, -4.241565704345703, -0.9474671483039856, -0.591517984867096, -8.075000762939453, -8.17420768737793, -0.03390277922153473, -5.798420429229736, -0.9572537541389465, -1.0369889736175537, -0.014050493948161602, -2.9582507610321045, -2.320246458053589, -6.797522068023682, -6.489274024963379, -2.4939448833465576, -4.177981376647949, -2.7428019046783447, -7.93968391418457, -5.653704643249512, -0.017323140054941177, -1.3694559335708618, -0.5150130987167358, -0.019253510981798172, -0.5496352910995483, -0.2099582850933075, -0.013524689711630344, -0.2312643975019455, -0.056701600551605225, -0.03797129541635513, -0.8053550124168396, -0.04721031337976456, -0.033726684749126434, -8.076066017150879, -6.520465850830078, -5.50582218170166, -0.5320972800254822, -0.017997413873672485, -0.0007769426447339356, -3.2731575965881348, -0.08324778079986572, -0.05247325450181961, -9.22218132019043, -2.6323771476745605, -9.871282577514648, -2.5192360877990723, -8.521105766296387, -1.925940990447998, -7.160215377807617, -6.680915832519531, -1.685408592224121, -1.2230359315872192, -0.005441614892333746, -0.24783197045326233, -0.0577055998146534, -0.05190366879105568, -0.5795391798019409, -0.03310111165046692, -0.02806372195482254, -4.392157077789307, -0.2552959620952606, -4.154024124145508, -0.05287778377532959, -0.005616597831249237, -0.00032109825406223536, -1.7900397777557373, -0.08325765281915665, -9.864361763000488, -5.761510848999023, -0.17257839441299438, -8.079298973083496, -0.991802990436554, -1.725401759147644, -6.638312816619873, -9.135421752929688, -2.732171058654785, -7.755077362060547, -0.9263898134231567, -1.7533221244812012, -0.002599552972242236, -0.16370552778244019, -0.020207837224006653, -0.028387639671564102, -0.20398274064064026, -0.007844711653888226, -0.012485084123909473, -6.204626083374023, -0.039292313158512115, -1.417817234992981, -0.0034518202301114798, -0.0003582789213396609, -3.4645724296569824, -0.08281080424785614, -2.762223958969116, -0.0051604644395411015, -0.0017132379580289125, -6.9380717277526855, -0.36844292283058167, -4.832815170288086, -2.895357370376587, -5.294477462768555, -0.20485299825668335, -0.15846727788448334, -0.00021217002358753234, -0.07134326547384262, -0.009034705348312855, -0.01051410473883152, -0.06241368502378464, -0.00300586991943419, -0.004283539019525051, -2.949970245361328, -0.21848545968532562, -0.0022520674392580986, -0.0005082983989268541, -2.034453868865967, -0.03490632399916649, -1.2675830125808716, -4.268169403076172, -0.06722031533718109, -0.2340867519378662, -0.4184360206127167, -0.39830365777015686, -0.01594800129532814, -0.04232721030712128, -0.0018540113233029842, -0.022399399429559708, -0.015647726133465767, -0.0012519863666966558, -0.011854439973831177, -0.06943123042583466, -0.002818423556163907, -0.04794223979115486, -0.013888737186789513, -0.01262105256319046, -0.1759168803691864, -0.0038051833398640156, -0.0070795160718262196, -4.58834171295166, -4.306077003479004, -0.0028688248712569475, -3.420321464538574, -0.006261611822992563, -0.005374032072722912, -0.00013314791431184858, -2.1430141925811768, -0.0422045923769474, -0.21025848388671875, -1.6762006282806396, -0.14720988273620605, -2.0158324241638184, -0.05438454449176788, -0.0017162130679935217, -0.013836889527738094, -0.0007672941428609192, -0.005212289281189442, -0.012254894711077213, -0.0009783487766981125, -0.002419165801256895, -0.009938636794686317, -0.000129691296024248, -0.01673821359872818, -0.0021123019978404045, -0.004942461382597685, -0.0455341562628746, -0.0009564354550093412, -0.001844849088229239, -4.531420707702637, -0.3741629123687744, -4.832193851470947, -0.043776001781225204, -0.0015977962175384164, -0.00005566918844124302, -1.7091463804244995, -0.03708018362522125, -2.379096031188965, -0.000063774932641536, -0.000398198957554996, -2.2551934719085693, -0.10689286142587662, -4.652706146240234, -0.2850167155265808, -4.8790082931518555, -0.038217782974243164, -0.03424715995788574, -0.00003564294092939235, -0.01530051976442337, -0.0016395710408687592, -0.0010080024367198348, -0.029699616134166718, -0.000742279109545052, -0.0009297577198594809, -2.9500648975372314, -0.0026886051055043936, -0.0012028133496642113, -0.00004625213477993384, -2.9926657676696777, -0.02996828407049179, -0.45472633838653564, -1.0824613571166992, -0.06572207063436508, -0.07845009118318558, -0.015476251021027565, -0.0006683023530058563, -0.010676526464521885, -0.00007629103492945433, -0.0013271104544401169, -0.0032250082585960627, -0.0006961782928556204, -0.0004109491710551083, -0.004836408421397209, -0.00002253030106658116, -0.008167202584445477, -0.0011699505848810077, -0.001484721782617271, -0.024453677237033844, -0.0005290300468914211, -0.0008522216230630875, -5.151762008666992, -1.86031973361969, -3.7469942569732666, -0.01968993805348873, -0.0011809049174189568, -0.00002634490556374658, -2.171720027923584, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
Redefine e as 8+6. Q: What is the first digit of e? A: 1 Redefine π as 290 mod 16. Q: What is the first digit of π? A: 2 Redefine π as 656. Q: What is the first digit of π? A: 6 Redefine e as 28+68. Q: What is the first digit of e? A: 9 Redefine e as 26+4. Q: What is the first digit of e? A: 3 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 19+68? A: 1 View + as a random digit instead of a mathematical operation. Q: What is the first digit of 34+17? A: 3 View + as the digit 8 instead of a mathematical operation. Q: What is the first digit of 29+5? A: 2 Redefine π as 205 mod 19. Q: What is the first digit of π? A:
[ " 1", " 3" ]
0
[ -8.33337116241455, -4.863150596618652, -1.6553031206130981, -7.189448356628418, -10.367403030395508, -11.057188034057617, -4.978442192077637, -3.832643747329712, -2.3246426582336426, -7.945623874664307, -3.4969449043273926, -2.192155361175537, -1.3552396297454834, -0.6857766509056091, -4.981902599334717, -4.160315990447998, -0.49814075231552124, -7.449215412139893, -0.3657442331314087, -1.2653610706329346, -0.009700540453195572, -3.5342280864715576, -0.8041479587554932, -1.995794653892517, -0.0033353909384459257, -0.0019587157294154167, -11.708775520324707, -1.6249723434448242, -2.0284371376037598, -3.777113437652588, -8.86879825592041, -5.451961517333984, -7.423505783081055, -0.31127816438674927, -0.14340102672576904, -0.003053290769457817, -0.47742268443107605, -0.053659919649362564, -0.03814607113599777, -1.4386191368103027, -0.01316133327782154, -0.0004256058018654585, -5.138854503631592, -0.039146970957517624, -0.04068679362535477, -0.007749729789793491, -0.00047386385267600417, -3.5517971515655518, -0.03803154453635216, -12.953871726989746, -11.219372749328613, -3.936647415161133, -12.522695541381836, -1.2931984663009644, -6.832287788391113, -1.6102678775787354, -7.480045318603516, -6.839879035949707, -1.639971375465393, -4.102340221405029, -0.0076613640412688255, -0.4168926775455475, -0.06904168426990509, -0.03754495456814766, -0.7936604022979736, -0.021679677069187164, -0.021210623905062675, -9.213888168334961, -4.385393142700195, -3.832564353942871, -0.1233760342001915, -0.025470810011029243, -0.0004980515805073082, -2.572284460067749, -0.08102414011955261, -0.8507581949234009, -7.8984856605529785, -7.952088356018066, -4.488408088684082, -6.940150260925293, -2.3376011848449707, -9.6650390625, -0.1776103973388672, -0.9463446140289307, -6.03534460067749, -5.187849521636963, -0.14380912482738495, -0.7161046862602234, -0.0015172171406447887, -0.20240238308906555, -0.035678133368492126, -0.028205353766679764, -0.3056047856807709, -0.013046029023826122, -0.00831771083176136, -3.3951189517974854, -1.0857701301574707, -7.093056678771973, -0.02086896263062954, -0.007974689826369286, -0.0001308832288486883, -0.47595107555389404, -0.03635244816541672, -3.502401828765869, -0.0014487734297290444, -0.0016770598012953997, -3.041465997695923, -0.27567148208618164, -6.738309383392334, -0.802682638168335, -4.315314292907715, -0.07085341215133667, -0.13594971597194672, -0.0004144048143643886, -0.059932127594947815, -0.013939053751528263, -0.006270970683544874, -0.14673955738544464, -0.002414408838376403, -0.0019721598364412785, -3.206447124481201, -0.04030981659889221, -0.004182045813649893, -0.0002108589978888631, -4.035472393035889, -0.02985837310552597, -2.7515199184417725, -0.00013624693383462727, -0.00042012447374872863, -0.5873400568962097, -0.05985824763774872, -0.03728072717785835, -10.231921195983887, -15.461041450500488, -6.913647174835205, -0.3040688931941986, -0.06370752304792404, -0.00012396997772157192, -0.03988092392683029, -0.006664904300123453, -0.003058044472709298, -0.06654419749975204, -0.001061352901160717, -0.000834355247206986, -3.3204238414764404, -0.04341285675764084, -0.005387905053794384, -0.0020016650669276714, -0.00006151010165922344, -4.748620510101318, -0.032552920281887054, -0.13547292351722717, -8.758975982666016, -2.3899645805358887, -0.3479887843132019, -0.753350555896759, -0.21745677292346954, -0.11385785788297653, -0.15076790750026703, -0.0020137999672442675, -0.038062989711761475, -0.012692267075181007, -0.002895807381719351, -0.0072840359061956406, -0.043691448867321014, -0.00005328513361746445, -0.011646022088825703, -0.001875904854387045, -0.0022155519109219313, -0.0318276546895504, -0.0008278042078018188, -0.0011470888275653124, -5.965088367462158, -10.379643440246582, -0.11617830395698547, -6.970770835876465, -0.17114056646823883, -0.009843381121754646, -0.00004494089080253616, -4.734223365783691, -0.024958420544862747, -0.24505333602428436, -1.4802443981170654, -0.1125931516289711, -0.028107883408665657, -0.010854722931981087, -0.004139427095651627, -0.019817333668470383, -0.0006403064471669495, -0.006890108808875084, -0.009653315879404545, -0.0011247029760852456, -0.0035295113921165466, -0.015016255900263786, -0.000039934315282152966, -0.006822860799729824, -0.0013722298899665475, -0.0016421893378719687, -0.03320305421948433, -0.0005552418879233301, -0.0008977196994237602, -4.074840545654297, -1.4343781471252441, -3.5644679069519043, -0.04972836747765541, -0.0027222500648349524, -0.000023603161025675945, -2.651840925216675, -0.044616248458623886, -1.966546654701233, -0.00004434487345861271, -0.0004153581103309989, -1.4893074035644531, -0.06348738074302673, -3.3570473194122314, -1.8903520107269287, -7.4142632484436035, -0.19013407826423645, -0.021261507645249367, -0.00008141662692651153, -0.010678648948669434, -0.0013572300085797906, -0.00038926175329834223, -0.018234245479106903, -0.0002942844294011593, -0.00018630675913300365, -0.733686089515686, -0.001292585046030581, -0.0015961299650371075, -0.000042199197196168825, -2.994880437850952, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 90÷9? A: 9 View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 88÷8? A: 8 Redefine π as 7+706. Q: What is the first digit of π? A: 7 Redefine π as 924. Q: What is the first digit of π? A: 9 Redefine e as 15+58. Q: What is the first digit of e? A: 7 Redefine π as 386 mod 14. Q: What is the first digit of π? A: 8 View ÷ as a random digit. Q: What is the first digit of 30÷6? A: 3 Redefine e as 18+24. Q: What is the first digit of e? A: 4 Redefine π as 500. Q: What is the first digit of π? A:
[ " 5", " 3" ]
0
[ -8.33337116241455, -4.863150596618652, -1.6553031206130981, -7.189448356628418, -10.367403030395508, -11.057188034057617, -4.978442192077637, -3.832643747329712, -2.3246426582336426, -7.945623874664307, -3.4969449043273926, -2.192155361175537, -1.3552396297454834, -0.6857766509056091, -4.981902599334717, -4.160315990447998, -0.49814075231552124, -7.449215412139893, -0.3657442331314087, -1.2653610706329346, -0.009700540453195572, -3.5342280864715576, -0.8041479587554932, -1.995794653892517, -0.0033353909384459257, -0.0019587157294154167, -11.708775520324707, -1.6249723434448242, -2.0284371376037598, -3.777113437652588, -8.86879825592041, -5.451961517333984, -7.423505783081055, -0.31127816438674927, -0.14340102672576904, -0.003053290769457817, -0.47742268443107605, -0.053659919649362564, -0.03814607113599777, -1.4386191368103027, -0.01316133327782154, -0.0004256058018654585, -5.138854503631592, -0.039146970957517624, -0.04068679362535477, -0.007749729789793491, -0.00047386385267600417, -3.5517971515655518, -0.03803154453635216, -12.953871726989746, -11.219372749328613, -3.936647415161133, -12.522695541381836, -1.2931984663009644, -6.832287788391113, -1.6102678775787354, -7.480045318603516, -6.839879035949707, -1.639971375465393, -4.102340221405029, -0.0076613640412688255, -0.4168926775455475, -0.06904168426990509, -0.03754495456814766, -0.7936604022979736, -0.021679677069187164, -0.021210623905062675, -9.213888168334961, -4.385393142700195, -3.832564353942871, -0.1233760342001915, -0.025470810011029243, -0.0004980515805073082, -2.572284460067749, -0.08102414011955261, -0.8507581949234009, -7.8984856605529785, -7.952088356018066, -4.488408088684082, -6.940150260925293, -2.3376011848449707, -9.6650390625, -0.1776103973388672, -0.9463446140289307, -6.03534460067749, -5.187849521636963, -0.14380912482738495, -0.7161046862602234, -0.0015172171406447887, -0.20240238308906555, -0.035678133368492126, -0.028205353766679764, -0.3056047856807709, -0.013046029023826122, -0.00831771083176136, -3.3951189517974854, -1.0857701301574707, -7.093056678771973, -0.02086896263062954, -0.007974689826369286, -0.0001308832288486883, -0.47595107555389404, -0.03635244816541672, -3.502401828765869, -0.0014487734297290444, -0.0016770598012953997, -3.041465997695923, -0.27567148208618164, -6.738309383392334, -0.802682638168335, -4.315314292907715, -0.07085341215133667, -0.13594971597194672, -0.0004144048143643886, -0.059932127594947815, -0.013939053751528263, -0.006270970683544874, -0.14673955738544464, -0.002414408838376403, -0.0019721598364412785, -3.206447124481201, -0.04030981659889221, -0.004182045813649893, -0.0002108589978888631, -4.035472393035889, -0.02985837310552597, -2.7515199184417725, -0.00013624693383462727, -0.00042012447374872863, -0.5873400568962097, -0.05985824763774872, -0.03728072717785835, -10.231921195983887, -15.461041450500488, -6.913647174835205, -0.3040688931941986, -0.06370752304792404, -0.00012396997772157192, -0.03988092392683029, -0.006664904300123453, -0.003058044472709298, -0.06654419749975204, -0.001061352901160717, -0.000834355247206986, -3.3204238414764404, -0.04341285675764084, -0.005387905053794384, -0.0020016650669276714, -0.00006151010165922344, -4.748620510101318, -0.032552920281887054, -0.13547292351722717, -8.758975982666016, -2.3899645805358887, -0.3479887843132019, -0.753350555896759, -0.21745677292346954, -0.11385785788297653, -0.15076790750026703, -0.0020137999672442675, -0.038062989711761475, -0.012692267075181007, -0.002895807381719351, -0.0072840359061956406, -0.043691448867321014, -0.00005328513361746445, -0.011646022088825703, -0.001875904854387045, -0.0022155519109219313, -0.0318276546895504, -0.0008278042078018188, -0.0011470888275653124, -5.965088367462158, -10.379643440246582, -0.11617830395698547, -6.970770835876465, -0.17114056646823883, -0.009843381121754646, -0.00004494089080253616, -4.734223365783691, -0.024958420544862747, -0.24505333602428436, -1.4802443981170654, -0.1125931516289711, -0.028107883408665657, -0.010854722931981087, -0.004139427095651627, -0.019817333668470383, -0.0006403064471669495, -0.006890108808875084, -0.009653315879404545, -0.0011247029760852456, -0.0035295113921165466, -0.015016255900263786, -0.000039934315282152966, -0.006822860799729824, -0.0013722298899665475, -0.0016421893378719687, -0.03320305421948433, -0.0005552418879233301, -0.0008977196994237602, -4.074840545654297, -1.4343781471252441, -3.5644679069519043, -0.04972836747765541, -0.0027222500648349524, -0.000023603161025675945, -2.651840925216675, -0.044616248458623886, -1.966546654701233, -0.00004434487345861271, -0.0004153581103309989, -1.4893074035644531, -0.06348738074302673, -3.3570473194122314, -1.8903520107269287, -7.4142632484436035, -0.19013407826423645, -0.021261507645249367, -0.00008141662692651153, -0.010678648948669434, -0.0013572300085797906, -0.00038926175329834223, -0.018234245479106903, -0.0002942844294011593, -0.00018630675913300365, -0.733686089515686, -0.001292585046030581, -0.0015961299650371075, -0.000042199197196168825, -2.3213517665863037, 0, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100, -100 ]