text
stringlengths 546
871
| classes
sequence | target
int32 0
1
| evaluation_predictions
sequence |
---|---|---|---|
View number as text. Do not perform computation. Q: What is the first digit of 2+68? A: 2
View + as the digit 3 instead of a mathematical operation. Q: What is the first digit of 41+20? A: 4
View number as text. Do not perform computation. Q: What is the first digit of 42+38? A: 4
View number as text. Do not perform computation. Q: What is the first digit of 83+13? A: 8
Redefine e as 21+30. Q: What is the first digit of e? A: 5
View ÷ as a random digit. Q: What is the first digit of 27÷9? A: 2
Redefine e as 54+7. Q: What is the first digit of e? A: 6
Redefine π as 127. Q: What is the first digit of π? A: 1
Redefine π as 736 mod 14. Q: What is the first digit of π? A: | [
" 8",
" 3"
] | 0 | [
-9.11539363861084,
-9.039924621582031,
-8.430292129516602,
-6.2378058433532715,
-3.4365344047546387,
-6.233677387237549,
-2.070037841796875,
-7.786166191101074,
-7.040380001068115,
-1.5899760723114014,
-9.950761795043945,
-2.9071028232574463,
-2.290435791015625,
-0.6760850548744202,
-0.2707540988922119,
-3.5960640907287598,
-3.1857380867004395,
-0.2587321996688843,
-4.516839504241943,
-4.188531875610352,
-9.233601570129395,
-0.6135100722312927,
-0.8857554793357849,
-0.015509585849940777,
-3.076155424118042,
-2.9068901538848877,
-6.188896179199219,
-9.294917106628418,
-1.771726131439209,
-5.405277729034424,
-4.994181156158447,
-4.745630264282227,
-6.155109405517578,
-0.22266192734241486,
-3.327155113220215,
-5.091231346130371,
-1.525438904762268,
-0.34427180886268616,
-2.093904495239258,
-0.013700145296752453,
-0.2547161281108856,
-0.05682380497455597,
-0.11978047341108322,
-0.7014439702033997,
-0.09728462994098663,
-0.04031393676996231,
-6.501903533935547,
-0.8222643733024597,
-4.8488545417785645,
-0.15259774029254913,
-0.12456445395946503,
-0.0013974672183394432,
-2.545856475830078,
-0.24273960292339325,
-0.8042839765548706,
-3.0930891036987305,
-0.2420879453420639,
-1.423783302307129,
-0.2759432792663574,
-0.224800243973732,
-0.004397721495479345,
-0.021834347397089005,
-0.09504368156194687,
-0.029681911692023277,
-0.1188405230641365,
-0.0036109976936131716,
-0.07026953250169754,
-0.010608470998704433,
-0.02504875883460045,
-0.07927074283361435,
-0.023494545370340347,
-0.004533252213150263,
-4.2332916259765625,
-0.16256608068943024,
-5.197640419006348,
-0.02842935174703598,
-0.03842085227370262,
-0.00035291642416268587,
-1.7821485996246338,
-0.12494990229606628,
-0.33434394001960754,
-0.879202127456665,
-0.01889714226126671,
-0.2298501431941986,
-0.02488679438829422,
-0.049124643206596375,
-0.0019043420907109976,
-0.005755756050348282,
-0.023186510428786278,
-0.008947988972067833,
-0.042142875492572784,
-0.001082311267964542,
-0.018240565434098244,
-0.0026444962713867426,
-0.0030947669874876738,
-0.016116227954626083,
-0.0031187725253403187,
-0.0012981806648895144,
-5.866851329803467,
-0.030176157131791115,
-4.973217010498047,
-0.032717570662498474,
-0.022099072113633156,
-0.00021455370006151497,
-2.21954607963562,
-0.09372128546237946,
-10.236595153808594,
-3.5919950008392334,
-0.022321177646517754,
-8.979629516601562,
-1.4164788722991943,
-9.04206371307373,
-2.463980197906494,
-4.585498809814453,
-0.5364934206008911,
-0.44758403301239014,
-0.0067000738345086575,
-0.09122077375650406,
-0.016055814921855927,
-0.08034783601760864,
-0.11275259405374527,
-0.008562400005757809,
-0.004687155596911907,
-3.0365569591522217,
-2.1333987712860107,
-0.12002504616975784,
-0.0017700018361210823,
-3.218963623046875,
-0.142294242978096,
-1.5353929996490479,
-9.939775466918945,
-1.0330891609191895,
-0.05352308973670006,
-1.4711049795150757,
-9.856256484985352,
-3.7167060375213623,
-0.9238981604576111,
-0.33780503273010254,
-0.0028084381483495235,
-0.06615709513425827,
-0.013603601604700089,
-0.019759248942136765,
-0.06813987344503403,
-0.007765225600451231,
-0.008282716386020184,
-5.522958278656006,
-2.149845838546753,
-0.0004300146538298577,
-3.834807872772217,
-0.047297071665525436,
-0.0408068485558033,
-0.0005230727256275713,
-2.4673829078674316,
-0.07776365429162979,
-2.21001935005188,
-0.004604095593094826,
-0.0006232702871784568,
-1.8710922002792358,
-0.09031926095485687,
-7.761803150177002,
-0.5877222418785095,
-4.308859348297119,
-0.12411652505397797,
-0.05025894567370415,
-0.0009215399040840566,
-0.0068731787614524364,
-0.0016406421782448888,
-0.005802098195999861,
-0.007728555705398321,
-0.0017431078013032675,
-0.0010657589882612228,
-0.05423189327120781,
-0.023784326389431953,
-0.008916324935853481,
-0.00017486473370809108,
-2.011934280395508,
-0.06050030142068863,
-1.424582600593567,
-0.0013067525578662753,
-0.0001479277852922678,
-6.625436305999756,
-0.19805088639259338,
-0.05285460501909256,
-7.2706756591796875,
-2.445114850997925,
-0.16826575994491577,
-0.0012753218179568648,
-0.013521279208362103,
-0.0032208492048084736,
-0.010460195131599903,
-0.009506079368293285,
-0.0032656455878168344,
-0.0011506610317155719,
-0.295874685049057,
-0.00047636605449952185,
-0.027891231700778008,
-0.025843314826488495,
-0.0003651905863080174,
-2.558957815170288,
-0.0949191153049469,
-0.7964529991149902,
-0.0011175584513694048,
-0.00031895318534225225,
-1.5662842988967896,
-0.05380282923579216,
-0.038748081773519516,
-3.8866608142852783,
-6.083298683166504,
-10.442251205444336,
-5.415711402893066,
-0.2127876728773117,
-0.0533471405506134,
-0.0009561972692608833,
-0.011888484470546246,
-0.0030782478861510754,
-0.00890557374805212,
-0.012640004977583885,
-0.003491854527965188,
-0.0015372138004750013,
-0.03756459057331085,
-0.00031883400515653193,
-0.08117089420557022,
-0.013692854903638363,
-0.0003358753747306764,
-2.577446460723877,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 9+9? A: 9
Redefine e as 13+3. Q: What is the first digit of e? A: 1
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 50÷5? A: 5
View ÷ as a random digit. Q: What is the first digit of 15÷5? A: 1
View number as text. Do not perform computation. Q: What is the first digit of 22+9? A: 2
Redefine π as 462. Q: What is the first digit of π? A: 4
View + as the digit 5 instead of a mathematical operation. Q: What is the first digit of 24+25? A: 2
Redefine π as 715+245. Q: What is the first digit of π? A: 9
Redefine π as 860 mod 50. Q: What is the first digit of π? A: | [
" 1",
" 3"
] | 0 | [
-9.11539363861084,
-9.039924621582031,
-8.430292129516602,
-6.2378058433532715,
-3.4365344047546387,
-6.233677387237549,
-2.070037841796875,
-7.786166191101074,
-7.040380001068115,
-1.5899760723114014,
-9.950761795043945,
-2.9071028232574463,
-2.290435791015625,
-0.6760850548744202,
-0.2707540988922119,
-3.5960640907287598,
-3.1857380867004395,
-0.2587321996688843,
-4.516839504241943,
-4.188531875610352,
-9.233601570129395,
-0.6135100722312927,
-0.8857554793357849,
-0.015509585849940777,
-3.076155424118042,
-2.9068901538848877,
-6.188896179199219,
-9.294917106628418,
-1.771726131439209,
-5.405277729034424,
-4.994181156158447,
-4.745630264282227,
-6.155109405517578,
-0.22266192734241486,
-3.327155113220215,
-5.091231346130371,
-1.525438904762268,
-0.34427180886268616,
-2.093904495239258,
-0.013700145296752453,
-0.2547161281108856,
-0.05682380497455597,
-0.11978047341108322,
-0.7014439702033997,
-0.09728462994098663,
-0.04031393676996231,
-6.501903533935547,
-0.8222643733024597,
-4.8488545417785645,
-0.15259774029254913,
-0.12456445395946503,
-0.0013974672183394432,
-2.545856475830078,
-0.24273960292339325,
-0.8042839765548706,
-3.0930891036987305,
-0.2420879453420639,
-1.423783302307129,
-0.2759432792663574,
-0.224800243973732,
-0.004397721495479345,
-0.021834347397089005,
-0.09504368156194687,
-0.029681911692023277,
-0.1188405230641365,
-0.0036109976936131716,
-0.07026953250169754,
-0.010608470998704433,
-0.02504875883460045,
-0.07927074283361435,
-0.023494545370340347,
-0.004533252213150263,
-4.2332916259765625,
-0.16256608068943024,
-5.197640419006348,
-0.02842935174703598,
-0.03842085227370262,
-0.00035291642416268587,
-1.7821485996246338,
-0.12494990229606628,
-0.33434394001960754,
-0.879202127456665,
-0.01889714226126671,
-0.2298501431941986,
-0.02488679438829422,
-0.049124643206596375,
-0.0019043420907109976,
-0.005755756050348282,
-0.023186510428786278,
-0.008947988972067833,
-0.042142875492572784,
-0.001082311267964542,
-0.018240565434098244,
-0.0026444962713867426,
-0.0030947669874876738,
-0.016116227954626083,
-0.0031187725253403187,
-0.0012981806648895144,
-5.866851329803467,
-0.030176157131791115,
-4.973217010498047,
-0.032717570662498474,
-0.022099072113633156,
-0.00021455370006151497,
-2.21954607963562,
-0.09372128546237946,
-10.236595153808594,
-3.5919950008392334,
-0.022321177646517754,
-8.979629516601562,
-1.4164788722991943,
-9.04206371307373,
-2.463980197906494,
-4.585498809814453,
-0.5364934206008911,
-0.44758403301239014,
-0.0067000738345086575,
-0.09122077375650406,
-0.016055814921855927,
-0.08034783601760864,
-0.11275259405374527,
-0.008562400005757809,
-0.004687155596911907,
-3.0365569591522217,
-2.1333987712860107,
-0.12002504616975784,
-0.0017700018361210823,
-3.218963623046875,
-0.142294242978096,
-1.5353929996490479,
-9.939775466918945,
-1.0330891609191895,
-0.05352308973670006,
-1.4711049795150757,
-9.856256484985352,
-3.7167060375213623,
-0.9238981604576111,
-0.33780503273010254,
-0.0028084381483495235,
-0.06615709513425827,
-0.013603601604700089,
-0.019759248942136765,
-0.06813987344503403,
-0.007765225600451231,
-0.008282716386020184,
-5.522958278656006,
-2.149845838546753,
-0.0004300146538298577,
-3.834807872772217,
-0.047297071665525436,
-0.0408068485558033,
-0.0005230727256275713,
-2.4673829078674316,
-0.07776365429162979,
-2.21001935005188,
-0.004604095593094826,
-0.0006232702871784568,
-1.8710922002792358,
-0.09031926095485687,
-7.761803150177002,
-0.5877222418785095,
-4.308859348297119,
-0.12411652505397797,
-0.05025894567370415,
-0.0009215399040840566,
-0.0068731787614524364,
-0.0016406421782448888,
-0.005802098195999861,
-0.007728555705398321,
-0.0017431078013032675,
-0.0010657589882612228,
-0.05423189327120781,
-0.023784326389431953,
-0.008916324935853481,
-0.00017486473370809108,
-2.011934280395508,
-0.06050030142068863,
-1.424582600593567,
-0.0013067525578662753,
-0.0001479277852922678,
-6.625436305999756,
-0.19805088639259338,
-0.05285460501909256,
-7.2706756591796875,
-2.445114850997925,
-0.16826575994491577,
-0.0012753218179568648,
-0.013521279208362103,
-0.0032208492048084736,
-0.010460195131599903,
-0.009506079368293285,
-0.0032656455878168344,
-0.0011506610317155719,
-0.295874685049057,
-0.00047636605449952185,
-0.027891231700778008,
-0.025843314826488495,
-0.0003651905863080174,
-2.558957815170288,
-0.0949191153049469,
-0.7964529991149902,
-0.0011175584513694048,
-0.00031895318534225225,
-1.5662842988967896,
-0.05380282923579216,
-0.038748081773519516,
-3.8866608142852783,
-6.083298683166504,
-10.442251205444336,
-5.415711402893066,
-0.2127876728773117,
-0.0533471405506134,
-0.0009561972692608833,
-0.011888484470546246,
-0.0030782478861510754,
-0.00890557374805212,
-0.012640004977583885,
-0.003491854527965188,
-0.0015372138004750013,
-0.03756459057331085,
-0.00031883400515653193,
-0.08117089420557022,
-0.013692854903638363,
-0.0003358753747306764,
-2.420647144317627,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine e as 1+6. Q: What is the first digit of e? A: 7
Redefine π as 1+10. Q: What is the first digit of π? A: 1
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 48+7? A: 4
View number as text. Do not perform computation. Q: What is the first digit of 18+44? A: 1
View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 26+25? A: 2
View number as text. Do not perform computation. Q: What is the first digit of 15+47? A: 1
Redefine e as 34+27. Q: What is the first digit of e? A: 6
View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 58+9? A: 5
View ÷ as a random digit. Q: What is the first digit of 60÷5? A: | [
" 1",
" 6"
] | 1 | [
-9.11539363861084,
-9.330852508544922,
-10.36485481262207,
-2.5644068717956543,
-8.303922653198242,
-8.734980583190918,
-6.691184997558594,
-0.09614680707454681,
-1.7829539775848389,
-7.338969707489014,
-1.4976998567581177,
-1.153804898262024,
-9.658980369567871,
-3.4446563720703125,
-1.919119954109192,
-0.9923532605171204,
-0.470578134059906,
-4.184622764587402,
-2.1760311126708984,
-0.2758916914463043,
-4.502711296081543,
-4.143694877624512,
-2.109282970428467,
-0.6168191432952881,
-0.6762416958808899,
-0.011944555677473545,
-2.323821544647217,
-2.581205129623413,
-10.597273826599121,
-3.1814627647399902,
-1.014051914215088,
-9.464940071105957,
-1.5225013494491577,
-10.083475112915039,
-2.953855037689209,
-3.3088953495025635,
-1.587720513343811,
-0.7820318937301636,
-0.016009710729122162,
-0.153096005320549,
-0.06241234019398689,
-0.14466100931167603,
-0.41391077637672424,
-0.04169270023703575,
-0.01134150568395853,
-1.7942509651184082,
-1.3860915899276733,
-0.08460763841867447,
-0.002059483202174306,
-3.1377716064453125,
-0.31846916675567627,
-7.940771102905273,
-6.955013751983643,
-0.9546520113945007,
-0.08166033774614334,
-0.9285479187965393,
-2.7989859580993652,
-0.5295714139938354,
-0.24337400496006012,
-0.0023023784160614014,
-0.13826872408390045,
-0.04868543520569801,
-0.005074953194707632,
-0.016853444278240204,
-0.07325298339128494,
-0.0032206117175519466,
-0.024256711825728416,
-0.007175744976848364,
-0.02635977976024151,
-0.06275689601898193,
-0.015776460990309715,
-0.005003787111490965,
-7.323907852172852,
-2.634186267852783,
-0.00009178694017464295,
-2.716559410095215,
-0.019903814420104027,
-0.03615700826048851,
-0.00039617318543605506,
-2.1139063835144043,
-0.13625818490982056,
-1.472251296043396,
-2.2465951442718506,
-0.6772125363349915,
-0.34298408031463623,
-0.20906007289886475,
-0.4637225568294525,
-0.07683513313531876,
-5.822919845581055,
-0.14945901930332184,
-0.0034994573798030615,
-0.03335260972380638,
-0.008968428708612919,
-0.014412470161914825,
-0.02981116622686386,
-0.012901408597826958,
-0.005116819869726896,
-4.537175178527832,
-0.37103521823883057,
-0.00008356221951544285,
-2.140486240386963,
-0.014113144017755985,
-0.042575713247060776,
-0.0010557560017332435,
-2.046729803085327,
-0.11707919090986252,
-0.7507244944572449,
-9.635684967041016,
-0.7660481333732605,
-5.709892272949219,
-0.61164391040802,
-8.560287475585938,
-0.8670269250869751,
-4.776535511016846,
-7.249594688415527,
-0.489736407995224,
-0.41551473736763,
-0.006462982390075922,
-0.18522608280181885,
-0.07872911542654037,
-0.18220585584640503,
-0.41508543491363525,
-0.07818487286567688,
-0.014746946282684803,
-5.053142070770264,
-3.0558993816375732,
-3.933457374572754,
-0.11625832319259644,
-0.0709625706076622,
-0.0028020190075039864,
-2.5380866527557373,
-0.13536547124385834,
-3.5452864170074463,
-0.009111964143812656,
-0.001128394273109734,
-5.418349266052246,
-0.2911202311515808,
-0.1692628562450409,
-3.5101492404937744,
-7.937163352966309,
-1.869229793548584,
-0.30786049365997314,
-0.0035565949510782957,
-0.02946687489748001,
-0.007835722528398037,
-0.028118083253502846,
-0.022470736876130104,
-0.008351048454642296,
-0.002108614193275571,
-0.1870208978652954,
-0.00032944019767455757,
-0.059947509318590164,
-0.03244191035628319,
-0.0006189814303070307,
-1.8306539058685303,
-0.13391083478927612,
-0.9843149185180664,
-2.8112590312957764,
-0.10559206455945969,
-4.303938388824463,
-3.5906386375427246,
-3.878054141998291,
-1.607363224029541,
-0.004177415743470192,
-0.6596144437789917,
-0.06666051596403122,
-0.019269999116659164,
-0.030157998204231262,
-0.06810591369867325,
-0.0017823775997385383,
-0.025969697162508965,
-0.005138760898262262,
-0.013287329114973545,
-0.016891421750187874,
-0.00794275850057602,
-0.004274399019777775,
-5.696497917175293,
-0.17063665390014648,
-4.529600620269775,
-0.05968284606933594,
-0.02416188083589077,
-0.0004343043256085366,
-2.292090892791748,
-0.05874771252274513,
-1.704871654510498,
-0.001116605824790895,
-0.00024279984063468874,
-1.9240565299987793,
-0.15866483747959137,
-0.0741758793592453,
-3.8946423530578613,
-4.662563800811768,
-5.025024890899658,
-7.513910293579102,
-0.044371671974658966,
-0.020006412640213966,
-0.0005553610390052199,
-0.0029785337392240763,
-0.0010827876394614577,
-0.0014402027009055018,
-0.003002304583787918,
-0.0015605426160618663,
-0.0004638549580704421,
-0.01047081220895052,
-0.00010024998482549563,
-0.004211604595184326,
-0.007079279515892267,
-0.00012814177898690104,
-3.4628822803497314,
-0.060472920536994934,
-1.7167253494262695,
-0.0007014198345132172,
-0.00016246906307060272,
-1.0107977390289307,
-0.025277184322476387,
-0.02682027406990528,
-3.6174542903900146,
-4.725986480712891,
-12.155401229858398,
-5.863284111022949,
-0.15377138555049896,
-0.03643843159079552,
-0.0014760324265807867,
-0.008393961004912853,
-0.003577976254746318,
-0.005618968512862921,
-0.016698705032467842,
-0.0053105950355529785,
-0.0013397298753261566,
-0.025783253833651543,
-0.00013505500101018697,
-0.019451463595032692,
-0.011725435964763165,
-0.0004312062228564173,
-1.3897576332092285,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 60÷12? A: 6
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 55÷5? A: 5
Redefine e as 9+10. Q: What is the first digit of e? A: 1
Redefine π as 12+10. Q: What is the first digit of π? A: 2
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 63÷7? A: 6
Redefine e as 34+27. Q: What is the first digit of e? A: 6
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 39+43? A: 3
View number as text. Do not perform computation. Q: What is the first digit of 13+47? A: 1
Redefine π as 849 mod 28. Q: What is the first digit of π? A: | [
" 9",
" 3"
] | 0 | [
-9.11539363861084,
-9.330852508544922,
-10.36485481262207,
-2.5644068717956543,
-8.303922653198242,
-8.734980583190918,
-6.691184997558594,
-0.09614680707454681,
-1.7829539775848389,
-7.338969707489014,
-1.4976998567581177,
-1.153804898262024,
-9.658980369567871,
-3.4446563720703125,
-1.919119954109192,
-0.9923532605171204,
-0.470578134059906,
-4.184622764587402,
-2.1760311126708984,
-0.2758916914463043,
-4.502711296081543,
-4.143694877624512,
-2.109282970428467,
-0.6168191432952881,
-0.6762416958808899,
-0.011944555677473545,
-2.323821544647217,
-2.581205129623413,
-10.597273826599121,
-3.1814627647399902,
-1.014051914215088,
-9.464940071105957,
-1.5225013494491577,
-10.083475112915039,
-2.953855037689209,
-3.3088953495025635,
-1.587720513343811,
-0.7820318937301636,
-0.016009710729122162,
-0.153096005320549,
-0.06241234019398689,
-0.14466100931167603,
-0.41391077637672424,
-0.04169270023703575,
-0.01134150568395853,
-1.7942509651184082,
-1.3860915899276733,
-0.08460763841867447,
-0.002059483202174306,
-3.1377716064453125,
-0.31846916675567627,
-7.940771102905273,
-6.955013751983643,
-0.9546520113945007,
-0.08166033774614334,
-0.9285479187965393,
-2.7989859580993652,
-0.5295714139938354,
-0.24337400496006012,
-0.0023023784160614014,
-0.13826872408390045,
-0.04868543520569801,
-0.005074953194707632,
-0.016853444278240204,
-0.07325298339128494,
-0.0032206117175519466,
-0.024256711825728416,
-0.007175744976848364,
-0.02635977976024151,
-0.06275689601898193,
-0.015776460990309715,
-0.005003787111490965,
-7.323907852172852,
-2.634186267852783,
-0.00009178694017464295,
-2.716559410095215,
-0.019903814420104027,
-0.03615700826048851,
-0.00039617318543605506,
-2.1139063835144043,
-0.13625818490982056,
-1.472251296043396,
-2.2465951442718506,
-0.6772125363349915,
-0.34298408031463623,
-0.20906007289886475,
-0.4637225568294525,
-0.07683513313531876,
-5.822919845581055,
-0.14945901930332184,
-0.0034994573798030615,
-0.03335260972380638,
-0.008968428708612919,
-0.014412470161914825,
-0.02981116622686386,
-0.012901408597826958,
-0.005116819869726896,
-4.537175178527832,
-0.37103521823883057,
-0.00008356221951544285,
-2.140486240386963,
-0.014113144017755985,
-0.042575713247060776,
-0.0010557560017332435,
-2.046729803085327,
-0.11707919090986252,
-0.7507244944572449,
-9.635684967041016,
-0.7660481333732605,
-5.709892272949219,
-0.61164391040802,
-8.560287475585938,
-0.8670269250869751,
-4.776535511016846,
-7.249594688415527,
-0.489736407995224,
-0.41551473736763,
-0.006462982390075922,
-0.18522608280181885,
-0.07872911542654037,
-0.18220585584640503,
-0.41508543491363525,
-0.07818487286567688,
-0.014746946282684803,
-5.053142070770264,
-3.0558993816375732,
-3.933457374572754,
-0.11625832319259644,
-0.0709625706076622,
-0.0028020190075039864,
-2.5380866527557373,
-0.13536547124385834,
-3.5452864170074463,
-0.009111964143812656,
-0.001128394273109734,
-5.418349266052246,
-0.2911202311515808,
-0.1692628562450409,
-3.5101492404937744,
-7.937163352966309,
-1.869229793548584,
-0.30786049365997314,
-0.0035565949510782957,
-0.02946687489748001,
-0.007835722528398037,
-0.028118083253502846,
-0.022470736876130104,
-0.008351048454642296,
-0.002108614193275571,
-0.1870208978652954,
-0.00032944019767455757,
-0.059947509318590164,
-0.03244191035628319,
-0.0006189814303070307,
-1.8306539058685303,
-0.13391083478927612,
-0.9843149185180664,
-2.8112590312957764,
-0.10559206455945969,
-4.303938388824463,
-3.5906386375427246,
-3.878054141998291,
-1.607363224029541,
-0.004177415743470192,
-0.6596144437789917,
-0.06666051596403122,
-0.019269999116659164,
-0.030157998204231262,
-0.06810591369867325,
-0.0017823775997385383,
-0.025969697162508965,
-0.005138760898262262,
-0.013287329114973545,
-0.016891421750187874,
-0.00794275850057602,
-0.004274399019777775,
-5.696497917175293,
-0.17063665390014648,
-4.529600620269775,
-0.05968284606933594,
-0.02416188083589077,
-0.0004343043256085366,
-2.292090892791748,
-0.05874771252274513,
-1.704871654510498,
-0.001116605824790895,
-0.00024279984063468874,
-1.9240565299987793,
-0.15866483747959137,
-0.0741758793592453,
-3.8946423530578613,
-4.662563800811768,
-5.025024890899658,
-7.513910293579102,
-0.044371671974658966,
-0.020006412640213966,
-0.0005553610390052199,
-0.0029785337392240763,
-0.0010827876394614577,
-0.0014402027009055018,
-0.003002304583787918,
-0.0015605426160618663,
-0.0004638549580704421,
-0.01047081220895052,
-0.00010024998482549563,
-0.004211604595184326,
-0.007079279515892267,
-0.00012814177898690104,
-3.4628822803497314,
-0.060472920536994934,
-1.7167253494262695,
-0.0007014198345132172,
-0.00016246906307060272,
-1.0107977390289307,
-0.025277184322476387,
-0.02682027406990528,
-3.6174542903900146,
-4.725986480712891,
-12.155401229858398,
-5.863284111022949,
-0.15377138555049896,
-0.03643843159079552,
-0.0014760324265807867,
-0.008393961004912853,
-0.003577976254746318,
-0.005618968512862921,
-0.016698705032467842,
-0.0053105950355529785,
-0.0013397298753261566,
-0.025783253833651543,
-0.00013505500101018697,
-0.019451463595032692,
-0.011725435964763165,
-0.0004312062228564173,
-2.545616626739502,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 30+47? A: 3
View number as text. Do not perform computation. Q: What is the first digit of 53+12? A: 5
View number as text. Do not perform computation. Q: What is the first digit of 7+48? A: 7
Redefine π as 725+45. Q: What is the first digit of π? A: 7
View number as text. Do not perform computation. Q: What is the first digit of 58+6? A: 5
View number as text. Do not perform computation. Q: What is the first digit of 24+69? A: 2
Redefine π as 386 mod 14. Q: What is the first digit of π? A: 8
Redefine π as 175 mod 29. Q: What is the first digit of π? A: 1
Redefine π as 693 mod 22. Q: What is the first digit of π? A: | [
" 1",
" 3"
] | 0 | [
-7.949615955352783,
-8.039139747619629,
-1.616976261138916,
-8.665138244628906,
-9.171720504760742,
-7.605762481689453,
-4.0720977783203125,
-5.410032272338867,
-2.116309642791748,
-7.215646743774414,
-5.72602653503418,
-2.1863794326782227,
-0.7634419202804565,
-0.458647221326828,
-3.280099391937256,
-1.9867289066314697,
-0.16954322159290314,
-1.6826307773590088,
-0.3100958466529846,
-0.9473959803581238,
-0.018089203163981438,
-4.220987319946289,
-4.5943803787231445,
-4.737546920776367,
-0.011320997029542923,
-0.012444466352462769,
-7.180919647216797,
-0.2935154139995575,
-0.14910581707954407,
-1.096840500831604,
-0.2092650979757309,
-4.803472518920898,
-0.1260891705751419,
-0.06825879961252213,
-0.008308961987495422,
-0.038848765194416046,
-0.011862804181873798,
-0.04007185995578766,
-0.11621513217687607,
-0.01518581435084343,
-0.0029762755148112774,
-0.05815796181559563,
-0.00011002412065863609,
-0.020309003069996834,
-0.02519232966005802,
-0.0009324969723820686,
-1.8036667108535767,
-0.1354198157787323,
-9.359521865844727,
-10.189842224121094,
-5.803701877593994,
-1.8843239545822144,
-7.676980018615723,
-2.492319107055664,
-7.661245346069336,
-0.07879841327667236,
-1.375617265701294,
-5.295269966125488,
-3.395742893218994,
-0.2567669451236725,
-0.4052969217300415,
-0.00806823093444109,
-0.20636792480945587,
-0.09677529335021973,
-0.10147767513990402,
-0.13748648762702942,
-0.045644182711839676,
-0.024713989347219467,
-8.964679718017578,
-5.322875499725342,
-3.7579071521759033,
-0.20383672416210175,
-0.06873122602701187,
-0.0014421073719859123,
-2.9791383743286133,
-0.17846161127090454,
-1.3818984031677246,
-7.753322601318359,
-2.112046241760254,
-5.895491600036621,
-1.03760826587677,
-8.124618530273438,
-1.0814286470413208,
-4.987350940704346,
-7.054078102111816,
-0.5252252817153931,
-0.3718416094779968,
-0.008557317778468132,
-0.15574929118156433,
-0.058209024369716644,
-0.0942203626036644,
-0.15331672132015228,
-0.05957525596022606,
-0.01042338740080595,
-5.144234657287598,
-0.8199184536933899,
-5.504748344421387,
-0.16788555681705475,
-0.10335881263017654,
-0.0016049373662099242,
-2.5521481037139893,
-0.11553290486335754,
-0.9103494882583618,
-2.6501951217651367,
-0.10951770097017288,
-3.3116207122802734,
-3.465193271636963,
-1.4148331880569458,
-2.3665504455566406,
-0.015173954889178276,
-1.0734620094299316,
-0.1705884039402008,
-0.027898652479052544,
-0.035698723047971725,
-0.14185532927513123,
-0.0030288081616163254,
-0.02715352736413479,
-0.006841686088591814,
-0.01366345677524805,
-0.013716019690036774,
-0.005654648877680302,
-0.003618955845013261,
-5.234942436218262,
-0.15537890791893005,
-4.804049968719482,
-0.0781632661819458,
-0.028729289770126343,
-0.0005685858195647597,
-2.017319440841675,
-0.07087906450033188,
-0.4354924261569977,
-2.651309013366699,
-0.038642916828393936,
-0.5882864594459534,
-0.09779728204011917,
-0.12139221280813217,
-0.0013777059502899647,
-0.013160509057343006,
-0.04716983065009117,
-0.009431567043066025,
-0.03315865620970726,
-0.0006461439770646393,
-0.006433726754039526,
-0.002793222200125456,
-0.0029755623545497656,
-0.008500346913933754,
-0.0021096847485750914,
-0.0006413786904886365,
-4.12070369720459,
-0.03275448828935623,
-5.009027481079102,
-0.023905614390969276,
-0.012270909734070301,
-0.00012981049076188356,
-1.1516127586364746,
-0.06583402305841446,
-4.650418281555176,
-0.013886385597288609,
-0.0010962436208501458,
-2.4990930557250977,
-0.060111526399850845,
-10.231815338134766,
-1.1404191255569458,
-4.669676303863525,
-0.11539696156978607,
-0.03974425792694092,
-0.0024920618161559105,
-0.010981481522321701,
-0.0024364092387259007,
-0.00980029534548521,
-0.008145210333168507,
-0.0027747959829866886,
-0.0010109796421602368,
-0.08340626955032349,
-0.010860500857234001,
-0.011292589828372002,
-0.00024375328212045133,
-2.665001630783081,
-0.06038550287485123,
-1.2583563327789307,
-0.4805040657520294,
-0.013488112948834896,
-1.1351087093353271,
-0.16712474822998047,
-0.4137987792491913,
-0.028696391731500626,
-0.0003281293320469558,
-0.00998159870505333,
-0.0035119305830448866,
-0.0023479294031858444,
-0.0041597275994718075,
-0.02278248779475689,
-0.0003951007383875549,
-0.003705541603267193,
-0.0010012142593041062,
-0.0017552459612488747,
-0.0017323975916951895,
-0.0007736074039712548,
-0.0006729483720846474,
-5.866887092590332,
-0.010279921814799309,
-4.639646053314209,
-0.01616596430540085,
-0.011188622564077377,
-0.00010489867418073118,
-2.619716167449951,
-0.038152266293764114,
-0.3079766035079956,
-8.397287368774414,
-0.479714959859848,
-0.020913559943437576,
-1.2964203357696533,
-0.5728813409805298,
-0.19463194906711578,
-3.360092878341675,
-0.4517096281051636,
-0.0039343819953501225,
-0.011662871576845646,
-0.0019779896829277277,
-0.0023254514671862125,
-0.005523182917386293,
-0.0016354055842384696,
-0.0011610202491283417,
-5.476583480834961,
-3.173989772796631,
-0.0003137096355203539,
-3.0606689453125,
-0.019062770530581474,
-0.01876155659556389,
-0.0002623452164698392,
-1.6826763153076172,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View number as text. Do not perform computation. Q: What is the first digit of 13+42? A: 1
View + as the digit 0 instead of a mathematical operation. Q: What is the first digit of 42+10? A: 4
Redefine π as 977 mod 10. Q: What is the first digit of π? A: 7
Redefine π as 934 mod 10. Q: What is the first digit of π? A: 4
View number as text. Do not perform computation. Q: What is the first digit of 34+41? A: 3
Redefine π as 745. Q: What is the first digit of π? A: 7
Redefine π as 742 mod 31. Q: What is the first digit of π? A: 2
View ÷ as a random digit. Q: What is the first digit of 27÷3? A: 2
Redefine π as 908 mod 49. Q: What is the first digit of π? A: | [
" 2",
" 3"
] | 0 | [
-7.949615955352783,
-8.039139747619629,
-1.616976261138916,
-8.665138244628906,
-9.171720504760742,
-7.605762481689453,
-4.0720977783203125,
-5.410032272338867,
-2.116309642791748,
-7.215646743774414,
-5.72602653503418,
-2.1863794326782227,
-0.7634419202804565,
-0.458647221326828,
-3.280099391937256,
-1.9867289066314697,
-0.16954322159290314,
-1.6826307773590088,
-0.3100958466529846,
-0.9473959803581238,
-0.018089203163981438,
-4.220987319946289,
-4.5943803787231445,
-4.737546920776367,
-0.011320997029542923,
-0.012444466352462769,
-7.180919647216797,
-0.2935154139995575,
-0.14910581707954407,
-1.096840500831604,
-0.2092650979757309,
-4.803472518920898,
-0.1260891705751419,
-0.06825879961252213,
-0.008308961987495422,
-0.038848765194416046,
-0.011862804181873798,
-0.04007185995578766,
-0.11621513217687607,
-0.01518581435084343,
-0.0029762755148112774,
-0.05815796181559563,
-0.00011002412065863609,
-0.020309003069996834,
-0.02519232966005802,
-0.0009324969723820686,
-1.8036667108535767,
-0.1354198157787323,
-9.359521865844727,
-10.189842224121094,
-5.803701877593994,
-1.8843239545822144,
-7.676980018615723,
-2.492319107055664,
-7.661245346069336,
-0.07879841327667236,
-1.375617265701294,
-5.295269966125488,
-3.395742893218994,
-0.2567669451236725,
-0.4052969217300415,
-0.00806823093444109,
-0.20636792480945587,
-0.09677529335021973,
-0.10147767513990402,
-0.13748648762702942,
-0.045644182711839676,
-0.024713989347219467,
-8.964679718017578,
-5.322875499725342,
-3.7579071521759033,
-0.20383672416210175,
-0.06873122602701187,
-0.0014421073719859123,
-2.9791383743286133,
-0.17846161127090454,
-1.3818984031677246,
-7.753322601318359,
-2.112046241760254,
-5.895491600036621,
-1.03760826587677,
-8.124618530273438,
-1.0814286470413208,
-4.987350940704346,
-7.054078102111816,
-0.5252252817153931,
-0.3718416094779968,
-0.008557317778468132,
-0.15574929118156433,
-0.058209024369716644,
-0.0942203626036644,
-0.15331672132015228,
-0.05957525596022606,
-0.01042338740080595,
-5.144234657287598,
-0.8199184536933899,
-5.504748344421387,
-0.16788555681705475,
-0.10335881263017654,
-0.0016049373662099242,
-2.5521481037139893,
-0.11553290486335754,
-0.9103494882583618,
-2.6501951217651367,
-0.10951770097017288,
-3.3116207122802734,
-3.465193271636963,
-1.4148331880569458,
-2.3665504455566406,
-0.015173954889178276,
-1.0734620094299316,
-0.1705884039402008,
-0.027898652479052544,
-0.035698723047971725,
-0.14185532927513123,
-0.0030288081616163254,
-0.02715352736413479,
-0.006841686088591814,
-0.01366345677524805,
-0.013716019690036774,
-0.005654648877680302,
-0.003618955845013261,
-5.234942436218262,
-0.15537890791893005,
-4.804049968719482,
-0.0781632661819458,
-0.028729289770126343,
-0.0005685858195647597,
-2.017319440841675,
-0.07087906450033188,
-0.4354924261569977,
-2.651309013366699,
-0.038642916828393936,
-0.5882864594459534,
-0.09779728204011917,
-0.12139221280813217,
-0.0013777059502899647,
-0.013160509057343006,
-0.04716983065009117,
-0.009431567043066025,
-0.03315865620970726,
-0.0006461439770646393,
-0.006433726754039526,
-0.002793222200125456,
-0.0029755623545497656,
-0.008500346913933754,
-0.0021096847485750914,
-0.0006413786904886365,
-4.12070369720459,
-0.03275448828935623,
-5.009027481079102,
-0.023905614390969276,
-0.012270909734070301,
-0.00012981049076188356,
-1.1516127586364746,
-0.06583402305841446,
-4.650418281555176,
-0.013886385597288609,
-0.0010962436208501458,
-2.4990930557250977,
-0.060111526399850845,
-10.231815338134766,
-1.1404191255569458,
-4.669676303863525,
-0.11539696156978607,
-0.03974425792694092,
-0.0024920618161559105,
-0.010981481522321701,
-0.0024364092387259007,
-0.00980029534548521,
-0.008145210333168507,
-0.0027747959829866886,
-0.0010109796421602368,
-0.08340626955032349,
-0.010860500857234001,
-0.011292589828372002,
-0.00024375328212045133,
-2.665001630783081,
-0.06038550287485123,
-1.2583563327789307,
-0.4805040657520294,
-0.013488112948834896,
-1.1351087093353271,
-0.16712474822998047,
-0.4137987792491913,
-0.028696391731500626,
-0.0003281293320469558,
-0.00998159870505333,
-0.0035119305830448866,
-0.0023479294031858444,
-0.0041597275994718075,
-0.02278248779475689,
-0.0003951007383875549,
-0.003705541603267193,
-0.0010012142593041062,
-0.0017552459612488747,
-0.0017323975916951895,
-0.0007736074039712548,
-0.0006729483720846474,
-5.866887092590332,
-0.010279921814799309,
-4.639646053314209,
-0.01616596430540085,
-0.011188622564077377,
-0.00010489867418073118,
-2.619716167449951,
-0.038152266293764114,
-0.3079766035079956,
-8.397287368774414,
-0.479714959859848,
-0.020913559943437576,
-1.2964203357696533,
-0.5728813409805298,
-0.19463194906711578,
-3.360092878341675,
-0.4517096281051636,
-0.0039343819953501225,
-0.011662871576845646,
-0.0019779896829277277,
-0.0023254514671862125,
-0.005523182917386293,
-0.0016354055842384696,
-0.0011610202491283417,
-5.476583480834961,
-3.173989772796631,
-0.0003137096355203539,
-3.0606689453125,
-0.019062770530581474,
-0.01876155659556389,
-0.0002623452164698392,
-2.375049591064453,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine e as 89+6. Q: What is the first digit of e? A: 9
Redefine π as 732. Q: What is the first digit of π? A: 7
Redefine π as 716+3. Q: What is the first digit of π? A: 7
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 12÷3? A: 1
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 18÷6? A: 1
Redefine π as 894. Q: What is the first digit of π? A: 8
View + as the digit 8 instead of a mathematical operation. Q: What is the first digit of 27+47? A: 2
View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 8+1? A: 8
View number as text. Do not perform computation. Q: What is the first digit of 23+48? A: | [
" 7",
" 2"
] | 1 | [
-9.11539363861084,
-12.725347518920898,
-7.613157272338867,
-10.271124839782715,
-1.5875239372253418,
-7.284194469451904,
-6.965240001678467,
-6.2369794845581055,
-0.07960667461156845,
-1.002294659614563,
-5.83194637298584,
-2.495075225830078,
-0.8500005006790161,
-9.917091369628906,
-4.2063140869140625,
-1.4342677593231201,
-0.9086955189704895,
-0.4395834803581238,
-3.752073287963867,
-1.3957266807556152,
-0.19193486869335175,
-8.012490272521973,
-4.658545970916748,
-0.00006818538531661034,
-4.051980972290039,
-0.2319270223379135,
-0.6582186818122864,
-0.010859675705432892,
-2.6879749298095703,
-1.9808605909347534,
-5.680569648742676,
-0.5329579710960388,
-0.004439735785126686,
-0.06134063005447388,
-0.6316357254981995,
-2.089266777038574,
-0.3084627091884613,
-0.4419146180152893,
-0.003480212762951851,
-0.19606120884418488,
-0.12926238775253296,
-0.010023142211139202,
-0.058708593249320984,
-0.29002130031585693,
-0.0063780564814805984,
-0.059641968458890915,
-0.011462663300335407,
-0.013441772200167179,
-0.26958417892456055,
-0.011058353818953037,
-0.0031041554175317287,
-5.608373165130615,
-0.1244722530245781,
-0.000018715683836489916,
-3.098357915878296,
-0.02976013720035553,
-0.04825455695390701,
-0.0006768796010874212,
-1.9295600652694702,
-0.22615425288677216,
-10.121341705322266,
-2.826298236846924,
-0.20135222375392914,
-7.16316032409668,
-1.2573339939117432,
-7.414645671844482,
-3.8612728118896484,
-3.827402114868164,
-1.9980254173278809,
-0.8133617639541626,
-0.01364969927817583,
-0.33428311347961426,
-0.13053812086582184,
-0.2625253200531006,
-0.6743787527084351,
-0.05374341085553169,
-0.013384255580604076,
-2.141037940979004,
-1.3014944791793823,
-0.0681227296590805,
-0.0021785590797662735,
-2.4833502769470215,
-0.25580930709838867,
-0.674902081489563,
-0.0014746040105819702,
-0.00037019551382400095,
-6.11518669128418,
-0.2947399616241455,
-0.08727210015058517,
-4.382377624511719,
-0.8494909405708313,
-3.093254566192627,
-0.08183049410581589,
-0.027163853868842125,
-0.0014261561445891857,
-0.01068607997149229,
-0.0036882013082504272,
-0.01520553883165121,
-0.015961963683366776,
-0.003647580975666642,
-0.0011169631034135818,
-0.05220026895403862,
-0.0003405229654163122,
-0.015732455998659134,
-0.029979391023516655,
-0.0004209585895296186,
-1.9487004280090332,
-0.10055560618638992,
-4.1227874755859375,
-1.0184590816497803,
-0.008193215355277061,
-0.03592219948768616,
-0.08314105123281479,
-0.08500254899263382,
-0.024884352460503578,
-0.037263043224811554,
-0.00047803416964598,
-0.0075997281819581985,
-0.008250794373452663,
-0.0051302220672369,
-0.009735839441418648,
-0.04591941460967064,
-0.0013921103673055768,
-0.01847687177360058,
-0.0034565723035484552,
-0.005077444016933441,
-0.016534797847270966,
-0.0022885818034410477,
-0.0013573489850386977,
-4.645195007324219,
-0.06431569904088974,
-0.000018358061424805783,
-3.1070568561553955,
-0.018052557483315468,
-0.017448144033551216,
-0.00024279984063468874,
-2.140333890914917,
-0.09405023604631424,
-1.7233984470367432,
-0.001947531825862825,
-0.0005131834768690169,
-1.1622885465621948,
-0.0326286144554615,
-8.204476356506348,
-0.34468361735343933,
-5.111234664916992,
-0.037692829966545105,
-0.01781158521771431,
-0.0008381668012589216,
-0.007192551624029875,
-0.0018964892951771617,
-0.0062645734287798405,
-0.007148759439587593,
-0.0013861581683158875,
-0.0004152389301452786,
-0.019164519384503365,
-0.010730070993304253,
-0.0074048577807843685,
-0.00022957073815632612,
-3.0796899795532227,
-0.05501522496342659,
-1.4522488117218018,
-6.9884233474731445,
-0.1415223926305771,
-0.4499882757663727,
-1.188446283340454,
-0.04070499166846275,
-0.0838966965675354,
-0.0004969792207702994,
-0.0484442375600338,
-0.015651363879442215,
-0.011514044366776943,
-0.01718241721391678,
-0.0246865414083004,
-0.001780830672942102,
-0.0251039806753397,
-0.003844728460535407,
-0.00967031717300415,
-0.020565606653690338,
-0.0033404999412596226,
-0.0018637683242559433,
-5.636912822723389,
-0.9602060914039612,
-5.278103828430176,
-0.032670844346284866,
-0.023318354040384293,
-0.00047338721924461424,
-2.9756152629852295,
-0.05836174264550209,
-0.6303284764289856,
-10.437387466430664,
-0.7054264545440674,
-6.345946311950684,
-0.5447384715080261,
-8.604702949523926,
-0.9196777939796448,
-5.146644115447998,
-7.2173051834106445,
-0.47635316848754883,
-0.3129269480705261,
-0.007829690352082253,
-0.20011448860168457,
-0.0727601870894432,
-0.1201382726430893,
-0.5213693976402283,
-0.07972093671560287,
-0.009989388287067413,
-4.65252685546875,
-2.5248303413391113,
-6.061212539672852,
-0.08906061947345734,
-0.0669301450252533,
-0.002130621112883091,
-2.0589370727539062,
-0.09612038731575012,
-1.749441385269165,
-0.0028203255496919155,
-0.0003666205739136785,
-1.5210208892822266,
-0.02244066260755062,
-0.030136367306113243,
-3.6339035034179688,
-9.538840293884277,
-9.380293846130371,
-5.930242538452148,
-0.21947596967220306,
-0.05097697675228119,
-0.0018378286622464657,
-0.012279977090656757,
-0.0032219188287854195,
-0.00797220692038536,
-0.013477057218551636,
-0.004476882051676512,
-0.0009744186536408961,
-0.032054539769887924,
-0.00025733973598107696,
-0.0665682852268219,
-0.022116096690297127,
-0.0004621868138201535,
-3.4332268238067627,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 18÷9? A: 1
Redefine π as 9+3. Q: What is the first digit of π? A: 1
View ÷ as a random digit. Q: What is the first digit of 28÷4? A: 2
Redefine π as 666+328. Q: What is the first digit of π? A: 9
View number as text. Do not perform computation. Q: What is the first digit of 13+42? A: 1
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 13+83? A: 1
Redefine e as 6+6. Q: What is the first digit of e? A: 1
View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 7+24? A: 7
Redefine π as 869+66. Q: What is the first digit of π? A: | [
" 9",
" 3"
] | 0 | [
-9.11539363861084,
-12.725347518920898,
-7.613157272338867,
-10.271124839782715,
-1.5875239372253418,
-7.284194469451904,
-6.965240001678467,
-6.2369794845581055,
-0.07960667461156845,
-1.002294659614563,
-5.83194637298584,
-2.495075225830078,
-0.8500005006790161,
-9.917091369628906,
-4.2063140869140625,
-1.4342677593231201,
-0.9086955189704895,
-0.4395834803581238,
-3.752073287963867,
-1.3957266807556152,
-0.19193486869335175,
-8.012490272521973,
-4.658545970916748,
-0.00006818538531661034,
-4.051980972290039,
-0.2319270223379135,
-0.6582186818122864,
-0.010859675705432892,
-2.6879749298095703,
-1.9808605909347534,
-5.680569648742676,
-0.5329579710960388,
-0.004439735785126686,
-0.06134063005447388,
-0.6316357254981995,
-2.089266777038574,
-0.3084627091884613,
-0.4419146180152893,
-0.003480212762951851,
-0.19606120884418488,
-0.12926238775253296,
-0.010023142211139202,
-0.058708593249320984,
-0.29002130031585693,
-0.0063780564814805984,
-0.059641968458890915,
-0.011462663300335407,
-0.013441772200167179,
-0.26958417892456055,
-0.011058353818953037,
-0.0031041554175317287,
-5.608373165130615,
-0.1244722530245781,
-0.000018715683836489916,
-3.098357915878296,
-0.02976013720035553,
-0.04825455695390701,
-0.0006768796010874212,
-1.9295600652694702,
-0.22615425288677216,
-10.121341705322266,
-2.826298236846924,
-0.20135222375392914,
-7.16316032409668,
-1.2573339939117432,
-7.414645671844482,
-3.8612728118896484,
-3.827402114868164,
-1.9980254173278809,
-0.8133617639541626,
-0.01364969927817583,
-0.33428311347961426,
-0.13053812086582184,
-0.2625253200531006,
-0.6743787527084351,
-0.05374341085553169,
-0.013384255580604076,
-2.141037940979004,
-1.3014944791793823,
-0.0681227296590805,
-0.0021785590797662735,
-2.4833502769470215,
-0.25580930709838867,
-0.674902081489563,
-0.0014746040105819702,
-0.00037019551382400095,
-6.11518669128418,
-0.2947399616241455,
-0.08727210015058517,
-4.382377624511719,
-0.8494909405708313,
-3.093254566192627,
-0.08183049410581589,
-0.027163853868842125,
-0.0014261561445891857,
-0.01068607997149229,
-0.0036882013082504272,
-0.01520553883165121,
-0.015961963683366776,
-0.003647580975666642,
-0.0011169631034135818,
-0.05220026895403862,
-0.0003405229654163122,
-0.015732455998659134,
-0.029979391023516655,
-0.0004209585895296186,
-1.9487004280090332,
-0.10055560618638992,
-4.1227874755859375,
-1.0184590816497803,
-0.008193215355277061,
-0.03592219948768616,
-0.08314105123281479,
-0.08500254899263382,
-0.024884352460503578,
-0.037263043224811554,
-0.00047803416964598,
-0.0075997281819581985,
-0.008250794373452663,
-0.0051302220672369,
-0.009735839441418648,
-0.04591941460967064,
-0.0013921103673055768,
-0.01847687177360058,
-0.0034565723035484552,
-0.005077444016933441,
-0.016534797847270966,
-0.0022885818034410477,
-0.0013573489850386977,
-4.645195007324219,
-0.06431569904088974,
-0.000018358061424805783,
-3.1070568561553955,
-0.018052557483315468,
-0.017448144033551216,
-0.00024279984063468874,
-2.140333890914917,
-0.09405023604631424,
-1.7233984470367432,
-0.001947531825862825,
-0.0005131834768690169,
-1.1622885465621948,
-0.0326286144554615,
-8.204476356506348,
-0.34468361735343933,
-5.111234664916992,
-0.037692829966545105,
-0.01781158521771431,
-0.0008381668012589216,
-0.007192551624029875,
-0.0018964892951771617,
-0.0062645734287798405,
-0.007148759439587593,
-0.0013861581683158875,
-0.0004152389301452786,
-0.019164519384503365,
-0.010730070993304253,
-0.0074048577807843685,
-0.00022957073815632612,
-3.0796899795532227,
-0.05501522496342659,
-1.4522488117218018,
-6.9884233474731445,
-0.1415223926305771,
-0.4499882757663727,
-1.188446283340454,
-0.04070499166846275,
-0.0838966965675354,
-0.0004969792207702994,
-0.0484442375600338,
-0.015651363879442215,
-0.011514044366776943,
-0.01718241721391678,
-0.0246865414083004,
-0.001780830672942102,
-0.0251039806753397,
-0.003844728460535407,
-0.00967031717300415,
-0.020565606653690338,
-0.0033404999412596226,
-0.0018637683242559433,
-5.636912822723389,
-0.9602060914039612,
-5.278103828430176,
-0.032670844346284866,
-0.023318354040384293,
-0.00047338721924461424,
-2.9756152629852295,
-0.05836174264550209,
-0.6303284764289856,
-10.437387466430664,
-0.7054264545440674,
-6.345946311950684,
-0.5447384715080261,
-8.604702949523926,
-0.9196777939796448,
-5.146644115447998,
-7.2173051834106445,
-0.47635316848754883,
-0.3129269480705261,
-0.007829690352082253,
-0.20011448860168457,
-0.0727601870894432,
-0.1201382726430893,
-0.5213693976402283,
-0.07972093671560287,
-0.009989388287067413,
-4.65252685546875,
-2.5248303413391113,
-6.061212539672852,
-0.08906061947345734,
-0.0669301450252533,
-0.002130621112883091,
-2.0589370727539062,
-0.09612038731575012,
-1.749441385269165,
-0.0028203255496919155,
-0.0003666205739136785,
-1.5210208892822266,
-0.02244066260755062,
-0.030136367306113243,
-3.6339035034179688,
-9.538840293884277,
-9.380293846130371,
-5.930242538452148,
-0.21947596967220306,
-0.05097697675228119,
-0.0018378286622464657,
-0.012279977090656757,
-0.0032219188287854195,
-0.00797220692038536,
-0.013477057218551636,
-0.004476882051676512,
-0.0009744186536408961,
-0.032054539769887924,
-0.00025733973598107696,
-0.0665682852268219,
-0.022116096690297127,
-0.0004621868138201535,
-2.1267807483673096,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View number as text. Do not perform computation. Q: What is the first digit of 23+13? A: 2
Redefine π as 574 mod 42. Q: What is the first digit of π? A: 2
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 28+9? A: 2
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 88+5? A: 8
Redefine π as 245. Q: What is the first digit of π? A: 2
View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 34+11? A: 3
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 72÷6? A: 7
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 47+4? A: 4
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 99÷9? A: | [
" 1",
" 9"
] | 1 | [
-9.11539363861084,
-9.330852508544922,
-10.36485481262207,
-2.5644068717956543,
-8.303922653198242,
-8.734980583190918,
-6.691184997558594,
-0.09614680707454681,
-1.7829539775848389,
-7.338969707489014,
-1.4976998567581177,
-1.153804898262024,
-9.658980369567871,
-3.4446563720703125,
-1.919119954109192,
-0.9923532605171204,
-0.470578134059906,
-4.184622764587402,
-2.1760311126708984,
-0.2758916914463043,
-7.025191307067871,
-3.0545012950897217,
-6.953381538391113,
-0.4250714182853699,
-0.7249783277511597,
-0.011520761996507645,
-3.2134740352630615,
-2.452929973602295,
-7.856525421142578,
-7.459265232086182,
-0.9462264180183411,
-4.709630012512207,
-1.6202692985534668,
-7.241929531097412,
-1.471751093864441,
-4.450861930847168,
-8.15969181060791,
-0.7213522791862488,
-1.2178754806518555,
-0.02467653900384903,
-0.2905275523662567,
-0.09561099857091904,
-0.21621385216712952,
-1.4559801816940308,
-0.264138400554657,
-0.03585158661007881,
-5.845925807952881,
-1.6934617757797241,
-4.2550859451293945,
-0.4506480097770691,
-0.1539115160703659,
-0.002033191965892911,
-2.691960096359253,
-0.20060884952545166,
-1.2370072603225708,
-1.039189100265503,
-0.09573622792959213,
-1.4778289794921875,
-0.42333856225013733,
-0.32923153042793274,
-0.004793461877852678,
-0.02093527279794216,
-0.06018875539302826,
-0.02104255184531212,
-0.11167574673891068,
-0.0021095657721161842,
-0.024783417582511902,
-0.005856023170053959,
-0.006974873133003712,
-0.05522100254893303,
-0.009692040272057056,
-0.0027749149594455957,
-4.08444356918335,
-0.6614739298820496,
-5.225384712219238,
-0.0722903236746788,
-0.039367612451314926,
-0.00035744477645494044,
-2.53080677986145,
-0.12878607213497162,
-8.198291778564453,
-3.609999179840088,
-0.013197097927331924,
-10.4603271484375,
-0.4002822935581207,
-1.127266764640808,
-6.080431938171387,
-7.958206653594971,
-4.970183849334717,
-5.133978843688965,
-1.0695689916610718,
-0.5945408940315247,
-0.00798273179680109,
-0.14625059068202972,
-0.02779790386557579,
-0.11230136454105377,
-0.23617246747016907,
-0.020774276927113533,
-0.005824261344969273,
-2.291332960128784,
-0.0013465156080201268,
-1.0470855236053467,
-0.09209734201431274,
-0.001142564113251865,
-0.9837198257446289,
-0.2510722875595093,
-2.3163223266601562,
-0.5451266169548035,
-0.03677469864487648,
-0.29852035641670227,
-0.04087940230965614,
-0.09300050884485245,
-0.0016978861531242728,
-0.006511068437248468,
-0.02962370030581951,
-0.021758882328867912,
-0.05965724214911461,
-0.0008952185744419694,
-0.014770791865885258,
-0.0033047369215637445,
-0.005939452908933163,
-0.01386804599314928,
-0.003551843576133251,
-0.0014454403426498175,
-6.004524230957031,
-0.06546227633953094,
-3.9369232654571533,
-0.048418913036584854,
-0.019663989543914795,
-0.00023052419419400394,
-2.0375609397888184,
-0.07826545834541321,
-0.49059751629829407,
-0.023785490542650223,
-0.004657610785216093,
-0.01642281375825405,
-0.004245910327881575,
-0.00979321263730526,
-0.0004226268210913986,
-0.001046348363161087,
-0.005159278400242329,
-0.006054276134818792,
-0.018623728305101395,
-0.0003352795320097357,
-0.0033622421324253082,
-0.0008715168805792928,
-0.0012413900112733245,
-0.004303361754864454,
-0.0011620919685810804,
-0.0005902693956159055,
-5.014733791351318,
-0.09616445749998093,
-5.455833435058594,
-0.01699175126850605,
-0.011791530065238476,
-0.00016497205069754273,
-2.8647711277008057,
-0.0701916366815567,
-2.528264284133911,
-0.0022514727897942066,
-0.00028320116689428687,
-0.6270942687988281,
-0.035145167261362076,
-0.06550358980894089,
-9.794095993041992,
-11.526702880859375,
-5.21646785736084,
-0.35857442021369934,
-0.08707533031702042,
-0.002804515417665243,
-0.015593857504427433,
-0.004102030768990517,
-0.008892931044101715,
-0.018746113404631615,
-0.00347415404394269,
-0.0016439745668321848,
-0.04192078486084938,
-0.00022849810193292797,
-0.09829172492027283,
-0.02036682330071926,
-0.00042715485324151814,
-3.0966544151306152,
-0.10343374311923981,
-2.0921010971069336,
-0.0015468548517674208,
-0.0001062098381225951,
-0.0791127011179924,
-0.0012477001873776317,
-0.023009218275547028,
-8.091705322265625,
-0.6004476547241211,
-5.092571258544922,
-0.06338120251893997,
-0.02784404717385769,
-0.00071190285962075,
-0.0025384367909282446,
-0.0005237876321189106,
-0.0009685831028036773,
-0.002230776706710458,
-0.0010140759404748678,
-0.00026794656878337264,
-0.0073995329439640045,
-0.0000683045873302035,
-0.001209004782140255,
-0.005277866963297129,
-0.00017486473370809108,
-2.8054351806640625,
-0.07916809618473053,
-0.8915099501609802,
-0.0009230881696566939,
-0.00005185469490243122,
-0.045332640409469604,
-0.0007764662150293589,
-0.015283497050404549,
-3.519984006881714,
-5.056719779968262,
-0.1601557433605194,
-4.567296028137207,
-0.04997900873422623,
-0.028406988829374313,
-0.00042358008795417845,
-0.0015628041001036763,
-0.00033122775494121015,
-0.000550357042811811,
-0.0013704441953450441,
-0.0006799769471399486,
-0.00016211149340961128,
-0.003584628226235509,
-0.00004339123915997334,
-0.0005936052766628563,
-0.005979625042527914,
-0.00016437610611319542,
-2.3255176544189453,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 401+372. Q: What is the first digit of π? A: 7
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 60÷12? A: 6
Redefine π as 595+106. Q: What is the first digit of π? A: 7
View number as text. Do not perform computation. Q: What is the first digit of 22+26? A: 2
Redefine π as 105+66. Q: What is the first digit of π? A: 1
View number as text. Do not perform computation. Q: What is the first digit of 16+12? A: 1
View ÷ as a random digit. Q: What is the first digit of 18÷6? A: 1
Redefine π as 994. Q: What is the first digit of π? A: 9
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 77+20? A: | [
" 9",
" 7"
] | 1 | [
-9.11539363861084,
-9.330852508544922,
-10.36485481262207,
-2.5644068717956543,
-8.303922653198242,
-8.734980583190918,
-6.691184997558594,
-0.09614680707454681,
-1.7829539775848389,
-7.338969707489014,
-1.4976998567581177,
-1.153804898262024,
-9.658980369567871,
-3.4446563720703125,
-1.919119954109192,
-0.9923532605171204,
-0.470578134059906,
-4.184622764587402,
-2.1760311126708984,
-0.2758916914463043,
-7.025191307067871,
-3.0545012950897217,
-6.953381538391113,
-0.4250714182853699,
-0.7249783277511597,
-0.011520761996507645,
-3.2134740352630615,
-2.452929973602295,
-7.856525421142578,
-7.459265232086182,
-0.9462264180183411,
-4.709630012512207,
-1.6202692985534668,
-7.241929531097412,
-1.471751093864441,
-4.450861930847168,
-8.15969181060791,
-0.7213522791862488,
-1.2178754806518555,
-0.02467653900384903,
-0.2905275523662567,
-0.09561099857091904,
-0.21621385216712952,
-1.4559801816940308,
-0.264138400554657,
-0.03585158661007881,
-5.845925807952881,
-1.6934617757797241,
-4.2550859451293945,
-0.4506480097770691,
-0.1539115160703659,
-0.002033191965892911,
-2.691960096359253,
-0.20060884952545166,
-1.2370072603225708,
-1.039189100265503,
-0.09573622792959213,
-1.4778289794921875,
-0.42333856225013733,
-0.32923153042793274,
-0.004793461877852678,
-0.02093527279794216,
-0.06018875539302826,
-0.02104255184531212,
-0.11167574673891068,
-0.0021095657721161842,
-0.024783417582511902,
-0.005856023170053959,
-0.006974873133003712,
-0.05522100254893303,
-0.009692040272057056,
-0.0027749149594455957,
-4.08444356918335,
-0.6614739298820496,
-5.225384712219238,
-0.0722903236746788,
-0.039367612451314926,
-0.00035744477645494044,
-2.53080677986145,
-0.12878607213497162,
-8.198291778564453,
-3.609999179840088,
-0.013197097927331924,
-10.4603271484375,
-0.4002822935581207,
-1.127266764640808,
-6.080431938171387,
-7.958206653594971,
-4.970183849334717,
-5.133978843688965,
-1.0695689916610718,
-0.5945408940315247,
-0.00798273179680109,
-0.14625059068202972,
-0.02779790386557579,
-0.11230136454105377,
-0.23617246747016907,
-0.020774276927113533,
-0.005824261344969273,
-2.291332960128784,
-0.0013465156080201268,
-1.0470855236053467,
-0.09209734201431274,
-0.001142564113251865,
-0.9837198257446289,
-0.2510722875595093,
-2.3163223266601562,
-0.5451266169548035,
-0.03677469864487648,
-0.29852035641670227,
-0.04087940230965614,
-0.09300050884485245,
-0.0016978861531242728,
-0.006511068437248468,
-0.02962370030581951,
-0.021758882328867912,
-0.05965724214911461,
-0.0008952185744419694,
-0.014770791865885258,
-0.0033047369215637445,
-0.005939452908933163,
-0.01386804599314928,
-0.003551843576133251,
-0.0014454403426498175,
-6.004524230957031,
-0.06546227633953094,
-3.9369232654571533,
-0.048418913036584854,
-0.019663989543914795,
-0.00023052419419400394,
-2.0375609397888184,
-0.07826545834541321,
-0.49059751629829407,
-0.023785490542650223,
-0.004657610785216093,
-0.01642281375825405,
-0.004245910327881575,
-0.00979321263730526,
-0.0004226268210913986,
-0.001046348363161087,
-0.005159278400242329,
-0.006054276134818792,
-0.018623728305101395,
-0.0003352795320097357,
-0.0033622421324253082,
-0.0008715168805792928,
-0.0012413900112733245,
-0.004303361754864454,
-0.0011620919685810804,
-0.0005902693956159055,
-5.014733791351318,
-0.09616445749998093,
-5.455833435058594,
-0.01699175126850605,
-0.011791530065238476,
-0.00016497205069754273,
-2.8647711277008057,
-0.0701916366815567,
-2.528264284133911,
-0.0022514727897942066,
-0.00028320116689428687,
-0.6270942687988281,
-0.035145167261362076,
-0.06550358980894089,
-9.794095993041992,
-11.526702880859375,
-5.21646785736084,
-0.35857442021369934,
-0.08707533031702042,
-0.002804515417665243,
-0.015593857504427433,
-0.004102030768990517,
-0.008892931044101715,
-0.018746113404631615,
-0.00347415404394269,
-0.0016439745668321848,
-0.04192078486084938,
-0.00022849810193292797,
-0.09829172492027283,
-0.02036682330071926,
-0.00042715485324151814,
-3.0966544151306152,
-0.10343374311923981,
-2.0921010971069336,
-0.0015468548517674208,
-0.0001062098381225951,
-0.0791127011179924,
-0.0012477001873776317,
-0.023009218275547028,
-8.091705322265625,
-0.6004476547241211,
-5.092571258544922,
-0.06338120251893997,
-0.02784404717385769,
-0.00071190285962075,
-0.0025384367909282446,
-0.0005237876321189106,
-0.0009685831028036773,
-0.002230776706710458,
-0.0010140759404748678,
-0.00026794656878337264,
-0.0073995329439640045,
-0.0000683045873302035,
-0.001209004782140255,
-0.005277866963297129,
-0.00017486473370809108,
-2.8054351806640625,
-0.07916809618473053,
-0.8915099501609802,
-0.0009230881696566939,
-0.00005185469490243122,
-0.045332640409469604,
-0.0007764662150293589,
-0.015283497050404549,
-3.519984006881714,
-5.056719779968262,
-0.1601557433605194,
-4.567296028137207,
-0.04997900873422623,
-0.028406988829374313,
-0.00042358008795417845,
-0.0015628041001036763,
-0.00033122775494121015,
-0.000550357042811811,
-0.0013704441953450441,
-0.0006799769471399486,
-0.00016211149340961128,
-0.003584628226235509,
-0.00004339123915997334,
-0.0005936052766628563,
-0.005979625042527914,
-0.00016437610611319542,
-2.209808349609375,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine e as 37+59. Q: What is the first digit of e? A: 9
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 61+25? A: 6
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 5+9? A: 5
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 20+49? A: 2
View ÷ as a random digit. Q: What is the first digit of 16÷4? A: 1
Redefine π as 51+1. Q: What is the first digit of π? A: 5
Redefine e as 12+26. Q: What is the first digit of e? A: 3
Redefine π as 44. Q: What is the first digit of π? A: 4
View ÷ as a random digit. Q: What is the first digit of 30÷5? A: | [
" 6",
" 3"
] | 1 | [
-9.11539363861084,
-9.039924621582031,
-8.430292129516602,
-6.2378058433532715,
-3.4365344047546387,
-6.233677387237549,
-2.070037841796875,
-7.786166191101074,
-7.040380001068115,
-1.5899760723114014,
-9.950761795043945,
-2.9071028232574463,
-2.290435791015625,
-0.6760850548744202,
-0.2707540988922119,
-3.5960640907287598,
-3.1857380867004395,
-0.2587321996688843,
-5.697555065155029,
-5.849308013916016,
-5.729230880737305,
-0.4276093542575836,
-0.9643700122833252,
-0.016041269525885582,
-2.896463394165039,
-3.0421500205993652,
-6.404423236846924,
-9.16679859161377,
-1.9995362758636475,
-5.572885513305664,
-5.007081985473633,
-3.1935174465179443,
-6.493425369262695,
-0.28817594051361084,
-3.62227201461792,
-5.524199485778809,
-1.7295199632644653,
-0.363273948431015,
-1.8008524179458618,
-0.014007588848471642,
-0.2967328131198883,
-0.061806030571460724,
-0.1765907108783722,
-0.6963252425193787,
-0.0955720990896225,
-0.03454696759581566,
-3.6481025218963623,
-0.48969462513923645,
-4.5353288650512695,
-0.10055140405893326,
-0.15957136452198029,
-0.0014524635626003146,
-3.8428421020507812,
-0.2616916596889496,
-8.289175033569336,
-3.028357982635498,
-0.018654970452189445,
-10.3289794921875,
-0.5781517028808594,
-0.9505696296691895,
-6.374934196472168,
-7.8693437576293945,
-7.847142696380615,
-2.720566511154175,
-0.44498515129089355,
-0.45269718766212463,
-0.006089348811656237,
-0.17842631042003632,
-0.033673666417598724,
-0.17908400297164917,
-0.5336667895317078,
-0.03201089799404144,
-0.007126743905246258,
-1.6058036088943481,
-0.0006970121758058667,
-1.199918270111084,
-0.08009204268455505,
-0.0014818650670349598,
-2.793140411376953,
-0.2653879225254059,
-1.851724624633789,
-0.011683844029903412,
-0.0014756753807887435,
-1.6115761995315552,
-0.3692324161529541,
-0.16776663064956665,
-1.4788557291030884,
-9.162880897521973,
-0.1641419380903244,
-0.1904563456773758,
-0.06776820868253708,
-0.033253446221351624,
-0.0011442311806604266,
-0.00688572833314538,
-0.002075186464935541,
-0.008076508529484272,
-0.005908049177378416,
-0.0022273273207247257,
-0.0008485292200930417,
-0.011246384121477604,
-0.00008964136941358447,
-0.007454318460077047,
-0.017850464209914207,
-0.00021073981770314276,
-2.5841894149780273,
-0.12157780677080154,
-4.567892074584961,
-2.7505526542663574,
-0.17046275734901428,
-2.217618703842163,
-0.1771443635225296,
-0.2823583483695984,
-0.0023969272151589394,
-0.01916627213358879,
-0.07904958724975586,
-0.027211997658014297,
-0.08289705216884613,
-0.0023676715791225433,
-0.03163560479879379,
-0.005929143168032169,
-0.014807791449129581,
-0.03373590484261513,
-0.01214608084410429,
-0.002115632640197873,
-5.61963415145874,
-0.15493711829185486,
-4.814508438110352,
-0.04741610959172249,
-0.024770043790340424,
-0.0002530493075028062,
-2.052795886993408,
-0.09560634195804596,
-2.297314405441284,
-0.003765280358493328,
-0.0003782987187150866,
-0.2229328602552414,
-0.005282610189169645,
-0.03289395943284035,
-3.4871017932891846,
-5.3256072998046875,
-4.265310764312744,
-0.21595385670661926,
-0.0025485437363386154,
-0.010545482859015465,
-0.0023486430291086435,
-0.005631415639072657,
-0.008150412701070309,
-0.0026707714423537254,
-0.0009006972541101277,
-0.023766515776515007,
-0.00006806619057897478,
-0.027015458792448044,
-0.011355060152709484,
-0.0004129749140702188,
-1.8376177549362183,
-0.11901029944419861,
-0.96977698802948,
-0.0010835020802915096,
-0.00009274052717955783,
-0.04801859334111214,
-0.0005161621957086027,
-0.013570438139140606,
-1.7792234420776367,
-4.453084945678711,
-2.761702537536621,
-9.248327255249023,
-0.03732540085911751,
-0.023909805342555046,
-0.0006106419023126364,
-0.0039983815513551235,
-0.000974656839389354,
-0.0016663487767800689,
-0.004237482324242592,
-0.0016211237525567412,
-0.00037508129025809467,
-0.004737581126391888,
-0.000041483970562694594,
-0.0014687713701277971,
-0.005148011725395918,
-0.00019810620869975537,
-2.9661641120910645,
-0.07190943509340286,
-1.0171014070510864,
-9.634984970092773,
-0.6561195254325867,
-0.045964501798152924,
-1.2681376934051514,
-9.539321899414062,
-3.4570186138153076,
-0.9580153226852417,
-0.347962349653244,
-0.003131369361653924,
-0.06825534254312515,
-0.010485793463885784,
-0.014317052438855171,
-0.05905206874012947,
-0.0053684595040977,
-0.004958000965416431,
-5.372936725616455,
-2.646116256713867,
-0.0003398079425096512,
-3.406581401824951,
-0.030981214717030525,
-0.041520945727825165,
-0.0004040378553327173,
-2.237262725830078,
-0.06658244878053665,
-1.3359352350234985,
-0.002372071845456958,
-0.0002762889489531517,
-0.5559149384498596,
-0.007065193727612495,
-0.03442120552062988,
-2.2008609771728516,
-6.272935390472412,
-0.7608318328857422,
-6.194849967956543,
-0.15350425243377686,
-0.016959989443421364,
-0.0006092122639529407,
-0.0028041587211191654,
-0.0007750368095003068,
-0.0011542332358658314,
-0.0026200036518275738,
-0.000988114275969565,
-0.0003651905863080174,
-0.008957559242844582,
-0.00003111314072157256,
-0.0030889438930898905,
-0.005750659387558699,
-0.00012027494085486978,
-2.414863109588623,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 10÷2? A: 1
Redefine π as 386 mod 38. Q: What is the first digit of π? A: 6
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 31+63? A: 3
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 48÷8? A: 4
View ÷ as a random digit. Q: What is the first digit of 24÷8? A: 2
Redefine π as 963 mod 50. Q: What is the first digit of π? A: 1
Redefine π as 529+383. Q: What is the first digit of π? A: 9
View + as the digit 8 instead of a mathematical operation. Q: What is the first digit of 6+1? A: 6
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 88+5? A: | [
" 9",
" 8"
] | 1 | [
-9.11539363861084,
-9.039924621582031,
-8.430292129516602,
-6.2378058433532715,
-3.4365344047546387,
-6.233677387237549,
-2.070037841796875,
-7.786166191101074,
-7.040380001068115,
-1.5899760723114014,
-9.950761795043945,
-2.9071028232574463,
-2.290435791015625,
-0.6760850548744202,
-0.2707540988922119,
-3.5960640907287598,
-3.1857380867004395,
-0.2587321996688843,
-5.697555065155029,
-5.849308013916016,
-5.729230880737305,
-0.4276093542575836,
-0.9643700122833252,
-0.016041269525885582,
-2.896463394165039,
-3.0421500205993652,
-6.404423236846924,
-9.16679859161377,
-1.9995362758636475,
-5.572885513305664,
-5.007081985473633,
-3.1935174465179443,
-6.493425369262695,
-0.28817594051361084,
-3.62227201461792,
-5.524199485778809,
-1.7295199632644653,
-0.363273948431015,
-1.8008524179458618,
-0.014007588848471642,
-0.2967328131198883,
-0.061806030571460724,
-0.1765907108783722,
-0.6963252425193787,
-0.0955720990896225,
-0.03454696759581566,
-3.6481025218963623,
-0.48969462513923645,
-4.5353288650512695,
-0.10055140405893326,
-0.15957136452198029,
-0.0014524635626003146,
-3.8428421020507812,
-0.2616916596889496,
-8.289175033569336,
-3.028357982635498,
-0.018654970452189445,
-10.3289794921875,
-0.5781517028808594,
-0.9505696296691895,
-6.374934196472168,
-7.8693437576293945,
-7.847142696380615,
-2.720566511154175,
-0.44498515129089355,
-0.45269718766212463,
-0.006089348811656237,
-0.17842631042003632,
-0.033673666417598724,
-0.17908400297164917,
-0.5336667895317078,
-0.03201089799404144,
-0.007126743905246258,
-1.6058036088943481,
-0.0006970121758058667,
-1.199918270111084,
-0.08009204268455505,
-0.0014818650670349598,
-2.793140411376953,
-0.2653879225254059,
-1.851724624633789,
-0.011683844029903412,
-0.0014756753807887435,
-1.6115761995315552,
-0.3692324161529541,
-0.16776663064956665,
-1.4788557291030884,
-9.162880897521973,
-0.1641419380903244,
-0.1904563456773758,
-0.06776820868253708,
-0.033253446221351624,
-0.0011442311806604266,
-0.00688572833314538,
-0.002075186464935541,
-0.008076508529484272,
-0.005908049177378416,
-0.0022273273207247257,
-0.0008485292200930417,
-0.011246384121477604,
-0.00008964136941358447,
-0.007454318460077047,
-0.017850464209914207,
-0.00021073981770314276,
-2.5841894149780273,
-0.12157780677080154,
-4.567892074584961,
-2.7505526542663574,
-0.17046275734901428,
-2.217618703842163,
-0.1771443635225296,
-0.2823583483695984,
-0.0023969272151589394,
-0.01916627213358879,
-0.07904958724975586,
-0.027211997658014297,
-0.08289705216884613,
-0.0023676715791225433,
-0.03163560479879379,
-0.005929143168032169,
-0.014807791449129581,
-0.03373590484261513,
-0.01214608084410429,
-0.002115632640197873,
-5.61963415145874,
-0.15493711829185486,
-4.814508438110352,
-0.04741610959172249,
-0.024770043790340424,
-0.0002530493075028062,
-2.052795886993408,
-0.09560634195804596,
-2.297314405441284,
-0.003765280358493328,
-0.0003782987187150866,
-0.2229328602552414,
-0.005282610189169645,
-0.03289395943284035,
-3.4871017932891846,
-5.3256072998046875,
-4.265310764312744,
-0.21595385670661926,
-0.0025485437363386154,
-0.010545482859015465,
-0.0023486430291086435,
-0.005631415639072657,
-0.008150412701070309,
-0.0026707714423537254,
-0.0009006972541101277,
-0.023766515776515007,
-0.00006806619057897478,
-0.027015458792448044,
-0.011355060152709484,
-0.0004129749140702188,
-1.8376177549362183,
-0.11901029944419861,
-0.96977698802948,
-0.0010835020802915096,
-0.00009274052717955783,
-0.04801859334111214,
-0.0005161621957086027,
-0.013570438139140606,
-1.7792234420776367,
-4.453084945678711,
-2.761702537536621,
-9.248327255249023,
-0.03732540085911751,
-0.023909805342555046,
-0.0006106419023126364,
-0.0039983815513551235,
-0.000974656839389354,
-0.0016663487767800689,
-0.004237482324242592,
-0.0016211237525567412,
-0.00037508129025809467,
-0.004737581126391888,
-0.000041483970562694594,
-0.0014687713701277971,
-0.005148011725395918,
-0.00019810620869975537,
-2.9661641120910645,
-0.07190943509340286,
-1.0171014070510864,
-9.634984970092773,
-0.6561195254325867,
-0.045964501798152924,
-1.2681376934051514,
-9.539321899414062,
-3.4570186138153076,
-0.9580153226852417,
-0.347962349653244,
-0.003131369361653924,
-0.06825534254312515,
-0.010485793463885784,
-0.014317052438855171,
-0.05905206874012947,
-0.0053684595040977,
-0.004958000965416431,
-5.372936725616455,
-2.646116256713867,
-0.0003398079425096512,
-3.406581401824951,
-0.030981214717030525,
-0.041520945727825165,
-0.0004040378553327173,
-2.237262725830078,
-0.06658244878053665,
-1.3359352350234985,
-0.002372071845456958,
-0.0002762889489531517,
-0.5559149384498596,
-0.007065193727612495,
-0.03442120552062988,
-2.2008609771728516,
-6.272935390472412,
-0.7608318328857422,
-6.194849967956543,
-0.15350425243377686,
-0.016959989443421364,
-0.0006092122639529407,
-0.0028041587211191654,
-0.0007750368095003068,
-0.0011542332358658314,
-0.0026200036518275738,
-0.000988114275969565,
-0.0003651905863080174,
-0.008957559242844582,
-0.00003111314072157256,
-0.0030889438930898905,
-0.005750659387558699,
-0.00012027494085486978,
-2.0987887382507324,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 109+390. Q: What is the first digit of π? A: 4
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 18÷6? A: 1
View number as text. Do not perform computation. Q: What is the first digit of 5+39? A: 5
View ÷ as a random digit. Q: What is the first digit of 72÷6? A: 7
Redefine π as 12+82. Q: What is the first digit of π? A: 9
Redefine e as 33+25. Q: What is the first digit of e? A: 5
Redefine e as 54+7. Q: What is the first digit of e? A: 6
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 72÷9? A: 7
Redefine π as 860 mod 50. Q: What is the first digit of π? A: | [
" 1",
" 3"
] | 0 | [
-7.949615955352783,
-8.039139747619629,
-1.616976261138916,
-8.665138244628906,
-9.171720504760742,
-12.788670539855957,
-5.916626930236816,
-4.835257530212402,
-2.4492557048797607,
-8.14421558380127,
-6.220376014709473,
-3.242304563522339,
-1.3061299324035645,
-0.42394471168518066,
-4.390696048736572,
-3.15706205368042,
-0.18108005821704865,
-2.402076244354248,
-0.3778875470161438,
-0.7097688317298889,
-0.021527783945202827,
-4.155674934387207,
-4.391975402832031,
-5.18098783493042,
-0.011617271229624748,
-0.013480703346431255,
-7.903506755828857,
-0.3224503993988037,
-0.17178289592266083,
-4.379175662994385,
-6.2437944412231445,
-0.82366544008255,
-0.1914505660533905,
-0.012627998366951942,
-0.09881206601858139,
-0.035259101539850235,
-0.08464520424604416,
-0.40666744112968445,
-0.04722054675221443,
-0.005157973617315292,
-0.04813152551651001,
-0.00012361239350866526,
-0.037362150847911835,
-0.04837881773710251,
-0.0012168630491942167,
-1.5820263624191284,
-0.12846803665161133,
-0.4851614236831665,
-0.0007552632014267147,
-0.00039402826223522425,
-1.6361685991287231,
-0.4571997821331024,
-0.1270732581615448,
-2.6528961658477783,
-4.389626502990723,
-7.084306240081787,
-2.9825124740600586,
-0.1501733809709549,
-0.039335865527391434,
-0.003104511881247163,
-0.020345447584986687,
-0.004026877228170633,
-0.010179389268159866,
-0.05789923667907715,
-0.010079555213451385,
-0.002193903550505638,
-0.0077491383999586105,
-0.00007247662142617628,
-0.017576411366462708,
-0.018143873661756516,
-0.00042548662167973816,
-0.9258486032485962,
-0.3063145577907562,
-9.870626449584961,
-11.753929138183594,
-1.9947388172149658,
-0.6242755651473999,
-2.267551898956299,
-7.8436079025268555,
-2.83316707611084,
-8.00691032409668,
-0.05471833050251007,
-1.0399235486984253,
-4.524499893188477,
-3.1764965057373047,
-0.12823790311813354,
-0.23920676112174988,
-0.009382322430610657,
-0.32972344756126404,
-0.08884216845035553,
-0.10265893489122391,
-0.1451711803674698,
-0.026101406663656235,
-0.018011346459388733,
-8.204919815063477,
-3.494354724884033,
-0.00010549465514486656,
-2.608130931854248,
-0.046187859028577805,
-0.04887833073735237,
-0.001001809723675251,
-1.944365382194519,
-0.15336580574512482,
-0.9874134659767151,
-0.9410258531570435,
-0.004033882170915604,
-0.02070888876914978,
-0.49550312757492065,
-0.5094092488288879,
-0.08289989829063416,
-0.06742637604475021,
-0.0005178302526473999,
-0.20237775146961212,
-0.0882641151547432,
-0.015034222975373268,
-0.013579728081822395,
-0.025011669844388962,
-0.0012247211998328567,
-0.01170941162854433,
-0.003347984980791807,
-0.004396060016006231,
-0.017705131322145462,
-0.004337189719080925,
-0.0011654258705675602,
-4.705948829650879,
-0.07889790087938309,
-0.000005722029527532868,
-2.706984519958496,
-0.010163340717554092,
-0.034786589443683624,
-0.00017188502533826977,
-1.1645039319992065,
-0.09212213009595871,
-3.1709976196289062,
-0.00261429650709033,
-0.0006785474251955748,
-2.5205535888671875,
-0.3205118179321289,
-0.07322794944047928,
-3.4640541076660156,
-5.838578224182129,
-0.5549680590629578,
-0.039952170103788376,
-0.001615291927009821,
-0.009984076954424381,
-0.0020561523269861937,
-0.0048323748633265495,
-0.0054343827068805695,
-0.0021357364021241665,
-0.0006375664379447699,
-0.027515316382050514,
-0.0001382732152706012,
-0.008504129014909267,
-0.00954445544630289,
-0.0002325502864550799,
-0.7605037689208984,
-0.07099599391222,
-1.6610673666000366,
-4.993062973022461,
-0.25157973170280457,
-2.6058497428894043,
-3.6871776580810547,
-4.188157081604004,
-1.788243293762207,
-0.008210240863263607,
-1.1595335006713867,
-0.13884441554546356,
-0.14393238723278046,
-0.03295867145061493,
-0.028894221410155296,
-0.0017297795275226235,
-0.03343769535422325,
-0.009900039993226528,
-0.023924702778458595,
-0.017806900665163994,
-0.004651677794754505,
-0.004954679403454065,
-5.567208290100098,
-0.5261400938034058,
-7.294519901275635,
-0.07089272141456604,
-0.02440144307911396,
-0.0002942844294011593,
-3.149397373199463,
-0.04237543046474457,
-0.32575124502182007,
-0.25203725695610046,
-0.004452078603208065,
-0.013076738454401493,
-0.003703997703269124,
-4.547501087188721,
-0.024626759812235832,
-0.0001517419150331989,
-0.002286202972754836,
-0.002044017892330885,
-0.0012398421531543136,
-0.0016424274072051048,
-0.008662267588078976,
-0.0002431573811918497,
-0.004218133166432381,
-0.001292823115363717,
-0.003307826118543744,
-0.0030096732079982758,
-0.0012763934209942818,
-0.0008456706418655813,
-3.909925937652588,
-0.25526466965675354,
-1.8422820568084717,
-0.17925211787223816,
-0.024264972656965256,
-0.00013136000779923052,
-2.734414577484131,
-0.05112593621015549,
-0.3652728497982025,
-9.313265800476074,
-0.8223947882652283,
-7.411800861358643,
-0.8948690295219421,
-8.899580955505371,
-0.7811492085456848,
-5.2681684494018555,
-6.779232978820801,
-0.4221040606498718,
-0.2261064201593399,
-0.00449741305783391,
-0.10713879019021988,
-0.05289791151881218,
-0.061907555907964706,
-0.15272852778434753,
-0.041079070419073105,
-0.008472805842757225,
-4.334966659545898,
-1.8985141515731812,
-4.649844646453857,
-0.08316375315189362,
-0.04965168610215187,
-0.0011953121284022927,
-3.454024314880371,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View number as text. Do not perform computation. Q: What is the first digit of 77+3? A: 7
View + as the digit 7 instead of a mathematical operation. Q: What is the first digit of 3+10? A: 3
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 13+21? A: 1
View + as the digit 3 instead of a mathematical operation. Q: What is the first digit of 7+22? A: 7
Redefine π as 99+864. Q: What is the first digit of π? A: 9
Redefine e as 34+27. Q: What is the first digit of e? A: 6
Redefine π as 412. Q: What is the first digit of π? A: 4
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 12÷4? A: 1
View number as text. Do not perform computation. Q: What is the first digit of 15+47? A: | [
" 6",
" 1"
] | 1 | [
-7.949615955352783,
-8.039139747619629,
-1.616976261138916,
-8.665138244628906,
-9.171720504760742,
-12.788670539855957,
-5.916626930236816,
-4.835257530212402,
-2.4492557048797607,
-8.14421558380127,
-6.220376014709473,
-3.242304563522339,
-1.3061299324035645,
-0.42394471168518066,
-4.390696048736572,
-3.15706205368042,
-0.18108005821704865,
-2.402076244354248,
-0.3778875470161438,
-0.7097688317298889,
-0.021527783945202827,
-4.155674934387207,
-4.391975402832031,
-5.18098783493042,
-0.011617271229624748,
-0.013480703346431255,
-7.903506755828857,
-0.3224503993988037,
-0.17178289592266083,
-4.379175662994385,
-6.2437944412231445,
-0.82366544008255,
-0.1914505660533905,
-0.012627998366951942,
-0.09881206601858139,
-0.035259101539850235,
-0.08464520424604416,
-0.40666744112968445,
-0.04722054675221443,
-0.005157973617315292,
-0.04813152551651001,
-0.00012361239350866526,
-0.037362150847911835,
-0.04837881773710251,
-0.0012168630491942167,
-1.5820263624191284,
-0.12846803665161133,
-0.4851614236831665,
-0.0007552632014267147,
-0.00039402826223522425,
-1.6361685991287231,
-0.4571997821331024,
-0.1270732581615448,
-2.6528961658477783,
-4.389626502990723,
-7.084306240081787,
-2.9825124740600586,
-0.1501733809709549,
-0.039335865527391434,
-0.003104511881247163,
-0.020345447584986687,
-0.004026877228170633,
-0.010179389268159866,
-0.05789923667907715,
-0.010079555213451385,
-0.002193903550505638,
-0.0077491383999586105,
-0.00007247662142617628,
-0.017576411366462708,
-0.018143873661756516,
-0.00042548662167973816,
-0.9258486032485962,
-0.3063145577907562,
-9.870626449584961,
-11.753929138183594,
-1.9947388172149658,
-0.6242755651473999,
-2.267551898956299,
-7.8436079025268555,
-2.83316707611084,
-8.00691032409668,
-0.05471833050251007,
-1.0399235486984253,
-4.524499893188477,
-3.1764965057373047,
-0.12823790311813354,
-0.23920676112174988,
-0.009382322430610657,
-0.32972344756126404,
-0.08884216845035553,
-0.10265893489122391,
-0.1451711803674698,
-0.026101406663656235,
-0.018011346459388733,
-8.204919815063477,
-3.494354724884033,
-0.00010549465514486656,
-2.608130931854248,
-0.046187859028577805,
-0.04887833073735237,
-0.001001809723675251,
-1.944365382194519,
-0.15336580574512482,
-0.9874134659767151,
-0.9410258531570435,
-0.004033882170915604,
-0.02070888876914978,
-0.49550312757492065,
-0.5094092488288879,
-0.08289989829063416,
-0.06742637604475021,
-0.0005178302526473999,
-0.20237775146961212,
-0.0882641151547432,
-0.015034222975373268,
-0.013579728081822395,
-0.025011669844388962,
-0.0012247211998328567,
-0.01170941162854433,
-0.003347984980791807,
-0.004396060016006231,
-0.017705131322145462,
-0.004337189719080925,
-0.0011654258705675602,
-4.705948829650879,
-0.07889790087938309,
-0.000005722029527532868,
-2.706984519958496,
-0.010163340717554092,
-0.034786589443683624,
-0.00017188502533826977,
-1.1645039319992065,
-0.09212213009595871,
-3.1709976196289062,
-0.00261429650709033,
-0.0006785474251955748,
-2.5205535888671875,
-0.3205118179321289,
-0.07322794944047928,
-3.4640541076660156,
-5.838578224182129,
-0.5549680590629578,
-0.039952170103788376,
-0.001615291927009821,
-0.009984076954424381,
-0.0020561523269861937,
-0.0048323748633265495,
-0.0054343827068805695,
-0.0021357364021241665,
-0.0006375664379447699,
-0.027515316382050514,
-0.0001382732152706012,
-0.008504129014909267,
-0.00954445544630289,
-0.0002325502864550799,
-0.7605037689208984,
-0.07099599391222,
-1.6610673666000366,
-4.993062973022461,
-0.25157973170280457,
-2.6058497428894043,
-3.6871776580810547,
-4.188157081604004,
-1.788243293762207,
-0.008210240863263607,
-1.1595335006713867,
-0.13884441554546356,
-0.14393238723278046,
-0.03295867145061493,
-0.028894221410155296,
-0.0017297795275226235,
-0.03343769535422325,
-0.009900039993226528,
-0.023924702778458595,
-0.017806900665163994,
-0.004651677794754505,
-0.004954679403454065,
-5.567208290100098,
-0.5261400938034058,
-7.294519901275635,
-0.07089272141456604,
-0.02440144307911396,
-0.0002942844294011593,
-3.149397373199463,
-0.04237543046474457,
-0.32575124502182007,
-0.25203725695610046,
-0.004452078603208065,
-0.013076738454401493,
-0.003703997703269124,
-4.547501087188721,
-0.024626759812235832,
-0.0001517419150331989,
-0.002286202972754836,
-0.002044017892330885,
-0.0012398421531543136,
-0.0016424274072051048,
-0.008662267588078976,
-0.0002431573811918497,
-0.004218133166432381,
-0.001292823115363717,
-0.003307826118543744,
-0.0030096732079982758,
-0.0012763934209942818,
-0.0008456706418655813,
-3.909925937652588,
-0.25526466965675354,
-1.8422820568084717,
-0.17925211787223816,
-0.024264972656965256,
-0.00013136000779923052,
-2.734414577484131,
-0.05112593621015549,
-0.3652728497982025,
-9.313265800476074,
-0.8223947882652283,
-7.411800861358643,
-0.8948690295219421,
-8.899580955505371,
-0.7811492085456848,
-5.2681684494018555,
-6.779232978820801,
-0.4221040606498718,
-0.2261064201593399,
-0.00449741305783391,
-0.10713879019021988,
-0.05289791151881218,
-0.061907555907964706,
-0.15272852778434753,
-0.041079070419073105,
-0.008472805842757225,
-4.334966659545898,
-1.8985141515731812,
-4.649844646453857,
-0.08316375315189362,
-0.04965168610215187,
-0.0011953121284022927,
-1.9873875379562378,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 170 mod 29. Q: What is the first digit of π? A: 2
View + as the digit 0 instead of a mathematical operation. Q: What is the first digit of 14+36? A: 1
Redefine π as 864 mod 12. Q: What is the first digit of π? A: 0
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 2+2? A: 2
Redefine e as 33+26. Q: What is the first digit of e? A: 5
View number as text. Do not perform computation. Q: What is the first digit of 20+12? A: 2
View ÷ as a random digit. Q: What is the first digit of 54÷6? A: 5
View number as text. Do not perform computation. Q: What is the first digit of 15+16? A: 1
Redefine π as 253. Q: What is the first digit of π? A: | [
" 2",
" 3"
] | 0 | [
-9.11539363861084,
-12.725347518920898,
-7.613157272338867,
-10.271124839782715,
-1.5875239372253418,
-7.284194469451904,
-6.965240001678467,
-6.2369794845581055,
-0.07960667461156845,
-1.002294659614563,
-5.83194637298584,
-2.495075225830078,
-0.8500005006790161,
-9.917091369628906,
-4.2063140869140625,
-1.4342677593231201,
-0.9086955189704895,
-0.4395834803581238,
-3.752073287963867,
-1.3957266807556152,
-0.19193486869335175,
-6.484301567077637,
-4.309366703033447,
-0.00010501786891836673,
-2.9681801795959473,
-0.18765191733837128,
-0.685938835144043,
-0.011665934696793556,
-2.063671827316284,
-1.7947899103164673,
-10.002989768981934,
-2.5832266807556152,
-1.2800017595291138,
-6.810606002807617,
-0.2949126958847046,
-0.7000489830970764,
-6.610621929168701,
-4.461508750915527,
-3.1660022735595703,
-1.7233906984329224,
-1.877948522567749,
-0.026348866522312164,
-0.23583729565143585,
-0.0920877754688263,
-0.15121665596961975,
-0.3952876031398773,
-0.03670816868543625,
-0.0075403363443911076,
-1.875165581703186,
-0.0010270564816892147,
-0.6360240578651428,
-0.07244955748319626,
-0.003018587129190564,
-1.6702556610107422,
-0.8190717697143555,
-6.89926290512085,
-2.343214988708496,
-0.01228998601436615,
-0.03539972007274628,
-0.3800278604030609,
-0.8976926207542419,
-0.1177607849240303,
-3.7052369117736816,
-0.3755688965320587,
-0.007907041348516941,
-0.0723402202129364,
-0.01740819588303566,
-0.028206050395965576,
-0.09061513841152191,
-0.008953896351158619,
-0.005885058548301458,
-6.040786266326904,
-0.15874560177326202,
-0.000016093124941107817,
-3.056725263595581,
-0.0241190567612648,
-0.032582346349954605,
-0.0008191090892069042,
-1.9798851013183594,
-0.1453961282968521,
-2.252786159515381,
-0.0012849654303863645,
-0.0010877889581024647,
-1.2823551893234253,
-0.02665174938738346,
-0.08015541732311249,
-9.958049774169922,
-1.1076807975769043,
-9.991432189941406,
-0.10871221125125885,
-0.03651727735996246,
-0.0020292659755796194,
-0.009059395641088486,
-0.003385409712791443,
-0.003178308717906475,
-0.004572886973619461,
-0.0016828911611810327,
-0.0006404255982488394,
-0.03305993601679802,
-0.0002286172821186483,
-0.019440123811364174,
-0.030006924644112587,
-0.0005678709712810814,
-4.116812705993652,
-0.13294526934623718,
-1.022839903831482,
-9.157575607299805,
-1.065767526626587,
-6.181145191192627,
-0.5218860507011414,
-8.30128002166748,
-1.1597938537597656,
-5.434853553771973,
-6.908581733703613,
-0.4015302360057831,
-0.4501059353351593,
-0.007332910783588886,
-0.16351553797721863,
-0.059182073920965195,
-0.09478315711021423,
-0.29967501759529114,
-0.05462973192334175,
-0.010829015634953976,
-4.442834854125977,
-4.4986395835876465,
-5.063745498657227,
-0.28233498334884644,
-0.0821114331483841,
-0.0017552459612488747,
-1.89902663230896,
-0.14149807393550873,
-1.0067328214645386,
-6.11981725692749,
-0.12829840183258057,
-0.4773646295070648,
-1.3834148645401,
-0.1566975861787796,
-1.9686347246170044,
-0.0019512200960889459,
-0.1664096862077713,
-0.05655752494931221,
-0.014749178662896156,
-0.02581682801246643,
-0.09090940654277802,
-0.0026704147458076477,
-0.020361801609396935,
-0.0035671668592840433,
-0.012016408145427704,
-0.0265895314514637,
-0.00660652294754982,
-0.0034381584264338017,
-3.2623870372772217,
-0.472331702709198,
-6.38289213180542,
-0.06365562230348587,
-0.016355499625205994,
-0.00023993951617740095,
-0.9114932417869568,
-0.05137305334210396,
-1.6386717557907104,
-0.0006330393371172249,
-0.00012158608296886086,
-6.483171463012695,
-0.22148382663726807,
-3.7331955432891846,
-0.7030590176582336,
-3.329709529876709,
-0.1959187239408493,
-0.05224880576133728,
-0.0016052944120019674,
-0.012370643205940723,
-0.002392170252278447,
-0.016511112451553345,
-0.011777392588555813,
-0.0028300732374191284,
-0.001176975667476654,
-0.18459194898605347,
-0.05309801921248436,
-0.017110701650381088,
-0.00032050241134129465,
-0.748600959777832,
-0.06185130402445793,
-0.5815696716308594,
-1.932154893875122,
-0.07255300134420395,
-5.669586181640625,
-3.4933903217315674,
-1.856096625328064,
-1.6372017860412598,
-0.002318434417247772,
-0.2271026074886322,
-0.03170016407966614,
-0.017356647178530693,
-0.021665213629603386,
-0.07253969460725784,
-0.0017614339012652636,
-0.029026705771684647,
-0.005016241688281298,
-0.02108398824930191,
-0.01853198930621147,
-0.007994321174919605,
-0.004145837854593992,
-3.5307350158691406,
-0.17048868536949158,
-4.964836120605469,
-0.07253071665763855,
-0.013700850307941437,
-0.0002992897352669388,
-4.121583938598633,
-0.05056215450167656,
-1.5226742029190063,
-0.0006031363154761493,
-0.0001532914029667154,
-2.9863948822021484,
-0.1750052571296692,
-0.02830362692475319,
-4.059328079223633,
-7.705610752105713,
-0.1840914785861969,
-5.630640983581543,
-0.33799999952316284,
-0.02039637416601181,
-0.00037865620106458664,
-0.0022638426162302494,
-0.0008448368753306568,
-0.0018507986096665263,
-0.002481121802702546,
-0.0014771036803722382,
-0.0003871168300975114,
-0.035934045910835266,
-0.00023958197562023997,
-0.004428104963153601,
-0.0068603926338255405,
-0.0001387499796692282,
-2.246126651763916,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 860 mod 50. Q: What is the first digit of π? A: 1
Redefine π as 72. Q: What is the first digit of π? A: 7
View number as text. Do not perform computation. Q: What is the first digit of 19+63? A: 1
Redefine π as 201. Q: What is the first digit of π? A: 2
View ÷ as a random digit. Q: What is the first digit of 24÷8? A: 2
View ÷ as a random digit. Q: What is the first digit of 48÷6? A: 4
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 28÷4? A: 2
Redefine π as 954 mod 16. Q: What is the first digit of π? A: 1
Redefine π as 784. Q: What is the first digit of π? A: | [
" 7",
" 3"
] | 0 | [
-9.11539363861084,
-12.725347518920898,
-7.613157272338867,
-10.271124839782715,
-1.5875239372253418,
-7.284194469451904,
-6.965240001678467,
-6.2369794845581055,
-0.07960667461156845,
-1.002294659614563,
-5.83194637298584,
-2.495075225830078,
-0.8500005006790161,
-9.917091369628906,
-4.2063140869140625,
-1.4342677593231201,
-0.9086955189704895,
-0.4395834803581238,
-3.752073287963867,
-1.3957266807556152,
-0.19193486869335175,
-6.484301567077637,
-4.309366703033447,
-0.00010501786891836673,
-2.9681801795959473,
-0.18765191733837128,
-0.685938835144043,
-0.011665934696793556,
-2.063671827316284,
-1.7947899103164673,
-10.002989768981934,
-2.5832266807556152,
-1.2800017595291138,
-6.810606002807617,
-0.2949126958847046,
-0.7000489830970764,
-6.610621929168701,
-4.461508750915527,
-3.1660022735595703,
-1.7233906984329224,
-1.877948522567749,
-0.026348866522312164,
-0.23583729565143585,
-0.0920877754688263,
-0.15121665596961975,
-0.3952876031398773,
-0.03670816868543625,
-0.0075403363443911076,
-1.875165581703186,
-0.0010270564816892147,
-0.6360240578651428,
-0.07244955748319626,
-0.003018587129190564,
-1.6702556610107422,
-0.8190717697143555,
-6.89926290512085,
-2.343214988708496,
-0.01228998601436615,
-0.03539972007274628,
-0.3800278604030609,
-0.8976926207542419,
-0.1177607849240303,
-3.7052369117736816,
-0.3755688965320587,
-0.007907041348516941,
-0.0723402202129364,
-0.01740819588303566,
-0.028206050395965576,
-0.09061513841152191,
-0.008953896351158619,
-0.005885058548301458,
-6.040786266326904,
-0.15874560177326202,
-0.000016093124941107817,
-3.056725263595581,
-0.0241190567612648,
-0.032582346349954605,
-0.0008191090892069042,
-1.9798851013183594,
-0.1453961282968521,
-2.252786159515381,
-0.0012849654303863645,
-0.0010877889581024647,
-1.2823551893234253,
-0.02665174938738346,
-0.08015541732311249,
-9.958049774169922,
-1.1076807975769043,
-9.991432189941406,
-0.10871221125125885,
-0.03651727735996246,
-0.0020292659755796194,
-0.009059395641088486,
-0.003385409712791443,
-0.003178308717906475,
-0.004572886973619461,
-0.0016828911611810327,
-0.0006404255982488394,
-0.03305993601679802,
-0.0002286172821186483,
-0.019440123811364174,
-0.030006924644112587,
-0.0005678709712810814,
-4.116812705993652,
-0.13294526934623718,
-1.022839903831482,
-9.157575607299805,
-1.065767526626587,
-6.181145191192627,
-0.5218860507011414,
-8.30128002166748,
-1.1597938537597656,
-5.434853553771973,
-6.908581733703613,
-0.4015302360057831,
-0.4501059353351593,
-0.007332910783588886,
-0.16351553797721863,
-0.059182073920965195,
-0.09478315711021423,
-0.29967501759529114,
-0.05462973192334175,
-0.010829015634953976,
-4.442834854125977,
-4.4986395835876465,
-5.063745498657227,
-0.28233498334884644,
-0.0821114331483841,
-0.0017552459612488747,
-1.89902663230896,
-0.14149807393550873,
-1.0067328214645386,
-6.11981725692749,
-0.12829840183258057,
-0.4773646295070648,
-1.3834148645401,
-0.1566975861787796,
-1.9686347246170044,
-0.0019512200960889459,
-0.1664096862077713,
-0.05655752494931221,
-0.014749178662896156,
-0.02581682801246643,
-0.09090940654277802,
-0.0026704147458076477,
-0.020361801609396935,
-0.0035671668592840433,
-0.012016408145427704,
-0.0265895314514637,
-0.00660652294754982,
-0.0034381584264338017,
-3.2623870372772217,
-0.472331702709198,
-6.38289213180542,
-0.06365562230348587,
-0.016355499625205994,
-0.00023993951617740095,
-0.9114932417869568,
-0.05137305334210396,
-1.6386717557907104,
-0.0006330393371172249,
-0.00012158608296886086,
-6.483171463012695,
-0.22148382663726807,
-3.7331955432891846,
-0.7030590176582336,
-3.329709529876709,
-0.1959187239408493,
-0.05224880576133728,
-0.0016052944120019674,
-0.012370643205940723,
-0.002392170252278447,
-0.016511112451553345,
-0.011777392588555813,
-0.0028300732374191284,
-0.001176975667476654,
-0.18459194898605347,
-0.05309801921248436,
-0.017110701650381088,
-0.00032050241134129465,
-0.748600959777832,
-0.06185130402445793,
-0.5815696716308594,
-1.932154893875122,
-0.07255300134420395,
-5.669586181640625,
-3.4933903217315674,
-1.856096625328064,
-1.6372017860412598,
-0.002318434417247772,
-0.2271026074886322,
-0.03170016407966614,
-0.017356647178530693,
-0.021665213629603386,
-0.07253969460725784,
-0.0017614339012652636,
-0.029026705771684647,
-0.005016241688281298,
-0.02108398824930191,
-0.01853198930621147,
-0.007994321174919605,
-0.004145837854593992,
-3.5307350158691406,
-0.17048868536949158,
-4.964836120605469,
-0.07253071665763855,
-0.013700850307941437,
-0.0002992897352669388,
-4.121583938598633,
-0.05056215450167656,
-1.5226742029190063,
-0.0006031363154761493,
-0.0001532914029667154,
-2.9863948822021484,
-0.1750052571296692,
-0.02830362692475319,
-4.059328079223633,
-7.705610752105713,
-0.1840914785861969,
-5.630640983581543,
-0.33799999952316284,
-0.02039637416601181,
-0.00037865620106458664,
-0.0022638426162302494,
-0.0008448368753306568,
-0.0018507986096665263,
-0.002481121802702546,
-0.0014771036803722382,
-0.0003871168300975114,
-0.035934045910835266,
-0.00023958197562023997,
-0.004428104963153601,
-0.0068603926338255405,
-0.0001387499796692282,
-3.3740715980529785,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View number as text. Do not perform computation. Q: What is the first digit of 9+36? A: 9
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 12+57? A: 1
View ÷ as a random digit. Q: What is the first digit of 12÷2? A: 1
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 11+10? A: 1
Redefine π as 25. Q: What is the first digit of π? A: 2
View ÷ as a random digit. Q: What is the first digit of 81÷9? A: 8
Redefine π as 214. Q: What is the first digit of π? A: 2
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 4+76? A: 4
View ÷ as a random digit. Q: What is the first digit of 96÷12? A: | [
" 8",
" 9"
] | 1 | [
-9.11539363861084,
-9.039924621582031,
-8.430292129516602,
-6.2378058433532715,
-3.4365344047546387,
-6.233677387237549,
-2.070037841796875,
-7.786166191101074,
-7.040380001068115,
-1.5899760723114014,
-9.950761795043945,
-2.9071028232574463,
-2.290435791015625,
-0.6760850548744202,
-0.2707540988922119,
-3.5960640907287598,
-3.1857380867004395,
-0.2587321996688843,
-5.7501959800720215,
-6.105463981628418,
-4.223325729370117,
-0.5371009707450867,
-1.0642613172531128,
-0.017166832461953163,
-3.280458927154541,
-2.904508590698242,
-11.240833282470703,
-3.6656839847564697,
-0.18384581804275513,
-10.611127853393555,
-0.8740209341049194,
-0.9298189878463745,
-6.454563617706299,
-9.673493385314941,
-8.423360824584961,
-6.3465423583984375,
-0.7450019717216492,
-2.5366811752319336,
-0.01207412127405405,
-0.2636750340461731,
-0.05129672586917877,
-0.14688068628311157,
-1.0672560930252075,
-0.06958913803100586,
-0.009784004651010036,
-1.924687147140503,
-0.0014541300479322672,
-1.0380557775497437,
-0.19586266577243805,
-0.00256423931568861,
-2.210907459259033,
-0.2764906883239746,
-6.848636627197266,
-8.070043563842773,
-1.3081175088882446,
-1.7584342956542969,
-6.879147052764893,
-2.7608482837677,
-8.306023597717285,
-0.08687841147184372,
-1.2224675416946411,
-5.397531509399414,
-1.9503319263458252,
-0.1079503670334816,
-0.5308969616889954,
-0.006496027112007141,
-0.26392585039138794,
-0.07352127879858017,
-0.17868976294994354,
-0.38713744282722473,
-0.06292325258255005,
-0.026862749829888344,
-5.584776401519775,
-1.1247599124908447,
-3.515507459640503,
-0.10171534866094589,
-0.08621218055486679,
-0.0007767044589854777,
-2.1702280044555664,
-0.12513357400894165,
-1.3289868831634521,
-1.357692837715149,
-0.1135173812508583,
-0.4644663333892822,
-0.9511958956718445,
-0.3634292185306549,
-0.1363612711429596,
-0.0016035091830417514,
-0.10977836698293686,
-0.047405652701854706,
-0.012492735870182514,
-0.02641388401389122,
-0.0562870055437088,
-0.0014482972910627723,
-0.016803625971078873,
-0.006571231875568628,
-0.009443494491279125,
-0.02704678662121296,
-0.005818335339426994,
-0.002774439286440611,
-6.489457130432129,
-0.05715407431125641,
-3.076434850692749,
-0.03409866243600845,
-0.03651486709713936,
-0.00023493390472140163,
-4.265510082244873,
-0.0918334424495697,
-3.0206491947174072,
-0.02693098410964012,
-0.0010312244994565845,
-2.247784376144409,
-0.2742249071598053,
-0.14979979395866394,
-9.154223442077637,
-4.066631317138672,
-0.25856295228004456,
-0.0034359011333435774,
-0.024549877271056175,
-0.00531842140480876,
-0.015734216198325157,
-0.01846294477581978,
-0.005596801172941923,
-0.0018799504032358527,
-0.0704595297574997,
-0.00019298121333122253,
-0.04344504699110985,
-0.023838452994823456,
-0.0007073761080391705,
-1.1666908264160156,
-0.09124711155891418,
-1.1148571968078613,
-0.7560798525810242,
-0.03787809610366821,
-5.476624965667725,
-3.8742575645446777,
-4.8498311042785645,
-1.3696779012680054,
-0.005524842534214258,
-0.41327404975891113,
-0.04605148360133171,
-0.018548138439655304,
-0.03767503425478935,
-0.05040925741195679,
-0.0009236836922354996,
-0.021860940381884575,
-0.005217507015913725,
-0.012184119783341885,
-0.01942281983792782,
-0.004960966296494007,
-0.003199935657903552,
-4.91701602935791,
-0.08728182315826416,
-4.148007392883301,
-0.025332393124699593,
-0.0193301010876894,
-0.00016282663273159415,
-2.533607006072998,
-0.059681836515665054,
-0.583573043346405,
-7.79019832611084,
-0.3277609646320343,
-0.029425552114844322,
-0.6437672972679138,
-0.34328240156173706,
-0.1813722401857376,
-0.11169557273387909,
-0.0005688241217285395,
-0.01991129294037819,
-0.005364665295928717,
-0.003515019081532955,
-0.014761277474462986,
-0.025563541799783707,
-0.0004247716860845685,
-0.006347850896418095,
-0.0014549632323905826,
-0.003113900311291218,
-0.005433552898466587,
-0.0015344761777669191,
-0.001321157906204462,
-5.782868385314941,
-3.9853668212890625,
-0.0006021831650286913,
-3.3502700328826904,
-0.011930420994758606,
-0.01280725933611393,
-0.00015507926582358778,
-2.453246593475342,
-0.06441004574298859,
-0.7423650026321411,
-1.8904929161071777,
-0.07363978773355484,
-0.4357827603816986,
-0.06856327503919601,
-0.02226230502128601,
-0.020521579310297966,
-0.0002580548170953989,
-0.006901119370013475,
-0.0024644737131893635,
-0.0014600817812606692,
-0.007575474679470062,
-0.015184757299721241,
-0.00022825974156148732,
-0.003339549293741584,
-0.000918681500479579,
-0.0013894913718104362,
-0.002694787224754691,
-0.0008896207436919212,
-0.0010401559993624687,
-5.3329973220825195,
-0.19691282510757446,
-2.928915500640869,
-0.018067894503474236,
-0.007683958858251572,
-0.00006174850568640977,
-2.2363266944885254,
-0.03277606517076492,
-0.4295845031738281,
-1.4594470262527466,
-0.029681101441383362,
-0.01025479007512331,
-0.019305195659399033,
-0.031877193599939346,
-0.005783372092992067,
-0.003078961046412587,
-0.00006401333666872233,
-0.0014809127897024155,
-0.0014881737297400832,
-0.0006491222884505987,
-0.00284576416015625,
-0.011393128894269466,
-0.0001212284987559542,
-0.0016212427290156484,
-0.0006491222884505987,
-0.0005844315164722502,
-0.002090770285576582,
-0.0005184260080568492,
-0.00044169207103550434,
-5.526559829711914,
-0.14386548101902008,
-0.000017881233361549675,
-3.28609037399292,
-0.005528517533093691,
-0.00872005708515644,
-0.00007116541382856667,
-2.573103904724121,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View ÷ as a random digit. Q: What is the first digit of 54÷9? A: 5
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 19+13? A: 1
Redefine π as 41+57. Q: What is the first digit of π? A: 9
View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 78+17? A: 7
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 13+17? A: 1
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 28÷4? A: 2
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 7+14? A: 7
View + as the digit 9 instead of a mathematical operation. Q: What is the first digit of 59+23? A: 5
Redefine π as 741 mod 22. Q: What is the first digit of π? A: | [
" 1",
" 3"
] | 0 | [
-9.11539363861084,
-9.039924621582031,
-8.430292129516602,
-6.2378058433532715,
-3.4365344047546387,
-6.233677387237549,
-2.070037841796875,
-7.786166191101074,
-7.040380001068115,
-1.5899760723114014,
-9.950761795043945,
-2.9071028232574463,
-2.290435791015625,
-0.6760850548744202,
-0.2707540988922119,
-3.5960640907287598,
-3.1857380867004395,
-0.2587321996688843,
-5.7501959800720215,
-6.105463981628418,
-4.223325729370117,
-0.5371009707450867,
-1.0642613172531128,
-0.017166832461953163,
-3.280458927154541,
-2.904508590698242,
-11.240833282470703,
-3.6656839847564697,
-0.18384581804275513,
-10.611127853393555,
-0.8740209341049194,
-0.9298189878463745,
-6.454563617706299,
-9.673493385314941,
-8.423360824584961,
-6.3465423583984375,
-0.7450019717216492,
-2.5366811752319336,
-0.01207412127405405,
-0.2636750340461731,
-0.05129672586917877,
-0.14688068628311157,
-1.0672560930252075,
-0.06958913803100586,
-0.009784004651010036,
-1.924687147140503,
-0.0014541300479322672,
-1.0380557775497437,
-0.19586266577243805,
-0.00256423931568861,
-2.210907459259033,
-0.2764906883239746,
-6.848636627197266,
-8.070043563842773,
-1.3081175088882446,
-1.7584342956542969,
-6.879147052764893,
-2.7608482837677,
-8.306023597717285,
-0.08687841147184372,
-1.2224675416946411,
-5.397531509399414,
-1.9503319263458252,
-0.1079503670334816,
-0.5308969616889954,
-0.006496027112007141,
-0.26392585039138794,
-0.07352127879858017,
-0.17868976294994354,
-0.38713744282722473,
-0.06292325258255005,
-0.026862749829888344,
-5.584776401519775,
-1.1247599124908447,
-3.515507459640503,
-0.10171534866094589,
-0.08621218055486679,
-0.0007767044589854777,
-2.1702280044555664,
-0.12513357400894165,
-1.3289868831634521,
-1.357692837715149,
-0.1135173812508583,
-0.4644663333892822,
-0.9511958956718445,
-0.3634292185306549,
-0.1363612711429596,
-0.0016035091830417514,
-0.10977836698293686,
-0.047405652701854706,
-0.012492735870182514,
-0.02641388401389122,
-0.0562870055437088,
-0.0014482972910627723,
-0.016803625971078873,
-0.006571231875568628,
-0.009443494491279125,
-0.02704678662121296,
-0.005818335339426994,
-0.002774439286440611,
-6.489457130432129,
-0.05715407431125641,
-3.076434850692749,
-0.03409866243600845,
-0.03651486709713936,
-0.00023493390472140163,
-4.265510082244873,
-0.0918334424495697,
-3.0206491947174072,
-0.02693098410964012,
-0.0010312244994565845,
-2.247784376144409,
-0.2742249071598053,
-0.14979979395866394,
-9.154223442077637,
-4.066631317138672,
-0.25856295228004456,
-0.0034359011333435774,
-0.024549877271056175,
-0.00531842140480876,
-0.015734216198325157,
-0.01846294477581978,
-0.005596801172941923,
-0.0018799504032358527,
-0.0704595297574997,
-0.00019298121333122253,
-0.04344504699110985,
-0.023838452994823456,
-0.0007073761080391705,
-1.1666908264160156,
-0.09124711155891418,
-1.1148571968078613,
-0.7560798525810242,
-0.03787809610366821,
-5.476624965667725,
-3.8742575645446777,
-4.8498311042785645,
-1.3696779012680054,
-0.005524842534214258,
-0.41327404975891113,
-0.04605148360133171,
-0.018548138439655304,
-0.03767503425478935,
-0.05040925741195679,
-0.0009236836922354996,
-0.021860940381884575,
-0.005217507015913725,
-0.012184119783341885,
-0.01942281983792782,
-0.004960966296494007,
-0.003199935657903552,
-4.91701602935791,
-0.08728182315826416,
-4.148007392883301,
-0.025332393124699593,
-0.0193301010876894,
-0.00016282663273159415,
-2.533607006072998,
-0.059681836515665054,
-0.583573043346405,
-7.79019832611084,
-0.3277609646320343,
-0.029425552114844322,
-0.6437672972679138,
-0.34328240156173706,
-0.1813722401857376,
-0.11169557273387909,
-0.0005688241217285395,
-0.01991129294037819,
-0.005364665295928717,
-0.003515019081532955,
-0.014761277474462986,
-0.025563541799783707,
-0.0004247716860845685,
-0.006347850896418095,
-0.0014549632323905826,
-0.003113900311291218,
-0.005433552898466587,
-0.0015344761777669191,
-0.001321157906204462,
-5.782868385314941,
-3.9853668212890625,
-0.0006021831650286913,
-3.3502700328826904,
-0.011930420994758606,
-0.01280725933611393,
-0.00015507926582358778,
-2.453246593475342,
-0.06441004574298859,
-0.7423650026321411,
-1.8904929161071777,
-0.07363978773355484,
-0.4357827603816986,
-0.06856327503919601,
-0.02226230502128601,
-0.020521579310297966,
-0.0002580548170953989,
-0.006901119370013475,
-0.0024644737131893635,
-0.0014600817812606692,
-0.007575474679470062,
-0.015184757299721241,
-0.00022825974156148732,
-0.003339549293741584,
-0.000918681500479579,
-0.0013894913718104362,
-0.002694787224754691,
-0.0008896207436919212,
-0.0010401559993624687,
-5.3329973220825195,
-0.19691282510757446,
-2.928915500640869,
-0.018067894503474236,
-0.007683958858251572,
-0.00006174850568640977,
-2.2363266944885254,
-0.03277606517076492,
-0.4295845031738281,
-1.4594470262527466,
-0.029681101441383362,
-0.01025479007512331,
-0.019305195659399033,
-0.031877193599939346,
-0.005783372092992067,
-0.003078961046412587,
-0.00006401333666872233,
-0.0014809127897024155,
-0.0014881737297400832,
-0.0006491222884505987,
-0.00284576416015625,
-0.011393128894269466,
-0.0001212284987559542,
-0.0016212427290156484,
-0.0006491222884505987,
-0.0005844315164722502,
-0.002090770285576582,
-0.0005184260080568492,
-0.00044169207103550434,
-5.526559829711914,
-0.14386548101902008,
-0.000017881233361549675,
-3.28609037399292,
-0.005528517533093691,
-0.00872005708515644,
-0.00007116541382856667,
-2.363570213317871,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 231+745. Q: What is the first digit of π? A: 9
Redefine π as 657 mod 22. Q: What is the first digit of π? A: 1
View number as text. Do not perform computation. Q: What is the first digit of 2+3? A: 2
View + as the digit 8 instead of a mathematical operation. Q: What is the first digit of 52+12? A: 5
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 13+27? A: 1
Redefine π as 180+259. Q: What is the first digit of π? A: 4
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 34+17? A: 3
Redefine π as 70. Q: What is the first digit of π? A: 7
Redefine π as 169+9. Q: What is the first digit of π? A: | [
" 1",
" 3"
] | 0 | [
-7.949615955352783,
-8.039139747619629,
-1.616976261138916,
-12.95893383026123,
-0.7187485098838806,
-2.8526248931884766,
-14.851642608642578,
-5.0247697830200195,
-8.455863952636719,
-2.3482871055603027,
-8.610410690307617,
-5.928860664367676,
-1.1323527097702026,
-0.9195675253868103,
-0.3375168740749359,
-3.326716184616089,
-1.9119508266448975,
-0.14816796779632568,
-1.1158605813980103,
-0.003410002216696739,
-0.48232966661453247,
-0.5779097676277161,
-0.011571787297725677,
-4.185766696929932,
-4.3520402908325195,
-10.346683502197266,
-11.733985900878906,
-3.204892873764038,
-1.6456151008605957,
-1.702538013458252,
-7.675852298736572,
-3.1243128776550293,
-7.463528633117676,
-0.134476438164711,
-1.0004922151565552,
-4.61110782623291,
-3.059990167617798,
-0.2830526530742645,
-0.8657554984092712,
-0.011284339241683483,
-0.361581414937973,
-0.17464973032474518,
-0.09201525151729584,
-0.3871438205242157,
-0.032971128821372986,
-0.028868742287158966,
-10.665817260742188,
-4.026030540466309,
-0.0006872437661513686,
-5.695684432983398,
-0.11717387288808823,
-0.14372703433036804,
-0.001884352881461382,
-2.8296735286712646,
-0.30972087383270264,
-5.2350640296936035,
-0.0385003462433815,
-0.0026613790541887283,
-2.260127067565918,
-0.30471470952033997,
-0.1821550875902176,
-4.485583782196045,
-5.682538986206055,
-0.866317629814148,
-7.241636276245117,
-0.19348332285881042,
-0.07413636147975922,
-0.00318211130797863,
-0.03553065285086632,
-0.01089670229703188,
-0.016013817861676216,
-0.03531169146299362,
-0.005566571839153767,
-0.0017841625958681107,
-0.2663979232311249,
-0.00018451895448379219,
-0.038009971380233765,
-0.019498812034726143,
-0.00038342276820912957,
-1.9474211931228638,
-0.12100856006145477,
-1.8687413930892944,
-8.150801658630371,
-1.2113778591156006,
-6.281320571899414,
-1.1832139492034912,
-7.849575996398926,
-1.2425906658172607,
-5.342267990112305,
-7.0351972579956055,
-0.5001095533370972,
-0.3946724236011505,
-0.00708247534930706,
-0.2360226958990097,
-0.06685956567525864,
-0.10234734416007996,
-0.197696715593338,
-0.04595403000712395,
-0.00988847203552723,
-5.395280361175537,
-3.6353721618652344,
-4.610552787780762,
-0.19911271333694458,
-0.06467904150485992,
-0.0013433012645691633,
-2.68815279006958,
-0.10657250881195068,
-1.6576282978057861,
-0.0019629988819360733,
-0.00029762129997834563,
-0.25410449504852295,
-0.0031998169142752886,
-0.032593999058008194,
-6.526165962219238,
-0.35115715861320496,
-4.957860946655273,
-0.09614778310060501,
-0.054660994559526443,
-0.000856509490404278,
-0.0074604712426662445,
-0.001456748810596764,
-0.0033047369215637445,
-0.007282733917236328,
-0.001856866991147399,
-0.000571326119825244,
-0.033698100596666336,
-0.00009440929716220126,
-0.0033109153155237436,
-0.01094834879040718,
-0.00015078838623594493,
-3.3147032260894775,
-0.07483435422182083,
-0.5579679608345032,
-0.803264319896698,
-0.01943299174308777,
-0.5772809386253357,
-0.04108273237943649,
-0.10678219795227051,
-0.0009299959056079388,
-0.010591249912977219,
-0.026559118181467056,
-0.0055902814492583275,
-0.03693061321973801,
-0.0006860524881631136,
-0.009851289913058281,
-0.0022574197500944138,
-0.0057001663371920586,
-0.009464159607887268,
-0.0019518149783834815,
-0.0006992755807004869,
-4.845396995544434,
-0.22362475097179413,
-3.878268003463745,
-0.11602886021137238,
-0.01713472604751587,
-0.00012313561455812305,
-1.7979134321212769,
-0.04226012900471687,
-0.7304456233978271,
-5.733394622802734,
-0.0031840126030147076,
-0.00666087819263339,
-0.05763234570622444,
-0.07284785807132721,
-0.013824191875755787,
-4.349864482879639,
-0.7143074870109558,
-0.0033142422325909138,
-0.011905211955308914,
-0.0024507984053343534,
-0.0030749202705919743,
-0.006960785947740078,
-0.0019194527994841337,
-0.0016721803694963455,
-5.5958380699157715,
-0.1680566817522049,
-0.000015020257706055418,
-2.7802796363830566,
-0.013718841597437859,
-0.01655801385641098,
-0.00024279984063468874,
-1.9558556079864502,
-0.055975157767534256,
-1.677097201347351,
-0.0009367844904772937,
-0.00014399446081370115,
-0.0894089788198471,
-0.0010883843060582876,
-0.015872208401560783,
-3.949712038040161,
-5.012192726135254,
-3.6285765171051025,
-0.12984152138233185,
-0.0014800796052441,
-0.009359530173242092,
-0.0016694430960342288,
-0.0032058770302683115,
-0.00676448829472065,
-0.002101714489981532,
-0.0006997520686127245,
-0.03569746017456055,
-0.00007414542778860778,
-0.00415854062885046,
-0.011240254156291485,
-0.00028153270250186324,
-2.911813974380493,
-0.06861559301614761,
-0.18781109154224396,
-5.474467754364014,
-0.24463488161563873,
-0.4205963611602783,
-0.7330586910247803,
-0.06272711604833603,
-1.1268877983093262,
-0.0014429405564442277,
-0.10410954803228378,
-0.01865672506392002,
-0.012318834662437439,
-0.011595707386732101,
-0.03720090538263321,
-0.0014925779541954398,
-0.007831701077520847,
-0.001493173069320619,
-0.0029106654692441225,
-0.004189168103039265,
-0.0016085079405456781,
-0.0022168601863086224,
-6.110598564147949,
-0.49416306614875793,
-4.339962005615234,
-0.02319757640361786,
-0.012038432992994785,
-0.0001399419124936685,
-3.1882033348083496,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 25+8? A: 2
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 4+32? A: 4
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 27÷9? A: 2
Redefine π as 629. Q: What is the first digit of π? A: 6
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 6+46? A: 6
Redefine e as 9+36. Q: What is the first digit of e? A: 4
Redefine π as 992 mod 31. Q: What is the first digit of π? A: 0
View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 7+5? A: 7
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 69+9? A: | [
" 7",
" 6"
] | 1 | [
-7.949615955352783,
-8.039139747619629,
-1.616976261138916,
-12.95893383026123,
-0.7187485098838806,
-2.8526248931884766,
-14.851642608642578,
-5.0247697830200195,
-8.455863952636719,
-2.3482871055603027,
-8.610410690307617,
-5.928860664367676,
-1.1323527097702026,
-0.9195675253868103,
-0.3375168740749359,
-3.326716184616089,
-1.9119508266448975,
-0.14816796779632568,
-1.1158605813980103,
-0.003410002216696739,
-0.48232966661453247,
-0.5779097676277161,
-0.011571787297725677,
-4.185766696929932,
-4.3520402908325195,
-10.346683502197266,
-11.733985900878906,
-3.204892873764038,
-1.6456151008605957,
-1.702538013458252,
-7.675852298736572,
-3.1243128776550293,
-7.463528633117676,
-0.134476438164711,
-1.0004922151565552,
-4.61110782623291,
-3.059990167617798,
-0.2830526530742645,
-0.8657554984092712,
-0.011284339241683483,
-0.361581414937973,
-0.17464973032474518,
-0.09201525151729584,
-0.3871438205242157,
-0.032971128821372986,
-0.028868742287158966,
-10.665817260742188,
-4.026030540466309,
-0.0006872437661513686,
-5.695684432983398,
-0.11717387288808823,
-0.14372703433036804,
-0.001884352881461382,
-2.8296735286712646,
-0.30972087383270264,
-5.2350640296936035,
-0.0385003462433815,
-0.0026613790541887283,
-2.260127067565918,
-0.30471470952033997,
-0.1821550875902176,
-4.485583782196045,
-5.682538986206055,
-0.866317629814148,
-7.241636276245117,
-0.19348332285881042,
-0.07413636147975922,
-0.00318211130797863,
-0.03553065285086632,
-0.01089670229703188,
-0.016013817861676216,
-0.03531169146299362,
-0.005566571839153767,
-0.0017841625958681107,
-0.2663979232311249,
-0.00018451895448379219,
-0.038009971380233765,
-0.019498812034726143,
-0.00038342276820912957,
-1.9474211931228638,
-0.12100856006145477,
-1.8687413930892944,
-8.150801658630371,
-1.2113778591156006,
-6.281320571899414,
-1.1832139492034912,
-7.849575996398926,
-1.2425906658172607,
-5.342267990112305,
-7.0351972579956055,
-0.5001095533370972,
-0.3946724236011505,
-0.00708247534930706,
-0.2360226958990097,
-0.06685956567525864,
-0.10234734416007996,
-0.197696715593338,
-0.04595403000712395,
-0.00988847203552723,
-5.395280361175537,
-3.6353721618652344,
-4.610552787780762,
-0.19911271333694458,
-0.06467904150485992,
-0.0013433012645691633,
-2.68815279006958,
-0.10657250881195068,
-1.6576282978057861,
-0.0019629988819360733,
-0.00029762129997834563,
-0.25410449504852295,
-0.0031998169142752886,
-0.032593999058008194,
-6.526165962219238,
-0.35115715861320496,
-4.957860946655273,
-0.09614778310060501,
-0.054660994559526443,
-0.000856509490404278,
-0.0074604712426662445,
-0.001456748810596764,
-0.0033047369215637445,
-0.007282733917236328,
-0.001856866991147399,
-0.000571326119825244,
-0.033698100596666336,
-0.00009440929716220126,
-0.0033109153155237436,
-0.01094834879040718,
-0.00015078838623594493,
-3.3147032260894775,
-0.07483435422182083,
-0.5579679608345032,
-0.803264319896698,
-0.01943299174308777,
-0.5772809386253357,
-0.04108273237943649,
-0.10678219795227051,
-0.0009299959056079388,
-0.010591249912977219,
-0.026559118181467056,
-0.0055902814492583275,
-0.03693061321973801,
-0.0006860524881631136,
-0.009851289913058281,
-0.0022574197500944138,
-0.0057001663371920586,
-0.009464159607887268,
-0.0019518149783834815,
-0.0006992755807004869,
-4.845396995544434,
-0.22362475097179413,
-3.878268003463745,
-0.11602886021137238,
-0.01713472604751587,
-0.00012313561455812305,
-1.7979134321212769,
-0.04226012900471687,
-0.7304456233978271,
-5.733394622802734,
-0.0031840126030147076,
-0.00666087819263339,
-0.05763234570622444,
-0.07284785807132721,
-0.013824191875755787,
-4.349864482879639,
-0.7143074870109558,
-0.0033142422325909138,
-0.011905211955308914,
-0.0024507984053343534,
-0.0030749202705919743,
-0.006960785947740078,
-0.0019194527994841337,
-0.0016721803694963455,
-5.5958380699157715,
-0.1680566817522049,
-0.000015020257706055418,
-2.7802796363830566,
-0.013718841597437859,
-0.01655801385641098,
-0.00024279984063468874,
-1.9558556079864502,
-0.055975157767534256,
-1.677097201347351,
-0.0009367844904772937,
-0.00014399446081370115,
-0.0894089788198471,
-0.0010883843060582876,
-0.015872208401560783,
-3.949712038040161,
-5.012192726135254,
-3.6285765171051025,
-0.12984152138233185,
-0.0014800796052441,
-0.009359530173242092,
-0.0016694430960342288,
-0.0032058770302683115,
-0.00676448829472065,
-0.002101714489981532,
-0.0006997520686127245,
-0.03569746017456055,
-0.00007414542778860778,
-0.00415854062885046,
-0.011240254156291485,
-0.00028153270250186324,
-2.911813974380493,
-0.06861559301614761,
-0.18781109154224396,
-5.474467754364014,
-0.24463488161563873,
-0.4205963611602783,
-0.7330586910247803,
-0.06272711604833603,
-1.1268877983093262,
-0.0014429405564442277,
-0.10410954803228378,
-0.01865672506392002,
-0.012318834662437439,
-0.011595707386732101,
-0.03720090538263321,
-0.0014925779541954398,
-0.007831701077520847,
-0.001493173069320619,
-0.0029106654692441225,
-0.004189168103039265,
-0.0016085079405456781,
-0.0022168601863086224,
-6.110598564147949,
-0.49416306614875793,
-4.339962005615234,
-0.02319757640361786,
-0.012038432992994785,
-0.0001399419124936685,
-1.859220027923584,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine e as 29+29. Q: What is the first digit of e? A: 5
Redefine π as 152. Q: What is the first digit of π? A: 1
Redefine e as 20+36. Q: What is the first digit of e? A: 5
View + as the digit 5 instead of a mathematical operation. Q: What is the first digit of 47+38? A: 4
Redefine e as 10+4. Q: What is the first digit of e? A: 1
View number as text. Do not perform computation. Q: What is the first digit of 47+28? A: 4
Redefine e as 12+20. Q: What is the first digit of e? A: 3
View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 21+35? A: 2
Redefine π as 519. Q: What is the first digit of π? A: | [
" 5",
" 3"
] | 0 | [
-7.949615955352783,
-8.039139747619629,
-1.616976261138916,
-8.665138244628906,
-9.171720504760742,
-10.260807991027832,
-4.164382457733154,
-9.547438621520996,
-1.9340494871139526,
-7.777836799621582,
-5.387011528015137,
-4.017446517944336,
-0.9257497787475586,
-0.322651743888855,
-4.4689788818359375,
-2.5266008377075195,
-0.15641269087791443,
-2.1842262744903564,
-0.32955560088157654,
-0.6868177056312561,
-0.018672287464141846,
-5.357579231262207,
-4.269421100616455,
-10.493497848510742,
-10.549281120300293,
-8.69639778137207,
-2.2224879264831543,
-8.201906204223633,
-3.081490993499756,
-7.3640336990356445,
-0.20230023562908173,
-1.2860051393508911,
-6.631601810455322,
-2.810302734375,
-0.4248582720756531,
-0.7387881875038147,
-0.014600575901567936,
-0.3392387330532074,
-0.10551955550909042,
-0.11242825537919998,
-0.4394095540046692,
-0.042222533375024796,
-0.02903376892209053,
-8.34432315826416,
-4.488287925720215,
-5.951775550842285,
-0.10444089770317078,
-0.13193581998348236,
-0.0018549631349742413,
-3.0552053451538086,
-0.27346476912498474,
-1.2142990827560425,
-0.2785237431526184,
-0.1304853856563568,
-0.3311401903629303,
-0.679785430431366,
-0.1409420222043991,
-0.1122593879699707,
-0.0020561523269861937,
-0.16075856983661652,
-0.051919061690568924,
-0.0063798329792916775,
-0.019386574625968933,
-0.05743663012981415,
-0.0021199150942265987,
-0.03233157843351364,
-0.006512134335935116,
-0.006459428928792477,
-0.024038759991526604,
-0.005777801387012005,
-0.006278433836996555,
-4.621040344238281,
-0.803867757320404,
-3.389275312423706,
-0.17950628697872162,
-0.062335845082998276,
-0.00042250767000950873,
-2.272160291671753,
-0.14273926615715027,
-0.5357171297073364,
-0.0964692160487175,
-0.028559695929288864,
-0.01021891925483942,
-0.02084829844534397,
-0.01007849257439375,
-0.010735378600656986,
-0.0003358753747306764,
-0.003925001714378595,
-0.0028446943033486605,
-0.0016512343427166343,
-0.008021166548132896,
-0.05440938100218773,
-0.0010594476480036974,
-0.018582306802272797,
-0.004814342129975557,
-0.00536419078707695,
-0.019193988293409348,
-0.0047760214656591415,
-0.004912331234663725,
-4.715475559234619,
-0.07159731537103653,
-4.8208513259887695,
-0.024022815749049187,
-0.03167672082781792,
-0.00020811776630580425,
-3.1862356662750244,
-0.11498262733221054,
-0.3311145007610321,
-9.651266098022461,
-1.2390179634094238,
-0.07045353204011917,
-0.2225521057844162,
-0.5140368938446045,
-0.09316864609718323,
-3.936208963394165,
-0.2182382345199585,
-0.008224666118621826,
-0.05310887098312378,
-0.01352998148649931,
-0.020999828353524208,
-0.04861185699701309,
-0.010280629619956017,
-0.009815051220357418,
-4.909138202667236,
-2.6397628784179688,
-0.0014243705663830042,
-3.403444766998291,
-0.04313362017273903,
-0.05117339268326759,
-0.0007316772826015949,
-1.792381763458252,
-0.11603161692619324,
-6.528677463531494,
-0.024537663906812668,
-0.006061859428882599,
-6.588169574737549,
-0.3828277587890625,
-0.306560754776001,
-8.315001487731934,
-1.7655971050262451,
-3.8044581413269043,
-0.5348463654518127,
-0.09194272756576538,
-0.004597806371748447,
-0.0439099483191967,
-0.009467465803027153,
-0.037821508944034576,
-0.02959499880671501,
-0.010196617804467678,
-0.005096538923680782,
-0.7310622334480286,
-0.0011374439345672727,
-0.0826389417052269,
-0.026565618813037872,
-0.000427274004323408,
-2.024493932723999,
-0.08075477927923203,
-1.1769508123397827,
-0.0017813066951930523,
-0.0006957017467357218,
-3.2640392780303955,
-0.06586248427629471,
-4.929344177246094,
-0.483961820602417,
-5.629213333129883,
-0.0905890092253685,
-0.02806638740003109,
-0.0012285312404856086,
-0.0067784604616463184,
-0.0025644770357757807,
-0.012334495782852173,
-0.005697202868759632,
-0.0029166084714233875,
-0.0016644446877762675,
-0.07824517786502838,
-0.014658140018582344,
-0.014158277772367,
-0.00018571082910057157,
-2.460930824279785,
-0.05665428936481476,
-0.6333791017532349,
-0.0009116546134464443,
-0.00025781645672395825,
-2.069051742553711,
-0.01692166179418564,
-0.019174575805664062,
-6.323863983154297,
-3.8599133491516113,
-0.17832976579666138,
-0.0009444067254662514,
-0.008187658153474331,
-0.0023520919494330883,
-0.007699573878198862,
-0.00538434786722064,
-0.003789744805544615,
-0.0012962757609784603,
-0.04949604347348213,
-0.00016556799528189003,
-0.010473525151610374,
-0.01245682779699564,
-0.00022790218645241112,
-1.6557433605194092,
-0.0549064539372921,
-3.0716028213500977,
-2.1508755683898926,
-0.04923098161816597,
-0.018960075452923775,
-0.03681158274412155,
-0.06507040560245514,
-0.038313128054142,
-0.08797311037778854,
-0.030817203223705292,
-0.0008394769974984229,
-0.007775161415338516,
-0.0014585343888029456,
-0.0028136686887592077,
-0.002990419277921319,
-0.0013461584458127618,
-0.0008596062543801963,
-5.480929851531982,
-0.33244559168815613,
-0.00006270212179515511,
-2.4509975910186768,
-0.010738680139183998,
-0.009262093342840672,
-0.00012134769349358976,
-2.847670078277588,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 836. Q: What is the first digit of π? A: 8
Redefine π as 977 mod 10. Q: What is the first digit of π? A: 7
Redefine π as 99. Q: What is the first digit of π? A: 9
View number as text. Do not perform computation. Q: What is the first digit of 54+10? A: 5
Redefine π as 854+121. Q: What is the first digit of π? A: 9
View ÷ as a random digit. Q: What is the first digit of 18÷6? A: 1
Redefine π as 301 mod 27. Q: What is the first digit of π? A: 4
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 19+13? A: 1
Redefine e as 14+21. Q: What is the first digit of e? A: | [
" 3",
" 2"
] | 0 | [
-7.949615955352783,
-8.039139747619629,
-1.616976261138916,
-8.665138244628906,
-9.171720504760742,
-10.260807991027832,
-4.164382457733154,
-9.547438621520996,
-1.9340494871139526,
-7.777836799621582,
-5.387011528015137,
-4.017446517944336,
-0.9257497787475586,
-0.322651743888855,
-4.4689788818359375,
-2.5266008377075195,
-0.15641269087791443,
-2.1842262744903564,
-0.32955560088157654,
-0.6868177056312561,
-0.018672287464141846,
-5.357579231262207,
-4.269421100616455,
-10.493497848510742,
-10.549281120300293,
-8.69639778137207,
-2.2224879264831543,
-8.201906204223633,
-3.081490993499756,
-7.3640336990356445,
-0.20230023562908173,
-1.2860051393508911,
-6.631601810455322,
-2.810302734375,
-0.4248582720756531,
-0.7387881875038147,
-0.014600575901567936,
-0.3392387330532074,
-0.10551955550909042,
-0.11242825537919998,
-0.4394095540046692,
-0.042222533375024796,
-0.02903376892209053,
-8.34432315826416,
-4.488287925720215,
-5.951775550842285,
-0.10444089770317078,
-0.13193581998348236,
-0.0018549631349742413,
-3.0552053451538086,
-0.27346476912498474,
-1.2142990827560425,
-0.2785237431526184,
-0.1304853856563568,
-0.3311401903629303,
-0.679785430431366,
-0.1409420222043991,
-0.1122593879699707,
-0.0020561523269861937,
-0.16075856983661652,
-0.051919061690568924,
-0.0063798329792916775,
-0.019386574625968933,
-0.05743663012981415,
-0.0021199150942265987,
-0.03233157843351364,
-0.006512134335935116,
-0.006459428928792477,
-0.024038759991526604,
-0.005777801387012005,
-0.006278433836996555,
-4.621040344238281,
-0.803867757320404,
-3.389275312423706,
-0.17950628697872162,
-0.062335845082998276,
-0.00042250767000950873,
-2.272160291671753,
-0.14273926615715027,
-0.5357171297073364,
-0.0964692160487175,
-0.028559695929288864,
-0.01021891925483942,
-0.02084829844534397,
-0.01007849257439375,
-0.010735378600656986,
-0.0003358753747306764,
-0.003925001714378595,
-0.0028446943033486605,
-0.0016512343427166343,
-0.008021166548132896,
-0.05440938100218773,
-0.0010594476480036974,
-0.018582306802272797,
-0.004814342129975557,
-0.00536419078707695,
-0.019193988293409348,
-0.0047760214656591415,
-0.004912331234663725,
-4.715475559234619,
-0.07159731537103653,
-4.8208513259887695,
-0.024022815749049187,
-0.03167672082781792,
-0.00020811776630580425,
-3.1862356662750244,
-0.11498262733221054,
-0.3311145007610321,
-9.651266098022461,
-1.2390179634094238,
-0.07045353204011917,
-0.2225521057844162,
-0.5140368938446045,
-0.09316864609718323,
-3.936208963394165,
-0.2182382345199585,
-0.008224666118621826,
-0.05310887098312378,
-0.01352998148649931,
-0.020999828353524208,
-0.04861185699701309,
-0.010280629619956017,
-0.009815051220357418,
-4.909138202667236,
-2.6397628784179688,
-0.0014243705663830042,
-3.403444766998291,
-0.04313362017273903,
-0.05117339268326759,
-0.0007316772826015949,
-1.792381763458252,
-0.11603161692619324,
-6.528677463531494,
-0.024537663906812668,
-0.006061859428882599,
-6.588169574737549,
-0.3828277587890625,
-0.306560754776001,
-8.315001487731934,
-1.7655971050262451,
-3.8044581413269043,
-0.5348463654518127,
-0.09194272756576538,
-0.004597806371748447,
-0.0439099483191967,
-0.009467465803027153,
-0.037821508944034576,
-0.02959499880671501,
-0.010196617804467678,
-0.005096538923680782,
-0.7310622334480286,
-0.0011374439345672727,
-0.0826389417052269,
-0.026565618813037872,
-0.000427274004323408,
-2.024493932723999,
-0.08075477927923203,
-1.1769508123397827,
-0.0017813066951930523,
-0.0006957017467357218,
-3.2640392780303955,
-0.06586248427629471,
-4.929344177246094,
-0.483961820602417,
-5.629213333129883,
-0.0905890092253685,
-0.02806638740003109,
-0.0012285312404856086,
-0.0067784604616463184,
-0.0025644770357757807,
-0.012334495782852173,
-0.005697202868759632,
-0.0029166084714233875,
-0.0016644446877762675,
-0.07824517786502838,
-0.014658140018582344,
-0.014158277772367,
-0.00018571082910057157,
-2.460930824279785,
-0.05665428936481476,
-0.6333791017532349,
-0.0009116546134464443,
-0.00025781645672395825,
-2.069051742553711,
-0.01692166179418564,
-0.019174575805664062,
-6.323863983154297,
-3.8599133491516113,
-0.17832976579666138,
-0.0009444067254662514,
-0.008187658153474331,
-0.0023520919494330883,
-0.007699573878198862,
-0.00538434786722064,
-0.003789744805544615,
-0.0012962757609784603,
-0.04949604347348213,
-0.00016556799528189003,
-0.010473525151610374,
-0.01245682779699564,
-0.00022790218645241112,
-1.6557433605194092,
-0.0549064539372921,
-3.0716028213500977,
-2.1508755683898926,
-0.04923098161816597,
-0.018960075452923775,
-0.03681158274412155,
-0.06507040560245514,
-0.038313128054142,
-0.08797311037778854,
-0.030817203223705292,
-0.0008394769974984229,
-0.007775161415338516,
-0.0014585343888029456,
-0.0028136686887592077,
-0.002990419277921319,
-0.0013461584458127618,
-0.0008596062543801963,
-5.480929851531982,
-0.33244559168815613,
-0.00006270212179515511,
-2.4509975910186768,
-0.010738680139183998,
-0.009262093342840672,
-0.00012134769349358976,
-1.9828572273254395,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 71+176. Q: What is the first digit of π? A: 2
View + as the digit 3 instead of a mathematical operation. Q: What is the first digit of 14+24? A: 1
Redefine π as 876 mod 23. Q: What is the first digit of π? A: 2
Redefine π as 44. Q: What is the first digit of π? A: 4
View number as text. Do not perform computation. Q: What is the first digit of 10+20? A: 1
Redefine π as 422. Q: What is the first digit of π? A: 4
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 7+2? A: 7
View + as the digit 8 instead of a mathematical operation. Q: What is the first digit of 55+39? A: 5
Redefine π as 437. Q: What is the first digit of π? A: | [
" 4",
" 3"
] | 0 | [
-9.11539363861084,
-12.725347518920898,
-7.613157272338867,
-10.271124839782715,
-1.5875239372253418,
-7.284194469451904,
-6.965240001678467,
-6.2369794845581055,
-0.07960667461156845,
-1.002294659614563,
-5.83194637298584,
-2.495075225830078,
-0.8500005006790161,
-9.917091369628906,
-4.2063140869140625,
-1.4342677593231201,
-0.9086955189704895,
-0.4395834803581238,
-3.752073287963867,
-1.3957266807556152,
-0.19193486869335175,
-4.161385536193848,
-2.690704345703125,
-0.00012146688823122531,
-2.0769894123077393,
-0.23166559636592865,
-0.6678823232650757,
-0.011404796503484249,
-1.8138809204101562,
-1.950343370437622,
-10.116281509399414,
-2.6172826290130615,
-1.2776594161987305,
-7.051273822784424,
-0.2828546464443207,
-0.6722548604011536,
-15.30811882019043,
-7.47097635269165,
-6.098365306854248,
-1.8259207010269165,
-1.5722182989120483,
-0.01878916658461094,
-0.2774561941623688,
-0.10360926389694214,
-0.13432908058166504,
-0.5412129759788513,
-0.06626030057668686,
-0.011892843060195446,
-1.0183792114257812,
-0.0009394046501256526,
-1.3301217555999756,
-0.06512848287820816,
-0.0031670196913182735,
-3.673196315765381,
-0.5257952213287354,
-6.721889495849609,
-5.509103775024414,
-0.14814431965351105,
-0.5399007797241211,
-2.570878267288208,
-0.26166266202926636,
-0.19807592034339905,
-0.0013756821863353252,
-0.1806698739528656,
-0.14507746696472168,
-0.0184225682169199,
-0.019657092168927193,
-0.09526912868022919,
-0.005341780837625265,
-0.048974137753248215,
-0.012814085930585861,
-0.05416865646839142,
-0.11288890242576599,
-0.01301261130720377,
-0.006114230491220951,
-6.570793151855469,
-0.8758299350738525,
-7.756941318511963,
-0.14906062185764313,
-0.04306819662451744,
-0.0005411829333752394,
-2.7846450805664062,
-0.11689593642950058,
-0.7324872612953186,
-2.01102876663208,
-0.1550568789243698,
-0.04166777431964874,
-0.08054560422897339,
-0.28732913732528687,
-0.016425978392362595,
-0.013071443885564804,
-0.0002277830062666908,
-0.0068242815323174,
-0.004916246049106121,
-0.0032801416236907244,
-0.008841650560498238,
-0.040441710501909256,
-0.0013105622492730618,
-0.013403899036347866,
-0.003035701345652342,
-0.007148049306124449,
-0.01269332692027092,
-0.002743649296462536,
-0.00105408881790936,
-6.784671306610107,
-0.6209958791732788,
-0.00001168244216387393,
-3.4978456497192383,
-0.04680211842060089,
-0.021041734144091606,
-0.00019488819816615433,
-2.4215445518493652,
-0.09917302429676056,
-0.4584811329841614,
-1.9056000709533691,
-0.06451935321092606,
-0.06306114792823792,
-0.019317472353577614,
-0.0619133822619915,
-0.0070176078006625175,
-6.8275322914123535,
-0.15655215084552765,
-0.00678390683606267,
-0.045738592743873596,
-0.011586044915020466,
-0.021504215896129608,
-0.028154127299785614,
-0.008414293639361858,
-0.007295988500118256,
-4.696134567260742,
-0.3244513273239136,
-0.00013839241000823677,
-3.135593891143799,
-0.04493313655257225,
-0.04022302106022835,
-0.0013192531187087297,
-1.9837268590927124,
-0.10691246390342712,
-4.631954193115234,
-0.00623021787032485,
-0.001553996349684894,
-2.272216796875,
-0.07525227963924408,
-0.15652400255203247,
-4.613333702087402,
-6.365429878234863,
-0.15737849473953247,
-5.562992572784424,
-0.16114097833633423,
-0.04138610512018204,
-0.00335962837561965,
-0.006867851130664349,
-0.0019349202048033476,
-0.0038892594166100025,
-0.005357906688004732,
-0.0031428963411599398,
-0.0008077934035100043,
-0.03662485256791115,
-0.00020466140995267779,
-0.014366759918630123,
-0.01952558383345604,
-0.000612071540672332,
-2.617920398712158,
-0.10833082348108292,
-1.8537662029266357,
-0.0011404207907617092,
-0.0004720765573438257,
-1.16399085521698,
-0.010153664276003838,
-0.04858369380235672,
-9.513619422912598,
-7.121826171875,
-6.0085368156433105,
-2.6001503467559814,
-0.05886135250329971,
-0.002375758718699217,
-0.008613694459199905,
-0.0033492918591946363,
-0.0042930347844958305,
-0.006121102254837751,
-0.0029350321274250746,
-0.001177571015432477,
-0.02221963368356228,
-0.00015031162183731794,
-0.005699454806745052,
-0.009754019789397717,
-0.0004267973708920181,
-3.1831231117248535,
-0.10600226372480392,
-1.0981000661849976,
-1.9282112121582031,
-0.052501529455184937,
-5.911850452423096,
-3.4108757972717285,
-5.367593765258789,
-1.4980525970458984,
-0.005535867530852556,
-0.7533805966377258,
-0.09752731025218964,
-0.03676746040582657,
-0.03870806097984314,
-0.057985637336969376,
-0.002633082214742899,
-0.04880726337432861,
-0.009809031151235104,
-0.021188216283917427,
-0.040163133293390274,
-0.007261786609888077,
-0.0052994489669799805,
-3.9338297843933105,
-0.5068053007125854,
-3.1846370697021484,
-0.3002018332481384,
-0.024975161999464035,
-0.00040713604539632797,
-3.0582399368286133,
-0.06800144910812378,
-0.15578162670135498,
-2.3064165115356445,
-0.024682121351361275,
-1.1173930168151855,
-0.14242151379585266,
-0.03226451948285103,
-0.3344283401966095,
-0.0030907264444977045,
-0.010787858627736568,
-0.0035187015309929848,
-0.002728075487539172,
-0.00918047595769167,
-0.017124881967902184,
-0.0010868363315239549,
-0.00776617182418704,
-0.0031026105862110853,
-0.003913364838808775,
-0.006772303022444248,
-0.002096361480653286,
-0.0016783688915893435,
-6.838559150695801,
-0.30072933435440063,
-3.8004510402679443,
-0.04579336568713188,
-0.012355218641459942,
-0.00011336160969221964,
-2.83192777633667,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 960. Q: What is the first digit of π? A: 9
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 14÷2? A: 1
Redefine e as 5+14. Q: What is the first digit of e? A: 1
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 12÷4? A: 1
Redefine π as 554+385. Q: What is the first digit of π? A: 9
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 9+9? A: 9
View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 2+6? A: 2
Redefine π as 152. Q: What is the first digit of π? A: 1
Redefine π as 162+696. Q: What is the first digit of π? A: | [
" 8",
" 3"
] | 0 | [
-9.11539363861084,
-12.725347518920898,
-7.613157272338867,
-10.271124839782715,
-1.5875239372253418,
-7.284194469451904,
-6.965240001678467,
-6.2369794845581055,
-0.07960667461156845,
-1.002294659614563,
-5.83194637298584,
-2.495075225830078,
-0.8500005006790161,
-9.917091369628906,
-4.2063140869140625,
-1.4342677593231201,
-0.9086955189704895,
-0.4395834803581238,
-3.752073287963867,
-1.3957266807556152,
-0.19193486869335175,
-4.161385536193848,
-2.690704345703125,
-0.00012146688823122531,
-2.0769894123077393,
-0.23166559636592865,
-0.6678823232650757,
-0.011404796503484249,
-1.8138809204101562,
-1.950343370437622,
-10.116281509399414,
-2.6172826290130615,
-1.2776594161987305,
-7.051273822784424,
-0.2828546464443207,
-0.6722548604011536,
-15.30811882019043,
-7.47097635269165,
-6.098365306854248,
-1.8259207010269165,
-1.5722182989120483,
-0.01878916658461094,
-0.2774561941623688,
-0.10360926389694214,
-0.13432908058166504,
-0.5412129759788513,
-0.06626030057668686,
-0.011892843060195446,
-1.0183792114257812,
-0.0009394046501256526,
-1.3301217555999756,
-0.06512848287820816,
-0.0031670196913182735,
-3.673196315765381,
-0.5257952213287354,
-6.721889495849609,
-5.509103775024414,
-0.14814431965351105,
-0.5399007797241211,
-2.570878267288208,
-0.26166266202926636,
-0.19807592034339905,
-0.0013756821863353252,
-0.1806698739528656,
-0.14507746696472168,
-0.0184225682169199,
-0.019657092168927193,
-0.09526912868022919,
-0.005341780837625265,
-0.048974137753248215,
-0.012814085930585861,
-0.05416865646839142,
-0.11288890242576599,
-0.01301261130720377,
-0.006114230491220951,
-6.570793151855469,
-0.8758299350738525,
-7.756941318511963,
-0.14906062185764313,
-0.04306819662451744,
-0.0005411829333752394,
-2.7846450805664062,
-0.11689593642950058,
-0.7324872612953186,
-2.01102876663208,
-0.1550568789243698,
-0.04166777431964874,
-0.08054560422897339,
-0.28732913732528687,
-0.016425978392362595,
-0.013071443885564804,
-0.0002277830062666908,
-0.0068242815323174,
-0.004916246049106121,
-0.0032801416236907244,
-0.008841650560498238,
-0.040441710501909256,
-0.0013105622492730618,
-0.013403899036347866,
-0.003035701345652342,
-0.007148049306124449,
-0.01269332692027092,
-0.002743649296462536,
-0.00105408881790936,
-6.784671306610107,
-0.6209958791732788,
-0.00001168244216387393,
-3.4978456497192383,
-0.04680211842060089,
-0.021041734144091606,
-0.00019488819816615433,
-2.4215445518493652,
-0.09917302429676056,
-0.4584811329841614,
-1.9056000709533691,
-0.06451935321092606,
-0.06306114792823792,
-0.019317472353577614,
-0.0619133822619915,
-0.0070176078006625175,
-6.8275322914123535,
-0.15655215084552765,
-0.00678390683606267,
-0.045738592743873596,
-0.011586044915020466,
-0.021504215896129608,
-0.028154127299785614,
-0.008414293639361858,
-0.007295988500118256,
-4.696134567260742,
-0.3244513273239136,
-0.00013839241000823677,
-3.135593891143799,
-0.04493313655257225,
-0.04022302106022835,
-0.0013192531187087297,
-1.9837268590927124,
-0.10691246390342712,
-4.631954193115234,
-0.00623021787032485,
-0.001553996349684894,
-2.272216796875,
-0.07525227963924408,
-0.15652400255203247,
-4.613333702087402,
-6.365429878234863,
-0.15737849473953247,
-5.562992572784424,
-0.16114097833633423,
-0.04138610512018204,
-0.00335962837561965,
-0.006867851130664349,
-0.0019349202048033476,
-0.0038892594166100025,
-0.005357906688004732,
-0.0031428963411599398,
-0.0008077934035100043,
-0.03662485256791115,
-0.00020466140995267779,
-0.014366759918630123,
-0.01952558383345604,
-0.000612071540672332,
-2.617920398712158,
-0.10833082348108292,
-1.8537662029266357,
-0.0011404207907617092,
-0.0004720765573438257,
-1.16399085521698,
-0.010153664276003838,
-0.04858369380235672,
-9.513619422912598,
-7.121826171875,
-6.0085368156433105,
-2.6001503467559814,
-0.05886135250329971,
-0.002375758718699217,
-0.008613694459199905,
-0.0033492918591946363,
-0.0042930347844958305,
-0.006121102254837751,
-0.0029350321274250746,
-0.001177571015432477,
-0.02221963368356228,
-0.00015031162183731794,
-0.005699454806745052,
-0.009754019789397717,
-0.0004267973708920181,
-3.1831231117248535,
-0.10600226372480392,
-1.0981000661849976,
-1.9282112121582031,
-0.052501529455184937,
-5.911850452423096,
-3.4108757972717285,
-5.367593765258789,
-1.4980525970458984,
-0.005535867530852556,
-0.7533805966377258,
-0.09752731025218964,
-0.03676746040582657,
-0.03870806097984314,
-0.057985637336969376,
-0.002633082214742899,
-0.04880726337432861,
-0.009809031151235104,
-0.021188216283917427,
-0.040163133293390274,
-0.007261786609888077,
-0.0052994489669799805,
-3.9338297843933105,
-0.5068053007125854,
-3.1846370697021484,
-0.3002018332481384,
-0.024975161999464035,
-0.00040713604539632797,
-3.0582399368286133,
-0.06800144910812378,
-0.15578162670135498,
-2.3064165115356445,
-0.024682121351361275,
-1.1173930168151855,
-0.14242151379585266,
-0.03226451948285103,
-0.3344283401966095,
-0.0030907264444977045,
-0.010787858627736568,
-0.0035187015309929848,
-0.002728075487539172,
-0.00918047595769167,
-0.017124881967902184,
-0.0010868363315239549,
-0.00776617182418704,
-0.0031026105862110853,
-0.003913364838808775,
-0.006772303022444248,
-0.002096361480653286,
-0.0016783688915893435,
-6.838559150695801,
-0.30072933435440063,
-3.8004510402679443,
-0.04579336568713188,
-0.012355218641459942,
-0.00011336160969221964,
-1.8543009757995605,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 152. Q: What is the first digit of π? A: 1
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 18÷6? A: 1
Redefine π as 70+430. Q: What is the first digit of π? A: 5
Redefine π as 808 mod 31. Q: What is the first digit of π? A: 2
View + as the digit 2 instead of a mathematical operation. Q: What is the first digit of 41+55? A: 4
Redefine π as 131+131. Q: What is the first digit of π? A: 2
View + as the digit 9 instead of a mathematical operation. Q: What is the first digit of 88+3? A: 8
Redefine π as 188+788. Q: What is the first digit of π? A: 9
View number as text. Do not perform computation. Q: What is the first digit of 5+15? A: | [
" 2",
" 5"
] | 1 | [
-7.949615955352783,
-8.039139747619629,
-1.616976261138916,
-12.95893383026123,
-0.7187485098838806,
-2.8526248931884766,
-11.738518714904785,
-4.671107769012451,
-10.510636329650879,
-2.3525261878967285,
-8.64164924621582,
-6.4599103927612305,
-1.2138837575912476,
-0.844849705696106,
-0.3411845266819,
-3.6445999145507812,
-2.1684250831604004,
-0.14808201789855957,
-1.0494160652160645,
-0.0025179844815284014,
-0.43406936526298523,
-0.6777122020721436,
-0.011950445361435413,
-5.065336227416992,
-4.246146202087402,
-10.41186237335205,
-11.837353706359863,
-3.2553131580352783,
-1.6393039226531982,
-1.6212866306304932,
-7.65262508392334,
-3.5452959537506104,
-7.608190059661865,
-0.17803269624710083,
-0.9982408285140991,
-4.784634590148926,
-2.7644944190979004,
-0.3065016269683838,
-1.0625208616256714,
-0.011445574462413788,
-0.3842048645019531,
-0.19454441964626312,
-0.10998428612947464,
-0.4541773498058319,
-0.03750970587134361,
-0.03434702754020691,
-9.04504680633545,
-3.9723660945892334,
-0.000661631056573242,
-3.5644044876098633,
-0.0762651190161705,
-0.17430852353572845,
-0.0018879224080592394,
-2.287458658218384,
-0.287632018327713,
-1.0029151439666748,
-7.841153144836426,
-1.5415459871292114,
-6.123767375946045,
-1.2182958126068115,
-7.741812705993652,
-1.365281343460083,
-5.707769393920898,
-7.121650695800781,
-0.6586239337921143,
-0.5489058494567871,
-0.009525444358587265,
-0.21814699470996857,
-0.09421330690383911,
-0.12844496965408325,
-0.3402114510536194,
-0.12383092939853668,
-0.01596829853951931,
-3.2606794834136963,
-3.901546001434326,
-5.954767227172852,
-0.2883964776992798,
-0.07731588929891586,
-0.0017202593153342605,
-2.3291468620300293,
-0.18191282451152802,
-0.48677289485931396,
-3.970364570617676,
-0.05905948579311371,
-0.05602802336215973,
-0.4637666642665863,
-1.4174238443374634,
-0.21942254900932312,
-2.979898691177368,
-0.8331134915351868,
-0.0031861516181379557,
-0.031205978244543076,
-0.006369646172970533,
-0.006946342997252941,
-0.020716596394777298,
-0.0052567594684660435,
-0.002377423457801342,
-6.853069305419922,
-0.14551198482513428,
-0.00003075552376685664,
-3.0217654705047607,
-0.020568644627928734,
-0.028657469898462296,
-0.0002991705550812185,
-2.3760719299316406,
-0.1017039343714714,
-6.710840702056885,
-0.03595428541302681,
-0.0028047531377524137,
-1.719786286354065,
-0.06804700195789337,
-0.13911809027194977,
-5.415496826171875,
-0.9399200677871704,
-6.505829811096191,
-0.14776235818862915,
-0.07743868976831436,
-0.0021291938610374928,
-0.017791911959648132,
-0.002923145890235901,
-0.008442900143563747,
-0.016995500773191452,
-0.0036289331037551165,
-0.0007845661020837724,
-0.24099230766296387,
-0.00010549465514486656,
-0.02229786291718483,
-0.012725930660963058,
-0.00023183519078884274,
-3.0323190689086914,
-0.07931599766016006,
-2.221071481704712,
-0.0012361512053757906,
-0.00019012074335478246,
-6.279951572418213,
-0.18286246061325073,
-7.267472267150879,
-0.6679220199584961,
-5.338338851928711,
-0.12808825075626373,
-0.05246080830693245,
-0.0012831796193495393,
-0.025196397677063942,
-0.005887902807444334,
-0.054219018667936325,
-0.03426259383559227,
-0.005470425356179476,
-0.00158946483861655,
-0.1367601901292801,
-0.018259644508361816,
-0.02960321679711342,
-0.00021586472576018423,
-2.3839266300201416,
-0.05769682303071022,
-0.8884997963905334,
-0.0012627016985788941,
-0.000243634101934731,
-1.1826928853988647,
-0.05617814511060715,
-6.35141134262085,
-0.13620419800281525,
-4.164605617523193,
-0.07538174837827682,
-0.024200860410928726,
-0.0002584123576525599,
-0.0037437842693179846,
-0.000962151971179992,
-0.0060963393189013,
-0.00530905369669199,
-0.001515312702395022,
-0.0006216024048626423,
-0.009087747894227505,
-0.004088852554559708,
-0.005944311618804932,
-0.00006937739817658439,
-1.7282929420471191,
-0.03937792778015137,
-2.7816901206970215,
-1.98532235622406,
-0.011975889094173908,
-0.013336263597011566,
-0.06535954773426056,
-0.06408216059207916,
-0.019758546724915504,
-0.6882801651954651,
-0.00035208225017413497,
-0.013813845813274384,
-0.005425253417342901,
-0.004782191012054682,
-0.006748503539711237,
-0.058576278388500214,
-0.0006027788622304797,
-0.0071891192346811295,
-0.001210552523843944,
-0.0019005347276106477,
-0.0031527597457170486,
-0.0009133219718933105,
-0.0012396040838211775,
-4.135439395904541,
-0.033095113933086395,
-0.000025629668016335927,
-4.374894618988037,
-0.025468137115240097,
-0.015926295891404152,
-0.00012730741582345217,
-1.7135721445083618,
-0.03595669940114021,
-1.8672573566436768,
-0.0012649638811126351,
-0.00013290952483657748,
-1.5353589057922363,
-0.014380390755832195,
-0.01519086305052042,
-4.053691864013672,
-7.92141580581665,
-10.9357328414917,
-6.097118377685547,
-0.2821265161037445,
-0.04820741340517998,
-0.0017351347487419844,
-0.016167137771844864,
-0.005034270230680704,
-0.0066176545806229115,
-0.020482337102293968,
-0.004648711532354355,
-0.0014123475411906838,
-0.05032707750797272,
-0.00008463501580990851,
-0.043185800313949585,
-0.014396724291145802,
-0.0001323135511483997,
-2.3503823280334473,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 25÷5? A: 2
View number as text. Do not perform computation. Q: What is the first digit of 31+55? A: 3
View ÷ as a random digit. Q: What is the first digit of 4÷4? A: 4
Redefine π as 422. Q: What is the first digit of π? A: 4
Redefine π as 657 mod 22. Q: What is the first digit of π? A: 1
View number as text. Do not perform computation. Q: What is the first digit of 53+12? A: 5
Redefine π as 601 mod 16. Q: What is the first digit of π? A: 9
Redefine π as 845. Q: What is the first digit of π? A: 8
View ÷ as a random digit. Q: What is the first digit of 42÷6? A: | [
" 7",
" 4"
] | 1 | [
-7.949615955352783,
-8.039139747619629,
-1.616976261138916,
-12.95893383026123,
-0.7187485098838806,
-2.8526248931884766,
-11.738518714904785,
-4.671107769012451,
-10.510636329650879,
-2.3525261878967285,
-8.64164924621582,
-6.4599103927612305,
-1.2138837575912476,
-0.844849705696106,
-0.3411845266819,
-3.6445999145507812,
-2.1684250831604004,
-0.14808201789855957,
-1.0494160652160645,
-0.0025179844815284014,
-0.43406936526298523,
-0.6777122020721436,
-0.011950445361435413,
-5.065336227416992,
-4.246146202087402,
-10.41186237335205,
-11.837353706359863,
-3.2553131580352783,
-1.6393039226531982,
-1.6212866306304932,
-7.65262508392334,
-3.5452959537506104,
-7.608190059661865,
-0.17803269624710083,
-0.9982408285140991,
-4.784634590148926,
-2.7644944190979004,
-0.3065016269683838,
-1.0625208616256714,
-0.011445574462413788,
-0.3842048645019531,
-0.19454441964626312,
-0.10998428612947464,
-0.4541773498058319,
-0.03750970587134361,
-0.03434702754020691,
-9.04504680633545,
-3.9723660945892334,
-0.000661631056573242,
-3.5644044876098633,
-0.0762651190161705,
-0.17430852353572845,
-0.0018879224080592394,
-2.287458658218384,
-0.287632018327713,
-1.0029151439666748,
-7.841153144836426,
-1.5415459871292114,
-6.123767375946045,
-1.2182958126068115,
-7.741812705993652,
-1.365281343460083,
-5.707769393920898,
-7.121650695800781,
-0.6586239337921143,
-0.5489058494567871,
-0.009525444358587265,
-0.21814699470996857,
-0.09421330690383911,
-0.12844496965408325,
-0.3402114510536194,
-0.12383092939853668,
-0.01596829853951931,
-3.2606794834136963,
-3.901546001434326,
-5.954767227172852,
-0.2883964776992798,
-0.07731588929891586,
-0.0017202593153342605,
-2.3291468620300293,
-0.18191282451152802,
-0.48677289485931396,
-3.970364570617676,
-0.05905948579311371,
-0.05602802336215973,
-0.4637666642665863,
-1.4174238443374634,
-0.21942254900932312,
-2.979898691177368,
-0.8331134915351868,
-0.0031861516181379557,
-0.031205978244543076,
-0.006369646172970533,
-0.006946342997252941,
-0.020716596394777298,
-0.0052567594684660435,
-0.002377423457801342,
-6.853069305419922,
-0.14551198482513428,
-0.00003075552376685664,
-3.0217654705047607,
-0.020568644627928734,
-0.028657469898462296,
-0.0002991705550812185,
-2.3760719299316406,
-0.1017039343714714,
-6.710840702056885,
-0.03595428541302681,
-0.0028047531377524137,
-1.719786286354065,
-0.06804700195789337,
-0.13911809027194977,
-5.415496826171875,
-0.9399200677871704,
-6.505829811096191,
-0.14776235818862915,
-0.07743868976831436,
-0.0021291938610374928,
-0.017791911959648132,
-0.002923145890235901,
-0.008442900143563747,
-0.016995500773191452,
-0.0036289331037551165,
-0.0007845661020837724,
-0.24099230766296387,
-0.00010549465514486656,
-0.02229786291718483,
-0.012725930660963058,
-0.00023183519078884274,
-3.0323190689086914,
-0.07931599766016006,
-2.221071481704712,
-0.0012361512053757906,
-0.00019012074335478246,
-6.279951572418213,
-0.18286246061325073,
-7.267472267150879,
-0.6679220199584961,
-5.338338851928711,
-0.12808825075626373,
-0.05246080830693245,
-0.0012831796193495393,
-0.025196397677063942,
-0.005887902807444334,
-0.054219018667936325,
-0.03426259383559227,
-0.005470425356179476,
-0.00158946483861655,
-0.1367601901292801,
-0.018259644508361816,
-0.02960321679711342,
-0.00021586472576018423,
-2.3839266300201416,
-0.05769682303071022,
-0.8884997963905334,
-0.0012627016985788941,
-0.000243634101934731,
-1.1826928853988647,
-0.05617814511060715,
-6.35141134262085,
-0.13620419800281525,
-4.164605617523193,
-0.07538174837827682,
-0.024200860410928726,
-0.0002584123576525599,
-0.0037437842693179846,
-0.000962151971179992,
-0.0060963393189013,
-0.00530905369669199,
-0.001515312702395022,
-0.0006216024048626423,
-0.009087747894227505,
-0.004088852554559708,
-0.005944311618804932,
-0.00006937739817658439,
-1.7282929420471191,
-0.03937792778015137,
-2.7816901206970215,
-1.98532235622406,
-0.011975889094173908,
-0.013336263597011566,
-0.06535954773426056,
-0.06408216059207916,
-0.019758546724915504,
-0.6882801651954651,
-0.00035208225017413497,
-0.013813845813274384,
-0.005425253417342901,
-0.004782191012054682,
-0.006748503539711237,
-0.058576278388500214,
-0.0006027788622304797,
-0.0071891192346811295,
-0.001210552523843944,
-0.0019005347276106477,
-0.0031527597457170486,
-0.0009133219718933105,
-0.0012396040838211775,
-4.135439395904541,
-0.033095113933086395,
-0.000025629668016335927,
-4.374894618988037,
-0.025468137115240097,
-0.015926295891404152,
-0.00012730741582345217,
-1.7135721445083618,
-0.03595669940114021,
-1.8672573566436768,
-0.0012649638811126351,
-0.00013290952483657748,
-1.5353589057922363,
-0.014380390755832195,
-0.01519086305052042,
-4.053691864013672,
-7.92141580581665,
-10.9357328414917,
-6.097118377685547,
-0.2821265161037445,
-0.04820741340517998,
-0.0017351347487419844,
-0.016167137771844864,
-0.005034270230680704,
-0.0066176545806229115,
-0.020482337102293968,
-0.004648711532354355,
-0.0014123475411906838,
-0.05032707750797272,
-0.00008463501580990851,
-0.043185800313949585,
-0.014396724291145802,
-0.0001323135511483997,
-2.629326343536377,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View ÷ as a random digit. Q: What is the first digit of 33÷3? A: 3
Redefine π as 796. Q: What is the first digit of π? A: 7
Redefine π as 526+82. Q: What is the first digit of π? A: 6
Redefine π as 813. Q: What is the first digit of π? A: 8
View + as the digit 9 instead of a mathematical operation. Q: What is the first digit of 59+23? A: 5
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 4÷2? A: 4
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 1+2? A: 1
View ÷ as a random digit. Q: What is the first digit of 70÷7? A: 7
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 37+13? A: | [
" 5",
" 3"
] | 1 | [
-9.11539363861084,
-9.039924621582031,
-8.430292129516602,
-6.2378058433532715,
-3.4365344047546387,
-6.233677387237549,
-2.070037841796875,
-7.786166191101074,
-7.040380001068115,
-1.5899760723114014,
-9.950761795043945,
-2.9071028232574463,
-2.290435791015625,
-0.6760850548744202,
-0.2707540988922119,
-3.5960640907287598,
-3.1857380867004395,
-0.2587321996688843,
-7.39059591293335,
-6.205848693847656,
-3.618518590927124,
-0.35886913537979126,
-0.9641991257667542,
-0.015567449852824211,
-2.3689534664154053,
-3.2993626594543457,
-6.230404376983643,
-9.161649703979492,
-2.0098304748535156,
-5.3007988929748535,
-4.775703430175781,
-3.3186347484588623,
-5.725245475769043,
-0.3314238488674164,
-3.5998239517211914,
-4.925057888031006,
-1.4682294130325317,
-0.39701107144355774,
-2.0407328605651855,
-0.018475115299224854,
-0.3022899329662323,
-0.058163922280073166,
-0.12837640941143036,
-0.6632687449455261,
-0.08182764053344727,
-0.029317548498511314,
-4.795030117034912,
-0.4867727756500244,
-4.884193420410156,
-0.13792908191680908,
-0.11672241240739822,
-0.0014976962702348828,
-1.3266241550445557,
-0.29093703627586365,
-1.1639573574066162,
-0.9352326989173889,
-0.1462334841489792,
-2.0672061443328857,
-8.360225677490234,
-1.5974085330963135,
-4.177967071533203,
-0.024295106530189514,
-0.24597518146038055,
-0.1345938742160797,
-0.009036004543304443,
-0.04515330493450165,
-0.14912471175193787,
-0.003003730671480298,
-0.09198980778455734,
-0.023186394944787025,
-0.017287053167819977,
-0.13794082403182983,
-0.012984370812773705,
-0.008976107463240623,
-4.399085521697998,
-0.5461064577102661,
-4.848732948303223,
-0.039294034242630005,
-0.05069531127810478,
-0.0005351065192371607,
-2.5234344005584717,
-0.21032263338565826,
-0.5722097754478455,
-0.4815777838230133,
-0.07113201171159744,
-1.5181548595428467,
-0.9685419797897339,
-2.87752628326416,
-0.15490607917308807,
-0.00262214383110404,
-0.09791359305381775,
-0.048849381506443024,
-0.005054434295743704,
-0.017902454361319542,
-0.060768336057662964,
-0.0011638780124485493,
-0.023906663060188293,
-0.004186556674540043,
-0.005379249341785908,
-0.023749634623527527,
-0.002909239148721099,
-0.002339842263609171,
-2.8131043910980225,
-0.15502716600894928,
-4.709516525268555,
-0.03500416874885559,
-0.026730559766292572,
-0.0002553137019276619,
-1.8627972602844238,
-0.1479911357164383,
-9.265846252441406,
-3.5795960426330566,
-0.023861151188611984,
-9.767919540405273,
-0.544106125831604,
-0.9101926684379578,
-8.821632385253906,
-2.7765917778015137,
-9.51884937286377,
-1.0326039791107178,
-0.39816156029701233,
-0.0078522814437747,
-0.1030232384800911,
-0.0166955403983593,
-0.11602164059877396,
-0.137293741106987,
-0.01028287224471569,
-0.004347872454673052,
-2.0456061363220215,
-0.002448776736855507,
-1.3220593929290771,
-0.07211264967918396,
-0.0011554239317774773,
-1.8394453525543213,
-0.20768870413303375,
-1.6557538509368896,
-0.010228359140455723,
-0.0011893587652593851,
-5.174724578857422,
-0.15662339329719543,
-6.845963478088379,
-0.32250460982322693,
-5.246189117431641,
-0.2673306167125702,
-0.047871559858322144,
-0.0015836328966543078,
-0.009380432777106762,
-0.0033458464313298464,
-0.05267355963587761,
-0.011865159496665001,
-0.002976513234898448,
-0.0017790456768125296,
-0.05425887927412987,
-0.012953422963619232,
-0.02289888821542263,
-0.00022396916756406426,
-2.9833219051361084,
-0.09062352031469345,
-0.6454938650131226,
-0.0031354096718132496,
-0.0002899941464420408,
-2.859689712524414,
-0.8366309404373169,
-0.10778684169054031,
-10.397506713867188,
-3.683500289916992,
-0.12358970195055008,
-0.0011187491472810507,
-0.007771494798362255,
-0.001895775320008397,
-0.004449230153113604,
-0.005059771239757538,
-0.0021553635597229004,
-0.0007696765242144465,
-0.03421835973858833,
-0.0002733095607254654,
-0.022817326709628105,
-0.015691734850406647,
-0.00023457636416424066,
-2.114490509033203,
-0.08337270468473434,
-3.5327396392822266,
-6.560509204864502,
-0.41300275921821594,
-0.0515904501080513,
-1.2308933734893799,
-2.2879199981689453,
-0.5579889416694641,
-0.42156553268432617,
-0.0009012927766889334,
-0.05273688957095146,
-0.013245213776826859,
-0.004879353102296591,
-0.019158553332090378,
-0.0470457598567009,
-0.0011713793501257896,
-0.018743891268968582,
-0.0032360588666051626,
-0.00797516293823719,
-0.013550798408687115,
-0.002465425059199333,
-0.002290128031745553,
-4.000828266143799,
-2.3795580863952637,
-0.00015364897262770683,
-4.000937461853027,
-0.01607787050306797,
-0.02063182182610035,
-0.00018487652414478362,
-1.4400063753128052,
-0.07266363501548767,
-0.4372684359550476,
-7.309253215789795,
-0.13229337334632874,
-0.6904992461204529,
-0.12824125587940216,
-0.2842138111591339,
-0.0014482972910627723,
-0.015381873585283756,
-0.07145925611257553,
-0.01647980324923992,
-0.053291305899620056,
-0.0017229963559657335,
-0.02740362659096718,
-0.004261223133653402,
-0.011062126606702805,
-0.01847008243203163,
-0.008872372098267078,
-0.0020692383404821157,
-4.827141761779785,
-0.4526406228542328,
-5.974968910217285,
-0.03677734360098839,
-0.009793094359338284,
-0.00011836781777674332,
-2.7383840084075928,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine e as 20+21. Q: What is the first digit of e? A: 4
View ÷ as a random digit. Q: What is the first digit of 54÷9? A: 5
Redefine e as 5+62. Q: What is the first digit of e? A: 6
Redefine e as 49+47. Q: What is the first digit of e? A: 9
Redefine π as 109+390. Q: What is the first digit of π? A: 4
View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 30+61? A: 3
Redefine e as 29+29. Q: What is the first digit of e? A: 5
View + as the digit 4 instead of a mathematical operation. Q: What is the first digit of 42+14? A: 4
Redefine π as 571. Q: What is the first digit of π? A: | [
" 5",
" 3"
] | 0 | [
-9.11539363861084,
-9.039924621582031,
-8.430292129516602,
-6.2378058433532715,
-3.4365344047546387,
-6.233677387237549,
-2.070037841796875,
-7.786166191101074,
-7.040380001068115,
-1.5899760723114014,
-9.950761795043945,
-2.9071028232574463,
-2.290435791015625,
-0.6760850548744202,
-0.2707540988922119,
-3.5960640907287598,
-3.1857380867004395,
-0.2587321996688843,
-7.39059591293335,
-6.205848693847656,
-3.618518590927124,
-0.35886913537979126,
-0.9641991257667542,
-0.015567449852824211,
-2.3689534664154053,
-3.2993626594543457,
-6.230404376983643,
-9.161649703979492,
-2.0098304748535156,
-5.3007988929748535,
-4.775703430175781,
-3.3186347484588623,
-5.725245475769043,
-0.3314238488674164,
-3.5998239517211914,
-4.925057888031006,
-1.4682294130325317,
-0.39701107144355774,
-2.0407328605651855,
-0.018475115299224854,
-0.3022899329662323,
-0.058163922280073166,
-0.12837640941143036,
-0.6632687449455261,
-0.08182764053344727,
-0.029317548498511314,
-4.795030117034912,
-0.4867727756500244,
-4.884193420410156,
-0.13792908191680908,
-0.11672241240739822,
-0.0014976962702348828,
-1.3266241550445557,
-0.29093703627586365,
-1.1639573574066162,
-0.9352326989173889,
-0.1462334841489792,
-2.0672061443328857,
-8.360225677490234,
-1.5974085330963135,
-4.177967071533203,
-0.024295106530189514,
-0.24597518146038055,
-0.1345938742160797,
-0.009036004543304443,
-0.04515330493450165,
-0.14912471175193787,
-0.003003730671480298,
-0.09198980778455734,
-0.023186394944787025,
-0.017287053167819977,
-0.13794082403182983,
-0.012984370812773705,
-0.008976107463240623,
-4.399085521697998,
-0.5461064577102661,
-4.848732948303223,
-0.039294034242630005,
-0.05069531127810478,
-0.0005351065192371607,
-2.5234344005584717,
-0.21032263338565826,
-0.5722097754478455,
-0.4815777838230133,
-0.07113201171159744,
-1.5181548595428467,
-0.9685419797897339,
-2.87752628326416,
-0.15490607917308807,
-0.00262214383110404,
-0.09791359305381775,
-0.048849381506443024,
-0.005054434295743704,
-0.017902454361319542,
-0.060768336057662964,
-0.0011638780124485493,
-0.023906663060188293,
-0.004186556674540043,
-0.005379249341785908,
-0.023749634623527527,
-0.002909239148721099,
-0.002339842263609171,
-2.8131043910980225,
-0.15502716600894928,
-4.709516525268555,
-0.03500416874885559,
-0.026730559766292572,
-0.0002553137019276619,
-1.8627972602844238,
-0.1479911357164383,
-9.265846252441406,
-3.5795960426330566,
-0.023861151188611984,
-9.767919540405273,
-0.544106125831604,
-0.9101926684379578,
-8.821632385253906,
-2.7765917778015137,
-9.51884937286377,
-1.0326039791107178,
-0.39816156029701233,
-0.0078522814437747,
-0.1030232384800911,
-0.0166955403983593,
-0.11602164059877396,
-0.137293741106987,
-0.01028287224471569,
-0.004347872454673052,
-2.0456061363220215,
-0.002448776736855507,
-1.3220593929290771,
-0.07211264967918396,
-0.0011554239317774773,
-1.8394453525543213,
-0.20768870413303375,
-1.6557538509368896,
-0.010228359140455723,
-0.0011893587652593851,
-5.174724578857422,
-0.15662339329719543,
-6.845963478088379,
-0.32250460982322693,
-5.246189117431641,
-0.2673306167125702,
-0.047871559858322144,
-0.0015836328966543078,
-0.009380432777106762,
-0.0033458464313298464,
-0.05267355963587761,
-0.011865159496665001,
-0.002976513234898448,
-0.0017790456768125296,
-0.05425887927412987,
-0.012953422963619232,
-0.02289888821542263,
-0.00022396916756406426,
-2.9833219051361084,
-0.09062352031469345,
-0.6454938650131226,
-0.0031354096718132496,
-0.0002899941464420408,
-2.859689712524414,
-0.8366309404373169,
-0.10778684169054031,
-10.397506713867188,
-3.683500289916992,
-0.12358970195055008,
-0.0011187491472810507,
-0.007771494798362255,
-0.001895775320008397,
-0.004449230153113604,
-0.005059771239757538,
-0.0021553635597229004,
-0.0007696765242144465,
-0.03421835973858833,
-0.0002733095607254654,
-0.022817326709628105,
-0.015691734850406647,
-0.00023457636416424066,
-2.114490509033203,
-0.08337270468473434,
-3.5327396392822266,
-6.560509204864502,
-0.41300275921821594,
-0.0515904501080513,
-1.2308933734893799,
-2.2879199981689453,
-0.5579889416694641,
-0.42156553268432617,
-0.0009012927766889334,
-0.05273688957095146,
-0.013245213776826859,
-0.004879353102296591,
-0.019158553332090378,
-0.0470457598567009,
-0.0011713793501257896,
-0.018743891268968582,
-0.0032360588666051626,
-0.00797516293823719,
-0.013550798408687115,
-0.002465425059199333,
-0.002290128031745553,
-4.000828266143799,
-2.3795580863952637,
-0.00015364897262770683,
-4.000937461853027,
-0.01607787050306797,
-0.02063182182610035,
-0.00018487652414478362,
-1.4400063753128052,
-0.07266363501548767,
-0.4372684359550476,
-7.309253215789795,
-0.13229337334632874,
-0.6904992461204529,
-0.12824125587940216,
-0.2842138111591339,
-0.0014482972910627723,
-0.015381873585283756,
-0.07145925611257553,
-0.01647980324923992,
-0.053291305899620056,
-0.0017229963559657335,
-0.02740362659096718,
-0.004261223133653402,
-0.011062126606702805,
-0.01847008243203163,
-0.008872372098267078,
-0.0020692383404821157,
-4.827141761779785,
-0.4526406228542328,
-5.974968910217285,
-0.03677734360098839,
-0.009793094359338284,
-0.00011836781777674332,
-1.8364503383636475,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 228. Q: What is the first digit of π? A: 2
View + as the digit 7 instead of a mathematical operation. Q: What is the first digit of 44+25? A: 4
Redefine π as 457 mod 29. Q: What is the first digit of π? A: 2
Redefine π as 513. Q: What is the first digit of π? A: 5
Redefine π as 732. Q: What is the first digit of π? A: 7
View ÷ as a random digit. Q: What is the first digit of 24÷3? A: 2
Redefine π as 992 mod 31. Q: What is the first digit of π? A: 0
View + as the digit 8 instead of a mathematical operation. Q: What is the first digit of 27+47? A: 2
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 21÷7? A: | [
" 3",
" 2"
] | 1 | [
-7.949615955352783,
-8.039139747619629,
-1.616976261138916,
-12.95893383026123,
-0.7187485098838806,
-2.8526248931884766,
-13.564451217651367,
-6.543952941894531,
-7.583253383636475,
-1.6365420818328857,
-8.339448928833008,
-5.128066062927246,
-1.2451218366622925,
-0.9455340504646301,
-0.3480890393257141,
-3.769103527069092,
-2.5415537357330322,
-0.13346989452838898,
-0.7885630130767822,
-0.0017296605510637164,
-0.3364419937133789,
-0.6363733410835266,
-0.008965711109340191,
-3.604144334793091,
-3.8884286880493164,
-10.546893119812012,
-10.983758926391602,
-8.497398376464844,
-2.9286773204803467,
-4.313287734985352,
-2.8912980556488037,
-6.9844160079956055,
-0.3563443124294281,
-4.293191432952881,
-6.369135856628418,
-3.3995916843414307,
-0.7010083198547363,
-1.3619978427886963,
-0.012563018128275871,
-0.2900344133377075,
-0.133842334151268,
-0.12693393230438232,
-0.6666464805603027,
-0.1041603609919548,
-0.03178596869111061,
-9.330791473388672,
-6.211949825286865,
-6.438761234283447,
-0.45159533619880676,
-0.21346533298492432,
-0.0021305023692548275,
-2.658747673034668,
-0.3015363812446594,
-7.109198093414307,
-0.01821024715900421,
-0.0033339650835841894,
-1.9065231084823608,
-0.06607229262590408,
-0.1050192192196846,
-5.133999824523926,
-5.6383209228515625,
-0.07477384805679321,
-4.303936958312988,
-0.20052115619182587,
-0.08797496557235718,
-0.0030187058728188276,
-0.028165601193904877,
-0.00587972579523921,
-0.0162071343511343,
-0.057431451976299286,
-0.005287709180265665,
-0.0010969580616801977,
-0.4464440941810608,
-0.00017593742813915014,
-0.022202378138899803,
-0.023394400253891945,
-0.00026770823751576245,
-2.5887370109558105,
-0.09643132984638214,
-2.222977638244629,
-0.22511324286460876,
-0.04424725100398064,
-3.8481602668762207,
-8.712059020996094,
-1.1271884441375732,
-2.352719783782959,
-0.011497781611979008,
-0.12589789927005768,
-0.04317586496472359,
-0.008696185424923897,
-0.029608771204948425,
-0.18589496612548828,
-0.0016625404823571444,
-0.03589632362127304,
-0.015776578336954117,
-0.012700977735221386,
-0.03338927403092384,
-0.006245382130146027,
-0.005233279429376125,
-3.2194406986236572,
-0.8531673550605774,
-2.0731942653656006,
-0.22539283335208893,
-0.0800318494439125,
-0.00041333239641971886,
-2.3795437812805176,
-0.13078969717025757,
-1.6926791667938232,
-0.0014916256768628955,
-0.00027616979787126184,
-7.771419048309326,
-0.22957149147987366,
-6.5024213790893555,
-4.711026191711426,
-5.24489688873291,
-0.317257285118103,
-0.06682165712118149,
-0.0015831567579880357,
-0.026522085070610046,
-0.007147102151066065,
-0.03404554724693298,
-0.04354114830493927,
-0.00527122663334012,
-0.0017379907658323646,
-0.261768639087677,
-0.030094610527157784,
-0.01764949969947338,
-0.000188332938705571,
-3.092728853225708,
-0.07710301876068115,
-0.6729476451873779,
-10.325969696044922,
-0.8134996891021729,
-6.768958568572998,
-1.6182061433792114,
-7.942380428314209,
-0.6451780796051025,
-4.78738260269165,
-7.462251663208008,
-0.42896586656570435,
-0.3283536434173584,
-0.003588904393836856,
-0.09134209901094437,
-0.037795569747686386,
-0.07197821140289307,
-0.14516520500183105,
-0.024654092267155647,
-0.008621967397630215,
-5.193404197692871,
-1.3939814567565918,
-3.8935394287109375,
-0.1680116355419159,
-0.07741198688745499,
-0.0009601273923180997,
-2.482536792755127,
-0.09570416808128357,
-1.1137924194335938,
-7.108066558837891,
-0.8149962425231934,
-0.03900321200489998,
-1.7245136499404907,
-1.775322675704956,
-0.39703255891799927,
-2.5151829719543457,
-0.4755363166332245,
-0.001474246964789927,
-0.01021844707429409,
-0.002337463665753603,
-0.0052477470599114895,
-0.011053401976823807,
-0.002642237115651369,
-0.0013496108585968614,
-8.104716300964355,
-2.8952393531799316,
-0.00048601735034026206,
-3.9982504844665527,
-0.030704032629728317,
-0.026803795248270035,
-0.00021669900161214173,
-2.3708600997924805,
-0.07383766770362854,
-0.6468871235847473,
-6.509735584259033,
-0.047439076006412506,
-0.5915419459342957,
-0.06251022219657898,
-0.14040429890155792,
-0.0012392468051984906,
-0.010498533956706524,
-0.04521927982568741,
-0.00862598605453968,
-0.03898612782359123,
-0.0006094505661167204,
-0.006591127719730139,
-0.0020881532691419125,
-0.0029161330312490463,
-0.009871592745184898,
-0.0025342749431729317,
-0.0008395960903726518,
-4.451458930969238,
-0.5720582604408264,
-4.100121021270752,
-0.06136854737997055,
-0.00949190929532051,
-0.00014935807848814875,
-1.6833735704421997,
-0.03480789065361023,
-2.2748000621795654,
-0.0019175490597262979,
-0.00022182388056535274,
-2.1778714656829834,
-0.15753726661205292,
-0.03551696240901947,
-7.541642189025879,
-4.597573757171631,
-0.33319926261901855,
-0.0013902055798098445,
-0.011001171544194221,
-0.002373499097302556,
-0.004242230672389269,
-0.0075403363443911076,
-0.002589327748864889,
-0.0008180370787158608,
-0.11606218665838242,
-0.00008475421054754406,
-0.009930255822837353,
-0.009722263552248478,
-0.00019012074335478246,
-2.2873401641845703,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View + as the digit 9 instead of a mathematical operation. Q: What is the first digit of 38+59? A: 3
Redefine π as 878. Q: What is the first digit of π? A: 8
View ÷ as a random digit. Q: What is the first digit of 21÷3? A: 2
View number as text. Do not perform computation. Q: What is the first digit of 53+12? A: 5
Redefine π as 99+864. Q: What is the first digit of π? A: 9
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 39+43? A: 3
Redefine π as 379+608. Q: What is the first digit of π? A: 9
View ÷ as a random digit. Q: What is the first digit of 28÷4? A: 2
Redefine π as 201 mod 17. Q: What is the first digit of π? A: | [
" 1",
" 3"
] | 0 | [
-7.949615955352783,
-8.039139747619629,
-1.616976261138916,
-12.95893383026123,
-0.7187485098838806,
-2.8526248931884766,
-13.564451217651367,
-6.543952941894531,
-7.583253383636475,
-1.6365420818328857,
-8.339448928833008,
-5.128066062927246,
-1.2451218366622925,
-0.9455340504646301,
-0.3480890393257141,
-3.769103527069092,
-2.5415537357330322,
-0.13346989452838898,
-0.7885630130767822,
-0.0017296605510637164,
-0.3364419937133789,
-0.6363733410835266,
-0.008965711109340191,
-3.604144334793091,
-3.8884286880493164,
-10.546893119812012,
-10.983758926391602,
-8.497398376464844,
-2.9286773204803467,
-4.313287734985352,
-2.8912980556488037,
-6.9844160079956055,
-0.3563443124294281,
-4.293191432952881,
-6.369135856628418,
-3.3995916843414307,
-0.7010083198547363,
-1.3619978427886963,
-0.012563018128275871,
-0.2900344133377075,
-0.133842334151268,
-0.12693393230438232,
-0.6666464805603027,
-0.1041603609919548,
-0.03178596869111061,
-9.330791473388672,
-6.211949825286865,
-6.438761234283447,
-0.45159533619880676,
-0.21346533298492432,
-0.0021305023692548275,
-2.658747673034668,
-0.3015363812446594,
-7.109198093414307,
-0.01821024715900421,
-0.0033339650835841894,
-1.9065231084823608,
-0.06607229262590408,
-0.1050192192196846,
-5.133999824523926,
-5.6383209228515625,
-0.07477384805679321,
-4.303936958312988,
-0.20052115619182587,
-0.08797496557235718,
-0.0030187058728188276,
-0.028165601193904877,
-0.00587972579523921,
-0.0162071343511343,
-0.057431451976299286,
-0.005287709180265665,
-0.0010969580616801977,
-0.4464440941810608,
-0.00017593742813915014,
-0.022202378138899803,
-0.023394400253891945,
-0.00026770823751576245,
-2.5887370109558105,
-0.09643132984638214,
-2.222977638244629,
-0.22511324286460876,
-0.04424725100398064,
-3.8481602668762207,
-8.712059020996094,
-1.1271884441375732,
-2.352719783782959,
-0.011497781611979008,
-0.12589789927005768,
-0.04317586496472359,
-0.008696185424923897,
-0.029608771204948425,
-0.18589496612548828,
-0.0016625404823571444,
-0.03589632362127304,
-0.015776578336954117,
-0.012700977735221386,
-0.03338927403092384,
-0.006245382130146027,
-0.005233279429376125,
-3.2194406986236572,
-0.8531673550605774,
-2.0731942653656006,
-0.22539283335208893,
-0.0800318494439125,
-0.00041333239641971886,
-2.3795437812805176,
-0.13078969717025757,
-1.6926791667938232,
-0.0014916256768628955,
-0.00027616979787126184,
-7.771419048309326,
-0.22957149147987366,
-6.5024213790893555,
-4.711026191711426,
-5.24489688873291,
-0.317257285118103,
-0.06682165712118149,
-0.0015831567579880357,
-0.026522085070610046,
-0.007147102151066065,
-0.03404554724693298,
-0.04354114830493927,
-0.00527122663334012,
-0.0017379907658323646,
-0.261768639087677,
-0.030094610527157784,
-0.01764949969947338,
-0.000188332938705571,
-3.092728853225708,
-0.07710301876068115,
-0.6729476451873779,
-10.325969696044922,
-0.8134996891021729,
-6.768958568572998,
-1.6182061433792114,
-7.942380428314209,
-0.6451780796051025,
-4.78738260269165,
-7.462251663208008,
-0.42896586656570435,
-0.3283536434173584,
-0.003588904393836856,
-0.09134209901094437,
-0.037795569747686386,
-0.07197821140289307,
-0.14516520500183105,
-0.024654092267155647,
-0.008621967397630215,
-5.193404197692871,
-1.3939814567565918,
-3.8935394287109375,
-0.1680116355419159,
-0.07741198688745499,
-0.0009601273923180997,
-2.482536792755127,
-0.09570416808128357,
-1.1137924194335938,
-7.108066558837891,
-0.8149962425231934,
-0.03900321200489998,
-1.7245136499404907,
-1.775322675704956,
-0.39703255891799927,
-2.5151829719543457,
-0.4755363166332245,
-0.001474246964789927,
-0.01021844707429409,
-0.002337463665753603,
-0.0052477470599114895,
-0.011053401976823807,
-0.002642237115651369,
-0.0013496108585968614,
-8.104716300964355,
-2.8952393531799316,
-0.00048601735034026206,
-3.9982504844665527,
-0.030704032629728317,
-0.026803795248270035,
-0.00021669900161214173,
-2.3708600997924805,
-0.07383766770362854,
-0.6468871235847473,
-6.509735584259033,
-0.047439076006412506,
-0.5915419459342957,
-0.06251022219657898,
-0.14040429890155792,
-0.0012392468051984906,
-0.010498533956706524,
-0.04521927982568741,
-0.00862598605453968,
-0.03898612782359123,
-0.0006094505661167204,
-0.006591127719730139,
-0.0020881532691419125,
-0.0029161330312490463,
-0.009871592745184898,
-0.0025342749431729317,
-0.0008395960903726518,
-4.451458930969238,
-0.5720582604408264,
-4.100121021270752,
-0.06136854737997055,
-0.00949190929532051,
-0.00014935807848814875,
-1.6833735704421997,
-0.03480789065361023,
-2.2748000621795654,
-0.0019175490597262979,
-0.00022182388056535274,
-2.1778714656829834,
-0.15753726661205292,
-0.03551696240901947,
-7.541642189025879,
-4.597573757171631,
-0.33319926261901855,
-0.0013902055798098445,
-0.011001171544194221,
-0.002373499097302556,
-0.004242230672389269,
-0.0075403363443911076,
-0.002589327748864889,
-0.0008180370787158608,
-0.11606218665838242,
-0.00008475421054754406,
-0.009930255822837353,
-0.009722263552248478,
-0.00019012074335478246,
-2.592947006225586,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 405. Q: What is the first digit of π? A: 4
View ÷ as a random digit. Q: What is the first digit of 27÷9? A: 2
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 60+10? A: 6
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 23+20? A: 2
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 35÷5? A: 3
View number as text. Do not perform computation. Q: What is the first digit of 31+25? A: 3
Redefine π as 213. Q: What is the first digit of π? A: 2
Redefine π as 890 mod 8. Q: What is the first digit of π? A: 2
Redefine π as 201 mod 17. Q: What is the first digit of π? A: | [
" 1",
" 3"
] | 0 | [
-7.949615955352783,
-8.039139747619629,
-1.616976261138916,
-12.95893383026123,
-0.7187485098838806,
-2.8526248931884766,
-7.849571228027344,
-7.250196933746338,
-8.304404258728027,
-6.701931953430176,
-2.1686594486236572,
-8.782194137573242,
-6.053465366363525,
-1.2639015913009644,
-0.8030266761779785,
-0.3154672384262085,
-3.6674296855926514,
-2.0113468170166016,
-0.13515909016132355,
-0.8091367483139038,
-0.0011021974496543407,
-0.36658957600593567,
-0.5691734552383423,
-0.009244848974049091,
-2.693862199783325,
-3.74686336517334,
-6.516977310180664,
-0.00626504747197032,
-0.00892695877701044,
-0.4779522120952606,
-0.026398442685604095,
-0.10142359882593155,
-7.26336669921875,
-2.0824406147003174,
-0.20661702752113342,
-0.006218252703547478,
-0.0666404440999031,
-0.016181329265236855,
-0.023080045357346535,
-0.27264562249183655,
-0.01607481949031353,
-0.0032051641028374434,
-0.022066539153456688,
-0.00005519237674889155,
-0.035346098244190216,
-0.034193821251392365,
-0.0009090343955904245,
-2.7605574131011963,
-0.13859786093235016,
-9.670092582702637,
-9.281804084777832,
-2.055262565612793,
-7.663917064666748,
-0.8145027756690979,
-8.107221603393555,
-1.4060033559799194,
-5.808002948760986,
-6.295528888702393,
-0.5003352761268616,
-1.2055225372314453,
-0.015192976221442223,
-0.2393399178981781,
-0.07140742242336273,
-0.09685233980417252,
-0.5361663699150085,
-0.07936356961727142,
-0.017860183492302895,
-9.21805477142334,
-7.261009216308594,
-7.197700500488281,
-0.3350970447063446,
-0.12152386456727982,
-0.0024491334334015846,
-2.253138780593872,
-0.1771010309457779,
-1.9874980449676514,
-0.005112787708640099,
-0.00047791501856409013,
-0.268574059009552,
-0.010218329727649689,
-0.09792450815439224,
-8.180773735046387,
-0.5507525205612183,
-0.09240768849849701,
-0.002279899315908551,
-0.016809720546007156,
-0.002193189924582839,
-0.005237311124801636,
-0.016045961529016495,
-0.0036841630935668945,
-0.000532842765096575,
-0.06399215012788773,
-0.00010668662434909493,
-0.006104159168899059,
-0.0135536203160882,
-0.0002641328901518136,
-1.4939488172531128,
-0.07540374994277954,
-2.245594024658203,
-10.530807495117188,
-0.9818623065948486,
-0.1050192192196846,
-2.435318946838379,
-7.79343843460083,
-2.880594253540039,
-0.605990469455719,
-0.8684638142585754,
-0.004666984546929598,
-0.14455558359622955,
-0.024819815531373024,
-0.03103356622159481,
-0.0762675479054451,
-0.009092472493648529,
-0.00654458487406373,
-5.79688835144043,
-2.2954015731811523,
-0.0002488780301064253,
-4.309581756591797,
-0.1565120816230774,
-0.05906645208597183,
-0.0007281036232598126,
-2.309088945388794,
-0.08726620674133301,
-1.2183239459991455,
-1.3090777397155762,
-0.025961915031075478,
-0.05416809394955635,
-0.5682169795036316,
-0.46220579743385315,
-0.18768906593322754,
-0.2240351289510727,
-0.31138408184051514,
-0.0010489681735634804,
-0.009581413120031357,
-0.0032656455878168344,
-0.0033092519734054804,
-0.022096507251262665,
-0.0034493254497647285,
-0.0009385710000060499,
-4.702671051025391,
-0.08780104666948318,
-0.0000069141146923357155,
-3.4028000831604004,
-0.021006714552640915,
-0.018243256956338882,
-0.00008713819261174649,
-2.143867015838623,
-0.04134824499487877,
-0.3494684100151062,
-0.44123929738998413,
-0.002897233935073018,
-0.007887763902544975,
-0.052616219967603683,
-0.01621159166097641,
-0.00439973920583725,
-12.93828010559082,
-0.09460672736167908,
-1.1670933961868286,
-5.757174968719482,
-1.689766764640808,
-0.06970866769552231,
-0.10742790997028351,
-0.0018736441852524877,
-0.04492664337158203,
-0.00928488839417696,
-0.011644725687801838,
-0.02849469892680645,
-0.00938173197209835,
-0.008044817484915257,
-4.621490478515625,
-0.23816967010498047,
-0.00010263393050990999,
-2.236870288848877,
-0.0510614812374115,
-0.05019443854689598,
-0.000359351426595822,
-1.7219210863113403,
-0.05731269717216492,
-2.124926805496216,
-0.002405489794909954,
-0.0004944770480506122,
-0.6598451733589172,
-0.017230577766895294,
-0.09152770042419434,
-3.89530348777771,
-5.704766750335693,
-1.3622196912765503,
-4.493173122406006,
-0.27657485008239746,
-0.04306614026427269,
-0.0016632545739412308,
-0.012206495739519596,
-0.0014922209084033966,
-0.004779699724167585,
-0.011202886700630188,
-0.003509673522785306,
-0.0005849081207998097,
-0.09431278705596924,
-0.00007390703103737906,
-0.013305562548339367,
-0.009048881940543652,
-0.0001691436773398891,
-1.109846591949463,
-0.04331708699464798,
-0.5543267130851746,
-0.0011756658786907792,
-0.0001389883691444993,
-0.046715542674064636,
-0.0003793711948674172,
-0.017646336928009987,
-3.2432355880737305,
-4.476844310760498,
-2.1920347213745117,
-0.15616512298583984,
-0.001388300908729434,
-0.007136567961424589,
-0.0012475810945034027,
-0.0026927662547677755,
-0.0059351869858801365,
-0.002356849145144224,
-0.0006057572900317609,
-0.012083307839930058,
-0.00004124556289752945,
-0.003915027249604464,
-0.005816202145069838,
-0.00021753329201601446,
-1.7443645000457764,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 422. Q: What is the first digit of π? A: 4
View + as the digit 7 instead of a mathematical operation. Q: What is the first digit of 49+21? A: 4
View number as text. Do not perform computation. Q: What is the first digit of 6+2? A: 6
View ÷ as a random digit. Q: What is the first digit of 21÷3? A: 2
View + as the digit 3 instead of a mathematical operation. Q: What is the first digit of 79+6? A: 7
Redefine e as 27+8. Q: What is the first digit of e? A: 3
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 32÷4? A: 3
Redefine π as 560+333. Q: What is the first digit of π? A: 8
Redefine π as 70+430. Q: What is the first digit of π? A: | [
" 5",
" 3"
] | 0 | [
-7.949615955352783,
-8.039139747619629,
-1.616976261138916,
-12.95893383026123,
-0.7187485098838806,
-2.8526248931884766,
-7.849571228027344,
-7.250196933746338,
-8.304404258728027,
-6.701931953430176,
-2.1686594486236572,
-8.782194137573242,
-6.053465366363525,
-1.2639015913009644,
-0.8030266761779785,
-0.3154672384262085,
-3.6674296855926514,
-2.0113468170166016,
-0.13515909016132355,
-0.8091367483139038,
-0.0011021974496543407,
-0.36658957600593567,
-0.5691734552383423,
-0.009244848974049091,
-2.693862199783325,
-3.74686336517334,
-6.516977310180664,
-0.00626504747197032,
-0.00892695877701044,
-0.4779522120952606,
-0.026398442685604095,
-0.10142359882593155,
-7.26336669921875,
-2.0824406147003174,
-0.20661702752113342,
-0.006218252703547478,
-0.0666404440999031,
-0.016181329265236855,
-0.023080045357346535,
-0.27264562249183655,
-0.01607481949031353,
-0.0032051641028374434,
-0.022066539153456688,
-0.00005519237674889155,
-0.035346098244190216,
-0.034193821251392365,
-0.0009090343955904245,
-2.7605574131011963,
-0.13859786093235016,
-9.670092582702637,
-9.281804084777832,
-2.055262565612793,
-7.663917064666748,
-0.8145027756690979,
-8.107221603393555,
-1.4060033559799194,
-5.808002948760986,
-6.295528888702393,
-0.5003352761268616,
-1.2055225372314453,
-0.015192976221442223,
-0.2393399178981781,
-0.07140742242336273,
-0.09685233980417252,
-0.5361663699150085,
-0.07936356961727142,
-0.017860183492302895,
-9.21805477142334,
-7.261009216308594,
-7.197700500488281,
-0.3350970447063446,
-0.12152386456727982,
-0.0024491334334015846,
-2.253138780593872,
-0.1771010309457779,
-1.9874980449676514,
-0.005112787708640099,
-0.00047791501856409013,
-0.268574059009552,
-0.010218329727649689,
-0.09792450815439224,
-8.180773735046387,
-0.5507525205612183,
-0.09240768849849701,
-0.002279899315908551,
-0.016809720546007156,
-0.002193189924582839,
-0.005237311124801636,
-0.016045961529016495,
-0.0036841630935668945,
-0.000532842765096575,
-0.06399215012788773,
-0.00010668662434909493,
-0.006104159168899059,
-0.0135536203160882,
-0.0002641328901518136,
-1.4939488172531128,
-0.07540374994277954,
-2.245594024658203,
-10.530807495117188,
-0.9818623065948486,
-0.1050192192196846,
-2.435318946838379,
-7.79343843460083,
-2.880594253540039,
-0.605990469455719,
-0.8684638142585754,
-0.004666984546929598,
-0.14455558359622955,
-0.024819815531373024,
-0.03103356622159481,
-0.0762675479054451,
-0.009092472493648529,
-0.00654458487406373,
-5.79688835144043,
-2.2954015731811523,
-0.0002488780301064253,
-4.309581756591797,
-0.1565120816230774,
-0.05906645208597183,
-0.0007281036232598126,
-2.309088945388794,
-0.08726620674133301,
-1.2183239459991455,
-1.3090777397155762,
-0.025961915031075478,
-0.05416809394955635,
-0.5682169795036316,
-0.46220579743385315,
-0.18768906593322754,
-0.2240351289510727,
-0.31138408184051514,
-0.0010489681735634804,
-0.009581413120031357,
-0.0032656455878168344,
-0.0033092519734054804,
-0.022096507251262665,
-0.0034493254497647285,
-0.0009385710000060499,
-4.702671051025391,
-0.08780104666948318,
-0.0000069141146923357155,
-3.4028000831604004,
-0.021006714552640915,
-0.018243256956338882,
-0.00008713819261174649,
-2.143867015838623,
-0.04134824499487877,
-0.3494684100151062,
-0.44123929738998413,
-0.002897233935073018,
-0.007887763902544975,
-0.052616219967603683,
-0.01621159166097641,
-0.00439973920583725,
-12.93828010559082,
-0.09460672736167908,
-1.1670933961868286,
-5.757174968719482,
-1.689766764640808,
-0.06970866769552231,
-0.10742790997028351,
-0.0018736441852524877,
-0.04492664337158203,
-0.00928488839417696,
-0.011644725687801838,
-0.02849469892680645,
-0.00938173197209835,
-0.008044817484915257,
-4.621490478515625,
-0.23816967010498047,
-0.00010263393050990999,
-2.236870288848877,
-0.0510614812374115,
-0.05019443854689598,
-0.000359351426595822,
-1.7219210863113403,
-0.05731269717216492,
-2.124926805496216,
-0.002405489794909954,
-0.0004944770480506122,
-0.6598451733589172,
-0.017230577766895294,
-0.09152770042419434,
-3.89530348777771,
-5.704766750335693,
-1.3622196912765503,
-4.493173122406006,
-0.27657485008239746,
-0.04306614026427269,
-0.0016632545739412308,
-0.012206495739519596,
-0.0014922209084033966,
-0.004779699724167585,
-0.011202886700630188,
-0.003509673522785306,
-0.0005849081207998097,
-0.09431278705596924,
-0.00007390703103737906,
-0.013305562548339367,
-0.009048881940543652,
-0.0001691436773398891,
-1.109846591949463,
-0.04331708699464798,
-0.5543267130851746,
-0.0011756658786907792,
-0.0001389883691444993,
-0.046715542674064636,
-0.0003793711948674172,
-0.017646336928009987,
-3.2432355880737305,
-4.476844310760498,
-2.1920347213745117,
-0.15616512298583984,
-0.001388300908729434,
-0.007136567961424589,
-0.0012475810945034027,
-0.0026927662547677755,
-0.0059351869858801365,
-0.002356849145144224,
-0.0006057572900317609,
-0.012083307839930058,
-0.00004124556289752945,
-0.003915027249604464,
-0.005816202145069838,
-0.00021753329201601446,
-2.442560911178589,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 134+512. Q: What is the first digit of π? A: 6
Redefine π as 245. Q: What is the first digit of π? A: 2
View ÷ as a random digit. Q: What is the first digit of 24÷4? A: 2
Redefine e as 49+47. Q: What is the first digit of e? A: 9
View number as text. Do not perform computation. Q: What is the first digit of 34+41? A: 3
View + as the digit 9 instead of a mathematical operation. Q: What is the first digit of 71+27? A: 7
View ÷ as a random digit. Q: What is the first digit of 40÷5? A: 4
Redefine π as 553+97. Q: What is the first digit of π? A: 6
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 22+64? A: | [
" 8",
" 2"
] | 1 | [
-9.11539363861084,
-9.039924621582031,
-8.430292129516602,
-6.2378058433532715,
-3.4365344047546387,
-6.233677387237549,
-2.070037841796875,
-7.786166191101074,
-7.040380001068115,
-1.5899760723114014,
-9.950761795043945,
-2.9071028232574463,
-2.290435791015625,
-0.6760850548744202,
-0.2707540988922119,
-3.5960640907287598,
-3.1857380867004395,
-0.2587321996688843,
-5.004405498504639,
-5.55111026763916,
-5.888885498046875,
-0.5674297213554382,
-0.9791569709777832,
-0.016295334324240685,
-1.8164241313934326,
-3.133878707885742,
-6.267690658569336,
-9.333124160766602,
-2.1302592754364014,
-3.6136512756347656,
-7.818818092346191,
-2.522724151611328,
-8.287201881408691,
-0.4287146329879761,
-1.3185497522354126,
-6.198993682861328,
-0.7969523668289185,
-0.25645992159843445,
-1.9952834844589233,
-0.014472512528300285,
-0.2254183292388916,
-0.058648452162742615,
-0.0868152379989624,
-0.5460293889045715,
-0.077217236161232,
-0.030169565230607986,
-4.11606502532959,
-0.6105853915214539,
-5.315402507781982,
-0.056829098612070084,
-0.15305887162685394,
-0.0012756790965795517,
-2.756126880645752,
-0.25855281949043274,
-1.003293514251709,
-6.71079158782959,
-0.6743466258049011,
-0.0451129674911499,
-0.2612716853618622,
-0.9636470675468445,
-0.42859816551208496,
-3.203678607940674,
-0.365709513425827,
-0.003874178510159254,
-0.0347106009721756,
-0.00502834003418684,
-0.009918571449816227,
-0.058532990515232086,
-0.006766383070498705,
-0.0024594792630523443,
-2.711434841156006,
-2.066192388534546,
-0.0016374287661165,
-4.76407527923584,
-0.05505291000008583,
-0.04765619337558746,
-0.0007286992622539401,
-1.7037689685821533,
-0.22812190651893616,
-0.7081359624862671,
-2.636945962905884,
-0.5384064316749573,
-0.421106219291687,
-1.3934348821640015,
-0.4489761292934418,
-0.9114413857460022,
-0.005228773225098848,
-0.2253815084695816,
-0.058165498077869415,
-0.008804311975836754,
-0.03393631428480148,
-0.09483455121517181,
-0.0016515913885086775,
-0.01869814470410347,
-0.003733214223757386,
-0.004897146951407194,
-0.016098281368613243,
-0.003983421251177788,
-0.0028671605978161097,
-3.576364278793335,
-0.19577622413635254,
-4.558221817016602,
-0.09547220170497894,
-0.034949492663145065,
-0.00019870213873218745,
-1.0610312223434448,
-0.12835806608200073,
-10.131153106689453,
-3.570053815841675,
-0.023821109905838966,
-8.644237518310547,
-0.42537420988082886,
-1.012209177017212,
-8.298502922058105,
-1.2884565591812134,
-0.3676470220088959,
-0.0045184181071817875,
-0.16329210996627808,
-0.034504011273384094,
-0.1441027969121933,
-0.23590189218521118,
-0.019295841455459595,
-0.005937438458204269,
-2.1781351566314697,
-0.003306162776425481,
-1.1177705526351929,
-0.12211708724498749,
-0.0017977281240746379,
-2.428647041320801,
-0.17643064260482788,
-1.6670113801956177,
-3.1501026153564453,
-0.21899668872356415,
-0.038051169365644455,
-0.039158549159765244,
-0.07929287850856781,
-0.03760959580540657,
-0.4445222318172455,
-0.05753837525844574,
-0.0004956685588695109,
-0.006787222344428301,
-0.0012852036161348224,
-0.0025505651719868183,
-0.005383755080401897,
-0.0016586130950599909,
-0.0007817073492333293,
-7.616999626159668,
-0.22076675295829773,
-0.00010764019680209458,
-3.7277989387512207,
-0.05686626210808754,
-0.019841643050312996,
-0.00021443451987579465,
-3.7509689331054688,
-0.1043710932135582,
-2.4097845554351807,
-0.00812002457678318,
-0.0011288706446066499,
-2.078964948654175,
-0.10175788402557373,
-0.09558120369911194,
-9.824830055236816,
-0.19779600203037262,
-0.035842154175043106,
-0.0010131231974810362,
-0.006416907534003258,
-0.001484959851950407,
-0.0015698263887315989,
-0.003734045661985874,
-0.0018456820398569107,
-0.0005158047424629331,
-0.041423048824071884,
-0.00018690270371735096,
-0.02798084169626236,
-0.011468201875686646,
-0.0003830652858596295,
-1.8056498765945435,
-0.09546136856079102,
-0.34121960401535034,
-1.4316482543945312,
-0.03083789348602295,
-0.017398355528712273,
-0.027997303754091263,
-0.020573781803250313,
-0.3180145025253296,
-0.00033861625706776977,
-0.006408971734344959,
-0.0032517435029149055,
-0.002119439421221614,
-0.009737255983054638,
-0.030316565185785294,
-0.000554288737475872,
-0.007287822663784027,
-0.0013228246243670583,
-0.0019528857665136456,
-0.0030834770295768976,
-0.0009884715545922518,
-0.0012967520160600543,
-3.856110095977783,
-0.26432356238365173,
-6.130771160125732,
-0.027397016063332558,
-0.009450343437492847,
-0.00014435203047469258,
-1.7457016706466675,
-0.052212487906217575,
-0.21488216519355774,
-0.34087657928466797,
-0.004074724391102791,
-0.0030083658639341593,
-0.0016906267264857888,
-0.003875959664583206,
-0.0024852838832885027,
-0.17489826679229736,
-0.013813375495374203,
-0.00009858122211880982,
-0.0013444918440654874,
-0.00025006983196362853,
-0.00027092601521871984,
-0.001190311275422573,
-0.0003262225945945829,
-0.0002592465898487717,
-5.729335784912109,
-0.03040931187570095,
-0.00004255681051290594,
-3.5333359241485596,
-0.004551764577627182,
-0.005567757412791252,
-0.000060437283536884934,
-2.069931745529175,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 64÷8? A: 6
Redefine e as 23+69. Q: What is the first digit of e? A: 9
View ÷ as a random digit. Q: What is the first digit of 108÷12? A: 1
View ÷ as a random digit. Q: What is the first digit of 45÷5? A: 4
Redefine π as 51+138. Q: What is the first digit of π? A: 1
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 3+10? A: 3
View number as text. Do not perform computation. Q: What is the first digit of 10+23? A: 1
Redefine π as 554+385. Q: What is the first digit of π? A: 9
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 21÷3? A: | [
" 7",
" 2"
] | 1 | [
-9.11539363861084,
-9.039924621582031,
-8.430292129516602,
-6.2378058433532715,
-3.4365344047546387,
-6.233677387237549,
-2.070037841796875,
-7.786166191101074,
-7.040380001068115,
-1.5899760723114014,
-9.950761795043945,
-2.9071028232574463,
-2.290435791015625,
-0.6760850548744202,
-0.2707540988922119,
-3.5960640907287598,
-3.1857380867004395,
-0.2587321996688843,
-5.004405498504639,
-5.55111026763916,
-5.888885498046875,
-0.5674297213554382,
-0.9791569709777832,
-0.016295334324240685,
-1.8164241313934326,
-3.133878707885742,
-6.267690658569336,
-9.333124160766602,
-2.1302592754364014,
-3.6136512756347656,
-7.818818092346191,
-2.522724151611328,
-8.287201881408691,
-0.4287146329879761,
-1.3185497522354126,
-6.198993682861328,
-0.7969523668289185,
-0.25645992159843445,
-1.9952834844589233,
-0.014472512528300285,
-0.2254183292388916,
-0.058648452162742615,
-0.0868152379989624,
-0.5460293889045715,
-0.077217236161232,
-0.030169565230607986,
-4.11606502532959,
-0.6105853915214539,
-5.315402507781982,
-0.056829098612070084,
-0.15305887162685394,
-0.0012756790965795517,
-2.756126880645752,
-0.25855281949043274,
-1.003293514251709,
-6.71079158782959,
-0.6743466258049011,
-0.0451129674911499,
-0.2612716853618622,
-0.9636470675468445,
-0.42859816551208496,
-3.203678607940674,
-0.365709513425827,
-0.003874178510159254,
-0.0347106009721756,
-0.00502834003418684,
-0.009918571449816227,
-0.058532990515232086,
-0.006766383070498705,
-0.0024594792630523443,
-2.711434841156006,
-2.066192388534546,
-0.0016374287661165,
-4.76407527923584,
-0.05505291000008583,
-0.04765619337558746,
-0.0007286992622539401,
-1.7037689685821533,
-0.22812190651893616,
-0.7081359624862671,
-2.636945962905884,
-0.5384064316749573,
-0.421106219291687,
-1.3934348821640015,
-0.4489761292934418,
-0.9114413857460022,
-0.005228773225098848,
-0.2253815084695816,
-0.058165498077869415,
-0.008804311975836754,
-0.03393631428480148,
-0.09483455121517181,
-0.0016515913885086775,
-0.01869814470410347,
-0.003733214223757386,
-0.004897146951407194,
-0.016098281368613243,
-0.003983421251177788,
-0.0028671605978161097,
-3.576364278793335,
-0.19577622413635254,
-4.558221817016602,
-0.09547220170497894,
-0.034949492663145065,
-0.00019870213873218745,
-1.0610312223434448,
-0.12835806608200073,
-10.131153106689453,
-3.570053815841675,
-0.023821109905838966,
-8.644237518310547,
-0.42537420988082886,
-1.012209177017212,
-8.298502922058105,
-1.2884565591812134,
-0.3676470220088959,
-0.0045184181071817875,
-0.16329210996627808,
-0.034504011273384094,
-0.1441027969121933,
-0.23590189218521118,
-0.019295841455459595,
-0.005937438458204269,
-2.1781351566314697,
-0.003306162776425481,
-1.1177705526351929,
-0.12211708724498749,
-0.0017977281240746379,
-2.428647041320801,
-0.17643064260482788,
-1.6670113801956177,
-3.1501026153564453,
-0.21899668872356415,
-0.038051169365644455,
-0.039158549159765244,
-0.07929287850856781,
-0.03760959580540657,
-0.4445222318172455,
-0.05753837525844574,
-0.0004956685588695109,
-0.006787222344428301,
-0.0012852036161348224,
-0.0025505651719868183,
-0.005383755080401897,
-0.0016586130950599909,
-0.0007817073492333293,
-7.616999626159668,
-0.22076675295829773,
-0.00010764019680209458,
-3.7277989387512207,
-0.05686626210808754,
-0.019841643050312996,
-0.00021443451987579465,
-3.7509689331054688,
-0.1043710932135582,
-2.4097845554351807,
-0.00812002457678318,
-0.0011288706446066499,
-2.078964948654175,
-0.10175788402557373,
-0.09558120369911194,
-9.824830055236816,
-0.19779600203037262,
-0.035842154175043106,
-0.0010131231974810362,
-0.006416907534003258,
-0.001484959851950407,
-0.0015698263887315989,
-0.003734045661985874,
-0.0018456820398569107,
-0.0005158047424629331,
-0.041423048824071884,
-0.00018690270371735096,
-0.02798084169626236,
-0.011468201875686646,
-0.0003830652858596295,
-1.8056498765945435,
-0.09546136856079102,
-0.34121960401535034,
-1.4316482543945312,
-0.03083789348602295,
-0.017398355528712273,
-0.027997303754091263,
-0.020573781803250313,
-0.3180145025253296,
-0.00033861625706776977,
-0.006408971734344959,
-0.0032517435029149055,
-0.002119439421221614,
-0.009737255983054638,
-0.030316565185785294,
-0.000554288737475872,
-0.007287822663784027,
-0.0013228246243670583,
-0.0019528857665136456,
-0.0030834770295768976,
-0.0009884715545922518,
-0.0012967520160600543,
-3.856110095977783,
-0.26432356238365173,
-6.130771160125732,
-0.027397016063332558,
-0.009450343437492847,
-0.00014435203047469258,
-1.7457016706466675,
-0.052212487906217575,
-0.21488216519355774,
-0.34087657928466797,
-0.004074724391102791,
-0.0030083658639341593,
-0.0016906267264857888,
-0.003875959664583206,
-0.0024852838832885027,
-0.17489826679229736,
-0.013813375495374203,
-0.00009858122211880982,
-0.0013444918440654874,
-0.00025006983196362853,
-0.00027092601521871984,
-0.001190311275422573,
-0.0003262225945945829,
-0.0002592465898487717,
-5.729335784912109,
-0.03040931187570095,
-0.00004255681051290594,
-3.5333359241485596,
-0.004551764577627182,
-0.005567757412791252,
-0.000060437283536884934,
-2.020184278488159,
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
] |
End of preview. Expand
in Dataset Viewer.
Dataset Card for AutoTrain Evaluator
This repository contains model predictions generated by AutoTrain for the following task and dataset:
- Task: Zero-Shot Text Classification
- Model: inverse-scaling/opt-13b_eval
- Dataset: jeffdshen/redefine_math2_8shot
- Config: jeffdshen--redefine_math2_8shot
- Split: train
To run new evaluation jobs, visit Hugging Face's automatic model evaluator.
Contributions
Thanks to @jeffdshen for evaluating this model.
- Downloads last month
- 35