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 | [
-9.162968635559082,
-9.846155166625977,
-6.051466464996338,
-6.015303611755371,
-2.2363810539245605,
-6.116705894470215,
-1.9999732971191406,
-7.820132255554199,
-6.007559776306152,
-1.0982662439346313,
-9.893058776855469,
-3.5305323600769043,
-2.0089502334594727,
-1.0040472745895386,
-0.44073906540870667,
-4.615398406982422,
-2.481098175048828,
-0.27776750922203064,
-5.064915657043457,
-4.409940242767334,
-9.552864074707031,
-0.6538296341896057,
-0.7540179491043091,
-0.009021710604429245,
-2.548597812652588,
-1.8838320970535278,
-4.749588489532471,
-10.55387020111084,
-1.9293009042739868,
-4.587614059448242,
-4.1722822189331055,
-5.394549369812012,
-5.776549816131592,
-0.42204996943473816,
-3.2751717567443848,
-5.417356014251709,
-1.1119606494903564,
-0.20470836758613586,
-1.6857059001922607,
-0.0037794129457324743,
-0.25569474697113037,
-0.10171686112880707,
-0.10344997048377991,
-0.9386202692985535,
-0.12073422223329544,
-0.03325921297073364,
-6.87865686416626,
-0.9465107321739197,
-4.470108509063721,
-0.13561303913593292,
-0.0700659453868866,
-0.004000162705779076,
-2.377142906188965,
-0.5200203061103821,
-0.2219865471124649,
-3.603888511657715,
-0.19587257504463196,
-1.4124680757522583,
-0.09984880685806274,
-0.09731924533843994,
-0.008571382611989975,
-0.03112046979367733,
-0.15207159519195557,
-0.010984900407493114,
-0.10465338826179504,
-0.001933254417963326,
-0.08902757614850998,
-0.019173406064510345,
-0.023534484207630157,
-0.21547462046146393,
-0.058305852115154266,
-0.012758533470332623,
-3.964207172393799,
-0.12188558280467987,
-4.846457481384277,
-0.014571204781532288,
-0.025104444473981857,
-0.0024216631427407265,
-2.1626203060150146,
-0.23603710532188416,
-0.10613895952701569,
-0.15900981426239014,
-0.021176427602767944,
-0.036721955984830856,
-0.0053914617747068405,
-0.01516726240515709,
-0.0024123871698975563,
-0.0029341999907046556,
-0.018325075507164,
-0.004002180881798267,
-0.035030875355005264,
-0.0008088654140010476,
-0.030880775302648544,
-0.010058783926069736,
-0.00556692760437727,
-0.06236429139971733,
-0.021150168031454086,
-0.006742820143699646,
-5.185760974884033,
-0.09769230335950851,
-4.981771469116211,
-0.016499385237693787,
-0.014176965691149235,
-0.0012875846587121487,
-1.8506630659103394,
-0.11737637221813202,
-10.556258201599121,
-4.471269607543945,
-0.03062310628592968,
-8.126424789428711,
-1.3183867931365967,
-9.616874694824219,
-3.2800517082214355,
-5.475169658660889,
-0.8188136219978333,
-0.9030036330223083,
-0.00416305148974061,
-0.07923076301813126,
-0.027107931673526764,
-0.024925515055656433,
-0.16921626031398773,
-0.039827197790145874,
-0.006010552402585745,
-4.700544357299805,
-2.861572265625,
-0.03917895257472992,
-0.001167926355265081,
-3.6321802139282227,
-0.14646653831005096,
-0.9266079664230347,
-12.265681266784668,
-0.973845362663269,
-0.09441237151622772,
-2.163992166519165,
-8.402132987976074,
-4.707266330718994,
-0.5920575261116028,
-1.3495056629180908,
-0.0012737740762531757,
-0.05039520189166069,
-0.018842747434973717,
-0.017901752144098282,
-0.0885523110628128,
-0.0443396270275116,
-0.006564007606357336,
-5.800849914550781,
-3.2442219257354736,
-0.0084356889128685,
-3.5553531646728516,
-0.038690514862537384,
-0.008826525881886482,
-0.0007814691052772105,
-2.498122453689575,
-0.09154477715492249,
-2.5599584579467773,
-0.015860943123698235,
-0.0005785936955362558,
-1.8399684429168701,
-0.035247478634119034,
-7.106792449951172,
-1.0790269374847412,
-3.5822927951812744,
-0.15900574624538422,
-0.07044042646884918,
-0.0004957877099514008,
-0.006917811930179596,
-0.002644971711561084,
-0.0022958368062973022,
-0.007883032783865929,
-0.003763617714866996,
-0.0008867622236721218,
-0.834067165851593,
-0.02430022694170475,
-0.0033822020050138235,
-0.0003094194398727268,
-2.0770132541656494,
-0.050780974328517914,
-2.0861806869506836,
-0.006189108360558748,
-0.00010168035078095272,
-6.65687370300293,
-0.4741145372390747,
-0.057184137403964996,
-7.726679801940918,
-2.4059865474700928,
-0.3331863582134247,
-0.0006538875168189406,
-0.011903680860996246,
-0.0035247597843408585,
-0.0033952705562114716,
-0.009100151248276234,
-0.014994882978498936,
-0.0019130278378725052,
-0.7791237831115723,
-0.0026153665967285633,
-0.014345725998282433,
-0.004273093305528164,
-0.0004483648226596415,
-2.8798537254333496,
-0.1370982527732849,
-0.9489023685455322,
-0.0036196685396134853,
-0.00035148640745319426,
-1.3206889629364014,
-0.21100293099880219,
-0.03280721232295036,
-4.38832950592041,
-5.2086052894592285,
-10.024309158325195,
-4.731338024139404,
-0.16887448728084564,
-0.02590976096689701,
-0.000226472009671852,
-0.0034413659013807774,
-0.0013311582151800394,
-0.0007460909546352923,
-0.0028761946596205235,
-0.004976268392056227,
-0.0010725465836003423,
-0.19022169709205627,
-0.0032414060551673174,
-0.0545964315533638,
-0.003969766199588776,
-0.00031001531169749796,
-2.650728702545166,
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 | [
-9.162968635559082,
-9.846155166625977,
-6.051466464996338,
-6.015303611755371,
-2.2363810539245605,
-6.116705894470215,
-1.9999732971191406,
-7.820132255554199,
-6.007559776306152,
-1.0982662439346313,
-9.893058776855469,
-3.5305323600769043,
-2.0089502334594727,
-1.0040472745895386,
-0.44073906540870667,
-4.615398406982422,
-2.481098175048828,
-0.27776750922203064,
-5.064915657043457,
-4.409940242767334,
-9.552864074707031,
-0.6538296341896057,
-0.7540179491043091,
-0.009021710604429245,
-2.548597812652588,
-1.8838320970535278,
-4.749588489532471,
-10.55387020111084,
-1.9293009042739868,
-4.587614059448242,
-4.1722822189331055,
-5.394549369812012,
-5.776549816131592,
-0.42204996943473816,
-3.2751717567443848,
-5.417356014251709,
-1.1119606494903564,
-0.20470836758613586,
-1.6857059001922607,
-0.0037794129457324743,
-0.25569474697113037,
-0.10171686112880707,
-0.10344997048377991,
-0.9386202692985535,
-0.12073422223329544,
-0.03325921297073364,
-6.87865686416626,
-0.9465107321739197,
-4.470108509063721,
-0.13561303913593292,
-0.0700659453868866,
-0.004000162705779076,
-2.377142906188965,
-0.5200203061103821,
-0.2219865471124649,
-3.603888511657715,
-0.19587257504463196,
-1.4124680757522583,
-0.09984880685806274,
-0.09731924533843994,
-0.008571382611989975,
-0.03112046979367733,
-0.15207159519195557,
-0.010984900407493114,
-0.10465338826179504,
-0.001933254417963326,
-0.08902757614850998,
-0.019173406064510345,
-0.023534484207630157,
-0.21547462046146393,
-0.058305852115154266,
-0.012758533470332623,
-3.964207172393799,
-0.12188558280467987,
-4.846457481384277,
-0.014571204781532288,
-0.025104444473981857,
-0.0024216631427407265,
-2.1626203060150146,
-0.23603710532188416,
-0.10613895952701569,
-0.15900981426239014,
-0.021176427602767944,
-0.036721955984830856,
-0.0053914617747068405,
-0.01516726240515709,
-0.0024123871698975563,
-0.0029341999907046556,
-0.018325075507164,
-0.004002180881798267,
-0.035030875355005264,
-0.0008088654140010476,
-0.030880775302648544,
-0.010058783926069736,
-0.00556692760437727,
-0.06236429139971733,
-0.021150168031454086,
-0.006742820143699646,
-5.185760974884033,
-0.09769230335950851,
-4.981771469116211,
-0.016499385237693787,
-0.014176965691149235,
-0.0012875846587121487,
-1.8506630659103394,
-0.11737637221813202,
-10.556258201599121,
-4.471269607543945,
-0.03062310628592968,
-8.126424789428711,
-1.3183867931365967,
-9.616874694824219,
-3.2800517082214355,
-5.475169658660889,
-0.8188136219978333,
-0.9030036330223083,
-0.00416305148974061,
-0.07923076301813126,
-0.027107931673526764,
-0.024925515055656433,
-0.16921626031398773,
-0.039827197790145874,
-0.006010552402585745,
-4.700544357299805,
-2.861572265625,
-0.03917895257472992,
-0.001167926355265081,
-3.6321802139282227,
-0.14646653831005096,
-0.9266079664230347,
-12.265681266784668,
-0.973845362663269,
-0.09441237151622772,
-2.163992166519165,
-8.402132987976074,
-4.707266330718994,
-0.5920575261116028,
-1.3495056629180908,
-0.0012737740762531757,
-0.05039520189166069,
-0.018842747434973717,
-0.017901752144098282,
-0.0885523110628128,
-0.0443396270275116,
-0.006564007606357336,
-5.800849914550781,
-3.2442219257354736,
-0.0084356889128685,
-3.5553531646728516,
-0.038690514862537384,
-0.008826525881886482,
-0.0007814691052772105,
-2.498122453689575,
-0.09154477715492249,
-2.5599584579467773,
-0.015860943123698235,
-0.0005785936955362558,
-1.8399684429168701,
-0.035247478634119034,
-7.106792449951172,
-1.0790269374847412,
-3.5822927951812744,
-0.15900574624538422,
-0.07044042646884918,
-0.0004957877099514008,
-0.006917811930179596,
-0.002644971711561084,
-0.0022958368062973022,
-0.007883032783865929,
-0.003763617714866996,
-0.0008867622236721218,
-0.834067165851593,
-0.02430022694170475,
-0.0033822020050138235,
-0.0003094194398727268,
-2.0770132541656494,
-0.050780974328517914,
-2.0861806869506836,
-0.006189108360558748,
-0.00010168035078095272,
-6.65687370300293,
-0.4741145372390747,
-0.057184137403964996,
-7.726679801940918,
-2.4059865474700928,
-0.3331863582134247,
-0.0006538875168189406,
-0.011903680860996246,
-0.0035247597843408585,
-0.0033952705562114716,
-0.009100151248276234,
-0.014994882978498936,
-0.0019130278378725052,
-0.7791237831115723,
-0.0026153665967285633,
-0.014345725998282433,
-0.004273093305528164,
-0.0004483648226596415,
-2.8798537254333496,
-0.1370982527732849,
-0.9489023685455322,
-0.0036196685396134853,
-0.00035148640745319426,
-1.3206889629364014,
-0.21100293099880219,
-0.03280721232295036,
-4.38832950592041,
-5.2086052894592285,
-10.024309158325195,
-4.731338024139404,
-0.16887448728084564,
-0.02590976096689701,
-0.000226472009671852,
-0.0034413659013807774,
-0.0013311582151800394,
-0.0007460909546352923,
-0.0028761946596205235,
-0.004976268392056227,
-0.0010725465836003423,
-0.19022169709205627,
-0.0032414060551673174,
-0.0545964315533638,
-0.003969766199588776,
-0.00031001531169749796,
-2.360020160675049,
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 | [
-9.162968635559082,
-10.472583770751953,
-11.437162399291992,
-2.098386526107788,
-8.961647987365723,
-8.646415710449219,
-5.914806842803955,
-0.19700779020786285,
-1.150618553161621,
-8.085620880126953,
-3.4519529342651367,
-0.788493275642395,
-9.573564529418945,
-4.571493148803711,
-1.7349677085876465,
-1.062650203704834,
-0.3960692882537842,
-4.2333550453186035,
-2.0113179683685303,
-0.37448373436927795,
-5.223155975341797,
-5.066275596618652,
-2.6486399173736572,
-0.5381646752357483,
-0.974313497543335,
-0.012581971473991871,
-1.6246894598007202,
-2.0791101455688477,
-10.303776741027832,
-3.098816394805908,
-0.5604321956634521,
-7.218591690063477,
-1.4685653448104858,
-9.509146690368652,
-3.3491055965423584,
-2.7900638580322266,
-1.528387427330017,
-1.3043081760406494,
-0.02891089953482151,
-0.1535061001777649,
-0.07982825487852097,
-0.03276429697871208,
-0.25835922360420227,
-0.20439192652702332,
-0.020906789228320122,
-2.5631308555603027,
-1.5811076164245605,
-0.052155233919620514,
-0.002509423065930605,
-3.1359076499938965,
-0.46214526891708374,
-3.630323886871338,
-9.056407928466797,
-0.6530718803405762,
-0.15644928812980652,
-1.323603630065918,
-1.3733460903167725,
-0.6859580874443054,
-0.24210554361343384,
-0.0035582580603659153,
-0.14417731761932373,
-0.027864452451467514,
-0.007490288466215134,
-0.01798207499086857,
-0.03348772972822189,
-0.0016438555903732777,
-0.02896394021809101,
-0.00828141625970602,
-0.009321619756519794,
-0.043267883360385895,
-0.012318010441958904,
-0.006872350350022316,
-6.638271808624268,
-2.4617486000061035,
-0.0012038849527016282,
-3.488821506500244,
-0.01840033195912838,
-0.02303938940167427,
-0.0012067424831911922,
-1.2106329202651978,
-0.14764821529388428,
-0.81563800573349,
-1.5793803930282593,
-0.20697812736034393,
-0.5347249507904053,
-0.16178934276103973,
-0.11092042922973633,
-0.0770082101225853,
-4.274282932281494,
-0.07347841560840607,
-0.004731411579996347,
-0.014317874796688557,
-0.005985312629491091,
-0.0037765626329928637,
-0.013402487151324749,
-0.00924803875386715,
-0.006512252613902092,
-5.1395583152771,
-0.3483227491378784,
-0.00014423283573705703,
-1.6575944423675537,
-0.007926201447844505,
-0.024475431069731712,
-0.0018450870411470532,
-2.992331027984619,
-0.10891065001487732,
-0.3574833273887634,
-8.618230819702148,
-1.0287407636642456,
-8.369842529296875,
-0.6437337398529053,
-7.8767571449279785,
-1.1565780639648438,
-4.951444625854492,
-7.897538185119629,
-0.7132184505462646,
-0.8932605981826782,
-0.00495112081989646,
-0.14942432940006256,
-0.04554987698793411,
-0.08878795057535172,
-0.2621800899505615,
-0.63786780834198,
-0.02356009930372238,
-5.4737467765808105,
-2.801654815673828,
-3.5986969470977783,
-0.0579674132168293,
-0.025542858988046646,
-0.0013972291490063071,
-2.0647387504577637,
-0.12165233492851257,
-4.881401538848877,
-0.013047558255493641,
-0.0015705404803156853,
-5.1577348709106445,
-0.2411104291677475,
-0.14845974743366241,
-3.369908332824707,
-8.412668228149414,
-1.2796670198440552,
-1.1917738914489746,
-0.0014861501986160874,
-0.014660724438726902,
-0.005082780960947275,
-0.004415999166667461,
-0.01426452212035656,
-0.024400513619184494,
-0.0033667569514364004,
-0.17385688424110413,
-0.00045789722935296595,
-0.01041973102837801,
-0.00719077605754137,
-0.00110041128937155,
-1.3577771186828613,
-0.23220783472061157,
-0.9933176636695862,
-4.1321516036987305,
-0.2230098396539688,
-3.9598371982574463,
-5.411891937255859,
-4.204265117645264,
-2.3474812507629395,
-0.00998714566230774,
-0.8492880463600159,
-0.07632067799568176,
-0.008532851003110409,
-0.014744832180440426,
-0.06727225333452225,
-0.0013721107970923185,
-0.013299915939569473,
-0.007147812284529209,
-0.0031370734795928,
-0.01904124952852726,
-0.012396547012031078,
-0.002663637977093458,
-5.811354637145996,
-0.1870778501033783,
-4.568345069885254,
-0.006919469218701124,
-0.005673496052622795,
-0.0005042473785579205,
-2.395256519317627,
-0.06878809630870819,
-1.0155701637268066,
-0.00205972115509212,
-0.00041368984966538846,
-2.1652567386627197,
-0.12028129398822784,
-0.03505343571305275,
-4.279905319213867,
-4.526719093322754,
-4.992564678192139,
-6.9865217208862305,
-0.026433156803250313,
-0.016778774559497833,
-0.00018535325943958014,
-0.0012892514932900667,
-0.00115697190631181,
-0.00031454383861273527,
-0.0015957729192450643,
-0.001746677909977734,
-0.0004217927053105086,
-0.003581777447834611,
-0.0006287504802457988,
-0.0024563875049352646,
-0.002791557926684618,
-0.0003010773507412523,
-3.3931381702423096,
-0.0868656262755394,
-2.2417702674865723,
-0.002719396958127618,
-0.00022921319759916514,
-1.3750051259994507,
-0.02154761739075184,
-0.01585226133465767,
-3.131657600402832,
-4.53607177734375,
-13.032129287719727,
-6.1887407302856445,
-0.06300731003284454,
-0.029559122398495674,
-0.0003494605771265924,
-0.003364737145602703,
-0.0016156489728018641,
-0.00045277358731254935,
-0.002744124736636877,
-0.004603976849466562,
-0.0011641160817816854,
-0.011291764676570892,
-0.0008867622236721218,
-0.11359315365552902,
-0.005210866220295429,
-0.000780635280534625,
-2.359968423843384,
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 | [
-9.162968635559082,
-10.472583770751953,
-11.437162399291992,
-2.098386526107788,
-8.961647987365723,
-8.646415710449219,
-5.914806842803955,
-0.19700779020786285,
-1.150618553161621,
-8.085620880126953,
-3.4519529342651367,
-0.788493275642395,
-9.573564529418945,
-4.571493148803711,
-1.7349677085876465,
-1.062650203704834,
-0.3960692882537842,
-4.2333550453186035,
-2.0113179683685303,
-0.37448373436927795,
-5.223155975341797,
-5.066275596618652,
-2.6486399173736572,
-0.5381646752357483,
-0.974313497543335,
-0.012581971473991871,
-1.6246894598007202,
-2.0791101455688477,
-10.303776741027832,
-3.098816394805908,
-0.5604321956634521,
-7.218591690063477,
-1.4685653448104858,
-9.509146690368652,
-3.3491055965423584,
-2.7900638580322266,
-1.528387427330017,
-1.3043081760406494,
-0.02891089953482151,
-0.1535061001777649,
-0.07982825487852097,
-0.03276429697871208,
-0.25835922360420227,
-0.20439192652702332,
-0.020906789228320122,
-2.5631308555603027,
-1.5811076164245605,
-0.052155233919620514,
-0.002509423065930605,
-3.1359076499938965,
-0.46214526891708374,
-3.630323886871338,
-9.056407928466797,
-0.6530718803405762,
-0.15644928812980652,
-1.323603630065918,
-1.3733460903167725,
-0.6859580874443054,
-0.24210554361343384,
-0.0035582580603659153,
-0.14417731761932373,
-0.027864452451467514,
-0.007490288466215134,
-0.01798207499086857,
-0.03348772972822189,
-0.0016438555903732777,
-0.02896394021809101,
-0.00828141625970602,
-0.009321619756519794,
-0.043267883360385895,
-0.012318010441958904,
-0.006872350350022316,
-6.638271808624268,
-2.4617486000061035,
-0.0012038849527016282,
-3.488821506500244,
-0.01840033195912838,
-0.02303938940167427,
-0.0012067424831911922,
-1.2106329202651978,
-0.14764821529388428,
-0.81563800573349,
-1.5793803930282593,
-0.20697812736034393,
-0.5347249507904053,
-0.16178934276103973,
-0.11092042922973633,
-0.0770082101225853,
-4.274282932281494,
-0.07347841560840607,
-0.004731411579996347,
-0.014317874796688557,
-0.005985312629491091,
-0.0037765626329928637,
-0.013402487151324749,
-0.00924803875386715,
-0.006512252613902092,
-5.1395583152771,
-0.3483227491378784,
-0.00014423283573705703,
-1.6575944423675537,
-0.007926201447844505,
-0.024475431069731712,
-0.0018450870411470532,
-2.992331027984619,
-0.10891065001487732,
-0.3574833273887634,
-8.618230819702148,
-1.0287407636642456,
-8.369842529296875,
-0.6437337398529053,
-7.8767571449279785,
-1.1565780639648438,
-4.951444625854492,
-7.897538185119629,
-0.7132184505462646,
-0.8932605981826782,
-0.00495112081989646,
-0.14942432940006256,
-0.04554987698793411,
-0.08878795057535172,
-0.2621800899505615,
-0.63786780834198,
-0.02356009930372238,
-5.4737467765808105,
-2.801654815673828,
-3.5986969470977783,
-0.0579674132168293,
-0.025542858988046646,
-0.0013972291490063071,
-2.0647387504577637,
-0.12165233492851257,
-4.881401538848877,
-0.013047558255493641,
-0.0015705404803156853,
-5.1577348709106445,
-0.2411104291677475,
-0.14845974743366241,
-3.369908332824707,
-8.412668228149414,
-1.2796670198440552,
-1.1917738914489746,
-0.0014861501986160874,
-0.014660724438726902,
-0.005082780960947275,
-0.004415999166667461,
-0.01426452212035656,
-0.024400513619184494,
-0.0033667569514364004,
-0.17385688424110413,
-0.00045789722935296595,
-0.01041973102837801,
-0.00719077605754137,
-0.00110041128937155,
-1.3577771186828613,
-0.23220783472061157,
-0.9933176636695862,
-4.1321516036987305,
-0.2230098396539688,
-3.9598371982574463,
-5.411891937255859,
-4.204265117645264,
-2.3474812507629395,
-0.00998714566230774,
-0.8492880463600159,
-0.07632067799568176,
-0.008532851003110409,
-0.014744832180440426,
-0.06727225333452225,
-0.0013721107970923185,
-0.013299915939569473,
-0.007147812284529209,
-0.0031370734795928,
-0.01904124952852726,
-0.012396547012031078,
-0.002663637977093458,
-5.811354637145996,
-0.1870778501033783,
-4.568345069885254,
-0.006919469218701124,
-0.005673496052622795,
-0.0005042473785579205,
-2.395256519317627,
-0.06878809630870819,
-1.0155701637268066,
-0.00205972115509212,
-0.00041368984966538846,
-2.1652567386627197,
-0.12028129398822784,
-0.03505343571305275,
-4.279905319213867,
-4.526719093322754,
-4.992564678192139,
-6.9865217208862305,
-0.026433156803250313,
-0.016778774559497833,
-0.00018535325943958014,
-0.0012892514932900667,
-0.00115697190631181,
-0.00031454383861273527,
-0.0015957729192450643,
-0.001746677909977734,
-0.0004217927053105086,
-0.003581777447834611,
-0.0006287504802457988,
-0.0024563875049352646,
-0.002791557926684618,
-0.0003010773507412523,
-3.3931381702423096,
-0.0868656262755394,
-2.2417702674865723,
-0.002719396958127618,
-0.00022921319759916514,
-1.3750051259994507,
-0.02154761739075184,
-0.01585226133465767,
-3.131657600402832,
-4.53607177734375,
-13.032129287719727,
-6.1887407302856445,
-0.06300731003284454,
-0.029559122398495674,
-0.0003494605771265924,
-0.003364737145602703,
-0.0016156489728018641,
-0.00045277358731254935,
-0.002744124736636877,
-0.004603976849466562,
-0.0011641160817816854,
-0.011291764676570892,
-0.0008867622236721218,
-0.11359315365552902,
-0.005210866220295429,
-0.000780635280534625,
-2.4242937564849854,
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 | [
-7.762807369232178,
-4.904690742492676,
-1.2409049272537231,
-9.264679908752441,
-9.66545581817627,
-7.828520774841309,
-4.811800956726074,
-5.111753940582275,
-3.052696466445923,
-7.8018903732299805,
-3.870469093322754,
-1.6358975172042847,
-1.0317939519882202,
-0.5387862324714661,
-3.4073290824890137,
-2.8350491523742676,
-0.2080543488264084,
-2.883897304534912,
-0.5014060139656067,
-0.943526029586792,
-0.013730482198297977,
-3.958925247192383,
-1.6980153322219849,
-3.5824129581451416,
-0.009616007097065449,
-0.01124119758605957,
-8.16623592376709,
-0.3117775321006775,
-0.5348165035247803,
-1.5057058334350586,
-0.4454349875450134,
-4.978515625,
-0.2103893756866455,
-0.09128627926111221,
-0.00405014818534255,
-0.08047565817832947,
-0.026958370581269264,
-0.016055697575211525,
-0.257815957069397,
-0.03686535358428955,
-0.011172355152666569,
-0.05210227891802788,
-0.0006968930247239769,
-0.014769264496862888,
-0.030444812029600143,
-0.0012855607783421874,
-3.078939437866211,
-0.1547815054655075,
-10.404803276062012,
-11.483917236328125,
-1.4552104473114014,
-2.188873052597046,
-7.995103359222412,
-5.526308059692383,
-7.587900638580322,
-0.07497228682041168,
-1.272844910621643,
-5.741349220275879,
-4.092416286468506,
-0.1692432314157486,
-0.2247433066368103,
-0.005207071080803871,
-0.18939602375030518,
-0.1469942033290863,
-0.10993462800979614,
-0.16594669222831726,
-0.09006001055240631,
-0.02829296700656414,
-11.94326400756836,
-5.155569076538086,
-3.2198128700256348,
-0.14501549303531647,
-0.0810561329126358,
-0.0028872492257505655,
-3.194467067718506,
-0.266181617975235,
-0.9007642269134521,
-7.859498023986816,
-0.9684410691261292,
-8.321181297302246,
-1.0317591428756714,
-7.572440147399902,
-1.440553069114685,
-6.122243881225586,
-7.803483009338379,
-1.5071134567260742,
-0.6642183065414429,
-0.0038074397016316652,
-0.17633649706840515,
-0.05076601728796959,
-0.07229209691286087,
-0.200089693069458,
-0.29392367601394653,
-0.021195685490965843,
-4.943199634552002,
-0.930022656917572,
-6.292059898376465,
-0.07273148000240326,
-0.06575131416320801,
-0.0016421893378719687,
-2.6917917728424072,
-0.1304343342781067,
-0.505531370639801,
-2.050351619720459,
-0.1648520529270172,
-2.926861047744751,
-4.295090198516846,
-2.130607843399048,
-2.210796356201172,
-0.015937207266688347,
-1.4286068677902222,
-0.31751617789268494,
-0.02566242404282093,
-0.018385350704193115,
-0.21936215460300446,
-0.0014016337227076292,
-0.02759440615773201,
-0.011719544418156147,
-0.006267060991376638,
-0.03509705886244774,
-0.028594566509127617,
-0.005730035714805126,
-5.7977070808410645,
-0.16913793981075287,
-4.56622314453125,
-0.020174309611320496,
-0.012477901764214039,
-0.0006999903125688434,
-1.5680879354476929,
-0.0576612651348114,
-0.2611038386821747,
-0.882512629032135,
-0.08940985053777695,
-0.19253291189670563,
-0.06757223606109619,
-0.10164018720388412,
-0.002406560117378831,
-0.036008335649967194,
-0.022154107689857483,
-0.006568034179508686,
-0.04497188702225685,
-0.000816131301689893,
-0.012946361675858498,
-0.005855667870491743,
-0.0022219750098884106,
-0.012239821255207062,
-0.014079879969358444,
-0.0016382618341594934,
-4.0219855308532715,
-0.07595590502023697,
-6.089593887329102,
-0.0057935649529099464,
-0.003629645798355341,
-0.0004676678800024092,
-2.2430522441864014,
-0.06885230541229248,
-5.14680290222168,
-0.051210541278123856,
-0.0010282472940161824,
-2.407646656036377,
-0.15165436267852783,
-9.619207382202148,
-0.5970554947853088,
-4.212377071380615,
-0.14308471977710724,
-0.07561852037906647,
-0.0008179179858416319,
-0.010938208550214767,
-0.007963691838085651,
-0.0026815906167030334,
-0.00913062784820795,
-0.0062699043191969395,
-0.00158184755127877,
-0.05840110033750534,
-0.017021168023347855,
-0.00590520491823554,
-0.0005727558163926005,
-2.604205369949341,
-0.054235052317380905,
-1.4548640251159668,
-0.9231799840927124,
-0.023530874401330948,
-1.3117578029632568,
-0.39506834745407104,
-0.5822623372077942,
-0.048108235001564026,
-0.0006005152827128768,
-0.03999363258481026,
-0.006756792310625315,
-0.0009706076816655695,
-0.003273844253271818,
-0.012528407387435436,
-0.00029559535323642194,
-0.0028173536993563175,
-0.002558056265115738,
-0.0007515705074183643,
-0.0029472745954990387,
-0.0028443378396332264,
-0.0005255748401395977,
-5.315269470214844,
-0.039528969675302505,
-4.119187831878662,
-0.006920535117387772,
-0.00194110709708184,
-0.00031740395934320986,
-2.012580633163452,
-0.027347952127456665,
-0.44373103976249695,
-12.770721435546875,
-1.153153657913208,
-0.07452680170536041,
-0.7635642886161804,
-0.8471890091896057,
-0.15798604488372803,
-2.9828808307647705,
-1.0557365417480469,
-0.0008511496125720441,
-0.007309360895305872,
-0.004902959801256657,
-0.002004044596105814,
-0.008034883998334408,
-0.005490224342793226,
-0.0015161458868533373,
-4.51790714263916,
-4.245831489562988,
-0.008551053702831268,
-3.5385544300079346,
-0.006933794356882572,
-0.007752331905066967,
-0.0006951061659492552,
-1.6268070936203003,
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 | [
-7.762807369232178,
-4.904690742492676,
-1.2409049272537231,
-9.264679908752441,
-9.66545581817627,
-7.828520774841309,
-4.811800956726074,
-5.111753940582275,
-3.052696466445923,
-7.8018903732299805,
-3.870469093322754,
-1.6358975172042847,
-1.0317939519882202,
-0.5387862324714661,
-3.4073290824890137,
-2.8350491523742676,
-0.2080543488264084,
-2.883897304534912,
-0.5014060139656067,
-0.943526029586792,
-0.013730482198297977,
-3.958925247192383,
-1.6980153322219849,
-3.5824129581451416,
-0.009616007097065449,
-0.01124119758605957,
-8.16623592376709,
-0.3117775321006775,
-0.5348165035247803,
-1.5057058334350586,
-0.4454349875450134,
-4.978515625,
-0.2103893756866455,
-0.09128627926111221,
-0.00405014818534255,
-0.08047565817832947,
-0.026958370581269264,
-0.016055697575211525,
-0.257815957069397,
-0.03686535358428955,
-0.011172355152666569,
-0.05210227891802788,
-0.0006968930247239769,
-0.014769264496862888,
-0.030444812029600143,
-0.0012855607783421874,
-3.078939437866211,
-0.1547815054655075,
-10.404803276062012,
-11.483917236328125,
-1.4552104473114014,
-2.188873052597046,
-7.995103359222412,
-5.526308059692383,
-7.587900638580322,
-0.07497228682041168,
-1.272844910621643,
-5.741349220275879,
-4.092416286468506,
-0.1692432314157486,
-0.2247433066368103,
-0.005207071080803871,
-0.18939602375030518,
-0.1469942033290863,
-0.10993462800979614,
-0.16594669222831726,
-0.09006001055240631,
-0.02829296700656414,
-11.94326400756836,
-5.155569076538086,
-3.2198128700256348,
-0.14501549303531647,
-0.0810561329126358,
-0.0028872492257505655,
-3.194467067718506,
-0.266181617975235,
-0.9007642269134521,
-7.859498023986816,
-0.9684410691261292,
-8.321181297302246,
-1.0317591428756714,
-7.572440147399902,
-1.440553069114685,
-6.122243881225586,
-7.803483009338379,
-1.5071134567260742,
-0.6642183065414429,
-0.0038074397016316652,
-0.17633649706840515,
-0.05076601728796959,
-0.07229209691286087,
-0.200089693069458,
-0.29392367601394653,
-0.021195685490965843,
-4.943199634552002,
-0.930022656917572,
-6.292059898376465,
-0.07273148000240326,
-0.06575131416320801,
-0.0016421893378719687,
-2.6917917728424072,
-0.1304343342781067,
-0.505531370639801,
-2.050351619720459,
-0.1648520529270172,
-2.926861047744751,
-4.295090198516846,
-2.130607843399048,
-2.210796356201172,
-0.015937207266688347,
-1.4286068677902222,
-0.31751617789268494,
-0.02566242404282093,
-0.018385350704193115,
-0.21936215460300446,
-0.0014016337227076292,
-0.02759440615773201,
-0.011719544418156147,
-0.006267060991376638,
-0.03509705886244774,
-0.028594566509127617,
-0.005730035714805126,
-5.7977070808410645,
-0.16913793981075287,
-4.56622314453125,
-0.020174309611320496,
-0.012477901764214039,
-0.0006999903125688434,
-1.5680879354476929,
-0.0576612651348114,
-0.2611038386821747,
-0.882512629032135,
-0.08940985053777695,
-0.19253291189670563,
-0.06757223606109619,
-0.10164018720388412,
-0.002406560117378831,
-0.036008335649967194,
-0.022154107689857483,
-0.006568034179508686,
-0.04497188702225685,
-0.000816131301689893,
-0.012946361675858498,
-0.005855667870491743,
-0.0022219750098884106,
-0.012239821255207062,
-0.014079879969358444,
-0.0016382618341594934,
-4.0219855308532715,
-0.07595590502023697,
-6.089593887329102,
-0.0057935649529099464,
-0.003629645798355341,
-0.0004676678800024092,
-2.2430522441864014,
-0.06885230541229248,
-5.14680290222168,
-0.051210541278123856,
-0.0010282472940161824,
-2.407646656036377,
-0.15165436267852783,
-9.619207382202148,
-0.5970554947853088,
-4.212377071380615,
-0.14308471977710724,
-0.07561852037906647,
-0.0008179179858416319,
-0.010938208550214767,
-0.007963691838085651,
-0.0026815906167030334,
-0.00913062784820795,
-0.0062699043191969395,
-0.00158184755127877,
-0.05840110033750534,
-0.017021168023347855,
-0.00590520491823554,
-0.0005727558163926005,
-2.604205369949341,
-0.054235052317380905,
-1.4548640251159668,
-0.9231799840927124,
-0.023530874401330948,
-1.3117578029632568,
-0.39506834745407104,
-0.5822623372077942,
-0.048108235001564026,
-0.0006005152827128768,
-0.03999363258481026,
-0.006756792310625315,
-0.0009706076816655695,
-0.003273844253271818,
-0.012528407387435436,
-0.00029559535323642194,
-0.0028173536993563175,
-0.002558056265115738,
-0.0007515705074183643,
-0.0029472745954990387,
-0.0028443378396332264,
-0.0005255748401395977,
-5.315269470214844,
-0.039528969675302505,
-4.119187831878662,
-0.006920535117387772,
-0.00194110709708184,
-0.00031740395934320986,
-2.012580633163452,
-0.027347952127456665,
-0.44373103976249695,
-12.770721435546875,
-1.153153657913208,
-0.07452680170536041,
-0.7635642886161804,
-0.8471890091896057,
-0.15798604488372803,
-2.9828808307647705,
-1.0557365417480469,
-0.0008511496125720441,
-0.007309360895305872,
-0.004902959801256657,
-0.002004044596105814,
-0.008034883998334408,
-0.005490224342793226,
-0.0015161458868533373,
-4.51790714263916,
-4.245831489562988,
-0.008551053702831268,
-3.5385544300079346,
-0.006933794356882572,
-0.007752331905066967,
-0.0006951061659492552,
-2.554037094116211,
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 | [
-9.162968635559082,
-11.093786239624023,
-6.426685333251953,
-9.713794708251953,
-1.7649468183517456,
-7.640273571014404,
-6.477655410766602,
-6.191850662231445,
-0.30558881163597107,
-1.1375467777252197,
-6.398253440856934,
-3.155730724334717,
-0.7115465998649597,
-9.389680862426758,
-3.4909005165100098,
-1.386157512664795,
-0.8280101418495178,
-0.3322969079017639,
-4.677745819091797,
-1.8171110153198242,
-0.3361959457397461,
-6.956358909606934,
-5.6886067390441895,
-0.0018434212543070316,
-6.364944934844971,
-0.47996261715888977,
-0.895386278629303,
-0.01691463030874729,
-2.7679669857025146,
-2.28125,
-4.4456706047058105,
-0.3688861131668091,
-0.0002108589978888631,
-0.21449033915996552,
-0.22089865803718567,
-0.9935771226882935,
-0.3072335422039032,
-0.2034522145986557,
-0.0019186199642717838,
-0.05501432344317436,
-0.02415001019835472,
-0.003961573354899883,
-0.021392321214079857,
-0.13730350136756897,
-0.003931532148271799,
-0.13866563141345978,
-0.033836979418992996,
-0.01926345005631447,
-0.4663535952568054,
-0.06649355590343475,
-0.00843876227736473,
-5.655307769775391,
-0.11410431563854218,
-0.000038980677345534787,
-3.463893413543701,
-0.053275369107723236,
-0.04990518093109131,
-0.001921713468618691,
-0.6605597138404846,
-0.30593976378440857,
-10.918598175048828,
-3.650080919265747,
-0.15711568295955658,
-7.336690425872803,
-1.1745294332504272,
-7.82838773727417,
-4.504849433898926,
-3.9411466121673584,
-1.7168986797332764,
-0.900604784488678,
-0.013452593237161636,
-0.19676899909973145,
-0.07715003192424774,
-0.07415074855089188,
-0.39937639236450195,
-0.09279052168130875,
-0.02296343259513378,
-2.5656580924987793,
-1.2870029211044312,
-0.051017191261053085,
-0.0016746795736253262,
-2.766536235809326,
-0.18922239542007446,
-1.2590112686157227,
-0.0024871863424777985,
-0.00046564225340262055,
-4.500082492828369,
-0.22394031286239624,
-0.051752109080553055,
-5.63388729095459,
-1.1531680822372437,
-4.006930351257324,
-0.1322086602449417,
-0.03828088939189911,
-0.0006291079334914684,
-0.008031336590647697,
-0.0063949949108064175,
-0.0024888513144105673,
-0.008430724032223225,
-0.007156452629715204,
-0.003193400101736188,
-0.025356220081448555,
-0.000750736624468118,
-0.005084204487502575,
-0.011423771269619465,
-0.0008773530134931207,
-1.6076292991638184,
-0.09369046241044998,
-2.6176295280456543,
-0.5674839019775391,
-0.00032264748006127775,
-0.06944312900304794,
-0.14910109341144562,
-0.11371275037527084,
-0.032990965992212296,
-0.02419387921690941,
-0.001141492510214448,
-0.0097360759973526,
-0.010328414849936962,
-0.0024109601508826017,
-0.008006383664906025,
-0.022431571036577225,
-0.0014291321858763695,
-0.01146160252392292,
-0.007696616463363171,
-0.0060869790613651276,
-0.03428609296679497,
-0.015462283045053482,
-0.003598050447180867,
-5.605772018432617,
-0.08985300362110138,
-0.00003158996332786046,
-2.7346317768096924,
-0.01025526225566864,
-0.012575261294841766,
-0.0004233417857903987,
-2.2451019287109375,
-0.07218629866838455,
-1.37260901927948,
-0.0030257180333137512,
-0.0002632986579556018,
-1.5836549997329712,
-0.06465177983045578,
-9.05296802520752,
-0.23109108209609985,
-4.261275291442871,
-0.07836852222681046,
-0.027634065598249435,
-0.00019667598826345056,
-0.0018983930349349976,
-0.0015224544331431389,
-0.0004536076739896089,
-0.001540903584100306,
-0.0018367577577009797,
-0.000526289688423276,
-0.008320665918290615,
-0.0023462644312530756,
-0.0037271573673933744,
-0.000266278104390949,
-3.2149124145507812,
-0.03991036117076874,
-1.9680907726287842,
-10.053606986999512,
-0.38491982221603394,
-0.21332019567489624,
-0.2826470136642456,
-0.030516618862748146,
-0.030146662145853043,
-0.0009008163469843566,
-0.009773144498467445,
-0.010461964644491673,
-0.0018267625709995627,
-0.006324988789856434,
-0.01869615539908409,
-0.0010449193650856614,
-0.007861861027777195,
-0.005605099257081747,
-0.0030570938251912594,
-0.016659900546073914,
-0.005797476042062044,
-0.0016210046596825123,
-7.456888675689697,
-2.044292688369751,
-5.713116645812988,
-0.03999638184905052,
-0.006024060770869255,
-0.0003438596613705158,
-2.681800365447998,
-0.05828336253762245,
-1.1259022951126099,
-10.581748008728027,
-0.5892835855484009,
-9.904903411865234,
-0.686409056186676,
-8.00333309173584,
-0.8399099111557007,
-4.603860378265381,
-7.958366870880127,
-0.615510880947113,
-0.5330749154090881,
-0.003440296743065119,
-0.10102542489767075,
-0.034398630261421204,
-0.06847278028726578,
-0.2608194649219513,
-0.4349527359008789,
-0.011355648748576641,
-4.96760368347168,
-2.271834373474121,
-5.991101264953613,
-0.027995679527521133,
-0.014983609318733215,
-0.0005567907355725765,
-2.4511375427246094,
-0.07948017865419388,
-2.020678997039795,
-0.004178484436124563,
-0.0007312007946893573,
-2.849822759628296,
-0.04238125681877136,
-0.011141114868223667,
-3.5386290550231934,
-11.138435363769531,
-12.016729354858398,
-6.226906776428223,
-0.07405898720026016,
-0.048838596791028976,
-0.00010966652916977182,
-0.002089461777359247,
-0.0012717501958832145,
-0.00045134371612221,
-0.001864482183009386,
-0.0030957176350057125,
-0.0005303407087922096,
-0.03326970711350441,
-0.0006277974462136626,
-0.013835948891937733,
-0.003065056400373578,
-0.0002779574424494058,
-2.6713223457336426,
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 | [
-9.162968635559082,
-11.093786239624023,
-6.426685333251953,
-9.713794708251953,
-1.7649468183517456,
-7.640273571014404,
-6.477655410766602,
-6.191850662231445,
-0.30558881163597107,
-1.1375467777252197,
-6.398253440856934,
-3.155730724334717,
-0.7115465998649597,
-9.389680862426758,
-3.4909005165100098,
-1.386157512664795,
-0.8280101418495178,
-0.3322969079017639,
-4.677745819091797,
-1.8171110153198242,
-0.3361959457397461,
-6.956358909606934,
-5.6886067390441895,
-0.0018434212543070316,
-6.364944934844971,
-0.47996261715888977,
-0.895386278629303,
-0.01691463030874729,
-2.7679669857025146,
-2.28125,
-4.4456706047058105,
-0.3688861131668091,
-0.0002108589978888631,
-0.21449033915996552,
-0.22089865803718567,
-0.9935771226882935,
-0.3072335422039032,
-0.2034522145986557,
-0.0019186199642717838,
-0.05501432344317436,
-0.02415001019835472,
-0.003961573354899883,
-0.021392321214079857,
-0.13730350136756897,
-0.003931532148271799,
-0.13866563141345978,
-0.033836979418992996,
-0.01926345005631447,
-0.4663535952568054,
-0.06649355590343475,
-0.00843876227736473,
-5.655307769775391,
-0.11410431563854218,
-0.000038980677345534787,
-3.463893413543701,
-0.053275369107723236,
-0.04990518093109131,
-0.001921713468618691,
-0.6605597138404846,
-0.30593976378440857,
-10.918598175048828,
-3.650080919265747,
-0.15711568295955658,
-7.336690425872803,
-1.1745294332504272,
-7.82838773727417,
-4.504849433898926,
-3.9411466121673584,
-1.7168986797332764,
-0.900604784488678,
-0.013452593237161636,
-0.19676899909973145,
-0.07715003192424774,
-0.07415074855089188,
-0.39937639236450195,
-0.09279052168130875,
-0.02296343259513378,
-2.5656580924987793,
-1.2870029211044312,
-0.051017191261053085,
-0.0016746795736253262,
-2.766536235809326,
-0.18922239542007446,
-1.2590112686157227,
-0.0024871863424777985,
-0.00046564225340262055,
-4.500082492828369,
-0.22394031286239624,
-0.051752109080553055,
-5.63388729095459,
-1.1531680822372437,
-4.006930351257324,
-0.1322086602449417,
-0.03828088939189911,
-0.0006291079334914684,
-0.008031336590647697,
-0.0063949949108064175,
-0.0024888513144105673,
-0.008430724032223225,
-0.007156452629715204,
-0.003193400101736188,
-0.025356220081448555,
-0.000750736624468118,
-0.005084204487502575,
-0.011423771269619465,
-0.0008773530134931207,
-1.6076292991638184,
-0.09369046241044998,
-2.6176295280456543,
-0.5674839019775391,
-0.00032264748006127775,
-0.06944312900304794,
-0.14910109341144562,
-0.11371275037527084,
-0.032990965992212296,
-0.02419387921690941,
-0.001141492510214448,
-0.0097360759973526,
-0.010328414849936962,
-0.0024109601508826017,
-0.008006383664906025,
-0.022431571036577225,
-0.0014291321858763695,
-0.01146160252392292,
-0.007696616463363171,
-0.0060869790613651276,
-0.03428609296679497,
-0.015462283045053482,
-0.003598050447180867,
-5.605772018432617,
-0.08985300362110138,
-0.00003158996332786046,
-2.7346317768096924,
-0.01025526225566864,
-0.012575261294841766,
-0.0004233417857903987,
-2.2451019287109375,
-0.07218629866838455,
-1.37260901927948,
-0.0030257180333137512,
-0.0002632986579556018,
-1.5836549997329712,
-0.06465177983045578,
-9.05296802520752,
-0.23109108209609985,
-4.261275291442871,
-0.07836852222681046,
-0.027634065598249435,
-0.00019667598826345056,
-0.0018983930349349976,
-0.0015224544331431389,
-0.0004536076739896089,
-0.001540903584100306,
-0.0018367577577009797,
-0.000526289688423276,
-0.008320665918290615,
-0.0023462644312530756,
-0.0037271573673933744,
-0.000266278104390949,
-3.2149124145507812,
-0.03991036117076874,
-1.9680907726287842,
-10.053606986999512,
-0.38491982221603394,
-0.21332019567489624,
-0.2826470136642456,
-0.030516618862748146,
-0.030146662145853043,
-0.0009008163469843566,
-0.009773144498467445,
-0.010461964644491673,
-0.0018267625709995627,
-0.006324988789856434,
-0.01869615539908409,
-0.0010449193650856614,
-0.007861861027777195,
-0.005605099257081747,
-0.0030570938251912594,
-0.016659900546073914,
-0.005797476042062044,
-0.0016210046596825123,
-7.456888675689697,
-2.044292688369751,
-5.713116645812988,
-0.03999638184905052,
-0.006024060770869255,
-0.0003438596613705158,
-2.681800365447998,
-0.05828336253762245,
-1.1259022951126099,
-10.581748008728027,
-0.5892835855484009,
-9.904903411865234,
-0.686409056186676,
-8.00333309173584,
-0.8399099111557007,
-4.603860378265381,
-7.958366870880127,
-0.615510880947113,
-0.5330749154090881,
-0.003440296743065119,
-0.10102542489767075,
-0.034398630261421204,
-0.06847278028726578,
-0.2608194649219513,
-0.4349527359008789,
-0.011355648748576641,
-4.96760368347168,
-2.271834373474121,
-5.991101264953613,
-0.027995679527521133,
-0.014983609318733215,
-0.0005567907355725765,
-2.4511375427246094,
-0.07948017865419388,
-2.020678997039795,
-0.004178484436124563,
-0.0007312007946893573,
-2.849822759628296,
-0.04238125681877136,
-0.011141114868223667,
-3.5386290550231934,
-11.138435363769531,
-12.016729354858398,
-6.226906776428223,
-0.07405898720026016,
-0.048838596791028976,
-0.00010966652916977182,
-0.002089461777359247,
-0.0012717501958832145,
-0.00045134371612221,
-0.001864482183009386,
-0.0030957176350057125,
-0.0005303407087922096,
-0.03326970711350441,
-0.0006277974462136626,
-0.013835948891937733,
-0.003065056400373578,
-0.0002779574424494058,
-2.3619799613952637,
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 | [
-9.162968635559082,
-10.472583770751953,
-11.437162399291992,
-2.098386526107788,
-8.961647987365723,
-8.646415710449219,
-5.914806842803955,
-0.19700779020786285,
-1.150618553161621,
-8.085620880126953,
-3.4519529342651367,
-0.788493275642395,
-9.573564529418945,
-4.571493148803711,
-1.7349677085876465,
-1.062650203704834,
-0.3960692882537842,
-4.2333550453186035,
-2.0113179683685303,
-0.37448373436927795,
-7.313279151916504,
-5.352768898010254,
-5.781211853027344,
-0.41461092233657837,
-0.8672493696212769,
-0.01061000395566225,
-3.0849640369415283,
-2.2035610675811768,
-4.291436672210693,
-8.393668174743652,
-1.0664165019989014,
-7.157949447631836,
-1.4958914518356323,
-6.481557846069336,
-1.1406664848327637,
-3.9016847610473633,
-7.815485000610352,
-1.1773837804794312,
-2.511819362640381,
-0.009956341236829758,
-0.30539047718048096,
-0.08172723650932312,
-0.12042736262083054,
-0.6702501177787781,
-0.785293459892273,
-0.029076149687170982,
-6.11378288269043,
-0.8987286686897278,
-4.339855670928955,
-0.14641103148460388,
-0.0711243525147438,
-0.0034522954374551773,
-1.8840339183807373,
-0.46730372309684753,
-0.5219042301177979,
-0.2095031440258026,
-0.08304549753665924,
-0.5223479866981506,
-0.059550318866968155,
-0.151518315076828,
-0.00656365230679512,
-0.04158681631088257,
-0.022408608347177505,
-0.010350950062274933,
-0.06291911005973816,
-0.0012486526975408196,
-0.052508316934108734,
-0.014881785959005356,
-0.010587121360003948,
-0.0654323548078537,
-0.039500892162323,
-0.010065864771604538,
-4.060574054718018,
-0.5486746430397034,
-5.818171501159668,
-0.02481086179614067,
-0.029851431027054787,
-0.0022697895765304565,
-1.3587909936904907,
-0.1370590627193451,
-10.240254402160645,
-3.9492666721343994,
-0.048969484865665436,
-9.837825775146484,
-0.14419154822826385,
-0.8746401071548462,
-6.175868511199951,
-9.463208198547363,
-3.827085256576538,
-5.128384590148926,
-0.71668541431427,
-1.1906200647354126,
-0.0033803009428083897,
-0.08012538403272629,
-0.02178920805454254,
-0.0182865671813488,
-0.09978622943162918,
-0.046393755823373795,
-0.006788169499486685,
-4.17005729675293,
-0.024534406140446663,
-1.0040301084518433,
-0.042673155665397644,
-0.0019273054786026478,
-1.32234525680542,
-0.8897587060928345,
-1.2510428428649902,
-0.08904611319303513,
-0.027550222352147102,
-0.04187174513936043,
-0.015889571979641914,
-0.039344463497400284,
-0.0015161458868533373,
-0.007950682193040848,
-0.013749766163527966,
-0.006556665059179068,
-0.04122459143400192,
-0.0007956438348628581,
-0.0253386702388525,
-0.00849006325006485,
-0.006329608615487814,
-0.034188639372587204,
-0.022956442087888718,
-0.004585109651088715,
-5.781846523284912,
-0.14064151048660278,
-4.079464435577393,
-0.04771779477596283,
-0.009726394899189472,
-0.0005927712772972882,
-1.9098519086837769,
-0.07054363191127777,
-0.3232690095901489,
-0.005126545205712318,
-0.0026755272410809994,
-0.004846017807722092,
-0.002066026208922267,
-0.00857090950012207,
-0.0003000047872774303,
-0.0006668727728538215,
-0.0031835371628403664,
-0.0027611248660832644,
-0.018875034525990486,
-0.0004632591735571623,
-0.010375253856182098,
-0.004011086188256741,
-0.0023671959061175585,
-0.012108158320188522,
-0.0066554308868944645,
-0.00266304356046021,
-5.29899263381958,
-0.04765675961971283,
-5.788476943969727,
-0.00500758271664381,
-0.004540253430604935,
-0.00042548662167973816,
-3.3037333488464355,
-0.06357687711715698,
-2.6227598190307617,
-0.00550670363008976,
-0.00029452278977259994,
-0.6368005275726318,
-0.009924708865582943,
-0.02139885537326336,
-11.163352012634277,
-12.922015190124512,
-5.055208206176758,
-0.2931905686855316,
-0.10224198549985886,
-0.0005613181856460869,
-0.011931833811104298,
-0.003852209774777293,
-0.0021541742607951164,
-0.007758483290672302,
-0.00785133522003889,
-0.0016540905926376581,
-1.2670797109603882,
-0.0031184160616248846,
-0.18677584826946259,
-0.006928348448127508,
-0.0007317964336834848,
-3.1385841369628906,
-0.0901995599269867,
-2.6707921028137207,
-0.003076703054830432,
-0.0001787979417713359,
-0.24023067951202393,
-0.0024949158541858196,
-0.0209767147898674,
-7.882180690765381,
-0.6790112853050232,
-4.712918281555176,
-0.019030606374144554,
-0.04107381030917168,
-0.00023195437097456306,
-0.002670533722266555,
-0.001206504413858056,
-0.0005293875001370907,
-0.002006423892453313,
-0.002362082013860345,
-0.0006233894382603467,
-0.9177969694137573,
-0.001561851822771132,
-0.016203029081225395,
-0.0033912311773747206,
-0.0003522014303598553,
-4.338939666748047,
-0.08794166892766953,
-1.112039566040039,
-0.0012005510507151484,
-0.00010597144137136638,
-0.052137017250061035,
-0.0011693552369251847,
-0.011119305156171322,
-3.51131272315979,
-4.4149580001831055,
-0.1791399121284485,
-4.078946113586426,
-0.014908564276993275,
-0.02866998128592968,
-0.0001472126314183697,
-0.0019262346904724836,
-0.0008379285573028028,
-0.0003301552205812186,
-0.001465795561671257,
-0.0019175490597262979,
-0.0005722792120650411,
-0.08212318271398544,
-0.0009221353684552014,
-0.0035770260728895664,
-0.0030017101671546698,
-0.0002475670480635017,
-3.0963850021362305,
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 | [
-9.162968635559082,
-10.472583770751953,
-11.437162399291992,
-2.098386526107788,
-8.961647987365723,
-8.646415710449219,
-5.914806842803955,
-0.19700779020786285,
-1.150618553161621,
-8.085620880126953,
-3.4519529342651367,
-0.788493275642395,
-9.573564529418945,
-4.571493148803711,
-1.7349677085876465,
-1.062650203704834,
-0.3960692882537842,
-4.2333550453186035,
-2.0113179683685303,
-0.37448373436927795,
-7.313279151916504,
-5.352768898010254,
-5.781211853027344,
-0.41461092233657837,
-0.8672493696212769,
-0.01061000395566225,
-3.0849640369415283,
-2.2035610675811768,
-4.291436672210693,
-8.393668174743652,
-1.0664165019989014,
-7.157949447631836,
-1.4958914518356323,
-6.481557846069336,
-1.1406664848327637,
-3.9016847610473633,
-7.815485000610352,
-1.1773837804794312,
-2.511819362640381,
-0.009956341236829758,
-0.30539047718048096,
-0.08172723650932312,
-0.12042736262083054,
-0.6702501177787781,
-0.785293459892273,
-0.029076149687170982,
-6.11378288269043,
-0.8987286686897278,
-4.339855670928955,
-0.14641103148460388,
-0.0711243525147438,
-0.0034522954374551773,
-1.8840339183807373,
-0.46730372309684753,
-0.5219042301177979,
-0.2095031440258026,
-0.08304549753665924,
-0.5223479866981506,
-0.059550318866968155,
-0.151518315076828,
-0.00656365230679512,
-0.04158681631088257,
-0.022408608347177505,
-0.010350950062274933,
-0.06291911005973816,
-0.0012486526975408196,
-0.052508316934108734,
-0.014881785959005356,
-0.010587121360003948,
-0.0654323548078537,
-0.039500892162323,
-0.010065864771604538,
-4.060574054718018,
-0.5486746430397034,
-5.818171501159668,
-0.02481086179614067,
-0.029851431027054787,
-0.0022697895765304565,
-1.3587909936904907,
-0.1370590627193451,
-10.240254402160645,
-3.9492666721343994,
-0.048969484865665436,
-9.837825775146484,
-0.14419154822826385,
-0.8746401071548462,
-6.175868511199951,
-9.463208198547363,
-3.827085256576538,
-5.128384590148926,
-0.71668541431427,
-1.1906200647354126,
-0.0033803009428083897,
-0.08012538403272629,
-0.02178920805454254,
-0.0182865671813488,
-0.09978622943162918,
-0.046393755823373795,
-0.006788169499486685,
-4.17005729675293,
-0.024534406140446663,
-1.0040301084518433,
-0.042673155665397644,
-0.0019273054786026478,
-1.32234525680542,
-0.8897587060928345,
-1.2510428428649902,
-0.08904611319303513,
-0.027550222352147102,
-0.04187174513936043,
-0.015889571979641914,
-0.039344463497400284,
-0.0015161458868533373,
-0.007950682193040848,
-0.013749766163527966,
-0.006556665059179068,
-0.04122459143400192,
-0.0007956438348628581,
-0.0253386702388525,
-0.00849006325006485,
-0.006329608615487814,
-0.034188639372587204,
-0.022956442087888718,
-0.004585109651088715,
-5.781846523284912,
-0.14064151048660278,
-4.079464435577393,
-0.04771779477596283,
-0.009726394899189472,
-0.0005927712772972882,
-1.9098519086837769,
-0.07054363191127777,
-0.3232690095901489,
-0.005126545205712318,
-0.0026755272410809994,
-0.004846017807722092,
-0.002066026208922267,
-0.00857090950012207,
-0.0003000047872774303,
-0.0006668727728538215,
-0.0031835371628403664,
-0.0027611248660832644,
-0.018875034525990486,
-0.0004632591735571623,
-0.010375253856182098,
-0.004011086188256741,
-0.0023671959061175585,
-0.012108158320188522,
-0.0066554308868944645,
-0.00266304356046021,
-5.29899263381958,
-0.04765675961971283,
-5.788476943969727,
-0.00500758271664381,
-0.004540253430604935,
-0.00042548662167973816,
-3.3037333488464355,
-0.06357687711715698,
-2.6227598190307617,
-0.00550670363008976,
-0.00029452278977259994,
-0.6368005275726318,
-0.009924708865582943,
-0.02139885537326336,
-11.163352012634277,
-12.922015190124512,
-5.055208206176758,
-0.2931905686855316,
-0.10224198549985886,
-0.0005613181856460869,
-0.011931833811104298,
-0.003852209774777293,
-0.0021541742607951164,
-0.007758483290672302,
-0.00785133522003889,
-0.0016540905926376581,
-1.2670797109603882,
-0.0031184160616248846,
-0.18677584826946259,
-0.006928348448127508,
-0.0007317964336834848,
-3.1385841369628906,
-0.0901995599269867,
-2.6707921028137207,
-0.003076703054830432,
-0.0001787979417713359,
-0.24023067951202393,
-0.0024949158541858196,
-0.0209767147898674,
-7.882180690765381,
-0.6790112853050232,
-4.712918281555176,
-0.019030606374144554,
-0.04107381030917168,
-0.00023195437097456306,
-0.002670533722266555,
-0.001206504413858056,
-0.0005293875001370907,
-0.002006423892453313,
-0.002362082013860345,
-0.0006233894382603467,
-0.9177969694137573,
-0.001561851822771132,
-0.016203029081225395,
-0.0033912311773747206,
-0.0003522014303598553,
-4.338939666748047,
-0.08794166892766953,
-1.112039566040039,
-0.0012005510507151484,
-0.00010597144137136638,
-0.052137017250061035,
-0.0011693552369251847,
-0.011119305156171322,
-3.51131272315979,
-4.4149580001831055,
-0.1791399121284485,
-4.078946113586426,
-0.014908564276993275,
-0.02866998128592968,
-0.0001472126314183697,
-0.0019262346904724836,
-0.0008379285573028028,
-0.0003301552205812186,
-0.001465795561671257,
-0.0019175490597262979,
-0.0005722792120650411,
-0.08212318271398544,
-0.0009221353684552014,
-0.0035770260728895664,
-0.0030017101671546698,
-0.0002475670480635017,
-2.190863609313965,
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 | [
-9.162968635559082,
-9.846155166625977,
-6.051466464996338,
-6.015303611755371,
-2.2363810539245605,
-6.116705894470215,
-1.9999732971191406,
-7.820132255554199,
-6.007559776306152,
-1.0982662439346313,
-9.893058776855469,
-3.5305323600769043,
-2.0089502334594727,
-1.0040472745895386,
-0.44073906540870667,
-4.615398406982422,
-2.481098175048828,
-0.27776750922203064,
-6.9720940589904785,
-6.887714385986328,
-5.652443885803223,
-0.3294462561607361,
-0.7297760844230652,
-0.0088161276653409,
-3.406825065612793,
-2.229086399078369,
-4.928597450256348,
-10.176154136657715,
-1.6707708835601807,
-4.605434417724609,
-3.952789306640625,
-3.896111488342285,
-5.694639205932617,
-0.3903767764568329,
-3.298840045928955,
-5.440127372741699,
-1.2783722877502441,
-0.20575404167175293,
-1.8538488149642944,
-0.004366388078778982,
-0.2800447344779968,
-0.11921527981758118,
-0.12685056030750275,
-0.8797686100006104,
-0.13146986067295074,
-0.03613746166229248,
-3.570059299468994,
-0.37838664650917053,
-4.0187668800354,
-0.08137795329093933,
-0.06253676116466522,
-0.0035286799538880587,
-3.237628936767578,
-0.5885338187217712,
-8.34957504272461,
-3.8004603385925293,
-0.01583348773419857,
-8.942035675048828,
-0.13940775394439697,
-0.7804040908813477,
-6.222731590270996,
-8.974508285522461,
-7.955320358276367,
-1.9776073694229126,
-0.4898976981639862,
-1.0075749158859253,
-0.003942456562072039,
-0.19602182507514954,
-0.06446726620197296,
-0.0895582064986229,
-0.5011227130889893,
-0.10039852559566498,
-0.021093325689435005,
-2.699061393737793,
-0.015115716494619846,
-1.4048340320587158,
-0.047277968376874924,
-0.001958120847120881,
-3.0580430030822754,
-0.35049378871917725,
-2.055922031402588,
-0.05086606368422508,
-0.0006388768670149148,
-0.7634888291358948,
-0.0516236238181591,
-0.08209803700447083,
-1.2670872211456299,
-7.913282871246338,
-0.19339686632156372,
-0.11774954944849014,
-0.04401775822043419,
-0.20488758385181427,
-0.0007545484695583582,
-0.043630849570035934,
-0.014361237175762653,
-0.007128519471734762,
-0.06827661395072937,
-0.021445762366056442,
-0.005477657541632652,
-0.4354357421398163,
-0.003700078232213855,
-0.12708963453769684,
-0.026704560965299606,
-0.001508409040980041,
-2.714437246322632,
-0.11535022407770157,
-1.9968593120574951,
-2.8489036560058594,
-0.12506920099258423,
-0.9957739114761353,
-0.05737505853176117,
-0.05964578688144684,
-0.004336596466600895,
-0.016453536227345467,
-0.06852342933416367,
-0.006200126372277737,
-0.08569027483463287,
-0.001423894427716732,
-0.03555435314774513,
-0.015158104710280895,
-0.017790155485272408,
-0.1261843740940094,
-0.05374657362699509,
-0.0073090060614049435,
-6.208345413208008,
-0.22831764817237854,
-4.757194519042969,
-0.04171328246593475,
-0.0186898373067379,
-0.0007752750534564257,
-2.395625114440918,
-0.08622584491968155,
-0.7562201023101807,
-0.0014213945250958204,
-0.0001012035645544529,
-0.3026338517665863,
-0.0021865288726985455,
-0.007679582107812166,
-3.4937422275543213,
-6.0113959312438965,
-5.83852481842041,
-0.30631551146507263,
-0.0005192600074224174,
-0.005149553529918194,
-0.002144657773897052,
-0.0009445258183404803,
-0.003183418419212103,
-0.0022809698712080717,
-0.0005688241217285395,
-0.07486189901828766,
-0.0005079409456811845,
-0.00347415404394269,
-0.0028405338525772095,
-0.00036376056959852576,
-2.00480318069458,
-0.06479994207620621,
-0.7991969585418701,
-0.0008030288736335933,
-0.000045060096454108134,
-0.024420056492090225,
-0.000575376907363534,
-0.004893707111477852,
-1.357057809829712,
-4.273115158081055,
-2.0737102031707764,
-11.891403198242188,
-0.024602452293038368,
-0.039590273052453995,
-0.0003518439189065248,
-0.0036624278873205185,
-0.0016947920667007565,
-0.0005700155161321163,
-0.002101000864058733,
-0.0021356174256652594,
-0.000621959799900651,
-0.033751923590898514,
-0.0004295380203984678,
-0.0021701136138290167,
-0.002753873122856021,
-0.0002563863235991448,
-3.1322073936462402,
-0.06804065406322479,
-0.8374491930007935,
-9.57712459564209,
-1.2215958833694458,
-0.06330768764019012,
-1.9689364433288574,
-8.472558975219727,
-5.1702189445495605,
-0.5842171907424927,
-1.1643931865692139,
-0.0011881680693477392,
-0.04683908820152283,
-0.017383242025971413,
-0.018850935623049736,
-0.07136025279760361,
-0.04854905977845192,
-0.006302481517195702,
-5.411673069000244,
-3.006809711456299,
-0.006344889290630817,
-3.5955448150634766,
-0.036678288131952286,
-0.00901107769459486,
-0.0006140968762338161,
-2.251802921295166,
-0.08249273896217346,
-0.7438697814941406,
-0.003532243659719825,
-0.0001255195093108341,
-1.128730297088623,
-0.005895013455301523,
-0.024235418066382408,
-2.3931894302368164,
-6.425545692443848,
-0.6666024327278137,
-7.583366870880127,
-0.04742838814854622,
-0.019901826977729797,
-0.0001842805795604363,
-0.0026472308672964573,
-0.0010445620864629745,
-0.0004152389301452786,
-0.001775951823219657,
-0.0022827538195997477,
-0.00041333239641971886,
-0.087557852268219,
-0.001032772590406239,
-0.004551527090370655,
-0.0023631523363292217,
-0.00030751267331652343,
-2.1311256885528564,
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 | [
-9.162968635559082,
-9.846155166625977,
-6.051466464996338,
-6.015303611755371,
-2.2363810539245605,
-6.116705894470215,
-1.9999732971191406,
-7.820132255554199,
-6.007559776306152,
-1.0982662439346313,
-9.893058776855469,
-3.5305323600769043,
-2.0089502334594727,
-1.0040472745895386,
-0.44073906540870667,
-4.615398406982422,
-2.481098175048828,
-0.27776750922203064,
-6.9720940589904785,
-6.887714385986328,
-5.652443885803223,
-0.3294462561607361,
-0.7297760844230652,
-0.0088161276653409,
-3.406825065612793,
-2.229086399078369,
-4.928597450256348,
-10.176154136657715,
-1.6707708835601807,
-4.605434417724609,
-3.952789306640625,
-3.896111488342285,
-5.694639205932617,
-0.3903767764568329,
-3.298840045928955,
-5.440127372741699,
-1.2783722877502441,
-0.20575404167175293,
-1.8538488149642944,
-0.004366388078778982,
-0.2800447344779968,
-0.11921527981758118,
-0.12685056030750275,
-0.8797686100006104,
-0.13146986067295074,
-0.03613746166229248,
-3.570059299468994,
-0.37838664650917053,
-4.0187668800354,
-0.08137795329093933,
-0.06253676116466522,
-0.0035286799538880587,
-3.237628936767578,
-0.5885338187217712,
-8.34957504272461,
-3.8004603385925293,
-0.01583348773419857,
-8.942035675048828,
-0.13940775394439697,
-0.7804040908813477,
-6.222731590270996,
-8.974508285522461,
-7.955320358276367,
-1.9776073694229126,
-0.4898976981639862,
-1.0075749158859253,
-0.003942456562072039,
-0.19602182507514954,
-0.06446726620197296,
-0.0895582064986229,
-0.5011227130889893,
-0.10039852559566498,
-0.021093325689435005,
-2.699061393737793,
-0.015115716494619846,
-1.4048340320587158,
-0.047277968376874924,
-0.001958120847120881,
-3.0580430030822754,
-0.35049378871917725,
-2.055922031402588,
-0.05086606368422508,
-0.0006388768670149148,
-0.7634888291358948,
-0.0516236238181591,
-0.08209803700447083,
-1.2670872211456299,
-7.913282871246338,
-0.19339686632156372,
-0.11774954944849014,
-0.04401775822043419,
-0.20488758385181427,
-0.0007545484695583582,
-0.043630849570035934,
-0.014361237175762653,
-0.007128519471734762,
-0.06827661395072937,
-0.021445762366056442,
-0.005477657541632652,
-0.4354357421398163,
-0.003700078232213855,
-0.12708963453769684,
-0.026704560965299606,
-0.001508409040980041,
-2.714437246322632,
-0.11535022407770157,
-1.9968593120574951,
-2.8489036560058594,
-0.12506920099258423,
-0.9957739114761353,
-0.05737505853176117,
-0.05964578688144684,
-0.004336596466600895,
-0.016453536227345467,
-0.06852342933416367,
-0.006200126372277737,
-0.08569027483463287,
-0.001423894427716732,
-0.03555435314774513,
-0.015158104710280895,
-0.017790155485272408,
-0.1261843740940094,
-0.05374657362699509,
-0.0073090060614049435,
-6.208345413208008,
-0.22831764817237854,
-4.757194519042969,
-0.04171328246593475,
-0.0186898373067379,
-0.0007752750534564257,
-2.395625114440918,
-0.08622584491968155,
-0.7562201023101807,
-0.0014213945250958204,
-0.0001012035645544529,
-0.3026338517665863,
-0.0021865288726985455,
-0.007679582107812166,
-3.4937422275543213,
-6.0113959312438965,
-5.83852481842041,
-0.30631551146507263,
-0.0005192600074224174,
-0.005149553529918194,
-0.002144657773897052,
-0.0009445258183404803,
-0.003183418419212103,
-0.0022809698712080717,
-0.0005688241217285395,
-0.07486189901828766,
-0.0005079409456811845,
-0.00347415404394269,
-0.0028405338525772095,
-0.00036376056959852576,
-2.00480318069458,
-0.06479994207620621,
-0.7991969585418701,
-0.0008030288736335933,
-0.000045060096454108134,
-0.024420056492090225,
-0.000575376907363534,
-0.004893707111477852,
-1.357057809829712,
-4.273115158081055,
-2.0737102031707764,
-11.891403198242188,
-0.024602452293038368,
-0.039590273052453995,
-0.0003518439189065248,
-0.0036624278873205185,
-0.0016947920667007565,
-0.0005700155161321163,
-0.002101000864058733,
-0.0021356174256652594,
-0.000621959799900651,
-0.033751923590898514,
-0.0004295380203984678,
-0.0021701136138290167,
-0.002753873122856021,
-0.0002563863235991448,
-3.1322073936462402,
-0.06804065406322479,
-0.8374491930007935,
-9.57712459564209,
-1.2215958833694458,
-0.06330768764019012,
-1.9689364433288574,
-8.472558975219727,
-5.1702189445495605,
-0.5842171907424927,
-1.1643931865692139,
-0.0011881680693477392,
-0.04683908820152283,
-0.017383242025971413,
-0.018850935623049736,
-0.07136025279760361,
-0.04854905977845192,
-0.006302481517195702,
-5.411673069000244,
-3.006809711456299,
-0.006344889290630817,
-3.5955448150634766,
-0.036678288131952286,
-0.00901107769459486,
-0.0006140968762338161,
-2.251802921295166,
-0.08249273896217346,
-0.7438697814941406,
-0.003532243659719825,
-0.0001255195093108341,
-1.128730297088623,
-0.005895013455301523,
-0.024235418066382408,
-2.3931894302368164,
-6.425545692443848,
-0.6666024327278137,
-7.583366870880127,
-0.04742838814854622,
-0.019901826977729797,
-0.0001842805795604363,
-0.0026472308672964573,
-0.0010445620864629745,
-0.0004152389301452786,
-0.001775951823219657,
-0.0022827538195997477,
-0.00041333239641971886,
-0.087557852268219,
-0.001032772590406239,
-0.004551527090370655,
-0.0023631523363292217,
-0.00030751267331652343,
-2.062323808670044,
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 | [
-7.762807369232178,
-4.904690742492676,
-1.2409049272537231,
-9.264679908752441,
-9.66545581817627,
-12.661820411682129,
-6.837174415588379,
-5.5057830810546875,
-2.945380926132202,
-8.067641258239746,
-3.9768741130828857,
-2.5733540058135986,
-1.0625110864639282,
-0.48479023575782776,
-4.376893520355225,
-2.755642890930176,
-0.25316938757896423,
-2.8603994846343994,
-0.88240647315979,
-1.0635478496551514,
-0.017082225531339645,
-3.3354015350341797,
-1.886230230331421,
-3.6047496795654297,
-0.0077435788698494434,
-0.011260057799518108,
-8.552624702453613,
-0.40983355045318604,
-0.4007958471775055,
-4.316449165344238,
-6.919417381286621,
-0.9923192262649536,
-0.3702830374240875,
-0.004173498135060072,
-0.11726855486631393,
-0.03477772697806358,
-0.023079346865415573,
-0.3014230728149414,
-0.051750749349594116,
-0.013166626915335655,
-0.04368722438812256,
-0.0006331584881991148,
-0.012484259903430939,
-0.02836817130446434,
-0.0010629009921103716,
-1.1900267601013184,
-0.20571210980415344,
-0.17310018837451935,
-0.0010783816687762737,
-0.00035696811391972005,
-1.588866949081421,
-0.21371759474277496,
-0.4425112009048462,
-2.059363603591919,
-4.458193778991699,
-7.6113200187683105,
-3.3860580921173096,
-0.09444426000118256,
-0.028711915016174316,
-0.0004619484825525433,
-0.00725610600784421,
-0.0020918408408761024,
-0.0010150285670533776,
-0.011354116722941399,
-0.005134254228323698,
-0.0017216873820871115,
-0.005579849239438772,
-0.0007165487040765584,
-0.00650052772834897,
-0.012969897128641605,
-0.0007207180024124682,
-1.8627103567123413,
-0.12366534024477005,
-11.23194408416748,
-11.7586669921875,
-4.109461784362793,
-6.572327613830566,
-2.5495240688323975,
-7.439457893371582,
-5.809908390045166,
-8.20567798614502,
-0.1585380882024765,
-1.2517412900924683,
-5.745500087738037,
-4.355678558349609,
-0.321452796459198,
-0.5558054447174072,
-0.005723990965634584,
-0.1729993224143982,
-0.09661296010017395,
-0.09011589735746384,
-0.16791832447052002,
-0.0777130275964737,
-0.02424379624426365,
-8.661276817321777,
-4.742122650146484,
-0.006277722772210836,
-4.916110992431641,
-0.09106961637735367,
-0.06449029594659805,
-0.0020052341278642416,
-3.292722702026367,
-0.18742115795612335,
-0.5875369310379028,
-0.343450665473938,
-0.0014522254932671785,
-0.05114077404141426,
-0.5614342093467712,
-0.6379566192626953,
-0.4300234317779541,
-0.16728590428829193,
-0.0013854438439011574,
-0.16652725636959076,
-0.046530310064554214,
-0.0037398652639240026,
-0.006889516953378916,
-0.010042497888207436,
-0.0008175606490112841,
-0.006233179941773415,
-0.002680758247151971,
-0.0017947532469406724,
-0.009368977509438992,
-0.005189994350075722,
-0.001128275180235505,
-4.943473815917969,
-0.14254608750343323,
-0.00005781483559985645,
-3.112776279449463,
-0.007156097795814276,
-0.010958253405988216,
-0.0006503135664388537,
-1.9904160499572754,
-0.06158972159028053,
-2.918421983718872,
-0.01364922896027565,
-0.0007433511782437563,
-2.0080056190490723,
-0.19022652506828308,
-0.08626247942447662,
-2.9928359985351562,
-5.095879554748535,
-0.3170337378978729,
-0.03899919614195824,
-0.0003045333724003285,
-0.0032276222482323647,
-0.0011127954348921776,
-0.00040058218291960657,
-0.0031043931376188993,
-0.0017849955474957824,
-0.0003594706067815423,
-0.004465845413506031,
-0.00026854246971197426,
-0.0014728185487911105,
-0.0032086102291941643,
-0.0003912875254172832,
-0.6216532588005066,
-0.054336220026016235,
-2.5256989002227783,
-8.735224723815918,
-0.4549342095851898,
-2.658262252807617,
-4.552667140960693,
-4.44821310043335,
-2.771152973175049,
-0.003890090622007847,
-1.4218573570251465,
-0.165835902094841,
-0.009778810665011406,
-0.01557308342307806,
-0.028377557173371315,
-0.0008738989708945155,
-0.011355295777320862,
-0.0066149309277534485,
-0.00243831193074584,
-0.020267300307750702,
-0.007787936367094517,
-0.002146204235032201,
-6.268423080444336,
-0.9036315679550171,
-7.297995090484619,
-0.02835751138627529,
-0.005416835192590952,
-0.0003409996279515326,
-2.5405197143554688,
-0.046763211488723755,
-0.5217034816741943,
-0.28482282161712646,
-0.00733847264200449,
-0.04970726743340492,
-0.05503937229514122,
-4.044197082519531,
-0.03992903232574463,
-0.0003400462737772614,
-0.017993198707699776,
-0.005852230824530125,
-0.0006755692302249372,
-0.0015507827047258615,
-0.0024706574622541666,
-0.00010179955279454589,
-0.0009777533123269677,
-0.0006877202540636063,
-0.0002942844294011593,
-0.0026568612083792686,
-0.001703836489468813,
-0.00044526674901135266,
-4.151383399963379,
-0.6228741407394409,
-2.796231269836426,
-0.04911408945918083,
-0.006976056843996048,
-0.0002460177056491375,
-3.027383327484131,
-0.057652149349451065,
-0.722162663936615,
-9.628133773803711,
-0.9375378489494324,
-9.04183578491211,
-0.92967289686203,
-8.109519004821777,
-0.7803499102592468,
-5.49124813079834,
-8.267889976501465,
-0.8470103740692139,
-0.4869493246078491,
-0.002245168900117278,
-0.07692112028598785,
-0.028346387669444084,
-0.05685432255268097,
-0.21584732830524445,
-0.2641444504261017,
-0.010304935276508331,
-4.688737392425537,
-1.465200662612915,
-5.004633903503418,
-0.029716281220316887,
-0.011667348444461823,
-0.0005017452058382332,
-3.1002357006073,
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 | [
-7.762807369232178,
-4.904690742492676,
-1.2409049272537231,
-9.264679908752441,
-9.66545581817627,
-12.661820411682129,
-6.837174415588379,
-5.5057830810546875,
-2.945380926132202,
-8.067641258239746,
-3.9768741130828857,
-2.5733540058135986,
-1.0625110864639282,
-0.48479023575782776,
-4.376893520355225,
-2.755642890930176,
-0.25316938757896423,
-2.8603994846343994,
-0.88240647315979,
-1.0635478496551514,
-0.017082225531339645,
-3.3354015350341797,
-1.886230230331421,
-3.6047496795654297,
-0.0077435788698494434,
-0.011260057799518108,
-8.552624702453613,
-0.40983355045318604,
-0.4007958471775055,
-4.316449165344238,
-6.919417381286621,
-0.9923192262649536,
-0.3702830374240875,
-0.004173498135060072,
-0.11726855486631393,
-0.03477772697806358,
-0.023079346865415573,
-0.3014230728149414,
-0.051750749349594116,
-0.013166626915335655,
-0.04368722438812256,
-0.0006331584881991148,
-0.012484259903430939,
-0.02836817130446434,
-0.0010629009921103716,
-1.1900267601013184,
-0.20571210980415344,
-0.17310018837451935,
-0.0010783816687762737,
-0.00035696811391972005,
-1.588866949081421,
-0.21371759474277496,
-0.4425112009048462,
-2.059363603591919,
-4.458193778991699,
-7.6113200187683105,
-3.3860580921173096,
-0.09444426000118256,
-0.028711915016174316,
-0.0004619484825525433,
-0.00725610600784421,
-0.0020918408408761024,
-0.0010150285670533776,
-0.011354116722941399,
-0.005134254228323698,
-0.0017216873820871115,
-0.005579849239438772,
-0.0007165487040765584,
-0.00650052772834897,
-0.012969897128641605,
-0.0007207180024124682,
-1.8627103567123413,
-0.12366534024477005,
-11.23194408416748,
-11.7586669921875,
-4.109461784362793,
-6.572327613830566,
-2.5495240688323975,
-7.439457893371582,
-5.809908390045166,
-8.20567798614502,
-0.1585380882024765,
-1.2517412900924683,
-5.745500087738037,
-4.355678558349609,
-0.321452796459198,
-0.5558054447174072,
-0.005723990965634584,
-0.1729993224143982,
-0.09661296010017395,
-0.09011589735746384,
-0.16791832447052002,
-0.0777130275964737,
-0.02424379624426365,
-8.661276817321777,
-4.742122650146484,
-0.006277722772210836,
-4.916110992431641,
-0.09106961637735367,
-0.06449029594659805,
-0.0020052341278642416,
-3.292722702026367,
-0.18742115795612335,
-0.5875369310379028,
-0.343450665473938,
-0.0014522254932671785,
-0.05114077404141426,
-0.5614342093467712,
-0.6379566192626953,
-0.4300234317779541,
-0.16728590428829193,
-0.0013854438439011574,
-0.16652725636959076,
-0.046530310064554214,
-0.0037398652639240026,
-0.006889516953378916,
-0.010042497888207436,
-0.0008175606490112841,
-0.006233179941773415,
-0.002680758247151971,
-0.0017947532469406724,
-0.009368977509438992,
-0.005189994350075722,
-0.001128275180235505,
-4.943473815917969,
-0.14254608750343323,
-0.00005781483559985645,
-3.112776279449463,
-0.007156097795814276,
-0.010958253405988216,
-0.0006503135664388537,
-1.9904160499572754,
-0.06158972159028053,
-2.918421983718872,
-0.01364922896027565,
-0.0007433511782437563,
-2.0080056190490723,
-0.19022652506828308,
-0.08626247942447662,
-2.9928359985351562,
-5.095879554748535,
-0.3170337378978729,
-0.03899919614195824,
-0.0003045333724003285,
-0.0032276222482323647,
-0.0011127954348921776,
-0.00040058218291960657,
-0.0031043931376188993,
-0.0017849955474957824,
-0.0003594706067815423,
-0.004465845413506031,
-0.00026854246971197426,
-0.0014728185487911105,
-0.0032086102291941643,
-0.0003912875254172832,
-0.6216532588005066,
-0.054336220026016235,
-2.5256989002227783,
-8.735224723815918,
-0.4549342095851898,
-2.658262252807617,
-4.552667140960693,
-4.44821310043335,
-2.771152973175049,
-0.003890090622007847,
-1.4218573570251465,
-0.165835902094841,
-0.009778810665011406,
-0.01557308342307806,
-0.028377557173371315,
-0.0008738989708945155,
-0.011355295777320862,
-0.0066149309277534485,
-0.00243831193074584,
-0.020267300307750702,
-0.007787936367094517,
-0.002146204235032201,
-6.268423080444336,
-0.9036315679550171,
-7.297995090484619,
-0.02835751138627529,
-0.005416835192590952,
-0.0003409996279515326,
-2.5405197143554688,
-0.046763211488723755,
-0.5217034816741943,
-0.28482282161712646,
-0.00733847264200449,
-0.04970726743340492,
-0.05503937229514122,
-4.044197082519531,
-0.03992903232574463,
-0.0003400462737772614,
-0.017993198707699776,
-0.005852230824530125,
-0.0006755692302249372,
-0.0015507827047258615,
-0.0024706574622541666,
-0.00010179955279454589,
-0.0009777533123269677,
-0.0006877202540636063,
-0.0002942844294011593,
-0.0026568612083792686,
-0.001703836489468813,
-0.00044526674901135266,
-4.151383399963379,
-0.6228741407394409,
-2.796231269836426,
-0.04911408945918083,
-0.006976056843996048,
-0.0002460177056491375,
-3.027383327484131,
-0.057652149349451065,
-0.722162663936615,
-9.628133773803711,
-0.9375378489494324,
-9.04183578491211,
-0.92967289686203,
-8.109519004821777,
-0.7803499102592468,
-5.49124813079834,
-8.267889976501465,
-0.8470103740692139,
-0.4869493246078491,
-0.002245168900117278,
-0.07692112028598785,
-0.028346387669444084,
-0.05685432255268097,
-0.21584732830524445,
-0.2641444504261017,
-0.010304935276508331,
-4.688737392425537,
-1.465200662612915,
-5.004633903503418,
-0.029716281220316887,
-0.011667348444461823,
-0.0005017452058382332,
-1.2796990871429443,
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 | [
-9.162968635559082,
-11.093786239624023,
-6.426685333251953,
-9.713794708251953,
-1.7649468183517456,
-7.640273571014404,
-6.477655410766602,
-6.191850662231445,
-0.30558881163597107,
-1.1375467777252197,
-6.398253440856934,
-3.155730724334717,
-0.7115465998649597,
-9.389680862426758,
-3.4909005165100098,
-1.386157512664795,
-0.8280101418495178,
-0.3322969079017639,
-4.677745819091797,
-1.8171110153198242,
-0.3361959457397461,
-6.970057010650635,
-6.972434043884277,
-0.002393240574747324,
-4.910588264465332,
-0.47844231128692627,
-1.0128543376922607,
-0.017587071284651756,
-2.343763589859009,
-2.1873903274536133,
-10.71589469909668,
-3.39359188079834,
-0.3382457494735718,
-6.516081809997559,
-0.11137025058269501,
-0.7830114960670471,
-5.2292399406433105,
-5.187688827514648,
-2.2997212409973145,
-1.5194461345672607,
-1.6088988780975342,
-0.015378821641206741,
-0.1861615926027298,
-0.07494352757930756,
-0.05254077911376953,
-0.44372713565826416,
-0.11093205213546753,
-0.02340441569685936,
-1.9397727251052856,
-0.0030399798415601254,
-0.47095799446105957,
-0.06951864063739777,
-0.0024639980401843786,
-1.6678375005722046,
-0.34731432795524597,
-2.942322254180908,
-1.5207366943359375,
-0.0005212855176068842,
-0.10910381376743317,
-0.46607714891433716,
-1.0849838256835938,
-0.2867964804172516,
-2.3392248153686523,
-0.11853435635566711,
-0.004590924363583326,
-0.05210058018565178,
-0.03126271069049835,
-0.009203036315739155,
-0.05929476395249367,
-0.019723599776625633,
-0.008549753576517105,
-6.803313255310059,
-0.2917305529117584,
-0.000028967437174287625,
-2.913059711456299,
-0.030506445094943047,
-0.028171280398964882,
-0.001364015624858439,
-1.7574471235275269,
-0.12987732887268066,
-1.4948934316635132,
-0.00504731759428978,
-0.0002899941464420408,
-0.9246735572814941,
-0.10769243538379669,
-0.042771730571985245,
-11.469334602355957,
-1.0117316246032715,
-8.987018585205078,
-0.11122936010360718,
-0.04556901007890701,
-0.0008574623498134315,
-0.009052189998328686,
-0.0050082942470908165,
-0.0014211564557626843,
-0.00958271138370037,
-0.008909945376217365,
-0.0021590511314570904,
-0.04809369519352913,
-0.0006020640721544623,
-0.026225201785564423,
-0.016531983390450478,
-0.001082192175090313,
-3.6447834968566895,
-0.14083558320999146,
-0.9646270275115967,
-8.549332618713379,
-0.8669545650482178,
-8.421561241149902,
-0.5889254808425903,
-7.902560234069824,
-1.3864517211914062,
-4.969257354736328,
-7.358367919921875,
-0.6684377193450928,
-0.7053178548812866,
-0.0046508475206792355,
-0.11081447452306747,
-0.039158549159765244,
-0.08880322426557541,
-0.23340150713920593,
-0.5570589900016785,
-0.024440763518214226,
-4.951969146728516,
-4.776856422424316,
-5.702868461608887,
-0.11748947203159332,
-0.03812357783317566,
-0.001259963377378881,
-1.8474997282028198,
-0.13945254683494568,
-0.7936391830444336,
-8.74330997467041,
-0.4228131175041199,
-0.3231754004955292,
-0.7990109920501709,
-0.3274596929550171,
-2.0561881065368652,
-0.006548967212438583,
-0.2540837824344635,
-0.032358236610889435,
-0.005098911002278328,
-0.009477267041802406,
-0.0684443935751915,
-0.0014328223187476397,
-0.014680694788694382,
-0.008138115517795086,
-0.004713021218776703,
-0.014905393123626709,
-0.011675714515149593,
-0.0021564343478530645,
-2.2244138717651367,
-0.3054373860359192,
-10.338016510009766,
-0.0082070492208004,
-0.005062143784016371,
-0.00039426659350283444,
-1.168826937675476,
-0.041365403681993484,
-1.6515932083129883,
-0.0037174185272306204,
-0.00015400654228869826,
-4.977469444274902,
-0.18748272955417633,
-3.626703977584839,
-0.9068854451179504,
-2.8753843307495117,
-0.11769677698612213,
-0.10401640832424164,
-0.0005555993411689997,
-0.004647525027394295,
-0.002476127352565527,
-0.0009997851448133588,
-0.0058440533466637135,
-0.005222369451075792,
-0.0008039817912504077,
-0.6543264389038086,
-0.017017768695950508,
-0.004187506157904863,
-0.0003327769518364221,
-0.8319493532180786,
-0.05197428911924362,
-0.3514607548713684,
-1.4626121520996094,
-0.025460584089159966,
-6.170320510864258,
-4.808548927307129,
-2.05214786529541,
-2.832641124725342,
-0.010072591714560986,
-0.5859483480453491,
-0.1060914695262909,
-0.007321076933294535,
-0.008311208337545395,
-0.0574176087975502,
-0.0006322053959593177,
-0.006193965673446655,
-0.003109265584498644,
-0.001673013437539339,
-0.010098201222717762,
-0.009727929718792439,
-0.0015068616485223174,
-4.3191046714782715,
-0.2599773705005646,
-5.275641441345215,
-0.00808738823980093,
-0.003351430408656597,
-0.0001934579631779343,
-3.9569637775421143,
-0.034515298902988434,
-0.9442406892776489,
-0.0015633992152288556,
-0.00020382710499688983,
-2.211552143096924,
-0.05558913201093674,
-0.024804580956697464,
-3.8121743202209473,
-7.073527812957764,
-0.12701362371444702,
-5.912435054779053,
-0.09512075036764145,
-0.02736186981201172,
-0.00009142934868577868,
-0.0009737040963955224,
-0.000649956171400845,
-0.00021550717065110803,
-0.0007404923089779913,
-0.0015219782944768667,
-0.00020644917094614357,
-0.010506083257496357,
-0.0005189026123844087,
-0.0009722749819047749,
-0.0028306676540523767,
-0.0001793938863556832,
-1.3536964654922485,
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 | [
-9.162968635559082,
-11.093786239624023,
-6.426685333251953,
-9.713794708251953,
-1.7649468183517456,
-7.640273571014404,
-6.477655410766602,
-6.191850662231445,
-0.30558881163597107,
-1.1375467777252197,
-6.398253440856934,
-3.155730724334717,
-0.7115465998649597,
-9.389680862426758,
-3.4909005165100098,
-1.386157512664795,
-0.8280101418495178,
-0.3322969079017639,
-4.677745819091797,
-1.8171110153198242,
-0.3361959457397461,
-6.970057010650635,
-6.972434043884277,
-0.002393240574747324,
-4.910588264465332,
-0.47844231128692627,
-1.0128543376922607,
-0.017587071284651756,
-2.343763589859009,
-2.1873903274536133,
-10.71589469909668,
-3.39359188079834,
-0.3382457494735718,
-6.516081809997559,
-0.11137025058269501,
-0.7830114960670471,
-5.2292399406433105,
-5.187688827514648,
-2.2997212409973145,
-1.5194461345672607,
-1.6088988780975342,
-0.015378821641206741,
-0.1861615926027298,
-0.07494352757930756,
-0.05254077911376953,
-0.44372713565826416,
-0.11093205213546753,
-0.02340441569685936,
-1.9397727251052856,
-0.0030399798415601254,
-0.47095799446105957,
-0.06951864063739777,
-0.0024639980401843786,
-1.6678375005722046,
-0.34731432795524597,
-2.942322254180908,
-1.5207366943359375,
-0.0005212855176068842,
-0.10910381376743317,
-0.46607714891433716,
-1.0849838256835938,
-0.2867964804172516,
-2.3392248153686523,
-0.11853435635566711,
-0.004590924363583326,
-0.05210058018565178,
-0.03126271069049835,
-0.009203036315739155,
-0.05929476395249367,
-0.019723599776625633,
-0.008549753576517105,
-6.803313255310059,
-0.2917305529117584,
-0.000028967437174287625,
-2.913059711456299,
-0.030506445094943047,
-0.028171280398964882,
-0.001364015624858439,
-1.7574471235275269,
-0.12987732887268066,
-1.4948934316635132,
-0.00504731759428978,
-0.0002899941464420408,
-0.9246735572814941,
-0.10769243538379669,
-0.042771730571985245,
-11.469334602355957,
-1.0117316246032715,
-8.987018585205078,
-0.11122936010360718,
-0.04556901007890701,
-0.0008574623498134315,
-0.009052189998328686,
-0.0050082942470908165,
-0.0014211564557626843,
-0.00958271138370037,
-0.008909945376217365,
-0.0021590511314570904,
-0.04809369519352913,
-0.0006020640721544623,
-0.026225201785564423,
-0.016531983390450478,
-0.001082192175090313,
-3.6447834968566895,
-0.14083558320999146,
-0.9646270275115967,
-8.549332618713379,
-0.8669545650482178,
-8.421561241149902,
-0.5889254808425903,
-7.902560234069824,
-1.3864517211914062,
-4.969257354736328,
-7.358367919921875,
-0.6684377193450928,
-0.7053178548812866,
-0.0046508475206792355,
-0.11081447452306747,
-0.039158549159765244,
-0.08880322426557541,
-0.23340150713920593,
-0.5570589900016785,
-0.024440763518214226,
-4.951969146728516,
-4.776856422424316,
-5.702868461608887,
-0.11748947203159332,
-0.03812357783317566,
-0.001259963377378881,
-1.8474997282028198,
-0.13945254683494568,
-0.7936391830444336,
-8.74330997467041,
-0.4228131175041199,
-0.3231754004955292,
-0.7990109920501709,
-0.3274596929550171,
-2.0561881065368652,
-0.006548967212438583,
-0.2540837824344635,
-0.032358236610889435,
-0.005098911002278328,
-0.009477267041802406,
-0.0684443935751915,
-0.0014328223187476397,
-0.014680694788694382,
-0.008138115517795086,
-0.004713021218776703,
-0.014905393123626709,
-0.011675714515149593,
-0.0021564343478530645,
-2.2244138717651367,
-0.3054373860359192,
-10.338016510009766,
-0.0082070492208004,
-0.005062143784016371,
-0.00039426659350283444,
-1.168826937675476,
-0.041365403681993484,
-1.6515932083129883,
-0.0037174185272306204,
-0.00015400654228869826,
-4.977469444274902,
-0.18748272955417633,
-3.626703977584839,
-0.9068854451179504,
-2.8753843307495117,
-0.11769677698612213,
-0.10401640832424164,
-0.0005555993411689997,
-0.004647525027394295,
-0.002476127352565527,
-0.0009997851448133588,
-0.0058440533466637135,
-0.005222369451075792,
-0.0008039817912504077,
-0.6543264389038086,
-0.017017768695950508,
-0.004187506157904863,
-0.0003327769518364221,
-0.8319493532180786,
-0.05197428911924362,
-0.3514607548713684,
-1.4626121520996094,
-0.025460584089159966,
-6.170320510864258,
-4.808548927307129,
-2.05214786529541,
-2.832641124725342,
-0.010072591714560986,
-0.5859483480453491,
-0.1060914695262909,
-0.007321076933294535,
-0.008311208337545395,
-0.0574176087975502,
-0.0006322053959593177,
-0.006193965673446655,
-0.003109265584498644,
-0.001673013437539339,
-0.010098201222717762,
-0.009727929718792439,
-0.0015068616485223174,
-4.3191046714782715,
-0.2599773705005646,
-5.275641441345215,
-0.00808738823980093,
-0.003351430408656597,
-0.0001934579631779343,
-3.9569637775421143,
-0.034515298902988434,
-0.9442406892776489,
-0.0015633992152288556,
-0.00020382710499688983,
-2.211552143096924,
-0.05558913201093674,
-0.024804580956697464,
-3.8121743202209473,
-7.073527812957764,
-0.12701362371444702,
-5.912435054779053,
-0.09512075036764145,
-0.02736186981201172,
-0.00009142934868577868,
-0.0009737040963955224,
-0.000649956171400845,
-0.00021550717065110803,
-0.0007404923089779913,
-0.0015219782944768667,
-0.00020644917094614357,
-0.010506083257496357,
-0.0005189026123844087,
-0.0009722749819047749,
-0.0028306676540523767,
-0.0001793938863556832,
-2.6880784034729004,
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 | [
-9.162968635559082,
-9.846155166625977,
-6.051466464996338,
-6.015303611755371,
-2.2363810539245605,
-6.116705894470215,
-1.9999732971191406,
-7.820132255554199,
-6.007559776306152,
-1.0982662439346313,
-9.893058776855469,
-3.5305323600769043,
-2.0089502334594727,
-1.0040472745895386,
-0.44073906540870667,
-4.615398406982422,
-2.481098175048828,
-0.27776750922203064,
-6.212188720703125,
-6.988034725189209,
-4.263161659240723,
-0.44385188817977905,
-0.785721480846405,
-0.009431803598999977,
-3.303485155105591,
-2.160020351409912,
-10.331254005432129,
-4.2366814613342285,
-0.16058467328548431,
-8.783145904541016,
-0.16233564913272858,
-1.1900931596755981,
-5.272237300872803,
-10.429890632629395,
-8.143536567687988,
-5.654353141784668,
-0.63076251745224,
-3.130258798599243,
-0.008384739980101585,
-0.28572753071784973,
-0.13660037517547607,
-0.10364945977926254,
-1.0308297872543335,
-0.12866385281085968,
-0.018901003524661064,
-1.8930083513259888,
-0.009395667351782322,
-1.1419150829315186,
-0.08984711766242981,
-0.0028266259469091892,
-2.4071593284606934,
-0.3399890065193176,
-2.83209228515625,
-10.326676368713379,
-1.3866081237792969,
-1.6868880987167358,
-7.262478828430176,
-5.113446235656738,
-6.523359775543213,
-0.09161624312400818,
-1.0188719034194946,
-5.529173374176025,
-2.4837260246276855,
-0.0632571130990982,
-0.6874512434005737,
-0.0024266578257083893,
-0.1976778358221054,
-0.10290268063545227,
-0.07942467927932739,
-0.1858328878879547,
-0.11511246860027313,
-0.024833304807543755,
-7.221633434295654,
-1.116709589958191,
-3.084653615951538,
-0.0802808403968811,
-0.04120628908276558,
-0.0014604389434680343,
-1.8466426134109497,
-0.21178926527500153,
-0.868537425994873,
-1.2239826917648315,
-0.1666155606508255,
-0.4906827509403229,
-0.4615095555782318,
-0.24567162990570068,
-0.26001670956611633,
-0.001807366730645299,
-0.09107201546430588,
-0.02561652846634388,
-0.003477242775261402,
-0.007659589406102896,
-0.04906267300248146,
-0.0006068295333534479,
-0.02661309577524662,
-0.009245440363883972,
-0.005867281928658485,
-0.03417608141899109,
-0.020773809403181076,
-0.004929650574922562,
-5.782485485076904,
-0.1821087896823883,
-3.1658406257629395,
-0.06637788563966751,
-0.018239160999655724,
-0.0007161913090385497,
-3.9046058654785156,
-0.1705646812915802,
-3.6957592964172363,
-0.035847559571266174,
-0.0003364712174516171,
-1.2442692518234253,
-0.02386394515633583,
-0.022993024438619614,
-9.134634017944336,
-3.7282798290252686,
-0.23980823159217834,
-0.0008195855189114809,
-0.011768203228712082,
-0.0033620046451687813,
-0.002275855513289571,
-0.007416099309921265,
-0.008064446970820427,
-0.0017948722233995795,
-0.08226768672466278,
-0.0005794276366941631,
-0.009919751435518265,
-0.005633430555462837,
-0.00043049128726124763,
-1.074466586112976,
-0.07834857702255249,
-0.31900957226753235,
-0.4013645052909851,
-0.018251100555062294,
-4.515950679779053,
-4.559362411499023,
-4.77272367477417,
-1.4176150560379028,
-0.0021491781808435917,
-0.6198420524597168,
-0.04817787557840347,
-0.0049026040360331535,
-0.010814039036631584,
-0.03672758862376213,
-0.0005762108485214412,
-0.011457948945462704,
-0.004787055309861898,
-0.002233750419691205,
-0.010099735110998154,
-0.011643311940133572,
-0.00280213775113225,
-5.68153190612793,
-0.0683836042881012,
-3.806854009628296,
-0.01397972833365202,
-0.005342373624444008,
-0.0002579356369096786,
-2.259335994720459,
-0.062462400645017624,
-0.5393048524856567,
-9.912575721740723,
-1.0518208742141724,
-0.09642840921878815,
-0.7388017177581787,
-0.17695902287960052,
-0.23059093952178955,
-0.1032862439751625,
-0.0011042217956855893,
-0.04106271266937256,
-0.012318010441958904,
-0.002795361913740635,
-0.004279503133147955,
-0.0235280804336071,
-0.00043847484630532563,
-0.005895131733268499,
-0.0028477851301431656,
-0.0018903020536527038,
-0.004897977691143751,
-0.007029445376247168,
-0.0012234115274623036,
-5.572373390197754,
-3.7199809551239014,
-0.011034302413463593,
-3.3400652408599854,
-0.014017462730407715,
-0.005335140507668257,
-0.0005241450853645802,
-2.2534689903259277,
-0.059492360800504684,
-0.7382055521011353,
-1.411605715751648,
-0.03374443203210831,
-0.7105395793914795,
-0.09211908280849457,
-0.02816201001405716,
-0.014612440951168537,
-0.000454799213912338,
-0.01463382225483656,
-0.006504199001938105,
-0.0010037152096629143,
-0.002634627977386117,
-0.01317403931170702,
-0.00044050050200894475,
-0.007476681377738714,
-0.003949105739593506,
-0.0023587520699948072,
-0.009083612821996212,
-0.008171341381967068,
-0.0015267394483089447,
-5.341005325317383,
-1.500378966331482,
-3.3620152473449707,
-0.016564462333917618,
-0.001874001114629209,
-0.0001951265730895102,
-2.0501785278320312,
-0.04620083421468735,
-0.34209370613098145,
-1.3004906177520752,
-0.03687305375933647,
-0.020132366567850113,
-0.15594953298568726,
-0.020976481959223747,
-0.00749040674418211,
-0.00336651923134923,
-0.00018165845540352166,
-0.0038197904359549284,
-0.0023211699444800615,
-0.00043585337698459625,
-0.0011559001868590713,
-0.008080292493104935,
-0.00030048147891648114,
-0.0033086577896028757,
-0.0016108882846310735,
-0.0007681279676035047,
-0.0030448525212705135,
-0.002799165900796652,
-0.0006775943911634386,
-5.765440940856934,
-0.284230500459671,
-0.0002946419408544898,
-2.9533369541168213,
-0.003411784302443266,
-0.0026628058403730392,
-0.000348268891684711,
-2.691484212875366,
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 | [
-9.162968635559082,
-9.846155166625977,
-6.051466464996338,
-6.015303611755371,
-2.2363810539245605,
-6.116705894470215,
-1.9999732971191406,
-7.820132255554199,
-6.007559776306152,
-1.0982662439346313,
-9.893058776855469,
-3.5305323600769043,
-2.0089502334594727,
-1.0040472745895386,
-0.44073906540870667,
-4.615398406982422,
-2.481098175048828,
-0.27776750922203064,
-6.212188720703125,
-6.988034725189209,
-4.263161659240723,
-0.44385188817977905,
-0.785721480846405,
-0.009431803598999977,
-3.303485155105591,
-2.160020351409912,
-10.331254005432129,
-4.2366814613342285,
-0.16058467328548431,
-8.783145904541016,
-0.16233564913272858,
-1.1900931596755981,
-5.272237300872803,
-10.429890632629395,
-8.143536567687988,
-5.654353141784668,
-0.63076251745224,
-3.130258798599243,
-0.008384739980101585,
-0.28572753071784973,
-0.13660037517547607,
-0.10364945977926254,
-1.0308297872543335,
-0.12866385281085968,
-0.018901003524661064,
-1.8930083513259888,
-0.009395667351782322,
-1.1419150829315186,
-0.08984711766242981,
-0.0028266259469091892,
-2.4071593284606934,
-0.3399890065193176,
-2.83209228515625,
-10.326676368713379,
-1.3866081237792969,
-1.6868880987167358,
-7.262478828430176,
-5.113446235656738,
-6.523359775543213,
-0.09161624312400818,
-1.0188719034194946,
-5.529173374176025,
-2.4837260246276855,
-0.0632571130990982,
-0.6874512434005737,
-0.0024266578257083893,
-0.1976778358221054,
-0.10290268063545227,
-0.07942467927932739,
-0.1858328878879547,
-0.11511246860027313,
-0.024833304807543755,
-7.221633434295654,
-1.116709589958191,
-3.084653615951538,
-0.0802808403968811,
-0.04120628908276558,
-0.0014604389434680343,
-1.8466426134109497,
-0.21178926527500153,
-0.868537425994873,
-1.2239826917648315,
-0.1666155606508255,
-0.4906827509403229,
-0.4615095555782318,
-0.24567162990570068,
-0.26001670956611633,
-0.001807366730645299,
-0.09107201546430588,
-0.02561652846634388,
-0.003477242775261402,
-0.007659589406102896,
-0.04906267300248146,
-0.0006068295333534479,
-0.02661309577524662,
-0.009245440363883972,
-0.005867281928658485,
-0.03417608141899109,
-0.020773809403181076,
-0.004929650574922562,
-5.782485485076904,
-0.1821087896823883,
-3.1658406257629395,
-0.06637788563966751,
-0.018239160999655724,
-0.0007161913090385497,
-3.9046058654785156,
-0.1705646812915802,
-3.6957592964172363,
-0.035847559571266174,
-0.0003364712174516171,
-1.2442692518234253,
-0.02386394515633583,
-0.022993024438619614,
-9.134634017944336,
-3.7282798290252686,
-0.23980823159217834,
-0.0008195855189114809,
-0.011768203228712082,
-0.0033620046451687813,
-0.002275855513289571,
-0.007416099309921265,
-0.008064446970820427,
-0.0017948722233995795,
-0.08226768672466278,
-0.0005794276366941631,
-0.009919751435518265,
-0.005633430555462837,
-0.00043049128726124763,
-1.074466586112976,
-0.07834857702255249,
-0.31900957226753235,
-0.4013645052909851,
-0.018251100555062294,
-4.515950679779053,
-4.559362411499023,
-4.77272367477417,
-1.4176150560379028,
-0.0021491781808435917,
-0.6198420524597168,
-0.04817787557840347,
-0.0049026040360331535,
-0.010814039036631584,
-0.03672758862376213,
-0.0005762108485214412,
-0.011457948945462704,
-0.004787055309861898,
-0.002233750419691205,
-0.010099735110998154,
-0.011643311940133572,
-0.00280213775113225,
-5.68153190612793,
-0.0683836042881012,
-3.806854009628296,
-0.01397972833365202,
-0.005342373624444008,
-0.0002579356369096786,
-2.259335994720459,
-0.062462400645017624,
-0.5393048524856567,
-9.912575721740723,
-1.0518208742141724,
-0.09642840921878815,
-0.7388017177581787,
-0.17695902287960052,
-0.23059093952178955,
-0.1032862439751625,
-0.0011042217956855893,
-0.04106271266937256,
-0.012318010441958904,
-0.002795361913740635,
-0.004279503133147955,
-0.0235280804336071,
-0.00043847484630532563,
-0.005895131733268499,
-0.0028477851301431656,
-0.0018903020536527038,
-0.004897977691143751,
-0.007029445376247168,
-0.0012234115274623036,
-5.572373390197754,
-3.7199809551239014,
-0.011034302413463593,
-3.3400652408599854,
-0.014017462730407715,
-0.005335140507668257,
-0.0005241450853645802,
-2.2534689903259277,
-0.059492360800504684,
-0.7382055521011353,
-1.411605715751648,
-0.03374443203210831,
-0.7105395793914795,
-0.09211908280849457,
-0.02816201001405716,
-0.014612440951168537,
-0.000454799213912338,
-0.01463382225483656,
-0.006504199001938105,
-0.0010037152096629143,
-0.002634627977386117,
-0.01317403931170702,
-0.00044050050200894475,
-0.007476681377738714,
-0.003949105739593506,
-0.0023587520699948072,
-0.009083612821996212,
-0.008171341381967068,
-0.0015267394483089447,
-5.341005325317383,
-1.500378966331482,
-3.3620152473449707,
-0.016564462333917618,
-0.001874001114629209,
-0.0001951265730895102,
-2.0501785278320312,
-0.04620083421468735,
-0.34209370613098145,
-1.3004906177520752,
-0.03687305375933647,
-0.020132366567850113,
-0.15594953298568726,
-0.020976481959223747,
-0.00749040674418211,
-0.00336651923134923,
-0.00018165845540352166,
-0.0038197904359549284,
-0.0023211699444800615,
-0.00043585337698459625,
-0.0011559001868590713,
-0.008080292493104935,
-0.00030048147891648114,
-0.0033086577896028757,
-0.0016108882846310735,
-0.0007681279676035047,
-0.0030448525212705135,
-0.002799165900796652,
-0.0006775943911634386,
-5.765440940856934,
-0.284230500459671,
-0.0002946419408544898,
-2.9533369541168213,
-0.003411784302443266,
-0.0026628058403730392,
-0.000348268891684711,
-1.1122148036956787,
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 | [
-7.762807369232178,
-4.904690742492676,
-1.2409049272537231,
-11.96373462677002,
-0.7159754633903503,
-4.226029396057129,
-13.987791061401367,
-5.918054580688477,
-9.198408126831055,
-1.965462327003479,
-8.853164672851562,
-5.793215751647949,
-1.1591497659683228,
-0.7218959331512451,
-0.18764875829219818,
-4.372541904449463,
-1.6672483682632446,
-0.15989966690540314,
-1.0034078359603882,
-0.007329242303967476,
-0.34063518047332764,
-1.108886480331421,
-0.007959788665175438,
-5.683917999267578,
-1.8762521743774414,
-10.949307441711426,
-12.265564918518066,
-4.528555870056152,
-7.964935302734375,
-1.333658218383789,
-7.348003387451172,
-6.054243087768555,
-6.392634391784668,
-0.3121053874492645,
-1.0767253637313843,
-5.138472080230713,
-4.777287483215332,
-0.466387540102005,
-1.3048374652862549,
-0.00924898311495781,
-0.374660849571228,
-0.2610921859741211,
-0.1356600821018219,
-0.8682565093040466,
-0.1830044388771057,
-0.0252720694988966,
-8.841533660888672,
-5.285891532897949,
-0.005536342039704323,
-6.2111921310424805,
-0.19717566668987274,
-0.06954565644264221,
-0.001964426366612315,
-2.4102742671966553,
-0.40890276432037354,
-4.3646392822265625,
-0.14370277523994446,
-0.004001587629318237,
-1.5454418659210205,
-0.06578100472688675,
-0.1737021803855896,
-3.5492441654205322,
-5.531225204467773,
-0.4978390634059906,
-8.547892570495605,
-0.13973850011825562,
-0.04789905995130539,
-0.0011553048389032483,
-0.04483933374285698,
-0.010966742411255836,
-0.00346310599707067,
-0.025207441300153732,
-0.007137869950383902,
-0.0021302644163370132,
-0.8303353190422058,
-0.0006320862448774278,
-0.03014862909913063,
-0.014408240094780922,
-0.0009397619287483394,
-2.262660264968872,
-0.11928373575210571,
-0.689261794090271,
-8.057244300842285,
-0.8138655424118042,
-8.60405445098877,
-1.2955069541931152,
-7.610421657562256,
-1.119324803352356,
-5.9664225578308105,
-7.6922407150268555,
-1.0977979898452759,
-0.49541473388671875,
-0.0026377192698419094,
-0.14146630465984344,
-0.04213670641183853,
-0.06801225244998932,
-0.1836777776479721,
-0.21073772013187408,
-0.009116098284721375,
-5.650093078613281,
-3.9751172065734863,
-4.449475288391113,
-0.1893937587738037,
-0.04247426241636276,
-0.0012422234285622835,
-2.8032593727111816,
-0.13718098402023315,
-1.7637059688568115,
-0.003195776604115963,
-0.0003682888636831194,
-0.9265997409820557,
-0.002678499324247241,
-0.021100446581840515,
-6.412690162658691,
-0.06550638377666473,
-6.095835208892822,
-0.03100479021668434,
-0.040471017360687256,
-0.00040260792593471706,
-0.002778600202873349,
-0.0016001766780391335,
-0.0005355831235647202,
-0.0015964870108291507,
-0.0018462770385667682,
-0.0003980797773692757,
-0.034409571439027786,
-0.00018356545479036868,
-0.0009030792862176895,
-0.0038631348870694637,
-0.000379132863599807,
-4.399930477142334,
-0.08681545406579971,
-0.2820831835269928,
-0.3322596848011017,
-0.033269476145505905,
-0.11228272318840027,
-0.02797272801399231,
-0.06225530803203583,
-0.001932302606292069,
-0.017557786777615547,
-0.011479515582323074,
-0.004029370378702879,
-0.035710226744413376,
-0.0005583396414294839,
-0.008129129186272621,
-0.003642473602667451,
-0.0018764998530969024,
-0.008345847018063068,
-0.010074952617287636,
-0.0010682597057893872,
-4.663680553436279,
-0.20544958114624023,
-3.496123790740967,
-0.021293949335813522,
-0.004475102294236422,
-0.0005600076401606202,
-2.7487258911132812,
-0.07146913558244705,
-2.294318199157715,
-5.772035598754883,
-0.001405204995535314,
-0.01422950066626072,
-0.10287751257419586,
-0.08656153082847595,
-0.05608651787042618,
-5.086618900299072,
-1.074622392654419,
-0.0006572232232429087,
-0.007495967671275139,
-0.0040458738803863525,
-0.0017363247461616993,
-0.009672206826508045,
-0.004804020747542381,
-0.0007217901293188334,
-5.086948394775391,
-1.6965858936309814,
-0.00003707340147229843,
-3.684974431991577,
-0.0076298960484564304,
-0.004802122246474028,
-0.00042358008795417845,
-2.1851282119750977,
-0.04844639450311661,
-0.9904345273971558,
-0.003599713556468487,
-0.00009881961887003854,
-0.3273186981678009,
-0.0014429405564442277,
-0.009901456534862518,
-3.4764676094055176,
-4.641441345214844,
-3.532595634460449,
-0.16270165145397186,
-0.0005807381821796298,
-0.004305260721594095,
-0.001581966644152999,
-0.00044145373976789415,
-0.0027591038960963488,
-0.0018635302549228072,
-0.0002787916746456176,
-0.12300821393728256,
-0.00017951308109331876,
-0.0008654424455016851,
-0.002874292666092515,
-0.0004060635983478278,
-2.4283080101013184,
-0.07645795494318008,
-0.17912226915359497,
-9.872501373291016,
-0.22487792372703552,
-0.4532032012939453,
-0.4773363173007965,
-0.09625638276338577,
-0.71283358335495,
-0.0012711548479273915,
-0.205697163939476,
-0.023394517600536346,
-0.003951361868530512,
-0.0056039136834442616,
-0.07576186954975128,
-0.0007009433466009796,
-0.010594552382826805,
-0.005598460789769888,
-0.0024906350299715996,
-0.011756774969398975,
-0.004900112748146057,
-0.001058137626387179,
-7.65117073059082,
-0.7854891419410706,
-4.545451641082764,
-0.01970922388136387,
-0.0019061268540099263,
-0.00023636408150196075,
-2.7885000705718994,
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 | [
-7.762807369232178,
-4.904690742492676,
-1.2409049272537231,
-11.96373462677002,
-0.7159754633903503,
-4.226029396057129,
-13.987791061401367,
-5.918054580688477,
-9.198408126831055,
-1.965462327003479,
-8.853164672851562,
-5.793215751647949,
-1.1591497659683228,
-0.7218959331512451,
-0.18764875829219818,
-4.372541904449463,
-1.6672483682632446,
-0.15989966690540314,
-1.0034078359603882,
-0.007329242303967476,
-0.34063518047332764,
-1.108886480331421,
-0.007959788665175438,
-5.683917999267578,
-1.8762521743774414,
-10.949307441711426,
-12.265564918518066,
-4.528555870056152,
-7.964935302734375,
-1.333658218383789,
-7.348003387451172,
-6.054243087768555,
-6.392634391784668,
-0.3121053874492645,
-1.0767253637313843,
-5.138472080230713,
-4.777287483215332,
-0.466387540102005,
-1.3048374652862549,
-0.00924898311495781,
-0.374660849571228,
-0.2610921859741211,
-0.1356600821018219,
-0.8682565093040466,
-0.1830044388771057,
-0.0252720694988966,
-8.841533660888672,
-5.285891532897949,
-0.005536342039704323,
-6.2111921310424805,
-0.19717566668987274,
-0.06954565644264221,
-0.001964426366612315,
-2.4102742671966553,
-0.40890276432037354,
-4.3646392822265625,
-0.14370277523994446,
-0.004001587629318237,
-1.5454418659210205,
-0.06578100472688675,
-0.1737021803855896,
-3.5492441654205322,
-5.531225204467773,
-0.4978390634059906,
-8.547892570495605,
-0.13973850011825562,
-0.04789905995130539,
-0.0011553048389032483,
-0.04483933374285698,
-0.010966742411255836,
-0.00346310599707067,
-0.025207441300153732,
-0.007137869950383902,
-0.0021302644163370132,
-0.8303353190422058,
-0.0006320862448774278,
-0.03014862909913063,
-0.014408240094780922,
-0.0009397619287483394,
-2.262660264968872,
-0.11928373575210571,
-0.689261794090271,
-8.057244300842285,
-0.8138655424118042,
-8.60405445098877,
-1.2955069541931152,
-7.610421657562256,
-1.119324803352356,
-5.9664225578308105,
-7.6922407150268555,
-1.0977979898452759,
-0.49541473388671875,
-0.0026377192698419094,
-0.14146630465984344,
-0.04213670641183853,
-0.06801225244998932,
-0.1836777776479721,
-0.21073772013187408,
-0.009116098284721375,
-5.650093078613281,
-3.9751172065734863,
-4.449475288391113,
-0.1893937587738037,
-0.04247426241636276,
-0.0012422234285622835,
-2.8032593727111816,
-0.13718098402023315,
-1.7637059688568115,
-0.003195776604115963,
-0.0003682888636831194,
-0.9265997409820557,
-0.002678499324247241,
-0.021100446581840515,
-6.412690162658691,
-0.06550638377666473,
-6.095835208892822,
-0.03100479021668434,
-0.040471017360687256,
-0.00040260792593471706,
-0.002778600202873349,
-0.0016001766780391335,
-0.0005355831235647202,
-0.0015964870108291507,
-0.0018462770385667682,
-0.0003980797773692757,
-0.034409571439027786,
-0.00018356545479036868,
-0.0009030792862176895,
-0.0038631348870694637,
-0.000379132863599807,
-4.399930477142334,
-0.08681545406579971,
-0.2820831835269928,
-0.3322596848011017,
-0.033269476145505905,
-0.11228272318840027,
-0.02797272801399231,
-0.06225530803203583,
-0.001932302606292069,
-0.017557786777615547,
-0.011479515582323074,
-0.004029370378702879,
-0.035710226744413376,
-0.0005583396414294839,
-0.008129129186272621,
-0.003642473602667451,
-0.0018764998530969024,
-0.008345847018063068,
-0.010074952617287636,
-0.0010682597057893872,
-4.663680553436279,
-0.20544958114624023,
-3.496123790740967,
-0.021293949335813522,
-0.004475102294236422,
-0.0005600076401606202,
-2.7487258911132812,
-0.07146913558244705,
-2.294318199157715,
-5.772035598754883,
-0.001405204995535314,
-0.01422950066626072,
-0.10287751257419586,
-0.08656153082847595,
-0.05608651787042618,
-5.086618900299072,
-1.074622392654419,
-0.0006572232232429087,
-0.007495967671275139,
-0.0040458738803863525,
-0.0017363247461616993,
-0.009672206826508045,
-0.004804020747542381,
-0.0007217901293188334,
-5.086948394775391,
-1.6965858936309814,
-0.00003707340147229843,
-3.684974431991577,
-0.0076298960484564304,
-0.004802122246474028,
-0.00042358008795417845,
-2.1851282119750977,
-0.04844639450311661,
-0.9904345273971558,
-0.003599713556468487,
-0.00009881961887003854,
-0.3273186981678009,
-0.0014429405564442277,
-0.009901456534862518,
-3.4764676094055176,
-4.641441345214844,
-3.532595634460449,
-0.16270165145397186,
-0.0005807381821796298,
-0.004305260721594095,
-0.001581966644152999,
-0.00044145373976789415,
-0.0027591038960963488,
-0.0018635302549228072,
-0.0002787916746456176,
-0.12300821393728256,
-0.00017951308109331876,
-0.0008654424455016851,
-0.002874292666092515,
-0.0004060635983478278,
-2.4283080101013184,
-0.07645795494318008,
-0.17912226915359497,
-9.872501373291016,
-0.22487792372703552,
-0.4532032012939453,
-0.4773363173007965,
-0.09625638276338577,
-0.71283358335495,
-0.0012711548479273915,
-0.205697163939476,
-0.023394517600536346,
-0.003951361868530512,
-0.0056039136834442616,
-0.07576186954975128,
-0.0007009433466009796,
-0.010594552382826805,
-0.005598460789769888,
-0.0024906350299715996,
-0.011756774969398975,
-0.004900112748146057,
-0.001058137626387179,
-7.65117073059082,
-0.7854891419410706,
-4.545451641082764,
-0.01970922388136387,
-0.0019061268540099263,
-0.00023636408150196075,
-1.3986914157867432,
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 | [
-7.762807369232178,
-4.904690742492676,
-1.2409049272537231,
-9.264679908752441,
-9.66545581817627,
-10.904244422912598,
-7.414026737213135,
-7.927460670471191,
-2.807191848754883,
-7.624402046203613,
-3.689911365509033,
-2.099839925765991,
-0.9956408739089966,
-0.3853433430194855,
-4.476633071899414,
-2.5152463912963867,
-0.2504604756832123,
-3.3254575729370117,
-0.8030267953872681,
-1.1835778951644897,
-0.02789459377527237,
-4.378600120544434,
-2.0838775634765625,
-11.115100860595703,
-11.763224601745605,
-2.2381784915924072,
-3.5218381881713867,
-8.290164947509766,
-5.421813011169434,
-6.62847900390625,
-0.22557494044303894,
-1.3557841777801514,
-5.917483806610107,
-3.9404168128967285,
-0.5023912191390991,
-2.248445987701416,
-0.01959174871444702,
-0.39516422152519226,
-0.31310224533081055,
-0.3064180910587311,
-0.9775097370147705,
-0.22817665338516235,
-0.04674694314599037,
-9.139787673950195,
-3.9873249530792236,
-5.168715953826904,
-0.084171362221241,
-0.054864928126335144,
-0.0021332381293177605,
-2.838007926940918,
-0.5748936533927917,
-0.37706395983695984,
-0.16449028253555298,
-0.08496466279029846,
-0.216251403093338,
-0.31225860118865967,
-0.0833168774843216,
-0.04756435006856918,
-0.00204889546148479,
-0.06306775659322739,
-0.018081359565258026,
-0.004043736960738897,
-0.014011820778250694,
-0.11625270545482635,
-0.0024730355944484472,
-0.08175689727067947,
-0.016437940299510956,
-0.011601363308727741,
-0.0685877650976181,
-0.040672142058610916,
-0.007631670217961073,
-4.067173004150391,
-0.9832642674446106,
-3.228409767150879,
-0.057592619210481644,
-0.03792412206530571,
-0.001711095916107297,
-1.4566409587860107,
-0.2006794661283493,
-0.1840120404958725,
-0.027260487899184227,
-0.01159594301134348,
-0.012780425138771534,
-0.020391352474689484,
-0.009965429082512856,
-0.007997041568160057,
-0.0007964776013977826,
-0.0034815194085240364,
-0.004993942100554705,
-0.0013184197014197707,
-0.008927312679588795,
-0.08120936155319214,
-0.0015434031374752522,
-0.035123877227306366,
-0.010206647217273712,
-0.006145508959889412,
-0.03801019862294197,
-0.017632750794291496,
-0.005769504699856043,
-4.738586902618408,
-0.17061664164066315,
-4.820743560791016,
-0.03597061708569527,
-0.015524609945714474,
-0.0012444854946807027,
-3.8914334774017334,
-0.15894493460655212,
-0.08358797430992126,
-14.573625564575195,
-2.5826568603515625,
-0.11144756525754929,
-0.08924686163663864,
-0.16585782170295715,
-0.1977682262659073,
-4.299098014831543,
-0.2440614253282547,
-0.005939808674156666,
-0.055469028651714325,
-0.015397016890347004,
-0.00976086687296629,
-0.06152212992310524,
-0.029529260471463203,
-0.007092891726642847,
-5.046839714050293,
-3.982278823852539,
-0.01723889634013176,
-3.4363784790039062,
-0.028241395950317383,
-0.0327482596039772,
-0.0030036119278520346,
-2.5734832286834717,
-0.1618426889181137,
-6.5348358154296875,
-0.19340060651302338,
-0.00612750044092536,
-6.1359663009643555,
-0.2239471822977066,
-0.3493390381336212,
-9.355051040649414,
-1.72429358959198,
-3.73667311668396,
-0.45471644401550293,
-0.13184680044651031,
-0.0026343900244683027,
-0.035250358283519745,
-0.009544691070914268,
-0.014698902145028114,
-0.03675056993961334,
-0.028184376657009125,
-0.004625692032277584,
-1.9734632968902588,
-0.0015689932042732835,
-0.09011862426996231,
-0.01694791577756405,
-0.001400562352500856,
-1.8825219869613647,
-0.12565506994724274,
-1.1066668033599854,
-0.004313807003200054,
-0.0005822870298288763,
-1.7661443948745728,
-0.2553372383117676,
-5.055924415588379,
-0.4280737638473511,
-4.875485420227051,
-0.06357038766145706,
-0.02811332978308201,
-0.0007491880678571761,
-0.005298499949276447,
-0.0022286358289420605,
-0.0011676882859319448,
-0.003263625781983137,
-0.00290971458889544,
-0.0009261847590096295,
-0.03605145588517189,
-0.004878759849816561,
-0.004028302151709795,
-0.0006133820279501379,
-2.7305908203125,
-0.10645163059234619,
-0.4373791217803955,
-0.000694153131917119,
-0.0001787979417713359,
-1.485489845275879,
-0.0210801362991333,
-0.01671992428600788,
-6.116549968719482,
-4.406904220581055,
-0.14513231813907623,
-0.00039498155820183456,
-0.0027964317705482244,
-0.0010034770239144564,
-0.0005477358354255557,
-0.0029498895164579153,
-0.003030115505680442,
-0.0007390628452412784,
-0.027729032561182976,
-0.0008790204883553088,
-0.0023206942714750767,
-0.0042091114446520805,
-0.00054058717796579,
-2.079596757888794,
-0.054921574890613556,
-3.0862820148468018,
-2.5900299549102783,
-0.034259598702192307,
-0.024825861677527428,
-0.020298022776842117,
-0.023451227694749832,
-0.014179551042616367,
-0.1529020518064499,
-0.01365569606423378,
-0.0005329619161784649,
-0.002031407319009304,
-0.0011214879341423512,
-0.00042429505265317857,
-0.0025446198415011168,
-0.0016004146309569478,
-0.0004936429904773831,
-6.0482282638549805,
-0.22962409257888794,
-0.00010442188795423135,
-2.2701892852783203,
-0.003675849176943302,
-0.002499910071492195,
-0.00044645831803791225,
-3.2967746257781982,
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 | [
-7.762807369232178,
-4.904690742492676,
-1.2409049272537231,
-9.264679908752441,
-9.66545581817627,
-10.904244422912598,
-7.414026737213135,
-7.927460670471191,
-2.807191848754883,
-7.624402046203613,
-3.689911365509033,
-2.099839925765991,
-0.9956408739089966,
-0.3853433430194855,
-4.476633071899414,
-2.5152463912963867,
-0.2504604756832123,
-3.3254575729370117,
-0.8030267953872681,
-1.1835778951644897,
-0.02789459377527237,
-4.378600120544434,
-2.0838775634765625,
-11.115100860595703,
-11.763224601745605,
-2.2381784915924072,
-3.5218381881713867,
-8.290164947509766,
-5.421813011169434,
-6.62847900390625,
-0.22557494044303894,
-1.3557841777801514,
-5.917483806610107,
-3.9404168128967285,
-0.5023912191390991,
-2.248445987701416,
-0.01959174871444702,
-0.39516422152519226,
-0.31310224533081055,
-0.3064180910587311,
-0.9775097370147705,
-0.22817665338516235,
-0.04674694314599037,
-9.139787673950195,
-3.9873249530792236,
-5.168715953826904,
-0.084171362221241,
-0.054864928126335144,
-0.0021332381293177605,
-2.838007926940918,
-0.5748936533927917,
-0.37706395983695984,
-0.16449028253555298,
-0.08496466279029846,
-0.216251403093338,
-0.31225860118865967,
-0.0833168774843216,
-0.04756435006856918,
-0.00204889546148479,
-0.06306775659322739,
-0.018081359565258026,
-0.004043736960738897,
-0.014011820778250694,
-0.11625270545482635,
-0.0024730355944484472,
-0.08175689727067947,
-0.016437940299510956,
-0.011601363308727741,
-0.0685877650976181,
-0.040672142058610916,
-0.007631670217961073,
-4.067173004150391,
-0.9832642674446106,
-3.228409767150879,
-0.057592619210481644,
-0.03792412206530571,
-0.001711095916107297,
-1.4566409587860107,
-0.2006794661283493,
-0.1840120404958725,
-0.027260487899184227,
-0.01159594301134348,
-0.012780425138771534,
-0.020391352474689484,
-0.009965429082512856,
-0.007997041568160057,
-0.0007964776013977826,
-0.0034815194085240364,
-0.004993942100554705,
-0.0013184197014197707,
-0.008927312679588795,
-0.08120936155319214,
-0.0015434031374752522,
-0.035123877227306366,
-0.010206647217273712,
-0.006145508959889412,
-0.03801019862294197,
-0.017632750794291496,
-0.005769504699856043,
-4.738586902618408,
-0.17061664164066315,
-4.820743560791016,
-0.03597061708569527,
-0.015524609945714474,
-0.0012444854946807027,
-3.8914334774017334,
-0.15894493460655212,
-0.08358797430992126,
-14.573625564575195,
-2.5826568603515625,
-0.11144756525754929,
-0.08924686163663864,
-0.16585782170295715,
-0.1977682262659073,
-4.299098014831543,
-0.2440614253282547,
-0.005939808674156666,
-0.055469028651714325,
-0.015397016890347004,
-0.00976086687296629,
-0.06152212992310524,
-0.029529260471463203,
-0.007092891726642847,
-5.046839714050293,
-3.982278823852539,
-0.01723889634013176,
-3.4363784790039062,
-0.028241395950317383,
-0.0327482596039772,
-0.0030036119278520346,
-2.5734832286834717,
-0.1618426889181137,
-6.5348358154296875,
-0.19340060651302338,
-0.00612750044092536,
-6.1359663009643555,
-0.2239471822977066,
-0.3493390381336212,
-9.355051040649414,
-1.72429358959198,
-3.73667311668396,
-0.45471644401550293,
-0.13184680044651031,
-0.0026343900244683027,
-0.035250358283519745,
-0.009544691070914268,
-0.014698902145028114,
-0.03675056993961334,
-0.028184376657009125,
-0.004625692032277584,
-1.9734632968902588,
-0.0015689932042732835,
-0.09011862426996231,
-0.01694791577756405,
-0.001400562352500856,
-1.8825219869613647,
-0.12565506994724274,
-1.1066668033599854,
-0.004313807003200054,
-0.0005822870298288763,
-1.7661443948745728,
-0.2553372383117676,
-5.055924415588379,
-0.4280737638473511,
-4.875485420227051,
-0.06357038766145706,
-0.02811332978308201,
-0.0007491880678571761,
-0.005298499949276447,
-0.0022286358289420605,
-0.0011676882859319448,
-0.003263625781983137,
-0.00290971458889544,
-0.0009261847590096295,
-0.03605145588517189,
-0.004878759849816561,
-0.004028302151709795,
-0.0006133820279501379,
-2.7305908203125,
-0.10645163059234619,
-0.4373791217803955,
-0.000694153131917119,
-0.0001787979417713359,
-1.485489845275879,
-0.0210801362991333,
-0.01671992428600788,
-6.116549968719482,
-4.406904220581055,
-0.14513231813907623,
-0.00039498155820183456,
-0.0027964317705482244,
-0.0010034770239144564,
-0.0005477358354255557,
-0.0029498895164579153,
-0.003030115505680442,
-0.0007390628452412784,
-0.027729032561182976,
-0.0008790204883553088,
-0.0023206942714750767,
-0.0042091114446520805,
-0.00054058717796579,
-2.079596757888794,
-0.054921574890613556,
-3.0862820148468018,
-2.5900299549102783,
-0.034259598702192307,
-0.024825861677527428,
-0.020298022776842117,
-0.023451227694749832,
-0.014179551042616367,
-0.1529020518064499,
-0.01365569606423378,
-0.0005329619161784649,
-0.002031407319009304,
-0.0011214879341423512,
-0.00042429505265317857,
-0.0025446198415011168,
-0.0016004146309569478,
-0.0004936429904773831,
-6.0482282638549805,
-0.22962409257888794,
-0.00010442188795423135,
-2.2701892852783203,
-0.003675849176943302,
-0.002499910071492195,
-0.00044645831803791225,
-1.832336187362671,
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 | [
-9.162968635559082,
-11.093786239624023,
-6.426685333251953,
-9.713794708251953,
-1.7649468183517456,
-7.640273571014404,
-6.477655410766602,
-6.191850662231445,
-0.30558881163597107,
-1.1375467777252197,
-6.398253440856934,
-3.155730724334717,
-0.7115465998649597,
-9.389680862426758,
-3.4909005165100098,
-1.386157512664795,
-0.8280101418495178,
-0.3322969079017639,
-4.677745819091797,
-1.8171110153198242,
-0.3361959457397461,
-4.117547035217285,
-5.900289535522461,
-0.0011972171487286687,
-4.398258209228516,
-0.30556315183639526,
-0.9076823592185974,
-0.01597568951547146,
-2.1322977542877197,
-2.3335418701171875,
-10.502788543701172,
-3.424830198287964,
-0.40832996368408203,
-6.458475112915039,
-0.09114459902048111,
-0.7660371661186218,
-14.462445259094238,
-6.947238922119141,
-6.770431995391846,
-0.8580094575881958,
-1.086892008781433,
-0.0112879928201437,
-0.19027481973171234,
-0.07757294178009033,
-0.054402608424425125,
-0.5253086686134338,
-0.128062441945076,
-0.018327884376049042,
-1.5951340198516846,
-0.0006332775810733438,
-1.7181439399719238,
-0.09164604544639587,
-0.0028153329622000456,
-3.5609607696533203,
-0.37380361557006836,
-2.8920774459838867,
-6.989834785461426,
-0.5007437467575073,
-0.4774250388145447,
-1.2179019451141357,
-0.16287893056869507,
-0.22793704271316528,
-0.0028597908094525337,
-0.13539983332157135,
-0.03660106286406517,
-0.00554475886747241,
-0.018759099766612053,
-0.05535455420613289,
-0.0025471169501543045,
-0.04782462492585182,
-0.02065984718501568,
-0.0179242342710495,
-0.07674074172973633,
-0.018525786697864532,
-0.008826407603919506,
-7.607362747192383,
-1.465512752532959,
-7.107668399810791,
-0.13865847885608673,
-0.038701750338077545,
-0.0015931545058265328,
-2.8098044395446777,
-0.21162112057209015,
-0.8320786356925964,
-2.238091468811035,
-0.005205885507166386,
-0.21210838854312897,
-0.1612512618303299,
-0.33716145157814026,
-0.09809776395559311,
-0.08165033906698227,
-0.0013750869547948241,
-0.027001651003956795,
-0.010637957602739334,
-0.0022061550989747047,
-0.007667870260775089,
-0.018080422654747963,
-0.0008148210472427309,
-0.010280275717377663,
-0.005719131324440241,
-0.003552081063389778,
-0.022170664742588997,
-0.01121809333562851,
-0.003282280405983329,
-6.083200931549072,
-0.5655864477157593,
-0.00018475732940714806,
-3.5643296241760254,
-0.027896448969841003,
-0.013742828741669655,
-0.0007005859515629709,
-2.205630302429199,
-0.07301309704780579,
-0.4446147084236145,
-0.98385089635849,
-0.0009093916742131114,
-0.06436902284622192,
-0.04678095877170563,
-0.0797928124666214,
-0.033830754458904266,
-5.28856897354126,
-0.0812654122710228,
-0.0045998236164450645,
-0.019465142861008644,
-0.011289525777101517,
-0.005320318508893251,
-0.025814853608608246,
-0.01488413568586111,
-0.005416361149400473,
-4.6879119873046875,
-0.23885391652584076,
-0.0001541257370263338,
-2.574528217315674,
-0.013202980160713196,
-0.014129598625004292,
-0.0017312075942754745,
-2.066176652908325,
-0.07220403850078583,
-3.8341660499572754,
-0.03159945085644722,
-0.000621959799900651,
-1.3698780536651611,
-0.04193336144089699,
-0.06384464353322983,
-4.046379089355469,
-5.243165016174316,
-0.12677936255931854,
-8.10189151763916,
-0.06317956000566483,
-0.023327205330133438,
-0.0007489498239010572,
-0.005950947757810354,
-0.0029319417662918568,
-0.0011464934796094894,
-0.007822356186807156,
-0.005437702406197786,
-0.0015425699530169368,
-0.16667208075523376,
-0.00028606137493625283,
-0.019222404807806015,
-0.008927667513489723,
-0.0009330924949608743,
-2.927539110183716,
-0.1050805002450943,
-1.9847484827041626,
-0.0025556781329214573,
-0.00009226373367710039,
-0.8251338601112366,
-0.007772677578032017,
-0.021413441747426987,
-9.759672164916992,
-6.992781162261963,
-6.568985939025879,
-1.4319605827331543,
-0.04345908761024475,
-0.0005191409145481884,
-0.00320064858533442,
-0.002720348071306944,
-0.0004843492351938039,
-0.0036262013018131256,
-0.0034895974677056074,
-0.0009839460253715515,
-0.08037324994802475,
-0.00026425207033753395,
-0.018365923315286636,
-0.006397482007741928,
-0.0006952252588234842,
-2.9023513793945312,
-0.09145960211753845,
-1.395026683807373,
-1.5420480966567993,
-0.02411067858338356,
-6.451997756958008,
-5.29848575592041,
-5.109145164489746,
-2.871079444885254,
-0.0039727347902953625,
-0.42697104811668396,
-0.06531622260808945,
-0.006204983685165644,
-0.00787806510925293,
-0.024981789290905,
-0.0008273277780972421,
-0.007622797507792711,
-0.0045568672940135,
-0.0027466213796287775,
-0.012849745340645313,
-0.00833154283463955,
-0.0025909922551363707,
-3.8355319499969482,
-0.7805585861206055,
-3.4405405521392822,
-0.19233916699886322,
-0.008118368685245514,
-0.0004661188868340105,
-2.9106781482696533,
-0.054209645837545395,
-0.4225301742553711,
-1.7805895805358887,
-0.030864132568240166,
-0.6873450875282288,
-0.07780997455120087,
-0.019463272765278816,
-0.1628713309764862,
-0.001992623321712017,
-0.010219037532806396,
-0.00524608651176095,
-0.0014816269977018237,
-0.002495748223736882,
-0.0062996381893754005,
-0.0003104920033365488,
-0.002091722097247839,
-0.0017055026255548,
-0.0009299959056079388,
-0.0037281073164194822,
-0.003077534958720207,
-0.0010650444310158491,
-6.754916191101074,
-1.8002591133117676,
-3.623711585998535,
-0.05642559751868248,
-0.004129454959183931,
-0.0002616301644593477,
-2.0789871215820312,
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 | [
-9.162968635559082,
-11.093786239624023,
-6.426685333251953,
-9.713794708251953,
-1.7649468183517456,
-7.640273571014404,
-6.477655410766602,
-6.191850662231445,
-0.30558881163597107,
-1.1375467777252197,
-6.398253440856934,
-3.155730724334717,
-0.7115465998649597,
-9.389680862426758,
-3.4909005165100098,
-1.386157512664795,
-0.8280101418495178,
-0.3322969079017639,
-4.677745819091797,
-1.8171110153198242,
-0.3361959457397461,
-4.117547035217285,
-5.900289535522461,
-0.0011972171487286687,
-4.398258209228516,
-0.30556315183639526,
-0.9076823592185974,
-0.01597568951547146,
-2.1322977542877197,
-2.3335418701171875,
-10.502788543701172,
-3.424830198287964,
-0.40832996368408203,
-6.458475112915039,
-0.09114459902048111,
-0.7660371661186218,
-14.462445259094238,
-6.947238922119141,
-6.770431995391846,
-0.8580094575881958,
-1.086892008781433,
-0.0112879928201437,
-0.19027481973171234,
-0.07757294178009033,
-0.054402608424425125,
-0.5253086686134338,
-0.128062441945076,
-0.018327884376049042,
-1.5951340198516846,
-0.0006332775810733438,
-1.7181439399719238,
-0.09164604544639587,
-0.0028153329622000456,
-3.5609607696533203,
-0.37380361557006836,
-2.8920774459838867,
-6.989834785461426,
-0.5007437467575073,
-0.4774250388145447,
-1.2179019451141357,
-0.16287893056869507,
-0.22793704271316528,
-0.0028597908094525337,
-0.13539983332157135,
-0.03660106286406517,
-0.00554475886747241,
-0.018759099766612053,
-0.05535455420613289,
-0.0025471169501543045,
-0.04782462492585182,
-0.02065984718501568,
-0.0179242342710495,
-0.07674074172973633,
-0.018525786697864532,
-0.008826407603919506,
-7.607362747192383,
-1.465512752532959,
-7.107668399810791,
-0.13865847885608673,
-0.038701750338077545,
-0.0015931545058265328,
-2.8098044395446777,
-0.21162112057209015,
-0.8320786356925964,
-2.238091468811035,
-0.005205885507166386,
-0.21210838854312897,
-0.1612512618303299,
-0.33716145157814026,
-0.09809776395559311,
-0.08165033906698227,
-0.0013750869547948241,
-0.027001651003956795,
-0.010637957602739334,
-0.0022061550989747047,
-0.007667870260775089,
-0.018080422654747963,
-0.0008148210472427309,
-0.010280275717377663,
-0.005719131324440241,
-0.003552081063389778,
-0.022170664742588997,
-0.01121809333562851,
-0.003282280405983329,
-6.083200931549072,
-0.5655864477157593,
-0.00018475732940714806,
-3.5643296241760254,
-0.027896448969841003,
-0.013742828741669655,
-0.0007005859515629709,
-2.205630302429199,
-0.07301309704780579,
-0.4446147084236145,
-0.98385089635849,
-0.0009093916742131114,
-0.06436902284622192,
-0.04678095877170563,
-0.0797928124666214,
-0.033830754458904266,
-5.28856897354126,
-0.0812654122710228,
-0.0045998236164450645,
-0.019465142861008644,
-0.011289525777101517,
-0.005320318508893251,
-0.025814853608608246,
-0.01488413568586111,
-0.005416361149400473,
-4.6879119873046875,
-0.23885391652584076,
-0.0001541257370263338,
-2.574528217315674,
-0.013202980160713196,
-0.014129598625004292,
-0.0017312075942754745,
-2.066176652908325,
-0.07220403850078583,
-3.8341660499572754,
-0.03159945085644722,
-0.000621959799900651,
-1.3698780536651611,
-0.04193336144089699,
-0.06384464353322983,
-4.046379089355469,
-5.243165016174316,
-0.12677936255931854,
-8.10189151763916,
-0.06317956000566483,
-0.023327205330133438,
-0.0007489498239010572,
-0.005950947757810354,
-0.0029319417662918568,
-0.0011464934796094894,
-0.007822356186807156,
-0.005437702406197786,
-0.0015425699530169368,
-0.16667208075523376,
-0.00028606137493625283,
-0.019222404807806015,
-0.008927667513489723,
-0.0009330924949608743,
-2.927539110183716,
-0.1050805002450943,
-1.9847484827041626,
-0.0025556781329214573,
-0.00009226373367710039,
-0.8251338601112366,
-0.007772677578032017,
-0.021413441747426987,
-9.759672164916992,
-6.992781162261963,
-6.568985939025879,
-1.4319605827331543,
-0.04345908761024475,
-0.0005191409145481884,
-0.00320064858533442,
-0.002720348071306944,
-0.0004843492351938039,
-0.0036262013018131256,
-0.0034895974677056074,
-0.0009839460253715515,
-0.08037324994802475,
-0.00026425207033753395,
-0.018365923315286636,
-0.006397482007741928,
-0.0006952252588234842,
-2.9023513793945312,
-0.09145960211753845,
-1.395026683807373,
-1.5420480966567993,
-0.02411067858338356,
-6.451997756958008,
-5.29848575592041,
-5.109145164489746,
-2.871079444885254,
-0.0039727347902953625,
-0.42697104811668396,
-0.06531622260808945,
-0.006204983685165644,
-0.00787806510925293,
-0.024981789290905,
-0.0008273277780972421,
-0.007622797507792711,
-0.0045568672940135,
-0.0027466213796287775,
-0.012849745340645313,
-0.00833154283463955,
-0.0025909922551363707,
-3.8355319499969482,
-0.7805585861206055,
-3.4405405521392822,
-0.19233916699886322,
-0.008118368685245514,
-0.0004661188868340105,
-2.9106781482696533,
-0.054209645837545395,
-0.4225301742553711,
-1.7805895805358887,
-0.030864132568240166,
-0.6873450875282288,
-0.07780997455120087,
-0.019463272765278816,
-0.1628713309764862,
-0.001992623321712017,
-0.010219037532806396,
-0.00524608651176095,
-0.0014816269977018237,
-0.002495748223736882,
-0.0062996381893754005,
-0.0003104920033365488,
-0.002091722097247839,
-0.0017055026255548,
-0.0009299959056079388,
-0.0037281073164194822,
-0.003077534958720207,
-0.0010650444310158491,
-6.754916191101074,
-1.8002591133117676,
-3.623711585998535,
-0.05642559751868248,
-0.004129454959183931,
-0.0002616301644593477,
-2.28311824798584,
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 | [
-7.762807369232178,
-4.904690742492676,
-1.2409049272537231,
-11.96373462677002,
-0.7159754633903503,
-4.226029396057129,
-12.79880428314209,
-6.232116222381592,
-10.542155265808105,
-2.2319517135620117,
-8.941210746765137,
-5.944544792175293,
-1.3258551359176636,
-0.7295079231262207,
-0.21925713121891022,
-4.403933048248291,
-1.8235341310501099,
-0.2045433074235916,
-0.9338375926017761,
-0.01180484239012003,
-0.32467174530029297,
-1.0628886222839355,
-0.009372638538479805,
-4.284999370574951,
-1.958169937133789,
-10.93683910369873,
-12.051430702209473,
-4.682362079620361,
-8.32693099975586,
-1.5317230224609375,
-7.148674011230469,
-6.025069713592529,
-6.044262409210205,
-0.2842414379119873,
-1.1206822395324707,
-5.307844161987305,
-4.643957614898682,
-0.4591401517391205,
-1.131140112876892,
-0.007760375738143921,
-0.38968414068222046,
-0.2718573212623596,
-0.15009921789169312,
-1.014746069908142,
-0.19540606439113617,
-0.025524266064167023,
-8.567216873168945,
-5.646724700927734,
-0.00471966527402401,
-6.1043524742126465,
-0.1977657824754715,
-0.07022197544574738,
-0.002008446492254734,
-2.484663248062134,
-0.4328348934650421,
-0.45199117064476013,
-7.566859245300293,
-0.8765864372253418,
-8.356268882751465,
-1.3551230430603027,
-7.1431379318237305,
-1.1100490093231201,
-6.055093765258789,
-7.855129241943359,
-1.3423326015472412,
-0.7393498420715332,
-0.0045814309269189835,
-0.33032816648483276,
-0.09679022431373596,
-0.1127619668841362,
-0.34965071082115173,
-0.30482667684555054,
-0.024189457297325134,
-3.359853506088257,
-4.731152057647705,
-5.750144004821777,
-0.2687641382217407,
-0.051808252930641174,
-0.001672775368206203,
-2.569127082824707,
-0.18198895454406738,
-0.3008817434310913,
-2.963870048522949,
-0.0021258629858493805,
-0.06271647661924362,
-0.4539636969566345,
-0.6649404168128967,
-0.48630717396736145,
-2.8140006065368652,
-0.6424859166145325,
-0.0015657796757295728,
-0.05493703484535217,
-0.01723315566778183,
-0.009584364481270313,
-0.06573802977800369,
-0.038217898458242416,
-0.005673851817846298,
-6.33261775970459,
-0.2151431143283844,
-0.00011228884250158444,
-2.492177724838257,
-0.020615005865693092,
-0.011329364962875843,
-0.0009614374139346182,
-1.888307809829712,
-0.10248862206935883,
-6.573591232299805,
-0.13058792054653168,
-0.0037722873967140913,
-2.2980215549468994,
-0.01685168594121933,
-0.13074220716953278,
-5.231492042541504,
-1.2428454160690308,
-7.4416046142578125,
-0.11247385293245316,
-0.07040542364120483,
-0.0011975744273513556,
-0.021701492369174957,
-0.009311581030488014,
-0.003214908065274358,
-0.017604172229766846,
-0.009533592499792576,
-0.0018261675722897053,
-1.213890790939331,
-0.0006581762572750449,
-0.029989570379257202,
-0.008906754665076733,
-0.0006002769805490971,
-2.7506425380706787,
-0.10786090046167374,
-2.8508522510528564,
-0.003894009394571185,
-0.00034540885826572776,
-6.099468231201172,
-0.21925167739391327,
-7.34574031829834,
-0.5150958895683289,
-5.266681671142578,
-0.1025615707039833,
-0.08133739978075027,
-0.0012740122620016336,
-0.012467894703149796,
-0.005770215764641762,
-0.002693836111575365,
-0.014743657782673836,
-0.011299191042780876,
-0.0015435221139341593,
-0.40150412917137146,
-0.015417560003697872,
-0.006874836515635252,
-0.0005317704635672271,
-2.6599390506744385,
-0.06054148077964783,
-1.015939712524414,
-0.0022075825836509466,
-0.0003551805857568979,
-2.0892391204833984,
-0.05663435161113739,
-5.671793460845947,
-0.1618754267692566,
-4.428027153015137,
-0.10280060768127441,
-0.03209448233246803,
-0.0003120412293355912,
-0.0015037668636068702,
-0.0006606780225411057,
-0.00043442347669042647,
-0.0013898485340178013,
-0.0014937683008611202,
-0.00029047083808109164,
-0.012742997147142887,
-0.002197353169322014,
-0.0033475097734481096,
-0.0002858230145648122,
-2.0852270126342773,
-0.04213899001479149,
-2.610980987548828,
-1.2464040517807007,
-0.00038926175329834223,
-0.008794739842414856,
-0.03228390961885452,
-0.017505427822470665,
-0.009725450538098812,
-0.05941901355981827,
-0.0005585778853856027,
-0.03775079920887947,
-0.00522011611610651,
-0.0015551865799352527,
-0.0029721155297011137,
-0.023833680897951126,
-0.0004536076739896089,
-0.00336307380348444,
-0.0017178792040795088,
-0.0009384519071318209,
-0.0037524541839957237,
-0.0024624522775411606,
-0.0005391574813984334,
-3.93696665763855,
-0.025557268410921097,
-0.000057338023907504976,
-3.2856216430664062,
-0.004510111175477505,
-0.003331351326778531,
-0.0002236116270069033,
-1.7728277444839478,
-0.038239698857069016,
-0.7407587170600891,
-0.0007906410028226674,
-0.00008177422569133341,
-0.7786832451820374,
-0.008192150853574276,
-0.007492654491215944,
-3.831130266189575,
-8.644725799560547,
-12.894757270812988,
-6.2338104248046875,
-0.07024753093719482,
-0.03276176005601883,
-0.00042500998824834824,
-0.00574745936319232,
-0.0020236745476722717,
-0.0009510761592537165,
-0.003271824214607477,
-0.002499315422028303,
-0.0007084482349455357,
-0.027990464121103287,
-0.00029452278977259994,
-0.019272688776254654,
-0.004698308650404215,
-0.0004412154376041144,
-2.6220364570617676,
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 | [
-7.762807369232178,
-4.904690742492676,
-1.2409049272537231,
-11.96373462677002,
-0.7159754633903503,
-4.226029396057129,
-12.79880428314209,
-6.232116222381592,
-10.542155265808105,
-2.2319517135620117,
-8.941210746765137,
-5.944544792175293,
-1.3258551359176636,
-0.7295079231262207,
-0.21925713121891022,
-4.403933048248291,
-1.8235341310501099,
-0.2045433074235916,
-0.9338375926017761,
-0.01180484239012003,
-0.32467174530029297,
-1.0628886222839355,
-0.009372638538479805,
-4.284999370574951,
-1.958169937133789,
-10.93683910369873,
-12.051430702209473,
-4.682362079620361,
-8.32693099975586,
-1.5317230224609375,
-7.148674011230469,
-6.025069713592529,
-6.044262409210205,
-0.2842414379119873,
-1.1206822395324707,
-5.307844161987305,
-4.643957614898682,
-0.4591401517391205,
-1.131140112876892,
-0.007760375738143921,
-0.38968414068222046,
-0.2718573212623596,
-0.15009921789169312,
-1.014746069908142,
-0.19540606439113617,
-0.025524266064167023,
-8.567216873168945,
-5.646724700927734,
-0.00471966527402401,
-6.1043524742126465,
-0.1977657824754715,
-0.07022197544574738,
-0.002008446492254734,
-2.484663248062134,
-0.4328348934650421,
-0.45199117064476013,
-7.566859245300293,
-0.8765864372253418,
-8.356268882751465,
-1.3551230430603027,
-7.1431379318237305,
-1.1100490093231201,
-6.055093765258789,
-7.855129241943359,
-1.3423326015472412,
-0.7393498420715332,
-0.0045814309269189835,
-0.33032816648483276,
-0.09679022431373596,
-0.1127619668841362,
-0.34965071082115173,
-0.30482667684555054,
-0.024189457297325134,
-3.359853506088257,
-4.731152057647705,
-5.750144004821777,
-0.2687641382217407,
-0.051808252930641174,
-0.001672775368206203,
-2.569127082824707,
-0.18198895454406738,
-0.3008817434310913,
-2.963870048522949,
-0.0021258629858493805,
-0.06271647661924362,
-0.4539636969566345,
-0.6649404168128967,
-0.48630717396736145,
-2.8140006065368652,
-0.6424859166145325,
-0.0015657796757295728,
-0.05493703484535217,
-0.01723315566778183,
-0.009584364481270313,
-0.06573802977800369,
-0.038217898458242416,
-0.005673851817846298,
-6.33261775970459,
-0.2151431143283844,
-0.00011228884250158444,
-2.492177724838257,
-0.020615005865693092,
-0.011329364962875843,
-0.0009614374139346182,
-1.888307809829712,
-0.10248862206935883,
-6.573591232299805,
-0.13058792054653168,
-0.0037722873967140913,
-2.2980215549468994,
-0.01685168594121933,
-0.13074220716953278,
-5.231492042541504,
-1.2428454160690308,
-7.4416046142578125,
-0.11247385293245316,
-0.07040542364120483,
-0.0011975744273513556,
-0.021701492369174957,
-0.009311581030488014,
-0.003214908065274358,
-0.017604172229766846,
-0.009533592499792576,
-0.0018261675722897053,
-1.213890790939331,
-0.0006581762572750449,
-0.029989570379257202,
-0.008906754665076733,
-0.0006002769805490971,
-2.7506425380706787,
-0.10786090046167374,
-2.8508522510528564,
-0.003894009394571185,
-0.00034540885826572776,
-6.099468231201172,
-0.21925167739391327,
-7.34574031829834,
-0.5150958895683289,
-5.266681671142578,
-0.1025615707039833,
-0.08133739978075027,
-0.0012740122620016336,
-0.012467894703149796,
-0.005770215764641762,
-0.002693836111575365,
-0.014743657782673836,
-0.011299191042780876,
-0.0015435221139341593,
-0.40150412917137146,
-0.015417560003697872,
-0.006874836515635252,
-0.0005317704635672271,
-2.6599390506744385,
-0.06054148077964783,
-1.015939712524414,
-0.0022075825836509466,
-0.0003551805857568979,
-2.0892391204833984,
-0.05663435161113739,
-5.671793460845947,
-0.1618754267692566,
-4.428027153015137,
-0.10280060768127441,
-0.03209448233246803,
-0.0003120412293355912,
-0.0015037668636068702,
-0.0006606780225411057,
-0.00043442347669042647,
-0.0013898485340178013,
-0.0014937683008611202,
-0.00029047083808109164,
-0.012742997147142887,
-0.002197353169322014,
-0.0033475097734481096,
-0.0002858230145648122,
-2.0852270126342773,
-0.04213899001479149,
-2.610980987548828,
-1.2464040517807007,
-0.00038926175329834223,
-0.008794739842414856,
-0.03228390961885452,
-0.017505427822470665,
-0.009725450538098812,
-0.05941901355981827,
-0.0005585778853856027,
-0.03775079920887947,
-0.00522011611610651,
-0.0015551865799352527,
-0.0029721155297011137,
-0.023833680897951126,
-0.0004536076739896089,
-0.00336307380348444,
-0.0017178792040795088,
-0.0009384519071318209,
-0.0037524541839957237,
-0.0024624522775411606,
-0.0005391574813984334,
-3.93696665763855,
-0.025557268410921097,
-0.000057338023907504976,
-3.2856216430664062,
-0.004510111175477505,
-0.003331351326778531,
-0.0002236116270069033,
-1.7728277444839478,
-0.038239698857069016,
-0.7407587170600891,
-0.0007906410028226674,
-0.00008177422569133341,
-0.7786832451820374,
-0.008192150853574276,
-0.007492654491215944,
-3.831130266189575,
-8.644725799560547,
-12.894757270812988,
-6.2338104248046875,
-0.07024753093719482,
-0.03276176005601883,
-0.00042500998824834824,
-0.00574745936319232,
-0.0020236745476722717,
-0.0009510761592537165,
-0.003271824214607477,
-0.002499315422028303,
-0.0007084482349455357,
-0.027990464121103287,
-0.00029452278977259994,
-0.019272688776254654,
-0.004698308650404215,
-0.0004412154376041144,
-2.6440205574035645,
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 | [
-9.162968635559082,
-9.846155166625977,
-6.051466464996338,
-6.015303611755371,
-2.2363810539245605,
-6.116705894470215,
-1.9999732971191406,
-7.820132255554199,
-6.007559776306152,
-1.0982662439346313,
-9.893058776855469,
-3.5305323600769043,
-2.0089502334594727,
-1.0040472745895386,
-0.44073906540870667,
-4.615398406982422,
-2.481098175048828,
-0.27776750922203064,
-8.125285148620605,
-6.554510116577148,
-3.789353609085083,
-0.34308701753616333,
-0.7568098306655884,
-0.00840991921722889,
-2.325328826904297,
-2.500814914703369,
-4.264285564422607,
-10.414071083068848,
-1.7737969160079956,
-4.4335479736328125,
-4.079286575317383,
-3.4003186225891113,
-5.76458215713501,
-0.2680490016937256,
-3.407097816467285,
-5.042311668395996,
-1.1929117441177368,
-0.21680215001106262,
-1.8958933353424072,
-0.0042838952504098415,
-0.3006078898906708,
-0.1374400407075882,
-0.15164995193481445,
-1.0554391145706177,
-0.1356905847787857,
-0.03689442202448845,
-3.884489059448242,
-1.1104806661605835,
-4.383114337921143,
-0.1187722459435463,
-0.06080883368849754,
-0.0036910518538206816,
-0.9225749969482422,
-0.46757209300994873,
-0.23384816944599152,
-0.6616039872169495,
-0.08222497254610062,
-2.551776647567749,
-9.062917709350586,
-1.5566353797912598,
-1.6533666849136353,
-0.00970738846808672,
-0.5594211220741272,
-0.15272167325019836,
-0.015788663178682327,
-0.015683872625231743,
-0.238641157746315,
-0.0019152885070070624,
-0.14877939224243164,
-0.0321350023150444,
-0.024712825194001198,
-0.18638917803764343,
-0.08923377841711044,
-0.027293896302580833,
-4.810114860534668,
-0.4845489263534546,
-4.947755813598633,
-0.028608236461877823,
-0.040668707340955734,
-0.0023501890245825052,
-3.5780959129333496,
-0.263640433549881,
-0.08722338080406189,
-0.08163154870271683,
-0.026270488277077675,
-1.2709906101226807,
-0.9397623538970947,
-5.054347038269043,
-0.11968666315078735,
-0.0017938013188540936,
-0.089361771941185,
-0.02630694955587387,
-0.002975324634462595,
-0.006505264900624752,
-0.1512858271598816,
-0.0012674640165641904,
-0.05021348595619202,
-0.013021200895309448,
-0.006688706111162901,
-0.061581093817949295,
-0.02997753955423832,
-0.012896348722279072,
-2.8922455310821533,
-0.23220500349998474,
-4.245392799377441,
-0.010574381798505783,
-0.01499640941619873,
-0.0006990373367443681,
-1.5407041311264038,
-0.09647604078054428,
-11.06900405883789,
-4.1613383293151855,
-0.039195459336042404,
-9.936182975769043,
-0.15647996962070465,
-0.6855485439300537,
-10.714519500732422,
-3.477210521697998,
-8.91240119934082,
-1.1128501892089844,
-1.3404088020324707,
-0.004171005450189114,
-0.09962201118469238,
-0.027988377958536148,
-0.02185674011707306,
-0.12185824662446976,
-0.049086280167102814,
-0.008641350083053112,
-3.8432602882385254,
-0.03365510702133179,
-1.0233278274536133,
-0.03715955838561058,
-0.0013944911770522594,
-2.145878314971924,
-0.26254090666770935,
-1.6529372930526733,
-0.01183523703366518,
-0.0002627027570270002,
-4.623868942260742,
-0.22912926971912384,
-7.221094131469727,
-0.42343318462371826,
-4.958200454711914,
-0.27978742122650146,
-0.15837326645851135,
-0.0005850272136740386,
-0.011432493105530739,
-0.006832687649875879,
-0.00422133831307292,
-0.012835740111768246,
-0.011843248270452023,
-0.0020705468486994505,
-0.15387901663780212,
-0.014754346571862698,
-0.006795154884457588,
-0.00048720886115916073,
-3.1851048469543457,
-0.09675192087888718,
-0.6466410756111145,
-0.002821514382958412,
-0.00017045476124621928,
-1.8333219289779663,
-0.43055418133735657,
-0.35953575372695923,
-11.06139850616455,
-3.609745740890503,
-0.40592411160469055,
-0.00042882305569946766,
-0.0072099496610462666,
-0.0023777803871780634,
-0.0017899933736771345,
-0.005663183517754078,
-0.00516283605247736,
-0.001482579275034368,
-0.05027050897479057,
-0.00158565619494766,
-0.0105781564489007,
-0.004560427274554968,
-0.00038354191929101944,
-2.488064765930176,
-0.09207646548748016,
-2.625584840774536,
-7.641743183135986,
-1.1612099409103394,
-0.08364257961511612,
-1.7319926023483276,
-0.5640457272529602,
-0.6145797371864319,
-0.2766481637954712,
-0.00161160237621516,
-0.06677136570215225,
-0.01886836625635624,
-0.004627590533345938,
-0.008807738311588764,
-0.10821358114480972,
-0.0008032671175897121,
-0.01068820245563984,
-0.005336563568562269,
-0.004897621460258961,
-0.015072034671902657,
-0.011399964801967144,
-0.003469521179795265,
-3.8719992637634277,
-3.862795352935791,
-0.008930621668696404,
-2.87483286857605,
-0.02428719587624073,
-0.009649538435041904,
-0.00048780461656861007,
-2.092714309692383,
-0.06409960240125656,
-0.2997380793094635,
-7.467020511627197,
-0.14970403909683228,
-0.8375478982925415,
-0.05117633566260338,
-0.0762965977191925,
-0.0030736131593585014,
-0.017814161255955696,
-0.06863551586866379,
-0.005114685278385878,
-0.09501061588525772,
-0.0016405232017859817,
-0.026998287066817284,
-0.00946911983191967,
-0.012980840168893337,
-0.07356470078229904,
-0.041005730628967285,
-0.0032431883737444878,
-4.167679786682129,
-1.6535519361495972,
-6.783451557159424,
-0.011667466722428799,
-0.0026033578906208277,
-0.00026973424246534705,
-2.9137747287750244,
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 | [
-9.162968635559082,
-9.846155166625977,
-6.051466464996338,
-6.015303611755371,
-2.2363810539245605,
-6.116705894470215,
-1.9999732971191406,
-7.820132255554199,
-6.007559776306152,
-1.0982662439346313,
-9.893058776855469,
-3.5305323600769043,
-2.0089502334594727,
-1.0040472745895386,
-0.44073906540870667,
-4.615398406982422,
-2.481098175048828,
-0.27776750922203064,
-8.125285148620605,
-6.554510116577148,
-3.789353609085083,
-0.34308701753616333,
-0.7568098306655884,
-0.00840991921722889,
-2.325328826904297,
-2.500814914703369,
-4.264285564422607,
-10.414071083068848,
-1.7737969160079956,
-4.4335479736328125,
-4.079286575317383,
-3.4003186225891113,
-5.76458215713501,
-0.2680490016937256,
-3.407097816467285,
-5.042311668395996,
-1.1929117441177368,
-0.21680215001106262,
-1.8958933353424072,
-0.0042838952504098415,
-0.3006078898906708,
-0.1374400407075882,
-0.15164995193481445,
-1.0554391145706177,
-0.1356905847787857,
-0.03689442202448845,
-3.884489059448242,
-1.1104806661605835,
-4.383114337921143,
-0.1187722459435463,
-0.06080883368849754,
-0.0036910518538206816,
-0.9225749969482422,
-0.46757209300994873,
-0.23384816944599152,
-0.6616039872169495,
-0.08222497254610062,
-2.551776647567749,
-9.062917709350586,
-1.5566353797912598,
-1.6533666849136353,
-0.00970738846808672,
-0.5594211220741272,
-0.15272167325019836,
-0.015788663178682327,
-0.015683872625231743,
-0.238641157746315,
-0.0019152885070070624,
-0.14877939224243164,
-0.0321350023150444,
-0.024712825194001198,
-0.18638917803764343,
-0.08923377841711044,
-0.027293896302580833,
-4.810114860534668,
-0.4845489263534546,
-4.947755813598633,
-0.028608236461877823,
-0.040668707340955734,
-0.0023501890245825052,
-3.5780959129333496,
-0.263640433549881,
-0.08722338080406189,
-0.08163154870271683,
-0.026270488277077675,
-1.2709906101226807,
-0.9397623538970947,
-5.054347038269043,
-0.11968666315078735,
-0.0017938013188540936,
-0.089361771941185,
-0.02630694955587387,
-0.002975324634462595,
-0.006505264900624752,
-0.1512858271598816,
-0.0012674640165641904,
-0.05021348595619202,
-0.013021200895309448,
-0.006688706111162901,
-0.061581093817949295,
-0.02997753955423832,
-0.012896348722279072,
-2.8922455310821533,
-0.23220500349998474,
-4.245392799377441,
-0.010574381798505783,
-0.01499640941619873,
-0.0006990373367443681,
-1.5407041311264038,
-0.09647604078054428,
-11.06900405883789,
-4.1613383293151855,
-0.039195459336042404,
-9.936182975769043,
-0.15647996962070465,
-0.6855485439300537,
-10.714519500732422,
-3.477210521697998,
-8.91240119934082,
-1.1128501892089844,
-1.3404088020324707,
-0.004171005450189114,
-0.09962201118469238,
-0.027988377958536148,
-0.02185674011707306,
-0.12185824662446976,
-0.049086280167102814,
-0.008641350083053112,
-3.8432602882385254,
-0.03365510702133179,
-1.0233278274536133,
-0.03715955838561058,
-0.0013944911770522594,
-2.145878314971924,
-0.26254090666770935,
-1.6529372930526733,
-0.01183523703366518,
-0.0002627027570270002,
-4.623868942260742,
-0.22912926971912384,
-7.221094131469727,
-0.42343318462371826,
-4.958200454711914,
-0.27978742122650146,
-0.15837326645851135,
-0.0005850272136740386,
-0.011432493105530739,
-0.006832687649875879,
-0.00422133831307292,
-0.012835740111768246,
-0.011843248270452023,
-0.0020705468486994505,
-0.15387901663780212,
-0.014754346571862698,
-0.006795154884457588,
-0.00048720886115916073,
-3.1851048469543457,
-0.09675192087888718,
-0.6466410756111145,
-0.002821514382958412,
-0.00017045476124621928,
-1.8333219289779663,
-0.43055418133735657,
-0.35953575372695923,
-11.06139850616455,
-3.609745740890503,
-0.40592411160469055,
-0.00042882305569946766,
-0.0072099496610462666,
-0.0023777803871780634,
-0.0017899933736771345,
-0.005663183517754078,
-0.00516283605247736,
-0.001482579275034368,
-0.05027050897479057,
-0.00158565619494766,
-0.0105781564489007,
-0.004560427274554968,
-0.00038354191929101944,
-2.488064765930176,
-0.09207646548748016,
-2.625584840774536,
-7.641743183135986,
-1.1612099409103394,
-0.08364257961511612,
-1.7319926023483276,
-0.5640457272529602,
-0.6145797371864319,
-0.2766481637954712,
-0.00161160237621516,
-0.06677136570215225,
-0.01886836625635624,
-0.004627590533345938,
-0.008807738311588764,
-0.10821358114480972,
-0.0008032671175897121,
-0.01068820245563984,
-0.005336563568562269,
-0.004897621460258961,
-0.015072034671902657,
-0.011399964801967144,
-0.003469521179795265,
-3.8719992637634277,
-3.862795352935791,
-0.008930621668696404,
-2.87483286857605,
-0.02428719587624073,
-0.009649538435041904,
-0.00048780461656861007,
-2.092714309692383,
-0.06409960240125656,
-0.2997380793094635,
-7.467020511627197,
-0.14970403909683228,
-0.8375478982925415,
-0.05117633566260338,
-0.0762965977191925,
-0.0030736131593585014,
-0.017814161255955696,
-0.06863551586866379,
-0.005114685278385878,
-0.09501061588525772,
-0.0016405232017859817,
-0.026998287066817284,
-0.00946911983191967,
-0.012980840168893337,
-0.07356470078229904,
-0.041005730628967285,
-0.0032431883737444878,
-4.167679786682129,
-1.6535519361495972,
-6.783451557159424,
-0.011667466722428799,
-0.0026033578906208277,
-0.00026973424246534705,
-2.866046190261841,
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 | [
-7.762807369232178,
-4.904690742492676,
-1.2409049272537231,
-11.96373462677002,
-0.7159754633903503,
-4.226029396057129,
-13.115496635437012,
-9.944319725036621,
-7.170650005340576,
-1.4969959259033203,
-9.412839889526367,
-4.919940948486328,
-1.2379779815673828,
-0.5961490869522095,
-0.16528575122356415,
-4.750888824462891,
-1.9870322942733765,
-0.1730484515428543,
-1.1486526727676392,
-0.011319111101329327,
-0.34946900606155396,
-0.9678671956062317,
-0.010640907101333141,
-4.481848239898682,
-2.163404941558838,
-11.222566604614258,
-11.559139251708984,
-9.664041519165039,
-2.951094388961792,
-5.624764442443848,
-2.71050763130188,
-6.188104152679443,
-0.3016987144947052,
-4.148547649383545,
-5.803306579589844,
-3.908702850341797,
-0.46654224395751953,
-2.491900682449341,
-0.008573982864618301,
-0.4826885163784027,
-0.28936225175857544,
-0.22385273873806,
-1.589817762374878,
-0.3676166534423828,
-0.04655966907739639,
-7.715582847595215,
-6.288154602050781,
-6.455674171447754,
-0.296453058719635,
-0.09510838985443115,
-0.0023492376785725355,
-2.6829278469085693,
-0.6894538402557373,
-5.147386074066162,
-0.0383610837161541,
-0.003580827033147216,
-1.3670583963394165,
-0.022436583414673805,
-0.12674376368522644,
-5.198573112487793,
-6.01809024810791,
-0.13787227869033813,
-4.582159519195557,
-0.16477511823177338,
-0.0594913512468338,
-0.0012815127847716212,
-0.07693536579608917,
-0.015241466462612152,
-0.006455757189542055,
-0.036594972014427185,
-0.011562123894691467,
-0.004148331005126238,
-0.605629026889801,
-0.00435689277946949,
-0.07318052649497986,
-0.02329331450164318,
-0.001049682730808854,
-2.014312744140625,
-0.23820151388645172,
-1.2413638830184937,
-0.21805880963802338,
-0.04040553420782089,
-2.3196771144866943,
-8.091436386108398,
-2.5836360454559326,
-1.700700283050537,
-0.005953199230134487,
-0.21013733744621277,
-0.06094881892204285,
-0.010535456240177155,
-0.013636058196425438,
-0.17728285491466522,
-0.001653733546845615,
-0.05739712342619896,
-0.011062480509281158,
-0.006341809406876564,
-0.04159310460090637,
-0.019423287361860275,
-0.00404314324259758,
-3.488646984100342,
-1.0049736499786377,
-2.246849298477173,
-0.3953651785850525,
-0.026243548840284348,
-0.0007165487040765584,
-2.2745933532714844,
-0.15405531227588654,
-0.7298625707626343,
-0.0017816636245697737,
-0.00024339574156329036,
-6.903899669647217,
-0.22915902733802795,
-6.615467071533203,
-4.822847843170166,
-5.308262825012207,
-1.5127402544021606,
-0.07655425369739532,
-0.0009993088897317648,
-0.016159042716026306,
-0.0067011392675340176,
-0.005532311275601387,
-0.018717799335718155,
-0.011020978912711143,
-0.0023104657884687185,
-0.4963703751564026,
-0.01632911153137684,
-0.011165871284902096,
-0.0004667146422434598,
-3.4916858673095703,
-0.08931729197502136,
-0.38581565022468567,
-11.35141658782959,
-0.56462562084198,
-9.351561546325684,
-1.2770735025405884,
-8.296831130981445,
-1.0975936651229858,
-5.596475601196289,
-7.747894287109375,
-0.5924427509307861,
-0.7370513081550598,
-0.0022710978519171476,
-0.0619434118270874,
-0.01737082377076149,
-0.030579056590795517,
-0.06204637885093689,
-0.06667635589838028,
-0.00522011611610651,
-5.012578964233398,
-0.9060905575752258,
-3.6663143634796143,
-0.07920069992542267,
-0.01914042793214321,
-0.0006684214458800852,
-2.36708402633667,
-0.07488036900758743,
-0.7238585948944092,
-9.637574195861816,
-0.9191759824752808,
-0.10513930767774582,
-1.3675079345703125,
-1.3489562273025513,
-1.0400224924087524,
-2.2486870288848877,
-1.9969968795776367,
-0.000705589191056788,
-0.007637230679392815,
-0.0031524032820016146,
-0.0020762570202350616,
-0.004323065280914307,
-0.005406401585787535,
-0.0011863820254802704,
-8.263134956359863,
-4.0949554443359375,
-0.0068298461847007275,
-4.005555629730225,
-0.018650172278285027,
-0.009841256774961948,
-0.0006898645660839975,
-2.5105435848236084,
-0.054888397455215454,
-0.366738885641098,
-3.196503162384033,
-0.08907752484083176,
-0.1542372852563858,
-0.03660830482840538,
-0.08628227561712265,
-0.0023754017893224955,
-0.01787189207971096,
-0.017036402598023415,
-0.00653653172776103,
-0.057127729058265686,
-0.0008005275158211589,
-0.009284297935664654,
-0.003719199914485216,
-0.0026153665967285633,
-0.00886031985282898,
-0.009077352471649647,
-0.0017070496687665582,
-4.294793128967285,
-1.1550774574279785,
-3.767719268798828,
-0.029838472604751587,
-0.0046304380521178246,
-0.000302030734019354,
-1.8324075937271118,
-0.036900971084833145,
-3.0328352451324463,
-0.006757147144526243,
-0.00047755756531842053,
-1.499943733215332,
-0.05480489134788513,
-0.033559780567884445,
-7.683340072631836,
-5.175363063812256,
-0.34938696026802063,
-0.0006204110686667264,
-0.004506788216531277,
-0.0017124050064012408,
-0.0009284476400353014,
-0.0029467991553246975,
-0.0024201171472668648,
-0.0006993946735747159,
-0.02188204973936081,
-0.0003190723655279726,
-0.0048966724425554276,
-0.00610013073310256,
-0.0004015354788862169,
-2.540492057800293,
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 | [
-7.762807369232178,
-4.904690742492676,
-1.2409049272537231,
-11.96373462677002,
-0.7159754633903503,
-4.226029396057129,
-13.115496635437012,
-9.944319725036621,
-7.170650005340576,
-1.4969959259033203,
-9.412839889526367,
-4.919940948486328,
-1.2379779815673828,
-0.5961490869522095,
-0.16528575122356415,
-4.750888824462891,
-1.9870322942733765,
-0.1730484515428543,
-1.1486526727676392,
-0.011319111101329327,
-0.34946900606155396,
-0.9678671956062317,
-0.010640907101333141,
-4.481848239898682,
-2.163404941558838,
-11.222566604614258,
-11.559139251708984,
-9.664041519165039,
-2.951094388961792,
-5.624764442443848,
-2.71050763130188,
-6.188104152679443,
-0.3016987144947052,
-4.148547649383545,
-5.803306579589844,
-3.908702850341797,
-0.46654224395751953,
-2.491900682449341,
-0.008573982864618301,
-0.4826885163784027,
-0.28936225175857544,
-0.22385273873806,
-1.589817762374878,
-0.3676166534423828,
-0.04655966907739639,
-7.715582847595215,
-6.288154602050781,
-6.455674171447754,
-0.296453058719635,
-0.09510838985443115,
-0.0023492376785725355,
-2.6829278469085693,
-0.6894538402557373,
-5.147386074066162,
-0.0383610837161541,
-0.003580827033147216,
-1.3670583963394165,
-0.022436583414673805,
-0.12674376368522644,
-5.198573112487793,
-6.01809024810791,
-0.13787227869033813,
-4.582159519195557,
-0.16477511823177338,
-0.0594913512468338,
-0.0012815127847716212,
-0.07693536579608917,
-0.015241466462612152,
-0.006455757189542055,
-0.036594972014427185,
-0.011562123894691467,
-0.004148331005126238,
-0.605629026889801,
-0.00435689277946949,
-0.07318052649497986,
-0.02329331450164318,
-0.001049682730808854,
-2.014312744140625,
-0.23820151388645172,
-1.2413638830184937,
-0.21805880963802338,
-0.04040553420782089,
-2.3196771144866943,
-8.091436386108398,
-2.5836360454559326,
-1.700700283050537,
-0.005953199230134487,
-0.21013733744621277,
-0.06094881892204285,
-0.010535456240177155,
-0.013636058196425438,
-0.17728285491466522,
-0.001653733546845615,
-0.05739712342619896,
-0.011062480509281158,
-0.006341809406876564,
-0.04159310460090637,
-0.019423287361860275,
-0.00404314324259758,
-3.488646984100342,
-1.0049736499786377,
-2.246849298477173,
-0.3953651785850525,
-0.026243548840284348,
-0.0007165487040765584,
-2.2745933532714844,
-0.15405531227588654,
-0.7298625707626343,
-0.0017816636245697737,
-0.00024339574156329036,
-6.903899669647217,
-0.22915902733802795,
-6.615467071533203,
-4.822847843170166,
-5.308262825012207,
-1.5127402544021606,
-0.07655425369739532,
-0.0009993088897317648,
-0.016159042716026306,
-0.0067011392675340176,
-0.005532311275601387,
-0.018717799335718155,
-0.011020978912711143,
-0.0023104657884687185,
-0.4963703751564026,
-0.01632911153137684,
-0.011165871284902096,
-0.0004667146422434598,
-3.4916858673095703,
-0.08931729197502136,
-0.38581565022468567,
-11.35141658782959,
-0.56462562084198,
-9.351561546325684,
-1.2770735025405884,
-8.296831130981445,
-1.0975936651229858,
-5.596475601196289,
-7.747894287109375,
-0.5924427509307861,
-0.7370513081550598,
-0.0022710978519171476,
-0.0619434118270874,
-0.01737082377076149,
-0.030579056590795517,
-0.06204637885093689,
-0.06667635589838028,
-0.00522011611610651,
-5.012578964233398,
-0.9060905575752258,
-3.6663143634796143,
-0.07920069992542267,
-0.01914042793214321,
-0.0006684214458800852,
-2.36708402633667,
-0.07488036900758743,
-0.7238585948944092,
-9.637574195861816,
-0.9191759824752808,
-0.10513930767774582,
-1.3675079345703125,
-1.3489562273025513,
-1.0400224924087524,
-2.2486870288848877,
-1.9969968795776367,
-0.000705589191056788,
-0.007637230679392815,
-0.0031524032820016146,
-0.0020762570202350616,
-0.004323065280914307,
-0.005406401585787535,
-0.0011863820254802704,
-8.263134956359863,
-4.0949554443359375,
-0.0068298461847007275,
-4.005555629730225,
-0.018650172278285027,
-0.009841256774961948,
-0.0006898645660839975,
-2.5105435848236084,
-0.054888397455215454,
-0.366738885641098,
-3.196503162384033,
-0.08907752484083176,
-0.1542372852563858,
-0.03660830482840538,
-0.08628227561712265,
-0.0023754017893224955,
-0.01787189207971096,
-0.017036402598023415,
-0.00653653172776103,
-0.057127729058265686,
-0.0008005275158211589,
-0.009284297935664654,
-0.003719199914485216,
-0.0026153665967285633,
-0.00886031985282898,
-0.009077352471649647,
-0.0017070496687665582,
-4.294793128967285,
-1.1550774574279785,
-3.767719268798828,
-0.029838472604751587,
-0.0046304380521178246,
-0.000302030734019354,
-1.8324075937271118,
-0.036900971084833145,
-3.0328352451324463,
-0.006757147144526243,
-0.00047755756531842053,
-1.499943733215332,
-0.05480489134788513,
-0.033559780567884445,
-7.683340072631836,
-5.175363063812256,
-0.34938696026802063,
-0.0006204110686667264,
-0.004506788216531277,
-0.0017124050064012408,
-0.0009284476400353014,
-0.0029467991553246975,
-0.0024201171472668648,
-0.0006993946735747159,
-0.02188204973936081,
-0.0003190723655279726,
-0.0048966724425554276,
-0.00610013073310256,
-0.0004015354788862169,
-2.7782278060913086,
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 | [
-7.762807369232178,
-4.904690742492676,
-1.2409049272537231,
-11.96373462677002,
-0.7159754633903503,
-4.226029396057129,
-7.571927547454834,
-7.750652313232422,
-9.157939910888672,
-6.7014994621276855,
-1.6151142120361328,
-8.90360164642334,
-4.125123023986816,
-1.5041587352752686,
-0.7534184455871582,
-0.3262348473072052,
-4.476726531982422,
-2.0173752307891846,
-0.19996555149555206,
-1.2377033233642578,
-0.020987454801797867,
-0.39263853430747986,
-0.8740826845169067,
-0.01107639167457819,
-4.064444541931152,
-1.783271312713623,
-6.278880596160889,
-0.021077334880828857,
-0.007343206088989973,
-0.24627752602100372,
-0.01329426933079958,
-0.05652361363172531,
-6.810357093811035,
-2.2431106567382812,
-0.13694201409816742,
-0.0030651751440018415,
-0.12437067925930023,
-0.029821347445249557,
-0.005723398178815842,
-0.3037048578262329,
-0.016376608982682228,
-0.0047149197198450565,
-0.030925506725907326,
-0.0010266992030665278,
-0.012070705182850361,
-0.03926411643624306,
-0.001490554423071444,
-3.0112147331237793,
-0.14884637296199799,
-11.051112174987793,
-9.871476173400879,
-3.4451744556427,
-8.931938171386719,
-1.1125062704086304,
-7.366178512573242,
-1.4759819507598877,
-6.573870658874512,
-6.155599594116211,
-0.3978772461414337,
-1.4743444919586182,
-0.00587107427418232,
-0.2584385871887207,
-0.09337692707777023,
-0.07586563378572464,
-0.8896694183349609,
-0.2395969033241272,
-0.019569071009755135,
-8.609541893005371,
-6.5845794677734375,
-6.508223533630371,
-0.22200517356395721,
-0.11351195722818375,
-0.002444971352815628,
-2.9116616249084473,
-0.24227574467658997,
-1.8919018507003784,
-0.0015329287853091955,
-0.0003587556129787117,
-1.0962457656860352,
-0.005481925327330828,
-0.02820303663611412,
-7.771468162536621,
-0.6118232607841492,
-0.09987038373947144,
-0.0007948100101202726,
-0.011489061638712883,
-0.005028932821005583,
-0.0033593906555324793,
-0.014374280348420143,
-0.005083848722279072,
-0.0016687290044501424,
-0.02261689305305481,
-0.00025733973598107696,
-0.004082797560840845,
-0.01129164732992649,
-0.0007217901293188334,
-1.8275649547576904,
-0.08133629709482193,
-1.3381761312484741,
-9.099989891052246,
-1.4482187032699585,
-0.20527143776416779,
-3.685073137283325,
-7.284724712371826,
-6.36427116394043,
-0.40818193554878235,
-1.8555409908294678,
-0.0015613758005201817,
-0.0419195294380188,
-0.02047451213002205,
-0.014076235704123974,
-0.05744383484125137,
-0.029471272602677345,
-0.006215172354131937,
-6.081216335296631,
-3.0283408164978027,
-0.0018982740584760904,
-3.7603254318237305,
-0.10042785108089447,
-0.025279158726334572,
-0.0008274468709714711,
-2.1031670570373535,
-0.07030387222766876,
-1.6096019744873047,
-2.261482000350952,
-0.03598590940237045,
-0.05658309534192085,
-0.5020201802253723,
-0.24004784226417542,
-0.2426990121603012,
-0.035550326108932495,
-0.263901025056839,
-0.0004786299541592598,
-0.0025688763707876205,
-0.0014054430648684502,
-0.0005455912905745208,
-0.0030250048730522394,
-0.004179077688604593,
-0.0006224363460205495,
-4.184027194976807,
-0.09310282766819,
-0.0000431528314948082,
-3.1969308853149414,
-0.013137919828295708,
-0.0069661131128668785,
-0.00027807659353129566,
-2.5873517990112305,
-0.03038572147488594,
-0.2886350750923157,
-0.7041853666305542,
-0.0011838816571980715,
-0.008511812426149845,
-0.11882814019918442,
-0.042772985994815826,
-0.049673695117235184,
-12.501416206359863,
-0.1821509152650833,
-1.1631006002426147,
-4.838889122009277,
-2.3311309814453125,
-0.04431693255901337,
-0.11775707453489304,
-0.0006666345288977027,
-0.011926415376365185,
-0.0050321356393396854,
-0.004444482736289501,
-0.012998373247683048,
-0.011033712886273861,
-0.002526070224121213,
-5.0601959228515625,
-0.11756175756454468,
-0.00014625910262111574,
-2.3684475421905518,
-0.029996396973729134,
-0.010848472826182842,
-0.00041368984966538846,
-1.888346552848816,
-0.05110316723585129,
-2.339606761932373,
-0.006593851372599602,
-0.000358159770257771,
-0.6048203706741333,
-0.00464111752808094,
-0.06225934252142906,
-3.7643802165985107,
-5.245647430419922,
-2.465789318084717,
-4.971928596496582,
-0.11609073728322983,
-0.052968237549066544,
-0.0004624251159839332,
-0.00895838625729084,
-0.004023552872240543,
-0.0012149580288678408,
-0.0078294537961483,
-0.004320928826928139,
-0.000880449719261378,
-0.03982948884367943,
-0.0002079985715681687,
-0.006484775338321924,
-0.0037770376075059175,
-0.0003951007383875549,
-2.344846487045288,
-0.061917416751384735,
-0.7819380760192871,
-0.0005261705373413861,
-0.00011669908417388797,
-0.10032746940851212,
-0.0008594871615059674,
-0.01966971717774868,
-3.50071382522583,
-4.531318664550781,
-1.0788891315460205,
-0.028781065717339516,
-0.00020966715237591416,
-0.0012004319578409195,
-0.000854841957334429,
-0.00022146634000819176,
-0.0015072186943143606,
-0.001354134758003056,
-0.00018606838420964777,
-0.003727276111021638,
-0.00010561384988250211,
-0.0015543533954769373,
-0.0018375907093286514,
-0.00024053541710600257,
-2.4516184329986572,
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 | [
-7.762807369232178,
-4.904690742492676,
-1.2409049272537231,
-11.96373462677002,
-0.7159754633903503,
-4.226029396057129,
-7.571927547454834,
-7.750652313232422,
-9.157939910888672,
-6.7014994621276855,
-1.6151142120361328,
-8.90360164642334,
-4.125123023986816,
-1.5041587352752686,
-0.7534184455871582,
-0.3262348473072052,
-4.476726531982422,
-2.0173752307891846,
-0.19996555149555206,
-1.2377033233642578,
-0.020987454801797867,
-0.39263853430747986,
-0.8740826845169067,
-0.01107639167457819,
-4.064444541931152,
-1.783271312713623,
-6.278880596160889,
-0.021077334880828857,
-0.007343206088989973,
-0.24627752602100372,
-0.01329426933079958,
-0.05652361363172531,
-6.810357093811035,
-2.2431106567382812,
-0.13694201409816742,
-0.0030651751440018415,
-0.12437067925930023,
-0.029821347445249557,
-0.005723398178815842,
-0.3037048578262329,
-0.016376608982682228,
-0.0047149197198450565,
-0.030925506725907326,
-0.0010266992030665278,
-0.012070705182850361,
-0.03926411643624306,
-0.001490554423071444,
-3.0112147331237793,
-0.14884637296199799,
-11.051112174987793,
-9.871476173400879,
-3.4451744556427,
-8.931938171386719,
-1.1125062704086304,
-7.366178512573242,
-1.4759819507598877,
-6.573870658874512,
-6.155599594116211,
-0.3978772461414337,
-1.4743444919586182,
-0.00587107427418232,
-0.2584385871887207,
-0.09337692707777023,
-0.07586563378572464,
-0.8896694183349609,
-0.2395969033241272,
-0.019569071009755135,
-8.609541893005371,
-6.5845794677734375,
-6.508223533630371,
-0.22200517356395721,
-0.11351195722818375,
-0.002444971352815628,
-2.9116616249084473,
-0.24227574467658997,
-1.8919018507003784,
-0.0015329287853091955,
-0.0003587556129787117,
-1.0962457656860352,
-0.005481925327330828,
-0.02820303663611412,
-7.771468162536621,
-0.6118232607841492,
-0.09987038373947144,
-0.0007948100101202726,
-0.011489061638712883,
-0.005028932821005583,
-0.0033593906555324793,
-0.014374280348420143,
-0.005083848722279072,
-0.0016687290044501424,
-0.02261689305305481,
-0.00025733973598107696,
-0.004082797560840845,
-0.01129164732992649,
-0.0007217901293188334,
-1.8275649547576904,
-0.08133629709482193,
-1.3381761312484741,
-9.099989891052246,
-1.4482187032699585,
-0.20527143776416779,
-3.685073137283325,
-7.284724712371826,
-6.36427116394043,
-0.40818193554878235,
-1.8555409908294678,
-0.0015613758005201817,
-0.0419195294380188,
-0.02047451213002205,
-0.014076235704123974,
-0.05744383484125137,
-0.029471272602677345,
-0.006215172354131937,
-6.081216335296631,
-3.0283408164978027,
-0.0018982740584760904,
-3.7603254318237305,
-0.10042785108089447,
-0.025279158726334572,
-0.0008274468709714711,
-2.1031670570373535,
-0.07030387222766876,
-1.6096019744873047,
-2.261482000350952,
-0.03598590940237045,
-0.05658309534192085,
-0.5020201802253723,
-0.24004784226417542,
-0.2426990121603012,
-0.035550326108932495,
-0.263901025056839,
-0.0004786299541592598,
-0.0025688763707876205,
-0.0014054430648684502,
-0.0005455912905745208,
-0.0030250048730522394,
-0.004179077688604593,
-0.0006224363460205495,
-4.184027194976807,
-0.09310282766819,
-0.0000431528314948082,
-3.1969308853149414,
-0.013137919828295708,
-0.0069661131128668785,
-0.00027807659353129566,
-2.5873517990112305,
-0.03038572147488594,
-0.2886350750923157,
-0.7041853666305542,
-0.0011838816571980715,
-0.008511812426149845,
-0.11882814019918442,
-0.042772985994815826,
-0.049673695117235184,
-12.501416206359863,
-0.1821509152650833,
-1.1631006002426147,
-4.838889122009277,
-2.3311309814453125,
-0.04431693255901337,
-0.11775707453489304,
-0.0006666345288977027,
-0.011926415376365185,
-0.0050321356393396854,
-0.004444482736289501,
-0.012998373247683048,
-0.011033712886273861,
-0.002526070224121213,
-5.0601959228515625,
-0.11756175756454468,
-0.00014625910262111574,
-2.3684475421905518,
-0.029996396973729134,
-0.010848472826182842,
-0.00041368984966538846,
-1.888346552848816,
-0.05110316723585129,
-2.339606761932373,
-0.006593851372599602,
-0.000358159770257771,
-0.6048203706741333,
-0.00464111752808094,
-0.06225934252142906,
-3.7643802165985107,
-5.245647430419922,
-2.465789318084717,
-4.971928596496582,
-0.11609073728322983,
-0.052968237549066544,
-0.0004624251159839332,
-0.00895838625729084,
-0.004023552872240543,
-0.0012149580288678408,
-0.0078294537961483,
-0.004320928826928139,
-0.000880449719261378,
-0.03982948884367943,
-0.0002079985715681687,
-0.006484775338321924,
-0.0037770376075059175,
-0.0003951007383875549,
-2.344846487045288,
-0.061917416751384735,
-0.7819380760192871,
-0.0005261705373413861,
-0.00011669908417388797,
-0.10032746940851212,
-0.0008594871615059674,
-0.01966971717774868,
-3.50071382522583,
-4.531318664550781,
-1.0788891315460205,
-0.028781065717339516,
-0.00020966715237591416,
-0.0012004319578409195,
-0.000854841957334429,
-0.00022146634000819176,
-0.0015072186943143606,
-0.001354134758003056,
-0.00018606838420964777,
-0.003727276111021638,
-0.00010561384988250211,
-0.0015543533954769373,
-0.0018375907093286514,
-0.00024053541710600257,
-2.3140861988067627,
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 | [
-9.162968635559082,
-9.846155166625977,
-6.051466464996338,
-6.015303611755371,
-2.2363810539245605,
-6.116705894470215,
-1.9999732971191406,
-7.820132255554199,
-6.007559776306152,
-1.0982662439346313,
-9.893058776855469,
-3.5305323600769043,
-2.0089502334594727,
-1.0040472745895386,
-0.44073906540870667,
-4.615398406982422,
-2.481098175048828,
-0.27776750922203064,
-5.41595458984375,
-6.205714702606201,
-5.668061256408691,
-0.482055127620697,
-0.8031286001205444,
-0.009570668451488018,
-1.949440836906433,
-1.9679731130599976,
-4.724742889404297,
-10.239995002746582,
-1.8882405757904053,
-2.544640064239502,
-7.804510116577148,
-3.506474494934082,
-6.105550289154053,
-0.45811551809310913,
-0.9918543100357056,
-5.545820713043213,
-1.6684741973876953,
-0.16802382469177246,
-1.6456643342971802,
-0.004593297373503447,
-0.2692015767097473,
-0.10931649804115295,
-0.1012403666973114,
-0.6342955827713013,
-0.1647602617740631,
-0.029017556458711624,
-4.119617462158203,
-0.4949376881122589,
-5.178415298461914,
-0.03466339036822319,
-0.05486323684453964,
-0.0035965063143521547,
-3.760267496109009,
-0.6841706037521362,
-0.23642048239707947,
-6.853629112243652,
-0.32293134927749634,
-0.09436453133821487,
-0.2325451672077179,
-0.2877958118915558,
-0.5003085136413574,
-3.1512298583984375,
-0.5967983603477478,
-0.0021061161532998085,
-0.09017787873744965,
-0.01831582933664322,
-0.01776052638888359,
-0.13736210763454437,
-0.06278611719608307,
-0.011672179214656353,
-2.4763472080230713,
-2.8027913570404053,
-0.03732115402817726,
-3.457507371902466,
-0.05222843959927559,
-0.03817131370306015,
-0.0016276695532724261,
-1.8743592500686646,
-0.310075044631958,
-0.21282842755317688,
-2.1020405292510986,
-0.2657073140144348,
-0.31427425146102905,
-0.4706631004810333,
-0.553206205368042,
-0.9963812232017517,
-0.0029110219329595566,
-0.10469021648168564,
-0.021947242319583893,
-0.004345498513430357,
-0.009940407238900661,
-0.09898494929075241,
-0.0014791273279115558,
-0.0445895679295063,
-0.012869752012193203,
-0.011902856640517712,
-0.08529070019721985,
-0.06190789118409157,
-0.022227445617318153,
-3.54707670211792,
-0.7586474418640137,
-4.020513534545898,
-0.08374158293008804,
-0.02814856544137001,
-0.0013094907626509666,
-1.5016822814941406,
-0.11515942960977554,
-10.572855949401855,
-4.357799530029297,
-0.02194012887775898,
-7.292169570922852,
-0.18925386667251587,
-0.7144623398780823,
-9.472838401794434,
-1.3637454509735107,
-0.8450606465339661,
-0.003974159713834524,
-0.10855469107627869,
-0.02813117951154709,
-0.02965749427676201,
-0.1070483922958374,
-0.06369175761938095,
-0.00899855513125658,
-3.03299880027771,
-0.001752984942868352,
-0.7011312246322632,
-0.027772165834903717,
-0.0012742503313347697,
-2.6072258949279785,
-0.192452073097229,
-0.7469378113746643,
-2.765411853790283,
-0.10265430808067322,
-0.038802552968263626,
-0.036611177027225494,
-0.024254849180579185,
-0.028036946430802345,
-0.09363216906785965,
-0.06683816015720367,
-0.0007584794075228274,
-0.01888965629041195,
-0.006081646773964167,
-0.0029488196596503258,
-0.021271543577313423,
-0.009141023270785809,
-0.0017889224691316485,
-7.343593120574951,
-0.6120165586471558,
-0.0008310201810672879,
-2.901503801345825,
-0.017768841236829758,
-0.006425435654819012,
-0.0005179494037292898,
-3.133180618286133,
-0.0961783155798912,
-2.4643168449401855,
-0.009781289845705032,
-0.0001656871900195256,
-1.2454229593276978,
-0.07367478311061859,
-0.03797335922718048,
-10.654679298400879,
-0.15114574134349823,
-0.07959863543510437,
-0.000520570669323206,
-0.006623102352023125,
-0.0023685041815042496,
-0.0014267513761296868,
-0.006015884689986706,
-0.005457028280943632,
-0.0007725353352725506,
-0.12207277119159698,
-0.0012436520773917437,
-0.034304179251194,
-0.00490592559799552,
-0.0004011779965367168,
-2.0102663040161133,
-0.10291504859924316,
-0.2856343686580658,
-1.4410367012023926,
-0.009925534948706627,
-0.006912366021424532,
-0.006777986418455839,
-0.007464731112122536,
-0.6651151180267334,
-0.0008257793379016221,
-0.004021534230560064,
-0.003935688175261021,
-0.0012076949933543801,
-0.003158463630825281,
-0.031837932765483856,
-0.0004930472350679338,
-0.0076964981853961945,
-0.0035887856502085924,
-0.0029786527156829834,
-0.010955187492072582,
-0.008111273869872093,
-0.0022587282583117485,
-4.268780708312988,
-0.7359232306480408,
-6.665403366088867,
-0.023181969299912453,
-0.00400135014206171,
-0.0002488780301064253,
-1.2617381811141968,
-0.047109901905059814,
-0.18896803259849548,
-0.6523939371109009,
-0.00038699767901562154,
-0.0036593396216630936,
-0.0017642899183556437,
-0.002596223959699273,
-0.0025219083763659,
-0.06905725598335266,
-0.011605723761022091,
-0.00034362133010290563,
-0.004001706372946501,
-0.0021891456563025713,
-0.0012442474253475666,
-0.0057344213128089905,
-0.002474462613463402,
-0.0008132726070471108,
-6.654636859893799,
-0.1699819266796112,
-0.00010501786891836673,
-3.959622859954834,
-0.008897893130779266,
-0.0017175221582874656,
-0.0002012050390476361,
-2.0278666019439697,
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 | [
-9.162968635559082,
-9.846155166625977,
-6.051466464996338,
-6.015303611755371,
-2.2363810539245605,
-6.116705894470215,
-1.9999732971191406,
-7.820132255554199,
-6.007559776306152,
-1.0982662439346313,
-9.893058776855469,
-3.5305323600769043,
-2.0089502334594727,
-1.0040472745895386,
-0.44073906540870667,
-4.615398406982422,
-2.481098175048828,
-0.27776750922203064,
-5.41595458984375,
-6.205714702606201,
-5.668061256408691,
-0.482055127620697,
-0.8031286001205444,
-0.009570668451488018,
-1.949440836906433,
-1.9679731130599976,
-4.724742889404297,
-10.239995002746582,
-1.8882405757904053,
-2.544640064239502,
-7.804510116577148,
-3.506474494934082,
-6.105550289154053,
-0.45811551809310913,
-0.9918543100357056,
-5.545820713043213,
-1.6684741973876953,
-0.16802382469177246,
-1.6456643342971802,
-0.004593297373503447,
-0.2692015767097473,
-0.10931649804115295,
-0.1012403666973114,
-0.6342955827713013,
-0.1647602617740631,
-0.029017556458711624,
-4.119617462158203,
-0.4949376881122589,
-5.178415298461914,
-0.03466339036822319,
-0.05486323684453964,
-0.0035965063143521547,
-3.760267496109009,
-0.6841706037521362,
-0.23642048239707947,
-6.853629112243652,
-0.32293134927749634,
-0.09436453133821487,
-0.2325451672077179,
-0.2877958118915558,
-0.5003085136413574,
-3.1512298583984375,
-0.5967983603477478,
-0.0021061161532998085,
-0.09017787873744965,
-0.01831582933664322,
-0.01776052638888359,
-0.13736210763454437,
-0.06278611719608307,
-0.011672179214656353,
-2.4763472080230713,
-2.8027913570404053,
-0.03732115402817726,
-3.457507371902466,
-0.05222843959927559,
-0.03817131370306015,
-0.0016276695532724261,
-1.8743592500686646,
-0.310075044631958,
-0.21282842755317688,
-2.1020405292510986,
-0.2657073140144348,
-0.31427425146102905,
-0.4706631004810333,
-0.553206205368042,
-0.9963812232017517,
-0.0029110219329595566,
-0.10469021648168564,
-0.021947242319583893,
-0.004345498513430357,
-0.009940407238900661,
-0.09898494929075241,
-0.0014791273279115558,
-0.0445895679295063,
-0.012869752012193203,
-0.011902856640517712,
-0.08529070019721985,
-0.06190789118409157,
-0.022227445617318153,
-3.54707670211792,
-0.7586474418640137,
-4.020513534545898,
-0.08374158293008804,
-0.02814856544137001,
-0.0013094907626509666,
-1.5016822814941406,
-0.11515942960977554,
-10.572855949401855,
-4.357799530029297,
-0.02194012887775898,
-7.292169570922852,
-0.18925386667251587,
-0.7144623398780823,
-9.472838401794434,
-1.3637454509735107,
-0.8450606465339661,
-0.003974159713834524,
-0.10855469107627869,
-0.02813117951154709,
-0.02965749427676201,
-0.1070483922958374,
-0.06369175761938095,
-0.00899855513125658,
-3.03299880027771,
-0.001752984942868352,
-0.7011312246322632,
-0.027772165834903717,
-0.0012742503313347697,
-2.6072258949279785,
-0.192452073097229,
-0.7469378113746643,
-2.765411853790283,
-0.10265430808067322,
-0.038802552968263626,
-0.036611177027225494,
-0.024254849180579185,
-0.028036946430802345,
-0.09363216906785965,
-0.06683816015720367,
-0.0007584794075228274,
-0.01888965629041195,
-0.006081646773964167,
-0.0029488196596503258,
-0.021271543577313423,
-0.009141023270785809,
-0.0017889224691316485,
-7.343593120574951,
-0.6120165586471558,
-0.0008310201810672879,
-2.901503801345825,
-0.017768841236829758,
-0.006425435654819012,
-0.0005179494037292898,
-3.133180618286133,
-0.0961783155798912,
-2.4643168449401855,
-0.009781289845705032,
-0.0001656871900195256,
-1.2454229593276978,
-0.07367478311061859,
-0.03797335922718048,
-10.654679298400879,
-0.15114574134349823,
-0.07959863543510437,
-0.000520570669323206,
-0.006623102352023125,
-0.0023685041815042496,
-0.0014267513761296868,
-0.006015884689986706,
-0.005457028280943632,
-0.0007725353352725506,
-0.12207277119159698,
-0.0012436520773917437,
-0.034304179251194,
-0.00490592559799552,
-0.0004011779965367168,
-2.0102663040161133,
-0.10291504859924316,
-0.2856343686580658,
-1.4410367012023926,
-0.009925534948706627,
-0.006912366021424532,
-0.006777986418455839,
-0.007464731112122536,
-0.6651151180267334,
-0.0008257793379016221,
-0.004021534230560064,
-0.003935688175261021,
-0.0012076949933543801,
-0.003158463630825281,
-0.031837932765483856,
-0.0004930472350679338,
-0.0076964981853961945,
-0.0035887856502085924,
-0.0029786527156829834,
-0.010955187492072582,
-0.008111273869872093,
-0.0022587282583117485,
-4.268780708312988,
-0.7359232306480408,
-6.665403366088867,
-0.023181969299912453,
-0.00400135014206171,
-0.0002488780301064253,
-1.2617381811141968,
-0.047109901905059814,
-0.18896803259849548,
-0.6523939371109009,
-0.00038699767901562154,
-0.0036593396216630936,
-0.0017642899183556437,
-0.002596223959699273,
-0.0025219083763659,
-0.06905725598335266,
-0.011605723761022091,
-0.00034362133010290563,
-0.004001706372946501,
-0.0021891456563025713,
-0.0012442474253475666,
-0.0057344213128089905,
-0.002474462613463402,
-0.0008132726070471108,
-6.654636859893799,
-0.1699819266796112,
-0.00010501786891836673,
-3.959622859954834,
-0.008897893130779266,
-0.0017175221582874656,
-0.0002012050390476361,
-1.7479259967803955,
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-6.7b_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
- 36