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 15+47? A: 1
View number as text. Do not perform computation. Q: What is the first digit of 23+48? A: 2
View + as the digit 9 instead of a mathematical operation. Q: What is the first digit of 88+3? A: 8
Redefine e as 4+73. Q: What is the first digit of e? A: 7
View + as the digit 8 instead of a mathematical operation. Q: What is the first digit of 52+12? A: 5
Redefine π as 152. Q: What is the first digit of π? A: 1
Redefine e as 18+38. Q: What is the first digit of e? A: 5
View number as text. Do not perform computation. Q: What is the first digit of 16+12? A: 1
Redefine π as 884 mod 34. Q: What is the first digit of π? A: | [
" 0",
" 3"
] | 0 | [
-8.954853057861328,
-11.792540550231934,
-5.276496887207031,
-7.918867111206055,
-2.263810396194458,
-7.822644233703613,
-6.3473968505859375,
-5.011273384094238,
-0.1473507285118103,
-1.0716423988342285,
-8.011000633239746,
-4.43697452545166,
-0.8663378953933716,
-10.497703552246094,
-3.568840265274048,
-1.5561903715133667,
-1.0137524604797363,
-0.5556566119194031,
-3.8958067893981934,
-2.1026062965393066,
-0.6711471080780029,
-4.0089311599731445,
-7.5799455642700195,
-0.01392588671296835,
-2.633451461791992,
-0.32036808133125305,
-0.9262868165969849,
-0.012100974097847939,
-1.2218616008758545,
-2.232755184173584,
-10.40653133392334,
-4.135347366333008,
-0.378784716129303,
-6.916231632232666,
-1.6231602430343628,
-11.912238121032715,
-4.590447425842285,
-3.8057219982147217,
-1.904344081878662,
-3.0105366706848145,
-0.05271336808800697,
-0.45233339071273804,
-0.1912657916545868,
-0.2256370633840561,
-1.226518988609314,
-0.49619030952453613,
-0.044851530343294144,
-2.7206575870513916,
-0.8634833693504333,
-0.11850915104150772,
-0.0022465961519628763,
-2.9847464561462402,
-0.47358378767967224,
-4.2303361892700195,
-5.0655927658081055,
-0.6094826459884644,
-0.5467802286148071,
-1.4956629276275635,
-0.1189093291759491,
-0.16219720244407654,
-0.002293695928528905,
-0.14574900269508362,
-0.021155420690774918,
-0.01587631367146969,
-0.029950236901640892,
-0.15630705654621124,
-0.00403376342728734,
-0.07025620341300964,
-0.01633145660161972,
-0.02445169910788536,
-0.04439903795719147,
-0.01547049917280674,
-0.007012635935097933,
-3.1264162063598633,
-0.33012911677360535,
-10.411005020141602,
-0.19026052951812744,
-0.040545087307691574,
-0.0013756821863353252,
-1.7419971227645874,
-0.21020980179309845,
-0.8036443591117859,
-1.867224097251892,
-0.3856382966041565,
-3.682168483734131,
-5.0063090324401855,
-4.2970123291015625,
-3.7134757041931152,
-0.016600223258137703,
-0.749629020690918,
-0.0818260982632637,
-0.027231719344854355,
-0.034575413912534714,
-0.11504850536584854,
-0.0026352223940193653,
-0.02011636085808277,
-0.004775309935212135,
-0.011852436698973179,
-0.025423511862754822,
-0.014154046773910522,
-0.00830269604921341,
-7.321784973144531,
-0.6609177589416504,
-4.400873184204102,
-0.08003030717372894,
-0.027596957981586456,
-0.000685576000250876,
-2.724271774291992,
-0.16325382888317108,
-5.474175453186035,
-0.0157451294362545,
-0.0030277385376393795,
-5.466396808624268,
-0.5406605005264282,
-0.1700613647699356,
-9.406328201293945,
-1.9294030666351318,
-0.30557993054389954,
-0.005172442179173231,
-0.07513407617807388,
-0.01656915247440338,
-0.033829256892204285,
-0.21099241077899933,
-0.05987239629030228,
-0.011198053136467934,
-0.5377539992332458,
-0.0013311582151800394,
-0.02321586385369301,
-0.017144450917840004,
-0.0008306628442369401,
-2.3694980144500732,
-0.29190054535865784,
-2.2921369075775146,
-0.005207901354879141,
-0.0019722788129001856,
-1.6217544078826904,
-0.04204583913087845,
-0.27108266949653625,
-5.565624237060547,
-0.4512120187282562,
-0.07319703698158264,
-0.0021803434938192368,
-0.010870406404137611,
-0.0018628163961693645,
-0.0018136734142899513,
-0.007210067939013243,
-0.004702461417764425,
-0.0016755126416683197,
-0.0404350720345974,
-0.00017998983094003052,
-0.004278791137039661,
-0.008000115863978863,
-0.0004096384218428284,
-2.6578197479248047,
-0.11721278727054596,
-0.9448248147964478,
-0.004130404442548752,
-0.0017177602276206017,
-0.41732725501060486,
-0.0069641005247831345,
-0.02543431892991066,
-3.7664878368377686,
-5.126092910766602,
-0.24678489565849304,
-0.03169115632772446,
-0.0013152052415534854,
-0.00557570019736886,
-0.0011255365097895265,
-0.000770510348957032,
-0.004213741049170494,
-0.002077327808365226,
-0.0002479245886206627,
-0.005487497895956039,
-0.0000948860906646587,
-0.0009353553177788854,
-0.005869652144610882,
-0.00045944625162519515,
-1.9551383256912231,
-0.17534573376178741,
-0.5949550271034241,
-0.0024335552006959915,
-0.0014528206083923578,
-0.1786915510892868,
-0.0027186835650354624,
-0.01657431200146675,
-5.704606533050537,
-5.849545001983643,
-5.577393054962158,
-0.06651385873556137,
-0.009380551055073738,
-0.000753476400859654,
-0.002899611135944724,
-0.0006678258068859577,
-0.0003680505615193397,
-0.001652424456551671,
-0.0016171961324289441,
-0.00018821375851985067,
-0.0031079582404345274,
-0.0001294529065489769,
-0.000745137978810817,
-0.0035944872070103884,
-0.00032419670606032014,
-3.09374737739563,
-0.06716647744178772,
-2.404684543609619,
-2.7039899826049805,
-0.009647294878959656,
-0.07144393771886826,
-0.16724376380443573,
-0.08336085826158524,
-0.005107332020998001,
-4.9340410232543945,
-0.2947034537792206,
-0.009339334443211555,
-0.03824658319354057,
-0.017179839313030243,
-0.009953980334103107,
-0.03383179381489754,
-0.020275359973311424,
-0.00811340194195509,
-4.016061782836914,
-0.9234774708747864,
-0.00023946279543451965,
-3.741734027862549,
-0.02704237774014473,
-0.013236508704721928,
-0.0008525789016857743,
-2.5077948570251465,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 30÷3? A: 3
Redefine π as 586. Q: What is the first digit of π? A: 5
Redefine π as 657 mod 22. Q: What is the first digit of π? A: 1
Redefine π as 594 mod 44. 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 3+8? A: 3
Redefine π as 693 mod 22. Q: What is the first digit of π? A: 1
Redefine π as 162+532. Q: What is the first digit of π? A: 6
View number as text. Do not perform computation. Q: What is the first digit of 24+53? A: 2
View number as text. Do not perform computation. Q: What is the first digit of 42+17? A: | [
" 5",
" 4"
] | 1 | [
-8.954853057861328,
-11.792540550231934,
-5.276496887207031,
-7.918867111206055,
-2.263810396194458,
-7.822644233703613,
-6.3473968505859375,
-5.011273384094238,
-0.1473507285118103,
-1.0716423988342285,
-8.011000633239746,
-4.43697452545166,
-0.8663378953933716,
-10.497703552246094,
-3.568840265274048,
-1.5561903715133667,
-1.0137524604797363,
-0.5556566119194031,
-3.8958067893981934,
-2.1026062965393066,
-0.6711471080780029,
-4.0089311599731445,
-7.5799455642700195,
-0.01392588671296835,
-2.633451461791992,
-0.32036808133125305,
-0.9262868165969849,
-0.012100974097847939,
-1.2218616008758545,
-2.232755184173584,
-10.40653133392334,
-4.135347366333008,
-0.378784716129303,
-6.916231632232666,
-1.6231602430343628,
-11.912238121032715,
-4.590447425842285,
-3.8057219982147217,
-1.904344081878662,
-3.0105366706848145,
-0.05271336808800697,
-0.45233339071273804,
-0.1912657916545868,
-0.2256370633840561,
-1.226518988609314,
-0.49619030952453613,
-0.044851530343294144,
-2.7206575870513916,
-0.8634833693504333,
-0.11850915104150772,
-0.0022465961519628763,
-2.9847464561462402,
-0.47358378767967224,
-4.2303361892700195,
-5.0655927658081055,
-0.6094826459884644,
-0.5467802286148071,
-1.4956629276275635,
-0.1189093291759491,
-0.16219720244407654,
-0.002293695928528905,
-0.14574900269508362,
-0.021155420690774918,
-0.01587631367146969,
-0.029950236901640892,
-0.15630705654621124,
-0.00403376342728734,
-0.07025620341300964,
-0.01633145660161972,
-0.02445169910788536,
-0.04439903795719147,
-0.01547049917280674,
-0.007012635935097933,
-3.1264162063598633,
-0.33012911677360535,
-10.411005020141602,
-0.19026052951812744,
-0.040545087307691574,
-0.0013756821863353252,
-1.7419971227645874,
-0.21020980179309845,
-0.8036443591117859,
-1.867224097251892,
-0.3856382966041565,
-3.682168483734131,
-5.0063090324401855,
-4.2970123291015625,
-3.7134757041931152,
-0.016600223258137703,
-0.749629020690918,
-0.0818260982632637,
-0.027231719344854355,
-0.034575413912534714,
-0.11504850536584854,
-0.0026352223940193653,
-0.02011636085808277,
-0.004775309935212135,
-0.011852436698973179,
-0.025423511862754822,
-0.014154046773910522,
-0.00830269604921341,
-7.321784973144531,
-0.6609177589416504,
-4.400873184204102,
-0.08003030717372894,
-0.027596957981586456,
-0.000685576000250876,
-2.724271774291992,
-0.16325382888317108,
-5.474175453186035,
-0.0157451294362545,
-0.0030277385376393795,
-5.466396808624268,
-0.5406605005264282,
-0.1700613647699356,
-9.406328201293945,
-1.9294030666351318,
-0.30557993054389954,
-0.005172442179173231,
-0.07513407617807388,
-0.01656915247440338,
-0.033829256892204285,
-0.21099241077899933,
-0.05987239629030228,
-0.011198053136467934,
-0.5377539992332458,
-0.0013311582151800394,
-0.02321586385369301,
-0.017144450917840004,
-0.0008306628442369401,
-2.3694980144500732,
-0.29190054535865784,
-2.2921369075775146,
-0.005207901354879141,
-0.0019722788129001856,
-1.6217544078826904,
-0.04204583913087845,
-0.27108266949653625,
-5.565624237060547,
-0.4512120187282562,
-0.07319703698158264,
-0.0021803434938192368,
-0.010870406404137611,
-0.0018628163961693645,
-0.0018136734142899513,
-0.007210067939013243,
-0.004702461417764425,
-0.0016755126416683197,
-0.0404350720345974,
-0.00017998983094003052,
-0.004278791137039661,
-0.008000115863978863,
-0.0004096384218428284,
-2.6578197479248047,
-0.11721278727054596,
-0.9448248147964478,
-0.004130404442548752,
-0.0017177602276206017,
-0.41732725501060486,
-0.0069641005247831345,
-0.02543431892991066,
-3.7664878368377686,
-5.126092910766602,
-0.24678489565849304,
-0.03169115632772446,
-0.0013152052415534854,
-0.00557570019736886,
-0.0011255365097895265,
-0.000770510348957032,
-0.004213741049170494,
-0.002077327808365226,
-0.0002479245886206627,
-0.005487497895956039,
-0.0000948860906646587,
-0.0009353553177788854,
-0.005869652144610882,
-0.00045944625162519515,
-1.9551383256912231,
-0.17534573376178741,
-0.5949550271034241,
-0.0024335552006959915,
-0.0014528206083923578,
-0.1786915510892868,
-0.0027186835650354624,
-0.01657431200146675,
-5.704606533050537,
-5.849545001983643,
-5.577393054962158,
-0.06651385873556137,
-0.009380551055073738,
-0.000753476400859654,
-0.002899611135944724,
-0.0006678258068859577,
-0.0003680505615193397,
-0.001652424456551671,
-0.0016171961324289441,
-0.00018821375851985067,
-0.0031079582404345274,
-0.0001294529065489769,
-0.000745137978810817,
-0.0035944872070103884,
-0.00032419670606032014,
-3.09374737739563,
-0.06716647744178772,
-2.404684543609619,
-2.7039899826049805,
-0.009647294878959656,
-0.07144393771886826,
-0.16724376380443573,
-0.08336085826158524,
-0.005107332020998001,
-4.9340410232543945,
-0.2947034537792206,
-0.009339334443211555,
-0.03824658319354057,
-0.017179839313030243,
-0.009953980334103107,
-0.03383179381489754,
-0.020275359973311424,
-0.00811340194195509,
-4.016061782836914,
-0.9234774708747864,
-0.00023946279543451965,
-3.741734027862549,
-0.02704237774014473,
-0.013236508704721928,
-0.0008525789016857743,
-1.4081147909164429,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View + as the digit 9 instead of a mathematical operation. Q: What is the first digit of 26+67? A: 2
Redefine π as 676. Q: What is the first digit of π? A: 6
Redefine π as 829. Q: What is the first digit of π? A: 8
Redefine e as 5+14. Q: What is the first digit of e? A: 1
Redefine π as 891. Q: What is the first digit of π? A: 8
View number as text. Do not perform computation. Q: What is the first digit of 48+35? A: 4
View number as text. Do not perform computation. Q: What is the first digit of 26+15? A: 2
Redefine π as 732. 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 51+23? A: | [
" 7",
" 5"
] | 1 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-13.051289558410645,
-0.7039333581924438,
-3.289294719696045,
-7.227746486663818,
-7.08530855178833,
-8.293910026550293,
-9.959134101867676,
-2.1445178985595703,
-9.28882884979248,
-5.280987739562988,
-1.6819263696670532,
-0.9397292137145996,
-0.5317981839179993,
-4.1778717041015625,
-3.060825824737549,
-0.4683992862701416,
-2.1094589233398438,
-0.0009596510208211839,
-0.2974114418029785,
-1.1694718599319458,
-0.02733878791332245,
-4.411935806274414,
-1.8543758392333984,
-10.544373512268066,
-10.47800064086914,
-4.733545780181885,
-7.829408645629883,
-2.0263829231262207,
-6.947728633880615,
-3.9244778156280518,
-1.6942297220230103,
-2.4254353046417236,
-0.017781488597393036,
-0.45433998107910156,
-0.21661239862442017,
-0.17830832302570343,
-1.0944764614105225,
-0.3533984124660492,
-0.04049757868051529,
-5.317551612854004,
-6.287015914916992,
-0.031550247222185135,
-2.6498847007751465,
-0.131805419921875,
-0.1137329638004303,
-0.0038112399633973837,
-2.349032402038574,
-0.3233647048473358,
-6.00472354888916,
-0.03641475364565849,
-0.017163552343845367,
-1.1880717277526855,
-0.04498260095715523,
-0.09570904076099396,
-1.1372019052505493,
-5.611492156982422,
-0.11361198127269745,
-5.156430244445801,
-0.18803909420967102,
-0.1746361255645752,
-0.006133542861789465,
-0.06556365638971329,
-0.018770331516861916,
-0.01661757566034794,
-0.08006948232650757,
-0.02942751906812191,
-0.010216559283435345,
-0.7429473400115967,
-0.0006640136707574129,
-0.014143820852041245,
-0.02655702829360962,
-0.0015040049329400063,
-3.9644203186035156,
-0.11100705713033676,
-1.054121971130371,
-0.004042312037199736,
-0.0033541631419211626,
-0.07886462658643723,
-0.0018152202246710658,
-0.03299754112958908,
-9.71995735168457,
-0.03893957659602165,
-4.66349983215332,
-0.04497291520237923,
-0.05242076516151428,
-0.0024808840826153755,
-0.015061348676681519,
-0.002369217574596405,
-0.0012678211787715554,
-0.008073907345533371,
-0.003985083196312189,
-0.0014424644177779555,
-0.02833653800189495,
-0.00013457823661156,
-0.003080030670389533,
-0.00909459963440895,
-0.0005334384622983634,
-2.310886859893799,
-0.11427637934684753,
-0.4598790109157562,
-0.001988816075026989,
-0.0016390950186178088,
-0.02798745036125183,
-0.0005372511222958565,
-0.017184527590870857,
-3.3299319744110107,
-5.531380653381348,
-4.881838798522949,
-0.7891371846199036,
-0.012394074350595474,
-0.026204532012343407,
-0.003762311302125454,
-0.0019751342479139566,
-0.009014622308313847,
-0.005775905214250088,
-0.0015850611962378025,
-0.02535180374979973,
-0.00014411364099942148,
-0.004660695791244507,
-0.008743572980165482,
-0.0036193120758980513,
-2.7139761447906494,
-0.11821887642145157,
-5.31879997253418,
-6.574590682983398,
-0.623652458190918,
-0.5225039720535278,
-0.23995031416416168,
-0.05810970813035965,
-9.886082649230957,
-0.04755059629678726,
-1.2805800437927246,
-7.435810565948486,
-4.155454158782959,
-0.12158920615911484,
-0.21385428309440613,
-0.004702223930507898,
-0.09734238684177399,
-0.041370779275894165,
-0.053498003631830215,
-0.050583913922309875,
-0.10196804255247116,
-0.014636289328336716,
-3.6381146907806396,
-2.6611719131469727,
-9.836548805236816,
-0.2234538346529007,
-0.022945724427700043,
-0.0014828173443675041,
-0.9011015892028809,
-0.18752938508987427,
-0.8177618384361267,
-0.004533370956778526,
-0.002680045086890459,
-7.567584037780762,
-0.2788178324699402,
-5.837728500366211,
-4.897745609283447,
-4.44095516204834,
-1.4038712978363037,
-0.07472207397222519,
-0.004491004627197981,
-0.018254026770591736,
-0.005951895844191313,
-0.005300871562212706,
-0.011068257503211498,
-0.00934075191617012,
-0.0015068616485223174,
-0.3084426522254944,
-0.018619634211063385,
-0.0036361785605549812,
-0.0011701886542141438,
-3.091963529586792,
-0.07649075239896774,
-1.5916192531585693,
-1.8014955520629883,
-0.211844339966774,
-3.0798723697662354,
-5.004265308380127,
-5.710580825805664,
-3.33351993560791,
-0.013182156719267368,
-1.2380369901657104,
-0.32506129145622253,
-0.05319579690694809,
-0.04449573531746864,
-0.02911239303648472,
-0.0017321596387773752,
-0.007964874617755413,
-0.001735967700369656,
-0.002580291125923395,
-0.004874963779002428,
-0.00436318339779973,
-0.0021541742607951164,
-7.468588352203369,
-0.3916509747505188,
-4.238396644592285,
-0.02607272006571293,
-0.007738018874078989,
-0.0002650863316375762,
-4.1081719398498535,
-0.05780011788010597,
-0.7490187287330627,
-1.0721845626831055,
-0.1155063584446907,
-0.7550778388977051,
-0.41349735856056213,
-2.3632564544677734,
-0.10986638069152832,
-0.0012341272085905075,
-0.06542778015136719,
-0.012105567380785942,
-0.0038302408065646887,
-0.0039016089867800474,
-0.005947155877947807,
-0.00033098942367359996,
-0.0009419057168997824,
-0.00022671037004329264,
-0.000436091679148376,
-0.002150724409148097,
-0.0013718727277591825,
-0.0006005152827128768,
-6.131901741027832,
-0.04354708269238472,
-6.626930236816406,
-0.036325547844171524,
-0.005105078686028719,
-0.000256982195423916,
-2.0128862857818604,
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 46+22? A: 4
Redefine π as 242 mod 30. Q: What is the first digit of π? A: 2
Redefine π as 308+544. Q: What is the first digit of π? A: 8
Redefine π as 213 mod 22. Q: What is the first digit of π? A: 1
Redefine π as 613. Q: What is the first digit of π? A: 6
View ÷ as a random digit. Q: What is the first digit of 24÷6? A: 2
View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 30+61? A: 3
View ÷ as a random digit. Q: What is the first digit of 21÷7? A: 2
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 10+16? A: | [
" 2",
" 1"
] | 1 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-13.051289558410645,
-0.7039333581924438,
-3.289294719696045,
-7.227746486663818,
-7.08530855178833,
-8.293910026550293,
-9.959134101867676,
-2.1445178985595703,
-9.28882884979248,
-5.280987739562988,
-1.6819263696670532,
-0.9397292137145996,
-0.5317981839179993,
-4.1778717041015625,
-3.060825824737549,
-0.4683992862701416,
-2.1094589233398438,
-0.0009596510208211839,
-0.2974114418029785,
-1.1694718599319458,
-0.02733878791332245,
-4.411935806274414,
-1.8543758392333984,
-10.544373512268066,
-10.47800064086914,
-4.733545780181885,
-7.829408645629883,
-2.0263829231262207,
-6.947728633880615,
-3.9244778156280518,
-1.6942297220230103,
-2.4254353046417236,
-0.017781488597393036,
-0.45433998107910156,
-0.21661239862442017,
-0.17830832302570343,
-1.0944764614105225,
-0.3533984124660492,
-0.04049757868051529,
-5.317551612854004,
-6.287015914916992,
-0.031550247222185135,
-2.6498847007751465,
-0.131805419921875,
-0.1137329638004303,
-0.0038112399633973837,
-2.349032402038574,
-0.3233647048473358,
-6.00472354888916,
-0.03641475364565849,
-0.017163552343845367,
-1.1880717277526855,
-0.04498260095715523,
-0.09570904076099396,
-1.1372019052505493,
-5.611492156982422,
-0.11361198127269745,
-5.156430244445801,
-0.18803909420967102,
-0.1746361255645752,
-0.006133542861789465,
-0.06556365638971329,
-0.018770331516861916,
-0.01661757566034794,
-0.08006948232650757,
-0.02942751906812191,
-0.010216559283435345,
-0.7429473400115967,
-0.0006640136707574129,
-0.014143820852041245,
-0.02655702829360962,
-0.0015040049329400063,
-3.9644203186035156,
-0.11100705713033676,
-1.054121971130371,
-0.004042312037199736,
-0.0033541631419211626,
-0.07886462658643723,
-0.0018152202246710658,
-0.03299754112958908,
-9.71995735168457,
-0.03893957659602165,
-4.66349983215332,
-0.04497291520237923,
-0.05242076516151428,
-0.0024808840826153755,
-0.015061348676681519,
-0.002369217574596405,
-0.0012678211787715554,
-0.008073907345533371,
-0.003985083196312189,
-0.0014424644177779555,
-0.02833653800189495,
-0.00013457823661156,
-0.003080030670389533,
-0.00909459963440895,
-0.0005334384622983634,
-2.310886859893799,
-0.11427637934684753,
-0.4598790109157562,
-0.001988816075026989,
-0.0016390950186178088,
-0.02798745036125183,
-0.0005372511222958565,
-0.017184527590870857,
-3.3299319744110107,
-5.531380653381348,
-4.881838798522949,
-0.7891371846199036,
-0.012394074350595474,
-0.026204532012343407,
-0.003762311302125454,
-0.0019751342479139566,
-0.009014622308313847,
-0.005775905214250088,
-0.0015850611962378025,
-0.02535180374979973,
-0.00014411364099942148,
-0.004660695791244507,
-0.008743572980165482,
-0.0036193120758980513,
-2.7139761447906494,
-0.11821887642145157,
-5.31879997253418,
-6.574590682983398,
-0.623652458190918,
-0.5225039720535278,
-0.23995031416416168,
-0.05810970813035965,
-9.886082649230957,
-0.04755059629678726,
-1.2805800437927246,
-7.435810565948486,
-4.155454158782959,
-0.12158920615911484,
-0.21385428309440613,
-0.004702223930507898,
-0.09734238684177399,
-0.041370779275894165,
-0.053498003631830215,
-0.050583913922309875,
-0.10196804255247116,
-0.014636289328336716,
-3.6381146907806396,
-2.6611719131469727,
-9.836548805236816,
-0.2234538346529007,
-0.022945724427700043,
-0.0014828173443675041,
-0.9011015892028809,
-0.18752938508987427,
-0.8177618384361267,
-0.004533370956778526,
-0.002680045086890459,
-7.567584037780762,
-0.2788178324699402,
-5.837728500366211,
-4.897745609283447,
-4.44095516204834,
-1.4038712978363037,
-0.07472207397222519,
-0.004491004627197981,
-0.018254026770591736,
-0.005951895844191313,
-0.005300871562212706,
-0.011068257503211498,
-0.00934075191617012,
-0.0015068616485223174,
-0.3084426522254944,
-0.018619634211063385,
-0.0036361785605549812,
-0.0011701886542141438,
-3.091963529586792,
-0.07649075239896774,
-1.5916192531585693,
-1.8014955520629883,
-0.211844339966774,
-3.0798723697662354,
-5.004265308380127,
-5.710580825805664,
-3.33351993560791,
-0.013182156719267368,
-1.2380369901657104,
-0.32506129145622253,
-0.05319579690694809,
-0.04449573531746864,
-0.02911239303648472,
-0.0017321596387773752,
-0.007964874617755413,
-0.001735967700369656,
-0.002580291125923395,
-0.004874963779002428,
-0.00436318339779973,
-0.0021541742607951164,
-7.468588352203369,
-0.3916509747505188,
-4.238396644592285,
-0.02607272006571293,
-0.007738018874078989,
-0.0002650863316375762,
-4.1081719398498535,
-0.05780011788010597,
-0.7490187287330627,
-1.0721845626831055,
-0.1155063584446907,
-0.7550778388977051,
-0.41349735856056213,
-2.3632564544677734,
-0.10986638069152832,
-0.0012341272085905075,
-0.06542778015136719,
-0.012105567380785942,
-0.0038302408065646887,
-0.0039016089867800474,
-0.005947155877947807,
-0.00033098942367359996,
-0.0009419057168997824,
-0.00022671037004329264,
-0.000436091679148376,
-0.002150724409148097,
-0.0013718727277591825,
-0.0006005152827128768,
-6.131901741027832,
-0.04354708269238472,
-6.626930236816406,
-0.036325547844171524,
-0.005105078686028719,
-0.000256982195423916,
-1.519287347793579,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View number as text. Do not perform computation. Q: What is the first digit of 19+32? A: 1
Redefine π as 96. Q: What is the first digit of π? A: 9
Redefine π as 205 mod 19. 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÷3? A: 3
View number as text. Do not perform computation. Q: What is the first digit of 18+44? A: 1
Redefine e as 52+11. Q: What is the first digit of e? A: 6
Redefine e as 42+7. Q: What is the first digit of e? A: 4
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 4+59? A: | [
" 6",
" 4"
] | 1 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-13.051289558410645,
-0.7039333581924438,
-3.289294719696045,
-6.847808361053467,
-5.053656578063965,
-2.731316328048706,
-9.734064102172852,
-4.801857948303223,
-1.5894321203231812,
-0.8822059035301208,
-0.5416103005409241,
-4.136695861816406,
-3.2170729637145996,
-0.8123371601104736,
-1.3320834636688232,
-0.0021114691626280546,
-0.14751490950584412,
-1.3017261028289795,
-0.03418990597128868,
-2.1258084774017334,
-3.301048755645752,
-9.954995155334473,
-10.305402755737305,
-4.597762107849121,
-7.127954006195068,
-2.1331260204315186,
-7.081385135650635,
-3.818732261657715,
-5.424279689788818,
-0.1697739064693451,
-1.1209666728973389,
-7.560539722442627,
-4.726108551025391,
-0.6568912863731384,
-2.605624198913574,
-0.014869571663439274,
-0.5135583877563477,
-0.2665589153766632,
-0.2839208245277405,
-0.9516623616218567,
-0.4948335289955139,
-0.04612616449594498,
-8.805083274841309,
-7.316939353942871,
-0.017666131258010864,
-3.354386568069458,
-0.11754246801137924,
-0.08882024139165878,
-0.005012208595871925,
-1.6605883836746216,
-0.3254602253437042,
-1.2024751901626587,
-7.605116844177246,
-0.577774703502655,
-9.12865924835205,
-1.4208786487579346,
-6.6999311447143555,
-1.329386591911316,
-5.825075149536133,
-7.517668724060059,
-0.9204465746879578,
-0.5380373001098633,
-0.014822003431618214,
-0.35623911023139954,
-0.12655030190944672,
-0.15126533806324005,
-0.6374713778495789,
-0.3858107924461365,
-0.02420458383858204,
-4.929894924163818,
-4.965405464172363,
-4.380291938781738,
-0.7678346037864685,
-0.03645383194088936,
-0.0030100299045443535,
-3.5069358348846436,
-0.2436770498752594,
-5.935688495635986,
-0.10207708925008774,
-0.014428802765905857,
-1.6727988719940186,
-0.06709301471710205,
-0.14784657955169678,
-1.0171183347702026,
-8.58681869506836,
-0.07156579941511154,
-0.20939601957798004,
-0.007145681884139776,
-0.06880223006010056,
-0.014036741107702255,
-0.01325815450400114,
-0.06610844284296036,
-0.0214909166097641,
-0.0037335706874728203,
-0.6763476133346558,
-0.0016164820408448577,
-0.01941206306219101,
-0.014195887371897697,
-0.0012675831094384193,
-0.6946115493774414,
-0.15403568744659424,
-2.5405120849609375,
-0.00472239451482892,
-0.004917195066809654,
-0.3764762580394745,
-0.0071803610771894455,
-0.04612434282898903,
-3.7775230407714844,
-6.271284103393555,
-10.454801559448242,
-4.249973297119141,
-0.2003137469291687,
-0.2154444456100464,
-0.003942337818443775,
-0.034848298877477646,
-0.008100513368844986,
-0.006606404669582844,
-0.033863600343465805,
-0.01388732623308897,
-0.0047042411752045155,
-0.1494005024433136,
-0.00035589560866355896,
-0.008766143582761288,
-0.007729147095233202,
-0.0007863528444431722,
-2.174530029296875,
-0.10073217749595642,
-0.7963164448738098,
-0.003146223723888397,
-0.002753873122856021,
-8.855682373046875,
-0.24160028994083405,
-6.608219623565674,
-3.77238130569458,
-5.253665447235107,
-1.149955153465271,
-0.233842134475708,
-0.004781241994351149,
-0.028380107134580612,
-0.006576324347406626,
-0.005422763526439667,
-0.01464087050408125,
-0.008882533758878708,
-0.0015772057231515646,
-0.2662225365638733,
-0.011249802075326443,
-0.005133423954248428,
-0.0006918897270224988,
-3.6142940521240234,
-0.05513075366616249,
-3.2393226623535156,
-5.518580436706543,
-0.44046565890312195,
-0.6816121935844421,
-1.0985872745513916,
-0.08174580335617065,
-0.09781035780906677,
-0.0014327033422887325,
-0.08639446645975113,
-0.019350914284586906,
-0.01045299880206585,
-0.010915922001004219,
-0.06312427669763565,
-0.0013947292463853955,
-0.01511172391474247,
-0.0043144007213413715,
-0.007879484444856644,
-0.008895057253539562,
-0.012980840168893337,
-0.0023261650931090117,
-3.7025957107543945,
-0.6558957695960999,
-3.053318977355957,
-0.05347144976258278,
-0.008660140447318554,
-0.000271879427600652,
-1.2352001667022705,
-0.04678744077682495,
-1.7032876014709473,
-0.0039024401921778917,
-0.002249688608571887,
-0.9432801008224487,
-0.042817529290914536,
-0.05112117901444435,
-7.779960632324219,
-2.1596059799194336,
-5.633417129516602,
-0.17011074721813202,
-0.04495980590581894,
-0.0015476880362257361,
-0.00717089232057333,
-0.0013977054040879011,
-0.0009183242218568921,
-0.0035586145240813494,
-0.0014715091092512012,
-0.0003293210465926677,
-0.03612849488854408,
-0.00018606838420964777,
-0.0014817459741607308,
-0.002151795197278261,
-0.00031931069679558277,
-3.089688539505005,
-0.06111794337630272,
-0.7767093777656555,
-0.002339723287150264,
-0.0019433676498010755,
-0.3765109181404114,
-0.005073055624961853,
-0.02141997590661049,
-4.29376745223999,
-5.119643688201904,
-1.4309155941009521,
-6.274453163146973,
-0.0403345488011837,
-0.021058660000562668,
-0.001111366436816752,
-0.0032131255138665438,
-0.0005855038180015981,
-0.0003492222458589822,
-0.0014261561445891857,
-0.0009453595266677439,
-0.00011503035057103261,
-0.003624300705268979,
-0.00017009719158522785,
-0.0004273931554052979,
-0.0017145470483228564,
-0.000311802898067981,
-1.7217649221420288,
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 15+26? A: 1
Redefine e as 31+30. Q: What is the first digit of e? A: 6
Redefine π as 568 mod 18. Q: What is the first digit of π? A: 1
Redefine π as 80. Q: What is the first digit of π? A: 8
Redefine π as 438. 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 17+6? A: 1
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 6÷3? A: 6
Redefine π as 884 mod 34. Q: What is the first digit of π? A: 0
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 3+10? A: | [
" 1",
" 3"
] | 1 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-13.051289558410645,
-0.7039333581924438,
-3.289294719696045,
-6.847808361053467,
-5.053656578063965,
-2.731316328048706,
-9.734064102172852,
-4.801857948303223,
-1.5894321203231812,
-0.8822059035301208,
-0.5416103005409241,
-4.136695861816406,
-3.2170729637145996,
-0.8123371601104736,
-1.3320834636688232,
-0.0021114691626280546,
-0.14751490950584412,
-1.3017261028289795,
-0.03418990597128868,
-2.1258084774017334,
-3.301048755645752,
-9.954995155334473,
-10.305402755737305,
-4.597762107849121,
-7.127954006195068,
-2.1331260204315186,
-7.081385135650635,
-3.818732261657715,
-5.424279689788818,
-0.1697739064693451,
-1.1209666728973389,
-7.560539722442627,
-4.726108551025391,
-0.6568912863731384,
-2.605624198913574,
-0.014869571663439274,
-0.5135583877563477,
-0.2665589153766632,
-0.2839208245277405,
-0.9516623616218567,
-0.4948335289955139,
-0.04612616449594498,
-8.805083274841309,
-7.316939353942871,
-0.017666131258010864,
-3.354386568069458,
-0.11754246801137924,
-0.08882024139165878,
-0.005012208595871925,
-1.6605883836746216,
-0.3254602253437042,
-1.2024751901626587,
-7.605116844177246,
-0.577774703502655,
-9.12865924835205,
-1.4208786487579346,
-6.6999311447143555,
-1.329386591911316,
-5.825075149536133,
-7.517668724060059,
-0.9204465746879578,
-0.5380373001098633,
-0.014822003431618214,
-0.35623911023139954,
-0.12655030190944672,
-0.15126533806324005,
-0.6374713778495789,
-0.3858107924461365,
-0.02420458383858204,
-4.929894924163818,
-4.965405464172363,
-4.380291938781738,
-0.7678346037864685,
-0.03645383194088936,
-0.0030100299045443535,
-3.5069358348846436,
-0.2436770498752594,
-5.935688495635986,
-0.10207708925008774,
-0.014428802765905857,
-1.6727988719940186,
-0.06709301471710205,
-0.14784657955169678,
-1.0171183347702026,
-8.58681869506836,
-0.07156579941511154,
-0.20939601957798004,
-0.007145681884139776,
-0.06880223006010056,
-0.014036741107702255,
-0.01325815450400114,
-0.06610844284296036,
-0.0214909166097641,
-0.0037335706874728203,
-0.6763476133346558,
-0.0016164820408448577,
-0.01941206306219101,
-0.014195887371897697,
-0.0012675831094384193,
-0.6946115493774414,
-0.15403568744659424,
-2.5405120849609375,
-0.00472239451482892,
-0.004917195066809654,
-0.3764762580394745,
-0.0071803610771894455,
-0.04612434282898903,
-3.7775230407714844,
-6.271284103393555,
-10.454801559448242,
-4.249973297119141,
-0.2003137469291687,
-0.2154444456100464,
-0.003942337818443775,
-0.034848298877477646,
-0.008100513368844986,
-0.006606404669582844,
-0.033863600343465805,
-0.01388732623308897,
-0.0047042411752045155,
-0.1494005024433136,
-0.00035589560866355896,
-0.008766143582761288,
-0.007729147095233202,
-0.0007863528444431722,
-2.174530029296875,
-0.10073217749595642,
-0.7963164448738098,
-0.003146223723888397,
-0.002753873122856021,
-8.855682373046875,
-0.24160028994083405,
-6.608219623565674,
-3.77238130569458,
-5.253665447235107,
-1.149955153465271,
-0.233842134475708,
-0.004781241994351149,
-0.028380107134580612,
-0.006576324347406626,
-0.005422763526439667,
-0.01464087050408125,
-0.008882533758878708,
-0.0015772057231515646,
-0.2662225365638733,
-0.011249802075326443,
-0.005133423954248428,
-0.0006918897270224988,
-3.6142940521240234,
-0.05513075366616249,
-3.2393226623535156,
-5.518580436706543,
-0.44046565890312195,
-0.6816121935844421,
-1.0985872745513916,
-0.08174580335617065,
-0.09781035780906677,
-0.0014327033422887325,
-0.08639446645975113,
-0.019350914284586906,
-0.01045299880206585,
-0.010915922001004219,
-0.06312427669763565,
-0.0013947292463853955,
-0.01511172391474247,
-0.0043144007213413715,
-0.007879484444856644,
-0.008895057253539562,
-0.012980840168893337,
-0.0023261650931090117,
-3.7025957107543945,
-0.6558957695960999,
-3.053318977355957,
-0.05347144976258278,
-0.008660140447318554,
-0.000271879427600652,
-1.2352001667022705,
-0.04678744077682495,
-1.7032876014709473,
-0.0039024401921778917,
-0.002249688608571887,
-0.9432801008224487,
-0.042817529290914536,
-0.05112117901444435,
-7.779960632324219,
-2.1596059799194336,
-5.633417129516602,
-0.17011074721813202,
-0.04495980590581894,
-0.0015476880362257361,
-0.00717089232057333,
-0.0013977054040879011,
-0.0009183242218568921,
-0.0035586145240813494,
-0.0014715091092512012,
-0.0003293210465926677,
-0.03612849488854408,
-0.00018606838420964777,
-0.0014817459741607308,
-0.002151795197278261,
-0.00031931069679558277,
-3.089688539505005,
-0.06111794337630272,
-0.7767093777656555,
-0.002339723287150264,
-0.0019433676498010755,
-0.3765109181404114,
-0.005073055624961853,
-0.02141997590661049,
-4.29376745223999,
-5.119643688201904,
-1.4309155941009521,
-6.274453163146973,
-0.0403345488011837,
-0.021058660000562668,
-0.001111366436816752,
-0.0032131255138665438,
-0.0005855038180015981,
-0.0003492222458589822,
-0.0014261561445891857,
-0.0009453595266677439,
-0.00011503035057103261,
-0.003624300705268979,
-0.00017009719158522785,
-0.0004273931554052979,
-0.0017145470483228564,
-0.000311802898067981,
-2.745421886444092,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 36÷9? A: 3
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 32÷8? A: 3
Redefine e as 20+36. Q: What is the first digit of e? A: 5
View + as the digit 7 instead of a mathematical operation. Q: What is the first digit of 49+21? A: 4
Redefine π as 619. Q: What is the first digit of π? A: 6
Redefine e as 28+18. Q: What is the first digit of e? A: 4
Redefine e as 10+4. Q: What is the first digit of e? A: 1
View ÷ as a random digit. Q: What is the first digit of 18÷3? A: 1
Redefine π as 684 mod 12. Q: What is the first digit of π? A: | [
" 0",
" 3"
] | 0 | [
-8.954853057861328,
-10.344270706176758,
-9.44112777709961,
-1.8967182636260986,
-8.250232696533203,
-7.890810012817383,
-4.633122444152832,
-0.13645903766155243,
-1.27438223361969,
-9.532929420471191,
-4.998991966247559,
-0.976632297039032,
-10.073286056518555,
-3.457951068878174,
-1.771547555923462,
-1.1355879306793213,
-0.7452990412712097,
-4.027017116546631,
-1.9653815031051636,
-0.5956323146820068,
-4.195036888122559,
-2.635035514831543,
-2.7111868858337402,
-0.35344991087913513,
-0.9369890093803406,
-0.00976369995623827,
-2.0581321716308594,
-2.92263126373291,
-10.531431198120117,
-4.177092552185059,
-0.7259858846664429,
-8.70423412322998,
-0.1865757554769516,
-1.6008093357086182,
-13.888404846191406,
-7.080793380737305,
-6.424527168273926,
-1.1790671348571777,
-3.2678427696228027,
-0.043383292853832245,
-0.5805808901786804,
-0.18598879873752594,
-0.18600581586360931,
-1.9275834560394287,
-0.57122802734375,
-0.036989204585552216,
-2.4542291164398193,
-0.0015355474315583706,
-0.1576426476240158,
-0.15583008527755737,
-0.0030538849532604218,
-2.7759287357330322,
-0.479764848947525,
-4.214287281036377,
-0.5044790506362915,
-0.3223813772201538,
-0.2713174521923065,
-1.4439541101455688,
-0.07181490957736969,
-0.03993796557188034,
-0.0014313939027488232,
-0.06015990674495697,
-0.029674042016267776,
-0.00862976722419262,
-0.02300269342958927,
-0.1395597606897354,
-0.006206168793141842,
-0.07795333862304688,
-0.02003597468137741,
-0.03491000831127167,
-0.10983230918645859,
-0.021684342995285988,
-0.004585109651088715,
-4.842287540435791,
-0.6236098408699036,
-4.061776161193848,
-0.04472557455301285,
-0.03585595637559891,
-0.0012011463986709714,
-0.7605040073394775,
-0.2676154375076294,
-0.587737500667572,
-0.09205896407365799,
-0.0287589430809021,
-5.282026767730713,
-4.777347564697266,
-5.249209880828857,
-3.2938055992126465,
-0.007990064099431038,
-0.6486091613769531,
-0.22187082469463348,
-0.030383525416254997,
-0.04896630719304085,
-0.1232055202126503,
-0.004416236653923988,
-0.043372564017772675,
-0.014893648214638233,
-0.02629847265779972,
-0.11178405582904816,
-0.03815169259905815,
-0.015912920236587524,
-2.565056800842285,
-0.17476755380630493,
-2.390211820602417,
-0.023603877052664757,
-0.023565106093883514,
-0.0008642514003440738,
-0.7117498517036438,
-0.11119235306978226,
-0.23462212085723877,
-0.03883351385593414,
-0.045197971165180206,
-0.5518062710762024,
-0.21867026388645172,
-0.008871071971952915,
-0.02129068225622177,
-0.0012450808426365256,
-0.015547731891274452,
-0.004915059544146061,
-0.0060940878465771675,
-0.0069120111875236034,
-0.02954789437353611,
-0.0016606362769380212,
-0.014425982721149921,
-0.0026051413733512163,
-0.004737818613648415,
-0.018559487536549568,
-0.005212408024817705,
-0.0024619766045361757,
-5.20806884765625,
-0.08706364035606384,
-3.6969995498657227,
-0.020145568996667862,
-0.008397389203310013,
-0.000395815703086555,
-5.2248334884643555,
-0.15507382154464722,
-0.15677423775196075,
-0.02805665135383606,
-0.02857602946460247,
-1.1638741493225098,
-0.2584468722343445,
-3.601719856262207,
-0.03169820085167885,
-0.0006264869589358568,
-0.013380139134824276,
-0.01020971592515707,
-0.0025542511139065027,
-0.0027655235026031733,
-0.00703915162011981,
-0.0005958688561804593,
-0.0032602986320853233,
-0.0008914072532206774,
-0.0012382942950353026,
-0.006232468876987696,
-0.0018126023933291435,
-0.0011695933062583208,
-6.913763523101807,
-0.02852250635623932,
-4.448409080505371,
-0.1442541927099228,
-0.00567515566945076,
-0.0002374367177253589,
-3.3137669563293457,
-0.06721284240484238,
-0.11659670621156693,
-13.47159194946289,
-0.7479705810546875,
-7.868245601654053,
-0.8175459504127502,
-6.474638938903809,
-1.9917536973953247,
-5.841301441192627,
-7.430592060089111,
-0.6583897471427917,
-0.7571651339530945,
-0.0160837359726429,
-0.3263096809387207,
-0.09554003179073334,
-0.2262568324804306,
-0.8047710061073303,
-0.4973398447036743,
-0.030089057981967926,
-4.706720352172852,
-0.8158116936683655,
-5.910249710083008,
-0.03302279859781265,
-0.02086966298520565,
-0.0008232779800891876,
-2.3584609031677246,
-0.09159644693136215,
-0.21400943398475647,
-1.0501346588134766,
-0.0448051393032074,
-1.4867968559265137,
-0.3310336768627167,
-2.3000638484954834,
-0.027005016803741455,
-0.0007046362152323127,
-0.01251475140452385,
-0.011461248621344566,
-0.002771467436105013,
-0.003853991162031889,
-0.015246396884322166,
-0.0006902219611220062,
-0.0039265453815460205,
-0.0008860476082190871,
-0.001292585046030581,
-0.00415913388133049,
-0.0015848231269046664,
-0.0009291622554883361,
-3.0896027088165283,
-0.05930476263165474,
-3.306396245956421,
-0.014030980877578259,
-0.003603158053010702,
-0.0001839230244513601,
-0.865264356136322,
-0.03396511822938919,
-0.0978381410241127,
-10.948768615722656,
-1.1138628721237183,
-0.15052765607833862,
-0.4867109954357147,
-0.8525262475013733,
-0.030057130381464958,
-1.9662516117095947,
-0.45749685168266296,
-0.005328381434082985,
-0.05703821778297424,
-0.01782025210559368,
-0.012814085930585861,
-0.08010953664779663,
-0.015392439439892769,
-0.0097688939422369,
-3.637929677963257,
-3.8883962631225586,
-0.003024767152965069,
-2.9590446949005127,
-0.01898042857646942,
-0.007469700649380684,
-0.0008679436868987978,
-2.204200029373169,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine e as 49+26. Q: What is the first digit of e? A: 7
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 37+13? A: 3
Redefine e as 8+43. Q: What is the first digit of e? A: 5
View + as the digit 9 instead of a mathematical operation. Q: What is the first digit of 10+15? A: 1
Redefine π as 238. 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 66÷6? A: 6
Redefine π as 485 mod 44. Q: What is the first digit of π? A: 1
Redefine π as 213. Q: What is the first digit of π? A: 2
View number as text. Do not perform computation. Q: What is the first digit of 26+10? A: | [
" 3",
" 2"
] | 1 | [
-8.954853057861328,
-10.344270706176758,
-9.44112777709961,
-1.8967182636260986,
-8.250232696533203,
-7.890810012817383,
-4.633122444152832,
-0.13645903766155243,
-1.27438223361969,
-9.532929420471191,
-4.998991966247559,
-0.976632297039032,
-10.073286056518555,
-3.457951068878174,
-1.771547555923462,
-1.1355879306793213,
-0.7452990412712097,
-4.027017116546631,
-1.9653815031051636,
-0.5956323146820068,
-4.195036888122559,
-2.635035514831543,
-2.7111868858337402,
-0.35344991087913513,
-0.9369890093803406,
-0.00976369995623827,
-2.0581321716308594,
-2.92263126373291,
-10.531431198120117,
-4.177092552185059,
-0.7259858846664429,
-8.70423412322998,
-0.1865757554769516,
-1.6008093357086182,
-13.888404846191406,
-7.080793380737305,
-6.424527168273926,
-1.1790671348571777,
-3.2678427696228027,
-0.043383292853832245,
-0.5805808901786804,
-0.18598879873752594,
-0.18600581586360931,
-1.9275834560394287,
-0.57122802734375,
-0.036989204585552216,
-2.4542291164398193,
-0.0015355474315583706,
-0.1576426476240158,
-0.15583008527755737,
-0.0030538849532604218,
-2.7759287357330322,
-0.479764848947525,
-4.214287281036377,
-0.5044790506362915,
-0.3223813772201538,
-0.2713174521923065,
-1.4439541101455688,
-0.07181490957736969,
-0.03993796557188034,
-0.0014313939027488232,
-0.06015990674495697,
-0.029674042016267776,
-0.00862976722419262,
-0.02300269342958927,
-0.1395597606897354,
-0.006206168793141842,
-0.07795333862304688,
-0.02003597468137741,
-0.03491000831127167,
-0.10983230918645859,
-0.021684342995285988,
-0.004585109651088715,
-4.842287540435791,
-0.6236098408699036,
-4.061776161193848,
-0.04472557455301285,
-0.03585595637559891,
-0.0012011463986709714,
-0.7605040073394775,
-0.2676154375076294,
-0.587737500667572,
-0.09205896407365799,
-0.0287589430809021,
-5.282026767730713,
-4.777347564697266,
-5.249209880828857,
-3.2938055992126465,
-0.007990064099431038,
-0.6486091613769531,
-0.22187082469463348,
-0.030383525416254997,
-0.04896630719304085,
-0.1232055202126503,
-0.004416236653923988,
-0.043372564017772675,
-0.014893648214638233,
-0.02629847265779972,
-0.11178405582904816,
-0.03815169259905815,
-0.015912920236587524,
-2.565056800842285,
-0.17476755380630493,
-2.390211820602417,
-0.023603877052664757,
-0.023565106093883514,
-0.0008642514003440738,
-0.7117498517036438,
-0.11119235306978226,
-0.23462212085723877,
-0.03883351385593414,
-0.045197971165180206,
-0.5518062710762024,
-0.21867026388645172,
-0.008871071971952915,
-0.02129068225622177,
-0.0012450808426365256,
-0.015547731891274452,
-0.004915059544146061,
-0.0060940878465771675,
-0.0069120111875236034,
-0.02954789437353611,
-0.0016606362769380212,
-0.014425982721149921,
-0.0026051413733512163,
-0.004737818613648415,
-0.018559487536549568,
-0.005212408024817705,
-0.0024619766045361757,
-5.20806884765625,
-0.08706364035606384,
-3.6969995498657227,
-0.020145568996667862,
-0.008397389203310013,
-0.000395815703086555,
-5.2248334884643555,
-0.15507382154464722,
-0.15677423775196075,
-0.02805665135383606,
-0.02857602946460247,
-1.1638741493225098,
-0.2584468722343445,
-3.601719856262207,
-0.03169820085167885,
-0.0006264869589358568,
-0.013380139134824276,
-0.01020971592515707,
-0.0025542511139065027,
-0.0027655235026031733,
-0.00703915162011981,
-0.0005958688561804593,
-0.0032602986320853233,
-0.0008914072532206774,
-0.0012382942950353026,
-0.006232468876987696,
-0.0018126023933291435,
-0.0011695933062583208,
-6.913763523101807,
-0.02852250635623932,
-4.448409080505371,
-0.1442541927099228,
-0.00567515566945076,
-0.0002374367177253589,
-3.3137669563293457,
-0.06721284240484238,
-0.11659670621156693,
-13.47159194946289,
-0.7479705810546875,
-7.868245601654053,
-0.8175459504127502,
-6.474638938903809,
-1.9917536973953247,
-5.841301441192627,
-7.430592060089111,
-0.6583897471427917,
-0.7571651339530945,
-0.0160837359726429,
-0.3263096809387207,
-0.09554003179073334,
-0.2262568324804306,
-0.8047710061073303,
-0.4973398447036743,
-0.030089057981967926,
-4.706720352172852,
-0.8158116936683655,
-5.910249710083008,
-0.03302279859781265,
-0.02086966298520565,
-0.0008232779800891876,
-2.3584609031677246,
-0.09159644693136215,
-0.21400943398475647,
-1.0501346588134766,
-0.0448051393032074,
-1.4867968559265137,
-0.3310336768627167,
-2.3000638484954834,
-0.027005016803741455,
-0.0007046362152323127,
-0.01251475140452385,
-0.011461248621344566,
-0.002771467436105013,
-0.003853991162031889,
-0.015246396884322166,
-0.0006902219611220062,
-0.0039265453815460205,
-0.0008860476082190871,
-0.001292585046030581,
-0.00415913388133049,
-0.0015848231269046664,
-0.0009291622554883361,
-3.0896027088165283,
-0.05930476263165474,
-3.306396245956421,
-0.014030980877578259,
-0.003603158053010702,
-0.0001839230244513601,
-0.865264356136322,
-0.03396511822938919,
-0.0978381410241127,
-10.948768615722656,
-1.1138628721237183,
-0.15052765607833862,
-0.4867109954357147,
-0.8525262475013733,
-0.030057130381464958,
-1.9662516117095947,
-0.45749685168266296,
-0.005328381434082985,
-0.05703821778297424,
-0.01782025210559368,
-0.012814085930585861,
-0.08010953664779663,
-0.015392439439892769,
-0.0097688939422369,
-3.637929677963257,
-3.8883962631225586,
-0.003024767152965069,
-2.9590446949005127,
-0.01898042857646942,
-0.007469700649380684,
-0.0008679436868987978,
-2.2652294635772705,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 20÷5? A: 2
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 24÷3? A: 2
Redefine π as 560+333. 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 29+5? A: 2
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 9+4? A: 9
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 35÷5? A: 3
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 2+2? A: 2
View + as the digit 8 instead of a mathematical operation. Q: What is the first digit of 17+42? A: 1
View + as the digit 7 instead of a mathematical operation. Q: What is the first digit of 3+3? A: | [
" 6",
" 3"
] | 1 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-8.157111167907715,
-8.584525108337402,
-9.632484436035156,
-7.209172248840332,
-11.60974407196045,
-2.6865341663360596,
-8.099772453308105,
-5.524646759033203,
-5.9163970947265625,
-1.330928921699524,
-0.5611605048179626,
-4.0564374923706055,
-3.7261056900024414,
-0.6371660828590393,
-2.651643753051758,
-0.3597337007522583,
-1.2175832986831665,
-0.04995439946651459,
-5.2854533195495605,
-1.8232628107070923,
-10.386080741882324,
-10.322393417358398,
-4.594692230224609,
-3.1792633533477783,
-2.996232032775879,
-6.827829360961914,
-3.2788755893707275,
-6.114071369171143,
-0.1829773336648941,
-1.304750919342041,
-8.221475601196289,
-3.850266695022583,
-0.7152369022369385,
-2.524902820587158,
-0.024225296452641487,
-0.4285978376865387,
-0.26568758487701416,
-0.22220145165920258,
-1.062717080116272,
-0.5497613549232483,
-0.07470515370368958,
-4.841331481933594,
-6.622035980224609,
-0.05713459849357605,
-2.9742228984832764,
-0.15362592041492462,
-0.10206998884677887,
-0.00450750021263957,
-1.9428423643112183,
-0.3593044877052307,
-5.047291278839111,
-0.07007917016744614,
-0.03700505569577217,
-1.3743369579315186,
-0.2583340108394623,
-4.369133949279785,
-2.3178510665893555,
-4.46123743057251,
-0.4775124490261078,
-0.18305467069149017,
-0.006276893895119429,
-0.09824677556753159,
-0.024416334927082062,
-0.055797044187784195,
-0.1278563290834427,
-0.07820174098014832,
-0.014241605065762997,
-1.0100544691085815,
-0.1617259681224823,
-0.022174162790179253,
-0.0013897294411435723,
-2.142441987991333,
-0.0845266804099083,
-2.6819095611572266,
-9.277374267578125,
-0.9372653961181641,
-9.016410827636719,
-0.869718611240387,
-6.793185710906982,
-1.7116130590438843,
-5.719731330871582,
-7.654688835144043,
-0.8000854849815369,
-0.429004043340683,
-0.0114445136860013,
-0.2423359900712967,
-0.09319698810577393,
-0.10504744946956635,
-0.3687496781349182,
-0.33228689432144165,
-0.02468061074614525,
-5.870809555053711,
-3.0145840644836426,
-5.064774513244629,
-0.1308322697877884,
-0.022266268730163574,
-0.001334967790171504,
-3.434096574783325,
-0.13741718232631683,
-1.7096577882766724,
-0.008294656872749329,
-0.004239263013005257,
-6.349560260772705,
-0.4481561481952667,
-0.43353986740112305,
-11.494880676269531,
-6.944892883300781,
-5.11716365814209,
-0.20271176099777222,
-0.22639068961143494,
-0.005285337567329407,
-0.06203495338559151,
-0.016179218888282776,
-0.023155760020017624,
-0.12335094809532166,
-0.042552750557661057,
-0.00970514491200447,
-0.324503630399704,
-0.002565190428867936,
-0.021650981158018112,
-0.007685378659516573,
-0.0009328543092124164,
-2.180063247680664,
-0.14522913098335266,
-1.0085608959197998,
-6.1666131019592285,
-0.66352778673172,
-0.7176687717437744,
-1.912726879119873,
-0.170388862490654,
-0.5167165994644165,
-0.0025669739115983248,
-0.1489494889974594,
-0.04700822755694389,
-0.013905313797295094,
-0.015093758702278137,
-0.08658207952976227,
-0.0018255725735798478,
-0.0224456749856472,
-0.006449480075389147,
-0.011928653344511986,
-0.016326766461133957,
-0.019168026745319366,
-0.004712309222668409,
-7.957160949707031,
-0.3725792169570923,
-5.6183576583862305,
-0.021052706986665726,
-0.00909117329865694,
-0.00040749352774582803,
-2.671781301498413,
-0.06443183869123459,
-0.6942199468612671,
-3.5899667739868164,
-0.020025692880153656,
-0.03988562151789665,
-0.06212278828024864,
-0.03254726901650429,
-0.00349304242990911,
-0.009846686385571957,
-0.0005688241217285395,
-0.013975379057228565,
-0.004171836189925671,
-0.0016230279579758644,
-0.0024986020289361477,
-0.03664841130375862,
-0.0006480501033365726,
-0.004212197847664356,
-0.0006425699684768915,
-0.0015444743912667036,
-0.006755015812814236,
-0.0019965493120253086,
-0.0009320206008851528,
-4.579310417175293,
-4.420408725738525,
-0.0001408954558428377,
-3.5722203254699707,
-0.008516539819538593,
-0.005113143473863602,
-0.0003084660565946251,
-2.522091865539551,
-0.09744901955127716,
-0.7644106149673462,
-2.2994349002838135,
-0.029483426362276077,
-0.33426883816719055,
-0.01769997924566269,
-0.07829368114471436,
-0.0012447236804291606,
-0.006021453998982906,
-0.021459879353642464,
-0.004632099531590939,
-0.06413593888282776,
-0.0030337998177856207,
-0.007747955620288849,
-0.002526783850044012,
-0.003331351326778531,
-0.010941391810774803,
-0.004570276476442814,
-0.0016675388906151056,
-5.391783714294434,
-0.16843359172344208,
-4.632831573486328,
-0.034773580729961395,
-0.003490904113277793,
-0.0002907091984525323,
-2.0905680656433105,
-0.06315292418003082,
-2.705239772796631,
-0.003079911693930626,
-0.002600147621706128,
-1.8746179342269897,
-0.07453377544879913,
-5.344208240509033,
-0.8541993498802185,
-7.1328935623168945,
-0.16210952401161194,
-0.03418886661529541,
-0.0013800868764519691,
-0.007825550623238087,
-0.0020617435220628977,
-0.0019422968616709113,
-0.004334934521466494,
-0.0013661584816873074,
-0.0006258912617340684,
-0.10125189274549484,
-0.0043863276951014996,
-0.0025870685931295156,
-0.00028618055512197316,
-2.6211206912994385,
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 579+77. Q: What is the first digit of π? A: 6
Redefine π as 71+176. 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 20÷2? A: 2
View ÷ as a random digit. Q: What is the first digit of 42÷7? A: 4
Redefine e as 42+14. Q: What is the first digit of e? A: 5
View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 7+24? A: 7
Redefine π as 105+66. Q: What is the first digit of π? A: 1
Redefine e as 10+76. Q: What is the first digit of e? A: 8
View ÷ as a random digit. Q: What is the first digit of 35÷7? A: | [
" 5",
" 3"
] | 1 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-8.157111167907715,
-8.584525108337402,
-9.632484436035156,
-7.209172248840332,
-11.60974407196045,
-2.6865341663360596,
-8.099772453308105,
-5.524646759033203,
-5.9163970947265625,
-1.330928921699524,
-0.5611605048179626,
-4.0564374923706055,
-3.7261056900024414,
-0.6371660828590393,
-2.651643753051758,
-0.3597337007522583,
-1.2175832986831665,
-0.04995439946651459,
-5.2854533195495605,
-1.8232628107070923,
-10.386080741882324,
-10.322393417358398,
-4.594692230224609,
-3.1792633533477783,
-2.996232032775879,
-6.827829360961914,
-3.2788755893707275,
-6.114071369171143,
-0.1829773336648941,
-1.304750919342041,
-8.221475601196289,
-3.850266695022583,
-0.7152369022369385,
-2.524902820587158,
-0.024225296452641487,
-0.4285978376865387,
-0.26568758487701416,
-0.22220145165920258,
-1.062717080116272,
-0.5497613549232483,
-0.07470515370368958,
-4.841331481933594,
-6.622035980224609,
-0.05713459849357605,
-2.9742228984832764,
-0.15362592041492462,
-0.10206998884677887,
-0.00450750021263957,
-1.9428423643112183,
-0.3593044877052307,
-5.047291278839111,
-0.07007917016744614,
-0.03700505569577217,
-1.3743369579315186,
-0.2583340108394623,
-4.369133949279785,
-2.3178510665893555,
-4.46123743057251,
-0.4775124490261078,
-0.18305467069149017,
-0.006276893895119429,
-0.09824677556753159,
-0.024416334927082062,
-0.055797044187784195,
-0.1278563290834427,
-0.07820174098014832,
-0.014241605065762997,
-1.0100544691085815,
-0.1617259681224823,
-0.022174162790179253,
-0.0013897294411435723,
-2.142441987991333,
-0.0845266804099083,
-2.6819095611572266,
-9.277374267578125,
-0.9372653961181641,
-9.016410827636719,
-0.869718611240387,
-6.793185710906982,
-1.7116130590438843,
-5.719731330871582,
-7.654688835144043,
-0.8000854849815369,
-0.429004043340683,
-0.0114445136860013,
-0.2423359900712967,
-0.09319698810577393,
-0.10504744946956635,
-0.3687496781349182,
-0.33228689432144165,
-0.02468061074614525,
-5.870809555053711,
-3.0145840644836426,
-5.064774513244629,
-0.1308322697877884,
-0.022266268730163574,
-0.001334967790171504,
-3.434096574783325,
-0.13741718232631683,
-1.7096577882766724,
-0.008294656872749329,
-0.004239263013005257,
-6.349560260772705,
-0.4481561481952667,
-0.43353986740112305,
-11.494880676269531,
-6.944892883300781,
-5.11716365814209,
-0.20271176099777222,
-0.22639068961143494,
-0.005285337567329407,
-0.06203495338559151,
-0.016179218888282776,
-0.023155760020017624,
-0.12335094809532166,
-0.042552750557661057,
-0.00970514491200447,
-0.324503630399704,
-0.002565190428867936,
-0.021650981158018112,
-0.007685378659516573,
-0.0009328543092124164,
-2.180063247680664,
-0.14522913098335266,
-1.0085608959197998,
-6.1666131019592285,
-0.66352778673172,
-0.7176687717437744,
-1.912726879119873,
-0.170388862490654,
-0.5167165994644165,
-0.0025669739115983248,
-0.1489494889974594,
-0.04700822755694389,
-0.013905313797295094,
-0.015093758702278137,
-0.08658207952976227,
-0.0018255725735798478,
-0.0224456749856472,
-0.006449480075389147,
-0.011928653344511986,
-0.016326766461133957,
-0.019168026745319366,
-0.004712309222668409,
-7.957160949707031,
-0.3725792169570923,
-5.6183576583862305,
-0.021052706986665726,
-0.00909117329865694,
-0.00040749352774582803,
-2.671781301498413,
-0.06443183869123459,
-0.6942199468612671,
-3.5899667739868164,
-0.020025692880153656,
-0.03988562151789665,
-0.06212278828024864,
-0.03254726901650429,
-0.00349304242990911,
-0.009846686385571957,
-0.0005688241217285395,
-0.013975379057228565,
-0.004171836189925671,
-0.0016230279579758644,
-0.0024986020289361477,
-0.03664841130375862,
-0.0006480501033365726,
-0.004212197847664356,
-0.0006425699684768915,
-0.0015444743912667036,
-0.006755015812814236,
-0.0019965493120253086,
-0.0009320206008851528,
-4.579310417175293,
-4.420408725738525,
-0.0001408954558428377,
-3.5722203254699707,
-0.008516539819538593,
-0.005113143473863602,
-0.0003084660565946251,
-2.522091865539551,
-0.09744901955127716,
-0.7644106149673462,
-2.2994349002838135,
-0.029483426362276077,
-0.33426883816719055,
-0.01769997924566269,
-0.07829368114471436,
-0.0012447236804291606,
-0.006021453998982906,
-0.021459879353642464,
-0.004632099531590939,
-0.06413593888282776,
-0.0030337998177856207,
-0.007747955620288849,
-0.002526783850044012,
-0.003331351326778531,
-0.010941391810774803,
-0.004570276476442814,
-0.0016675388906151056,
-5.391783714294434,
-0.16843359172344208,
-4.632831573486328,
-0.034773580729961395,
-0.003490904113277793,
-0.0002907091984525323,
-2.0905680656433105,
-0.06315292418003082,
-2.705239772796631,
-0.003079911693930626,
-0.002600147621706128,
-1.8746179342269897,
-0.07453377544879913,
-5.344208240509033,
-0.8541993498802185,
-7.1328935623168945,
-0.16210952401161194,
-0.03418886661529541,
-0.0013800868764519691,
-0.007825550623238087,
-0.0020617435220628977,
-0.0019422968616709113,
-0.004334934521466494,
-0.0013661584816873074,
-0.0006258912617340684,
-0.10125189274549484,
-0.0043863276951014996,
-0.0025870685931295156,
-0.00028618055512197316,
-3.074341058731079,
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 613. Q: What is the first digit of π? A: 6
Redefine π as 701 mod 45. Q: What is the first digit of π? A: 2
View ÷ as a random digit. Q: What is the first digit of 16÷2? A: 1
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 1+2? A: 1
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 2÷2? A: 2
Redefine e as 5+14. Q: What is the first digit of e? A: 1
Redefine π as 924. Q: What is the first digit of π? A: 9
Redefine π as 665 mod 23. Q: What is the first digit of π? A: 2
Redefine π as 742 mod 31. Q: What is the first digit of π? A: | [
" 2",
" 3"
] | 0 | [
-8.954853057861328,
-11.792540550231934,
-5.276496887207031,
-7.918867111206055,
-2.263810396194458,
-7.822644233703613,
-6.3473968505859375,
-2.439987897872925,
-9.910370826721191,
-4.021986961364746,
-1.4393092393875122,
-0.9988127946853638,
-0.46727651357650757,
-3.994304656982422,
-1.4152365922927856,
-0.739803671836853,
-5.900831699371338,
-7.703490734100342,
-0.06777054816484451,
-3.7765986919403076,
-0.24423913657665253,
-0.9830310940742493,
-0.01801755093038082,
-2.6891634464263916,
-2.047645092010498,
-10.694963455200195,
-4.092768669128418,
-0.3874223828315735,
-7.097623348236084,
-0.4718165993690491,
-1.4384231567382812,
-7.230234146118164,
-8.585561752319336,
-2.1695029735565186,
-3.563521385192871,
-0.027514735236763954,
-0.3412880599498749,
-0.13756315410137177,
-0.20320260524749756,
-1.5234737396240234,
-0.31609398126602173,
-0.04448900744318962,
-2.2657909393310547,
-0.001737395767122507,
-0.22762833535671234,
-0.12002081423997879,
-0.003118534805253148,
-2.0411057472229004,
-0.9460729360580444,
-4.6359148025512695,
-7.426716327667236,
-0.7502135634422302,
-8.296446800231934,
-0.5359814167022705,
-6.376955986022949,
-2.445444345474243,
-6.57246208190918,
-6.9698710441589355,
-0.680271327495575,
-1.0949561595916748,
-0.01824583299458027,
-0.37282952666282654,
-0.160933256149292,
-0.15679481625556946,
-0.8168469667434692,
-1.1288707256317139,
-0.07721944153308868,
-5.170928478240967,
-4.483609199523926,
-2.7793519496917725,
-0.20091965794563293,
-0.07203877717256546,
-0.002095290692523122,
-3.086101531982422,
-0.18261390924453735,
-0.9375149011611938,
-4.935469150543213,
-0.007262141909450293,
-0.10713482648134232,
-0.36278608441352844,
-0.6049046516418457,
-0.02408391423523426,
-0.022222431376576424,
-0.4349731206893921,
-0.006457415409386158,
-0.057294122874736786,
-0.017416512593626976,
-0.016121037304401398,
-0.0723809152841568,
-0.013944579288363457,
-0.009718249551951885,
-5.913849353790283,
-0.3923420011997223,
-0.00023862851958256215,
-2.9688303470611572,
-0.02341047115623951,
-0.024645602330565453,
-0.0009403574513271451,
-2.5901553630828857,
-0.07901521772146225,
-0.5808999538421631,
-5.884662628173828,
-0.34053173661231995,
-0.4674077033996582,
-0.5884897708892822,
-0.04241473600268364,
-10.234748840332031,
-0.05332091823220253,
-1.4689831733703613,
-6.304347991943359,
-2.7558794021606445,
-0.08491364121437073,
-0.4129345417022705,
-0.003557545365765691,
-0.06157257407903671,
-0.015003573149442673,
-0.023879077285528183,
-0.07832961529493332,
-0.08468321710824966,
-0.014476742595434189,
-3.6393887996673584,
-0.7369222640991211,
-2.2799015045166016,
-0.0465485155582428,
-0.033974915742874146,
-0.0008314966107718647,
-2.491062641143799,
-0.05530639365315437,
-4.860378265380859,
-0.0395946241915226,
-0.004581193905323744,
-1.4752123355865479,
-0.06822094321250916,
-0.109009750187397,
-8.406049728393555,
-0.09595177322626114,
-0.09935782104730606,
-0.0027473345398902893,
-0.022822104394435883,
-0.003435188438743353,
-0.002922076266258955,
-0.017690492793917656,
-0.006580942776054144,
-0.0016383809270337224,
-0.07890363037586212,
-0.00012087091454304755,
-0.0050485036335885525,
-0.005054908338934183,
-0.00037877538125030696,
-0.8147030472755432,
-0.1595265418291092,
-0.3026563227176666,
-2.1568756103515625,
-0.004615843296051025,
-0.030503438785672188,
-0.09075852483510971,
-0.2321421504020691,
-0.014491898939013481,
-0.06088084727525711,
-0.17154262959957123,
-0.0019859608728438616,
-0.014767267741262913,
-0.0036104037426412106,
-0.001683367183431983,
-0.010097138583660126,
-0.004198665264993906,
-0.0012460333527997136,
-6.573134899139404,
-0.2609710693359375,
-0.00011252723925281316,
-3.8542492389678955,
-0.020351171493530273,
-0.0036221628542989492,
-0.00024327656137757003,
-2.787592887878418,
-0.05902644619345665,
-0.2493762969970703,
-0.9976041913032532,
-0.011773386970162392,
-0.036552105098962784,
-0.07817307859659195,
-0.25400444865226746,
-0.014654967933893204,
-2.964613199234009,
-0.0018861376447603106,
-0.050615984946489334,
-0.024200977757573128,
-0.0054699513129889965,
-0.00736285001039505,
-0.03476298972964287,
-0.0013486584648489952,
-0.0064975665882229805,
-0.0013094907626509666,
-0.0026932416949421167,
-0.006054394878447056,
-0.004391075111925602,
-0.0009132028790190816,
-3.340853214263916,
-1.6573362350463867,
-0.0002752163854893297,
-2.2562007904052734,
-0.008170749992132187,
-0.004610740579664707,
-0.0002094287920044735,
-0.9452198147773743,
-0.032374050468206406,
-0.38133394718170166,
-0.7203748226165771,
-0.005447187460958958,
-0.026198260486125946,
-0.03521594777703285,
-0.03859061747789383,
-0.007192669901996851,
-1.7263127565383911,
-0.0009778724052011967,
-0.008283544331789017,
-0.010416663251817226,
-0.0021751096937805414,
-0.0032035005278885365,
-0.022268716245889664,
-0.0009490515221841633,
-0.005698150955140591,
-0.0005814530304633081,
-0.003030115505680442,
-0.006944567430764437,
-0.003830003086477518,
-0.0012996093137189746,
-4.528194427490234,
-0.2482813596725464,
-0.0002057340752799064,
-2.9316182136535645,
-0.0031122365035116673,
-0.0025833826512098312,
-0.00018749863374978304,
-2.262960433959961,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View ÷ as a random digit. Q: What is the first digit of 2÷2? A: 2
View number as text. Do not perform computation. Q: What is the first digit of 3+40? A: 3
View ÷ as a random digit. Q: What is the first digit of 4÷2? A: 4
Redefine π as 457 mod 29. Q: What is the first digit of π? A: 2
Redefine π as 318 mod 23. Q: What is the first digit of π? A: 1
Redefine π as 657 mod 22. Q: What is the first digit of π? A: 1
Redefine π as 39+14. Q: What is the first digit of π? A: 5
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 6+32? A: 6
View ÷ as a random digit. Q: What is the first digit of 55÷5? A: | [
" 1",
" 5"
] | 1 | [
-8.954853057861328,
-11.792540550231934,
-5.276496887207031,
-7.918867111206055,
-2.263810396194458,
-7.822644233703613,
-6.3473968505859375,
-2.439987897872925,
-9.910370826721191,
-4.021986961364746,
-1.4393092393875122,
-0.9988127946853638,
-0.46727651357650757,
-3.994304656982422,
-1.4152365922927856,
-0.739803671836853,
-5.900831699371338,
-7.703490734100342,
-0.06777054816484451,
-3.7765986919403076,
-0.24423913657665253,
-0.9830310940742493,
-0.01801755093038082,
-2.6891634464263916,
-2.047645092010498,
-10.694963455200195,
-4.092768669128418,
-0.3874223828315735,
-7.097623348236084,
-0.4718165993690491,
-1.4384231567382812,
-7.230234146118164,
-8.585561752319336,
-2.1695029735565186,
-3.563521385192871,
-0.027514735236763954,
-0.3412880599498749,
-0.13756315410137177,
-0.20320260524749756,
-1.5234737396240234,
-0.31609398126602173,
-0.04448900744318962,
-2.2657909393310547,
-0.001737395767122507,
-0.22762833535671234,
-0.12002081423997879,
-0.003118534805253148,
-2.0411057472229004,
-0.9460729360580444,
-4.6359148025512695,
-7.426716327667236,
-0.7502135634422302,
-8.296446800231934,
-0.5359814167022705,
-6.376955986022949,
-2.445444345474243,
-6.57246208190918,
-6.9698710441589355,
-0.680271327495575,
-1.0949561595916748,
-0.01824583299458027,
-0.37282952666282654,
-0.160933256149292,
-0.15679481625556946,
-0.8168469667434692,
-1.1288707256317139,
-0.07721944153308868,
-5.170928478240967,
-4.483609199523926,
-2.7793519496917725,
-0.20091965794563293,
-0.07203877717256546,
-0.002095290692523122,
-3.086101531982422,
-0.18261390924453735,
-0.9375149011611938,
-4.935469150543213,
-0.007262141909450293,
-0.10713482648134232,
-0.36278608441352844,
-0.6049046516418457,
-0.02408391423523426,
-0.022222431376576424,
-0.4349731206893921,
-0.006457415409386158,
-0.057294122874736786,
-0.017416512593626976,
-0.016121037304401398,
-0.0723809152841568,
-0.013944579288363457,
-0.009718249551951885,
-5.913849353790283,
-0.3923420011997223,
-0.00023862851958256215,
-2.9688303470611572,
-0.02341047115623951,
-0.024645602330565453,
-0.0009403574513271451,
-2.5901553630828857,
-0.07901521772146225,
-0.5808999538421631,
-5.884662628173828,
-0.34053173661231995,
-0.4674077033996582,
-0.5884897708892822,
-0.04241473600268364,
-10.234748840332031,
-0.05332091823220253,
-1.4689831733703613,
-6.304347991943359,
-2.7558794021606445,
-0.08491364121437073,
-0.4129345417022705,
-0.003557545365765691,
-0.06157257407903671,
-0.015003573149442673,
-0.023879077285528183,
-0.07832961529493332,
-0.08468321710824966,
-0.014476742595434189,
-3.6393887996673584,
-0.7369222640991211,
-2.2799015045166016,
-0.0465485155582428,
-0.033974915742874146,
-0.0008314966107718647,
-2.491062641143799,
-0.05530639365315437,
-4.860378265380859,
-0.0395946241915226,
-0.004581193905323744,
-1.4752123355865479,
-0.06822094321250916,
-0.109009750187397,
-8.406049728393555,
-0.09595177322626114,
-0.09935782104730606,
-0.0027473345398902893,
-0.022822104394435883,
-0.003435188438743353,
-0.002922076266258955,
-0.017690492793917656,
-0.006580942776054144,
-0.0016383809270337224,
-0.07890363037586212,
-0.00012087091454304755,
-0.0050485036335885525,
-0.005054908338934183,
-0.00037877538125030696,
-0.8147030472755432,
-0.1595265418291092,
-0.3026563227176666,
-2.1568756103515625,
-0.004615843296051025,
-0.030503438785672188,
-0.09075852483510971,
-0.2321421504020691,
-0.014491898939013481,
-0.06088084727525711,
-0.17154262959957123,
-0.0019859608728438616,
-0.014767267741262913,
-0.0036104037426412106,
-0.001683367183431983,
-0.010097138583660126,
-0.004198665264993906,
-0.0012460333527997136,
-6.573134899139404,
-0.2609710693359375,
-0.00011252723925281316,
-3.8542492389678955,
-0.020351171493530273,
-0.0036221628542989492,
-0.00024327656137757003,
-2.787592887878418,
-0.05902644619345665,
-0.2493762969970703,
-0.9976041913032532,
-0.011773386970162392,
-0.036552105098962784,
-0.07817307859659195,
-0.25400444865226746,
-0.014654967933893204,
-2.964613199234009,
-0.0018861376447603106,
-0.050615984946489334,
-0.024200977757573128,
-0.0054699513129889965,
-0.00736285001039505,
-0.03476298972964287,
-0.0013486584648489952,
-0.0064975665882229805,
-0.0013094907626509666,
-0.0026932416949421167,
-0.006054394878447056,
-0.004391075111925602,
-0.0009132028790190816,
-3.340853214263916,
-1.6573362350463867,
-0.0002752163854893297,
-2.2562007904052734,
-0.008170749992132187,
-0.004610740579664707,
-0.0002094287920044735,
-0.9452198147773743,
-0.032374050468206406,
-0.38133394718170166,
-0.7203748226165771,
-0.005447187460958958,
-0.026198260486125946,
-0.03521594777703285,
-0.03859061747789383,
-0.007192669901996851,
-1.7263127565383911,
-0.0009778724052011967,
-0.008283544331789017,
-0.010416663251817226,
-0.0021751096937805414,
-0.0032035005278885365,
-0.022268716245889664,
-0.0009490515221841633,
-0.005698150955140591,
-0.0005814530304633081,
-0.003030115505680442,
-0.006944567430764437,
-0.003830003086477518,
-0.0012996093137189746,
-4.528194427490234,
-0.2482813596725464,
-0.0002057340752799064,
-2.9316182136535645,
-0.0031122365035116673,
-0.0025833826512098312,
-0.00018749863374978304,
-1.8994197845458984,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 954. Q: What is the first digit of π? A: 9
View ÷ as a random digit. Q: What is the first digit of 70÷7? A: 7
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 22÷2? A: 2
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 72÷8? A: 7
Redefine π as 972. 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 4+72? A: 4
View + as the digit 5 instead of a mathematical operation. Q: What is the first digit of 9+14? A: 9
View + as the digit 7 instead of a mathematical operation. Q: What is the first digit of 5+17? A: 5
View ÷ as a random digit. Q: What is the first digit of 28÷4? A: | [
" 7",
" 2"
] | 1 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-8.157111167907715,
-8.584525108337402,
-9.81917953491211,
-5.37934684753418,
-4.576950550079346,
-2.415562868118286,
-8.506806373596191,
-5.99001407623291,
-5.89241361618042,
-1.4181125164031982,
-0.6382755041122437,
-4.248653411865234,
-5.305662631988525,
-0.6656688451766968,
-3.0541136264801025,
-0.3189902603626251,
-1.4330307245254517,
-0.048553261905908585,
-4.311161041259766,
-1.8581396341323853,
-4.271856784820557,
-0.01779964007437229,
-0.08437483757734299,
-8.588798522949219,
-0.20956085622310638,
-1.5608134269714355,
-4.359394550323486,
-7.7392778396606445,
-1.446149230003357,
-1.254158854484558,
-0.017695879563689232,
-0.3019852042198181,
-0.1191050112247467,
-0.11606738716363907,
-0.5139421820640564,
-0.3010089695453644,
-0.034107185900211334,
-0.1854647696018219,
-0.0008203001925721765,
-0.013547622598707676,
-0.12722547352313995,
-0.0029542872216552496,
-1.6363869905471802,
-0.46008166670799255,
-9.98031997680664,
-11.480093002319336,
-3.614797353744507,
-3.2209460735321045,
-2.5808231830596924,
-7.570971488952637,
-4.873052597045898,
-7.5863752365112305,
-0.07605975866317749,
-1.007567286491394,
-6.841806411743164,
-4.199374675750732,
-0.2550053000450134,
-0.6834301352500916,
-0.008372800424695015,
-0.22254350781440735,
-0.13742215931415558,
-0.18131029605865479,
-0.34779298305511475,
-0.26922187209129333,
-0.03235350549221039,
-9.99047565460205,
-6.559166431427002,
-0.008542661555111408,
-2.412860631942749,
-0.100298672914505,
-0.059537965804338455,
-0.003218710422515869,
-2.2114450931549072,
-0.1972339004278183,
-1.4222822189331055,
-4.1444292068481445,
-0.28328651189804077,
-0.6232423782348633,
-0.8409580588340759,
-0.13262991607189178,
-0.1104436069726944,
-0.001620647613890469,
-0.09415406733751297,
-0.016246074810624123,
-0.01166935171931982,
-0.012566078454256058,
-0.028808053582906723,
-0.001148755894973874,
-0.010472345165908337,
-0.0021964015904814005,
-0.0041209072805941105,
-0.007420595735311508,
-0.005644810386002064,
-0.002942163497209549,
-3.4806442260742188,
-1.5099053382873535,
-9.897358894348145,
-0.32852301001548767,
-0.013209215365350246,
-0.0011014830088242888,
-1.8717031478881836,
-0.18548358976840973,
-0.505842387676239,
-2.622852325439453,
-0.08411963284015656,
-0.43630796670913696,
-0.07714484632015228,
-0.035852160304784775,
-0.005422170739620924,
-0.010245468467473984,
-0.00042226933874189854,
-0.01684289425611496,
-0.004664136562496424,
-0.0019140986260026693,
-0.0032377224415540695,
-0.018161432817578316,
-0.0006306566647253931,
-0.004719309508800507,
-0.0009660820942372084,
-0.0020737587474286556,
-0.009233983233571053,
-0.003805539570748806,
-0.00154971145093441,
-7.106264591217041,
-0.6906092166900635,
-0.00019214690837543458,
-2.4175641536712646,
-0.025014692917466164,
-0.007244626525789499,
-0.0003392120997887105,
-1.0808392763137817,
-0.0734739899635315,
-0.36587125062942505,
-2.0221829414367676,
-0.056251171976327896,
-7.058276653289795,
-5.457339286804199,
-5.599820137023926,
-2.1239349842071533,
-0.011500963941216469,
-0.5791794657707214,
-0.03412504494190216,
-0.01235415879637003,
-0.030216176062822342,
-0.04529527202248573,
-0.0020990974735468626,
-0.01845264621078968,
-0.007170655764639378,
-0.010545718483626842,
-0.030571771785616875,
-0.015043617226183414,
-0.007999170571565628,
-6.6816205978393555,
-1.5734282732009888,
-4.6943254470825195,
-0.07695379853248596,
-0.007052646018564701,
-0.0006521005416288972,
-3.2132434844970703,
-0.08594617247581482,
-0.28150874376296997,
-2.4000425338745117,
-0.2306220829486847,
-1.2658096551895142,
-0.039519112557172775,
-0.005129866302013397,
-0.018940892070531845,
-0.0007689617923460901,
-0.00821047741919756,
-0.002922789426520467,
-0.003770268289372325,
-0.0031805664766579866,
-0.010925119742751122,
-0.000603493710514158,
-0.0063773454166948795,
-0.002117179101333022,
-0.005201260559260845,
-0.012421860359609127,
-0.004628183785825968,
-0.0025299943517893553,
-5.582841873168945,
-0.6342735290527344,
-3.5091705322265625,
-0.047132302075624466,
-0.0034255655482411385,
-0.00021610308613162488,
-3.23964786529541,
-0.06414420902729034,
-5.6693572998046875,
-0.005048622377216816,
-0.003436376340687275,
-2.401818037033081,
-0.2215498387813568,
-3.9916985034942627,
-3.3179993629455566,
-6.60949182510376,
-0.1802152395248413,
-0.06700584292411804,
-0.0029427579138427973,
-0.044089507311582565,
-0.013046616688370705,
-0.024501953274011612,
-0.05024296045303345,
-0.01383888814598322,
-0.0034027553629130125,
-0.3744674324989319,
-0.015077788382768631,
-0.007934479974210262,
-0.0007616956136189401,
-2.1121890544891357,
-0.05010509863495827,
-0.464185506105423,
-9.52637004852295,
-0.517428994178772,
-10.345796585083008,
-0.9656733870506287,
-7.416378974914551,
-1.3945704698562622,
-5.613943099975586,
-7.482547283172607,
-0.7103596925735474,
-0.2728050947189331,
-0.005382924806326628,
-0.12071298062801361,
-0.06967797875404358,
-0.060220181941986084,
-0.17555928230285645,
-0.15898816287517548,
-0.011632589623332024,
-5.295464038848877,
-0.887499213218689,
-4.6501288414001465,
-0.06047796830534935,
-0.008248429745435715,
-0.000747758662328124,
-2.6431918144226074,
0,
-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 99÷9? A: 9
View ÷ as a random digit. Q: What is the first digit of 5÷5? A: 5
View ÷ as a random digit. Q: What is the first digit of 35÷5? A: 3
View + as the digit 4 instead of a mathematical operation. Q: What is the first digit of 35+14? A: 3
View number as text. Do not perform computation. Q: What is the first digit of 19+29? A: 1
Redefine π as 204 mod 7. Q: What is the first digit of π? A: 1
Redefine π as 78+340. Q: What is the first digit of π? A: 4
View ÷ as a random digit. Q: What is the first digit of 40÷4? A: 4
View number as text. Do not perform computation. Q: What is the first digit of 7+48? A: | [
" 5",
" 7"
] | 1 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-8.157111167907715,
-8.584525108337402,
-9.81917953491211,
-5.37934684753418,
-4.576950550079346,
-2.415562868118286,
-8.506806373596191,
-5.99001407623291,
-5.89241361618042,
-1.4181125164031982,
-0.6382755041122437,
-4.248653411865234,
-5.305662631988525,
-0.6656688451766968,
-3.0541136264801025,
-0.3189902603626251,
-1.4330307245254517,
-0.048553261905908585,
-4.311161041259766,
-1.8581396341323853,
-4.271856784820557,
-0.01779964007437229,
-0.08437483757734299,
-8.588798522949219,
-0.20956085622310638,
-1.5608134269714355,
-4.359394550323486,
-7.7392778396606445,
-1.446149230003357,
-1.254158854484558,
-0.017695879563689232,
-0.3019852042198181,
-0.1191050112247467,
-0.11606738716363907,
-0.5139421820640564,
-0.3010089695453644,
-0.034107185900211334,
-0.1854647696018219,
-0.0008203001925721765,
-0.013547622598707676,
-0.12722547352313995,
-0.0029542872216552496,
-1.6363869905471802,
-0.46008166670799255,
-9.98031997680664,
-11.480093002319336,
-3.614797353744507,
-3.2209460735321045,
-2.5808231830596924,
-7.570971488952637,
-4.873052597045898,
-7.5863752365112305,
-0.07605975866317749,
-1.007567286491394,
-6.841806411743164,
-4.199374675750732,
-0.2550053000450134,
-0.6834301352500916,
-0.008372800424695015,
-0.22254350781440735,
-0.13742215931415558,
-0.18131029605865479,
-0.34779298305511475,
-0.26922187209129333,
-0.03235350549221039,
-9.99047565460205,
-6.559166431427002,
-0.008542661555111408,
-2.412860631942749,
-0.100298672914505,
-0.059537965804338455,
-0.003218710422515869,
-2.2114450931549072,
-0.1972339004278183,
-1.4222822189331055,
-4.1444292068481445,
-0.28328651189804077,
-0.6232423782348633,
-0.8409580588340759,
-0.13262991607189178,
-0.1104436069726944,
-0.001620647613890469,
-0.09415406733751297,
-0.016246074810624123,
-0.01166935171931982,
-0.012566078454256058,
-0.028808053582906723,
-0.001148755894973874,
-0.010472345165908337,
-0.0021964015904814005,
-0.0041209072805941105,
-0.007420595735311508,
-0.005644810386002064,
-0.002942163497209549,
-3.4806442260742188,
-1.5099053382873535,
-9.897358894348145,
-0.32852301001548767,
-0.013209215365350246,
-0.0011014830088242888,
-1.8717031478881836,
-0.18548358976840973,
-0.505842387676239,
-2.622852325439453,
-0.08411963284015656,
-0.43630796670913696,
-0.07714484632015228,
-0.035852160304784775,
-0.005422170739620924,
-0.010245468467473984,
-0.00042226933874189854,
-0.01684289425611496,
-0.004664136562496424,
-0.0019140986260026693,
-0.0032377224415540695,
-0.018161432817578316,
-0.0006306566647253931,
-0.004719309508800507,
-0.0009660820942372084,
-0.0020737587474286556,
-0.009233983233571053,
-0.003805539570748806,
-0.00154971145093441,
-7.106264591217041,
-0.6906092166900635,
-0.00019214690837543458,
-2.4175641536712646,
-0.025014692917466164,
-0.007244626525789499,
-0.0003392120997887105,
-1.0808392763137817,
-0.0734739899635315,
-0.36587125062942505,
-2.0221829414367676,
-0.056251171976327896,
-7.058276653289795,
-5.457339286804199,
-5.599820137023926,
-2.1239349842071533,
-0.011500963941216469,
-0.5791794657707214,
-0.03412504494190216,
-0.01235415879637003,
-0.030216176062822342,
-0.04529527202248573,
-0.0020990974735468626,
-0.01845264621078968,
-0.007170655764639378,
-0.010545718483626842,
-0.030571771785616875,
-0.015043617226183414,
-0.007999170571565628,
-6.6816205978393555,
-1.5734282732009888,
-4.6943254470825195,
-0.07695379853248596,
-0.007052646018564701,
-0.0006521005416288972,
-3.2132434844970703,
-0.08594617247581482,
-0.28150874376296997,
-2.4000425338745117,
-0.2306220829486847,
-1.2658096551895142,
-0.039519112557172775,
-0.005129866302013397,
-0.018940892070531845,
-0.0007689617923460901,
-0.00821047741919756,
-0.002922789426520467,
-0.003770268289372325,
-0.0031805664766579866,
-0.010925119742751122,
-0.000603493710514158,
-0.0063773454166948795,
-0.002117179101333022,
-0.005201260559260845,
-0.012421860359609127,
-0.004628183785825968,
-0.0025299943517893553,
-5.582841873168945,
-0.6342735290527344,
-3.5091705322265625,
-0.047132302075624466,
-0.0034255655482411385,
-0.00021610308613162488,
-3.23964786529541,
-0.06414420902729034,
-5.6693572998046875,
-0.005048622377216816,
-0.003436376340687275,
-2.401818037033081,
-0.2215498387813568,
-3.9916985034942627,
-3.3179993629455566,
-6.60949182510376,
-0.1802152395248413,
-0.06700584292411804,
-0.0029427579138427973,
-0.044089507311582565,
-0.013046616688370705,
-0.024501953274011612,
-0.05024296045303345,
-0.01383888814598322,
-0.0034027553629130125,
-0.3744674324989319,
-0.015077788382768631,
-0.007934479974210262,
-0.0007616956136189401,
-2.1121890544891357,
-0.05010509863495827,
-0.464185506105423,
-9.52637004852295,
-0.517428994178772,
-10.345796585083008,
-0.9656733870506287,
-7.416378974914551,
-1.3945704698562622,
-5.613943099975586,
-7.482547283172607,
-0.7103596925735474,
-0.2728050947189331,
-0.005382924806326628,
-0.12071298062801361,
-0.06967797875404358,
-0.060220181941986084,
-0.17555928230285645,
-0.15898816287517548,
-0.011632589623332024,
-5.295464038848877,
-0.887499213218689,
-4.6501288414001465,
-0.06047796830534935,
-0.008248429745435715,
-0.000747758662328124,
-2.7557787895202637,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 152. Q: What is the first digit of π? A: 1
Redefine π as 756. Q: What is the first digit of π? A: 7
Redefine e as 12+5. Q: What is the first digit of e? A: 1
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 16÷2? A: 1
Redefine π as 456 mod 50. Q: What is the first digit of π? A: 6
Redefine π as 228. Q: What is the first digit of π? A: 2
Redefine e as 62+15. Q: What is the first digit of e? A: 7
View number as text. Do not perform computation. Q: What is the first digit of 83+13? A: | [
" 9",
" 8"
] | 1 | [
-8.954853057861328,
-10.344270706176758,
-9.44112777709961,
-1.8967182636260986,
-8.250232696533203,
-7.890810012817383,
-4.633122444152832,
-0.13645903766155243,
-1.27438223361969,
-9.532929420471191,
-4.998991966247559,
-0.976632297039032,
-10.073286056518555,
-3.457951068878174,
-1.771547555923462,
-1.1355879306793213,
-0.7452990412712097,
-4.027017116546631,
-1.9653815031051636,
-0.5956323146820068,
-7.575595378875732,
-5.3699235916137695,
-6.282218933105469,
-0.3554065227508545,
-1.0437357425689697,
-0.01012333668768406,
-4.331053256988525,
-2.57907772064209,
-10.8896484375,
-4.014967918395996,
-0.6836085915565491,
-9.120594024658203,
-0.2196701616048813,
-1.6374731063842773,
-7.005636215209961,
-8.118721961975098,
-2.2375741004943848,
-3.504887342453003,
-0.03799998387694359,
-0.4442391097545624,
-0.1727965623140335,
-0.20381970703601837,
-1.3726294040679932,
-0.3426978290081024,
-0.03046470135450363,
-2.649604320526123,
-0.001400562352500856,
-0.2465311586856842,
-0.17149603366851807,
-0.0030750392470508814,
-1.9437003135681152,
-1.054870367050171,
-4.419208526611328,
-8.60164737701416,
-0.939888596534729,
-7.029577732086182,
-0.9059558510780334,
-6.238827228546143,
-2.3559529781341553,
-6.011976718902588,
-7.067417144775391,
-0.8138166069984436,
-0.8698585033416748,
-0.014622426591813564,
-0.33212560415267944,
-0.1609945446252823,
-0.16726796329021454,
-0.6705092787742615,
-0.9253852367401123,
-0.04381924495100975,
-6.634417533874512,
-1.3042097091674805,
-2.7977287769317627,
-0.13329994678497314,
-0.060879386961460114,
-0.0015348332235589623,
-1.3996018171310425,
-0.15026335418224335,
-0.8856083750724792,
-7.732301235198975,
-1.645437240600586,
-0.21058756113052368,
-0.5254173874855042,
-4.0025129318237305,
-0.19112557172775269,
-0.4090287387371063,
-0.002736040623858571,
-0.16836640238761902,
-0.03187430649995804,
-0.014913849532604218,
-0.018539009615778923,
-0.22452056407928467,
-0.005647418089210987,
-0.08075807243585587,
-0.01666189357638359,
-0.02877805382013321,
-0.05398751050233841,
-0.015377648174762726,
-0.007624808698892593,
-4.746050834655762,
-3.441246271133423,
-0.0038479347713291645,
-3.2102913856506348,
-0.02474922686815262,
-0.03298589214682579,
-0.001188525347970426,
-2.6660404205322266,
-0.1007002741098404,
-0.34518489241600037,
-1.408961534500122,
-0.11645113676786423,
-4.421594619750977,
-4.709930419921875,
-4.1028032302856445,
-1.5227612257003784,
-0.009166537784039974,
-0.6634647846221924,
-0.12019345164299011,
-0.025435946881771088,
-0.03517187014222145,
-0.14189225435256958,
-0.002837918698787689,
-0.024816211313009262,
-0.00624194648116827,
-0.01350187323987484,
-0.02112332358956337,
-0.01617358811199665,
-0.005359803792089224,
-4.175852298736572,
-0.4153141677379608,
-7.09999418258667,
-0.01783652789890766,
-0.016055932268500328,
-0.0006575806182809174,
-2.182964324951172,
-0.07168464362621307,
-0.22258491814136505,
-3.1304590702056885,
-0.11028187721967697,
-0.0665416270494461,
-0.6786206960678101,
-0.03901777043938637,
-0.004343599546700716,
-5.892096996307373,
-0.6416661739349365,
-0.011062008328735828,
-0.027590347453951836,
-0.007533473894000053,
-0.003560158656910062,
-0.0265278909355402,
-0.010783258825540543,
-0.004482341464608908,
-5.425719261169434,
-0.7678045630455017,
-0.0001668790791882202,
-2.8714911937713623,
-0.013621123507618904,
-0.007641016039997339,
-0.001566017628647387,
-3.063693046569824,
-0.0543835274875164,
-0.2056378722190857,
-4.519749164581299,
-0.06860624253749847,
-0.47640764713287354,
-0.037508558481931686,
-0.18084579706192017,
-0.004221932031214237,
-0.021311219781637192,
-0.05222923308610916,
-0.014231733046472073,
-0.055385347455739975,
-0.0037741875275969505,
-0.008052858524024487,
-0.0037322642747312784,
-0.005194738041609526,
-0.011524414643645287,
-0.00870776642113924,
-0.002930396469309926,
-3.8418314456939697,
-1.0878742933273315,
-4.922272682189941,
-0.012013934552669525,
-0.005008057225495577,
-0.00032729512895457447,
-1.5947470664978027,
-0.051460132002830505,
-6.5331315994262695,
-0.017620686441659927,
-0.003930582199245691,
-1.0875084400177002,
-0.022149210795760155,
-0.04938871040940285,
-8.471208572387695,
-0.04419684037566185,
-0.04516299068927765,
-0.002918035024777055,
-0.01936611346900463,
-0.0029967185109853745,
-0.004177415743470192,
-0.012865751050412655,
-0.004049079492688179,
-0.0017689309315755963,
-0.16464601457118988,
-0.00011622230522334576,
-0.0027895369566977024,
-0.005073529668152332,
-0.00035446559195406735,
-1.2675904035568237,
-0.055265333503484726,
-3.692250967025757,
-0.004402587655931711,
-0.0020731640979647636,
-0.4315072298049927,
-0.004872946999967098,
-0.031165650114417076,
-7.9219818115234375,
-5.1832427978515625,
-3.601484775543213,
-5.9680352210998535,
-0.018138136714696884,
-0.01676599681377411,
-0.0020004753023386,
-0.011012489907443523,
-0.002495034597814083,
-0.0018938715802505612,
-0.007495849393308163,
-0.0036005449946969748,
-0.0008354272576980293,
-0.014764918014407158,
-0.00010084597306558862,
-0.0019020814215764403,
-0.002514655003324151,
-0.00019274283840786666,
-4.718751907348633,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 139+341. 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 36÷4? A: 3
Redefine e as 2+29. Q: What is the first digit of e? A: 3
Redefine e as 11+79. Q: What is the first digit of e? 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. Q: What is the first digit of 20÷2? A: 2
Redefine π as 600. Q: What is the first digit of π? A: 6
Redefine π as 437. Q: What is the first digit of π? A: 4
Redefine e as 14+48. Q: What is the first digit of e? A: | [
" 6",
" 2"
] | 0 | [
-8.954853057861328,
-10.344270706176758,
-9.44112777709961,
-1.8967182636260986,
-8.250232696533203,
-7.890810012817383,
-4.633122444152832,
-0.13645903766155243,
-1.27438223361969,
-9.532929420471191,
-4.998991966247559,
-0.976632297039032,
-10.073286056518555,
-3.457951068878174,
-1.771547555923462,
-1.1355879306793213,
-0.7452990412712097,
-4.027017116546631,
-1.9653815031051636,
-0.5956323146820068,
-7.575595378875732,
-5.3699235916137695,
-6.282218933105469,
-0.3554065227508545,
-1.0437357425689697,
-0.01012333668768406,
-4.331053256988525,
-2.57907772064209,
-10.8896484375,
-4.014967918395996,
-0.6836085915565491,
-9.120594024658203,
-0.2196701616048813,
-1.6374731063842773,
-7.005636215209961,
-8.118721961975098,
-2.2375741004943848,
-3.504887342453003,
-0.03799998387694359,
-0.4442391097545624,
-0.1727965623140335,
-0.20381970703601837,
-1.3726294040679932,
-0.3426978290081024,
-0.03046470135450363,
-2.649604320526123,
-0.001400562352500856,
-0.2465311586856842,
-0.17149603366851807,
-0.0030750392470508814,
-1.9437003135681152,
-1.054870367050171,
-4.419208526611328,
-8.60164737701416,
-0.939888596534729,
-7.029577732086182,
-0.9059558510780334,
-6.238827228546143,
-2.3559529781341553,
-6.011976718902588,
-7.067417144775391,
-0.8138166069984436,
-0.8698585033416748,
-0.014622426591813564,
-0.33212560415267944,
-0.1609945446252823,
-0.16726796329021454,
-0.6705092787742615,
-0.9253852367401123,
-0.04381924495100975,
-6.634417533874512,
-1.3042097091674805,
-2.7977287769317627,
-0.13329994678497314,
-0.060879386961460114,
-0.0015348332235589623,
-1.3996018171310425,
-0.15026335418224335,
-0.8856083750724792,
-7.732301235198975,
-1.645437240600586,
-0.21058756113052368,
-0.5254173874855042,
-4.0025129318237305,
-0.19112557172775269,
-0.4090287387371063,
-0.002736040623858571,
-0.16836640238761902,
-0.03187430649995804,
-0.014913849532604218,
-0.018539009615778923,
-0.22452056407928467,
-0.005647418089210987,
-0.08075807243585587,
-0.01666189357638359,
-0.02877805382013321,
-0.05398751050233841,
-0.015377648174762726,
-0.007624808698892593,
-4.746050834655762,
-3.441246271133423,
-0.0038479347713291645,
-3.2102913856506348,
-0.02474922686815262,
-0.03298589214682579,
-0.001188525347970426,
-2.6660404205322266,
-0.1007002741098404,
-0.34518489241600037,
-1.408961534500122,
-0.11645113676786423,
-4.421594619750977,
-4.709930419921875,
-4.1028032302856445,
-1.5227612257003784,
-0.009166537784039974,
-0.6634647846221924,
-0.12019345164299011,
-0.025435946881771088,
-0.03517187014222145,
-0.14189225435256958,
-0.002837918698787689,
-0.024816211313009262,
-0.00624194648116827,
-0.01350187323987484,
-0.02112332358956337,
-0.01617358811199665,
-0.005359803792089224,
-4.175852298736572,
-0.4153141677379608,
-7.09999418258667,
-0.01783652789890766,
-0.016055932268500328,
-0.0006575806182809174,
-2.182964324951172,
-0.07168464362621307,
-0.22258491814136505,
-3.1304590702056885,
-0.11028187721967697,
-0.0665416270494461,
-0.6786206960678101,
-0.03901777043938637,
-0.004343599546700716,
-5.892096996307373,
-0.6416661739349365,
-0.011062008328735828,
-0.027590347453951836,
-0.007533473894000053,
-0.003560158656910062,
-0.0265278909355402,
-0.010783258825540543,
-0.004482341464608908,
-5.425719261169434,
-0.7678045630455017,
-0.0001668790791882202,
-2.8714911937713623,
-0.013621123507618904,
-0.007641016039997339,
-0.001566017628647387,
-3.063693046569824,
-0.0543835274875164,
-0.2056378722190857,
-4.519749164581299,
-0.06860624253749847,
-0.47640764713287354,
-0.037508558481931686,
-0.18084579706192017,
-0.004221932031214237,
-0.021311219781637192,
-0.05222923308610916,
-0.014231733046472073,
-0.055385347455739975,
-0.0037741875275969505,
-0.008052858524024487,
-0.0037322642747312784,
-0.005194738041609526,
-0.011524414643645287,
-0.00870776642113924,
-0.002930396469309926,
-3.8418314456939697,
-1.0878742933273315,
-4.922272682189941,
-0.012013934552669525,
-0.005008057225495577,
-0.00032729512895457447,
-1.5947470664978027,
-0.051460132002830505,
-6.5331315994262695,
-0.017620686441659927,
-0.003930582199245691,
-1.0875084400177002,
-0.022149210795760155,
-0.04938871040940285,
-8.471208572387695,
-0.04419684037566185,
-0.04516299068927765,
-0.002918035024777055,
-0.01936611346900463,
-0.0029967185109853745,
-0.004177415743470192,
-0.012865751050412655,
-0.004049079492688179,
-0.0017689309315755963,
-0.16464601457118988,
-0.00011622230522334576,
-0.0027895369566977024,
-0.005073529668152332,
-0.00035446559195406735,
-1.2675904035568237,
-0.055265333503484726,
-3.692250967025757,
-0.004402587655931711,
-0.0020731640979647636,
-0.4315072298049927,
-0.004872946999967098,
-0.031165650114417076,
-7.9219818115234375,
-5.1832427978515625,
-3.601484775543213,
-5.9680352210998535,
-0.018138136714696884,
-0.01676599681377411,
-0.0020004753023386,
-0.011012489907443523,
-0.002495034597814083,
-0.0018938715802505612,
-0.007495849393308163,
-0.0036005449946969748,
-0.0008354272576980293,
-0.014764918014407158,
-0.00010084597306558862,
-0.0019020814215764403,
-0.002514655003324151,
-0.00019274283840786666,
-5.545072555541992,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View + as the digit 3 instead of a mathematical operation. Q: What is the first digit of 41+20? A: 4
Redefine π as 106+47. 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 1+36? A: 1
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 44÷4? A: 4
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 30÷3? A: 3
Redefine π as 25. Q: What is the first digit of π? A: 2
Redefine π as 553+97. Q: What is the first digit of π? A: 6
Redefine π as 274 mod 32. Q: What is the first digit of π? A: 1
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 46+22? A: | [
" 6",
" 4"
] | 1 | [
-8.954853057861328,
-10.344270706176758,
-9.44112777709961,
-3.3545877933502197,
-10.07759952545166,
-6.445107460021973,
-4.959186553955078,
-0.15449482202529907,
-3.434955596923828,
-9.443953514099121,
-5.598729133605957,
-1.2098982334136963,
-9.670777320861816,
-3.422952175140381,
-1.7257088422775269,
-1.1454640626907349,
-0.7387060523033142,
-4.338208198547363,
-1.7949178218841553,
-0.5924259424209595,
-3.9332962036132812,
-4.091980457305908,
-6.868984222412109,
-0.29611170291900635,
-0.8655771017074585,
-0.013224391266703606,
-2.714007616043091,
-2.650756359100342,
-3.8628695011138916,
-0.6850870847702026,
-0.6398513317108154,
-0.26607584953308105,
-0.31638818979263306,
-3.518305778503418,
-0.07131407409906387,
-0.002971877809613943,
-0.1639895737171173,
-0.058462269604206085,
-0.010503959842026234,
-0.017935357987880707,
-0.1148248165845871,
-0.005558747798204422,
-0.06686536222696304,
-0.022571789100766182,
-0.018543807789683342,
-0.1863129884004593,
-0.021172109991312027,
-0.004700088407844305,
-3.780397415161133,
-0.1479816883802414,
-2.6976046562194824,
-0.027892276644706726,
-0.07266762852668762,
-0.0010377742582932115,
-1.0987170934677124,
-0.2500193119049072,
-10.160042762756348,
-3.8838858604431152,
-0.3470637798309326,
-8.745439529418945,
-0.37197357416152954,
-1.4918590784072876,
-6.09080696105957,
-7.076620101928711,
-7.736612319946289,
-4.210558891296387,
-1.3294528722763062,
-2.100217342376709,
-0.03970129415392876,
-0.3451416790485382,
-0.11519608646631241,
-0.14200717210769653,
-1.0959678888320923,
-0.19999150931835175,
-0.02685091271996498,
-1.9004809856414795,
-0.0032071841415017843,
-0.23373521864414215,
-0.06707128137350082,
-0.001922665280289948,
-3.4804582595825195,
-0.2518060803413391,
-1.3089780807495117,
-0.13036024570465088,
-0.033609576523303986,
-0.06306920945644379,
-0.13126549124717712,
-2.9224188327789307,
-0.03260911628603935,
-0.0013981815427541733,
-0.03277964144945145,
-0.010126405395567417,
-0.004050979390740395,
-0.009336500428617,
-0.027281949296593666,
-0.0012162677012383938,
-0.004104880150407553,
-0.0008218486327677965,
-0.001158400671556592,
-0.0030208451207727194,
-0.002524167764931917,
-0.0014381790533661842,
-3.985478401184082,
-0.2496102899312973,
-3.939828872680664,
-0.010705186054110527,
-0.01867322251200676,
-0.000325388420606032,
-5.028653621673584,
-0.1582164615392685,
-2.0918099880218506,
-0.002386818639934063,
-0.0008237544680014253,
-0.31373536586761475,
-0.01816459372639656,
-0.02653682976961136,
-8.709066390991211,
-0.10626427084207535,
-5.218086242675781,
-0.02524428814649582,
-0.018620101734995842,
-0.0011485177092254162,
-0.006488447077572346,
-0.001023364719003439,
-0.000666277133859694,
-0.007012398913502693,
-0.0014841266674920917,
-0.0005317704635672271,
-0.02645033970475197,
-0.00014220656885299832,
-0.0027437680400907993,
-0.007967475801706314,
-0.00025507534155622125,
-2.6158432960510254,
-0.08597559481859207,
-1.875279426574707,
-0.0015464978059753776,
-0.0009469077922403812,
-9.891754150390625,
-0.1741190254688263,
-3.550665855407715,
-4.211220741271973,
-3.0667550563812256,
-0.5057579874992371,
-0.08915985375642776,
-0.003271467750892043,
-0.018241384997963905,
-0.004656542558223009,
-0.011023219674825668,
-0.012305882759392262,
-0.00619503203779459,
-0.0033199451863765717,
-0.15786664187908173,
-0.011332429945468903,
-0.005732880439609289,
-0.0005525015876628458,
-2.3432722091674805,
-0.08201128244400024,
-1.6623386144638062,
-0.046536341309547424,
-0.009505016729235649,
-4.242518424987793,
-7.737327575683594,
-1.8363008499145508,
-2.7928686141967773,
-0.006388835143297911,
-0.17412474751472473,
-0.05580177903175354,
-0.020023120567202568,
-0.023019585758447647,
-0.08604833483695984,
-0.0020145138259977102,
-0.04904553294181824,
-0.07791033387184143,
-0.028715157881379128,
-0.0348462276160717,
-0.09218300879001617,
-0.016229068860411644,
-8.028785705566406,
-0.9816269874572754,
-4.2394914627075195,
-0.017688851803541183,
-0.012623289600014687,
-0.00042274597217328846,
-3.001391887664795,
-0.06472709029912949,
-0.4232594072818756,
-0.049078792333602905,
-0.021667080000042915,
-0.9511843919754028,
-0.2918534278869629,
-0.04064100980758667,
-0.1241171583533287,
-0.0008157739648595452,
-0.09756385535001755,
-0.06883950531482697,
-0.014048025012016296,
-0.008921287022531033,
-0.017648914828896523,
-0.0010696887038648129,
-0.01388050802052021,
-0.0023712394759058952,
-0.0034647691063582897,
-0.012839977629482746,
-0.0036077904514968395,
-0.0012005510507151484,
-5.302423477172852,
-0.026878299191594124,
-4.709470748901367,
-0.01004981528967619,
-0.0034457615111023188,
-0.00016306500765495002,
-2.1410179138183594,
-0.061096858233213425,
-0.2260710448026657,
-12.281740188598633,
-1.0936144590377808,
-0.1290915310382843,
-1.4384236335754395,
-0.303472101688385,
-0.031165996566414833,
-0.04844719171524048,
-0.0009887097403407097,
-0.008870599791407585,
-0.007832647301256657,
-0.0022737146355211735,
-0.005354705266654491,
-0.03051985614001751,
-0.0016352864913642406,
-0.006866430398076773,
-0.001692411839030683,
-0.0019757291302084923,
-0.004983029328286648,
-0.0021385911386460066,
-0.0014362744987010956,
-5.571063995361328,
-4.903257846832275,
-0.0051271384581923485,
-4.815617084503174,
-0.05169007554650307,
-0.011033830232918262,
-0.0006753309280611575,
-3.066946029663086,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 35÷5? A: 3
Redefine e as 80+16. Q: What is the first digit of e? A: 9
Redefine π as 99. 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 37+13? A: 3
View number as text. Do not perform computation. Q: What is the first digit of 44+23? A: 4
View ÷ as a random digit. Q: What is the first digit of 12÷6? A: 1
Redefine π as 515 mod 21. 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 33+14? A: 3
Redefine e as 49+47. Q: What is the first digit of e? A: | [
" 9",
" 2"
] | 0 | [
-8.954853057861328,
-10.344270706176758,
-9.44112777709961,
-3.3545877933502197,
-10.07759952545166,
-6.445107460021973,
-4.959186553955078,
-0.15449482202529907,
-3.434955596923828,
-9.443953514099121,
-5.598729133605957,
-1.2098982334136963,
-9.670777320861816,
-3.422952175140381,
-1.7257088422775269,
-1.1454640626907349,
-0.7387060523033142,
-4.338208198547363,
-1.7949178218841553,
-0.5924259424209595,
-3.9332962036132812,
-4.091980457305908,
-6.868984222412109,
-0.29611170291900635,
-0.8655771017074585,
-0.013224391266703606,
-2.714007616043091,
-2.650756359100342,
-3.8628695011138916,
-0.6850870847702026,
-0.6398513317108154,
-0.26607584953308105,
-0.31638818979263306,
-3.518305778503418,
-0.07131407409906387,
-0.002971877809613943,
-0.1639895737171173,
-0.058462269604206085,
-0.010503959842026234,
-0.017935357987880707,
-0.1148248165845871,
-0.005558747798204422,
-0.06686536222696304,
-0.022571789100766182,
-0.018543807789683342,
-0.1863129884004593,
-0.021172109991312027,
-0.004700088407844305,
-3.780397415161133,
-0.1479816883802414,
-2.6976046562194824,
-0.027892276644706726,
-0.07266762852668762,
-0.0010377742582932115,
-1.0987170934677124,
-0.2500193119049072,
-10.160042762756348,
-3.8838858604431152,
-0.3470637798309326,
-8.745439529418945,
-0.37197357416152954,
-1.4918590784072876,
-6.09080696105957,
-7.076620101928711,
-7.736612319946289,
-4.210558891296387,
-1.3294528722763062,
-2.100217342376709,
-0.03970129415392876,
-0.3451416790485382,
-0.11519608646631241,
-0.14200717210769653,
-1.0959678888320923,
-0.19999150931835175,
-0.02685091271996498,
-1.9004809856414795,
-0.0032071841415017843,
-0.23373521864414215,
-0.06707128137350082,
-0.001922665280289948,
-3.4804582595825195,
-0.2518060803413391,
-1.3089780807495117,
-0.13036024570465088,
-0.033609576523303986,
-0.06306920945644379,
-0.13126549124717712,
-2.9224188327789307,
-0.03260911628603935,
-0.0013981815427541733,
-0.03277964144945145,
-0.010126405395567417,
-0.004050979390740395,
-0.009336500428617,
-0.027281949296593666,
-0.0012162677012383938,
-0.004104880150407553,
-0.0008218486327677965,
-0.001158400671556592,
-0.0030208451207727194,
-0.002524167764931917,
-0.0014381790533661842,
-3.985478401184082,
-0.2496102899312973,
-3.939828872680664,
-0.010705186054110527,
-0.01867322251200676,
-0.000325388420606032,
-5.028653621673584,
-0.1582164615392685,
-2.0918099880218506,
-0.002386818639934063,
-0.0008237544680014253,
-0.31373536586761475,
-0.01816459372639656,
-0.02653682976961136,
-8.709066390991211,
-0.10626427084207535,
-5.218086242675781,
-0.02524428814649582,
-0.018620101734995842,
-0.0011485177092254162,
-0.006488447077572346,
-0.001023364719003439,
-0.000666277133859694,
-0.007012398913502693,
-0.0014841266674920917,
-0.0005317704635672271,
-0.02645033970475197,
-0.00014220656885299832,
-0.0027437680400907993,
-0.007967475801706314,
-0.00025507534155622125,
-2.6158432960510254,
-0.08597559481859207,
-1.875279426574707,
-0.0015464978059753776,
-0.0009469077922403812,
-9.891754150390625,
-0.1741190254688263,
-3.550665855407715,
-4.211220741271973,
-3.0667550563812256,
-0.5057579874992371,
-0.08915985375642776,
-0.003271467750892043,
-0.018241384997963905,
-0.004656542558223009,
-0.011023219674825668,
-0.012305882759392262,
-0.00619503203779459,
-0.0033199451863765717,
-0.15786664187908173,
-0.011332429945468903,
-0.005732880439609289,
-0.0005525015876628458,
-2.3432722091674805,
-0.08201128244400024,
-1.6623386144638062,
-0.046536341309547424,
-0.009505016729235649,
-4.242518424987793,
-7.737327575683594,
-1.8363008499145508,
-2.7928686141967773,
-0.006388835143297911,
-0.17412474751472473,
-0.05580177903175354,
-0.020023120567202568,
-0.023019585758447647,
-0.08604833483695984,
-0.0020145138259977102,
-0.04904553294181824,
-0.07791033387184143,
-0.028715157881379128,
-0.0348462276160717,
-0.09218300879001617,
-0.016229068860411644,
-8.028785705566406,
-0.9816269874572754,
-4.2394914627075195,
-0.017688851803541183,
-0.012623289600014687,
-0.00042274597217328846,
-3.001391887664795,
-0.06472709029912949,
-0.4232594072818756,
-0.049078792333602905,
-0.021667080000042915,
-0.9511843919754028,
-0.2918534278869629,
-0.04064100980758667,
-0.1241171583533287,
-0.0008157739648595452,
-0.09756385535001755,
-0.06883950531482697,
-0.014048025012016296,
-0.008921287022531033,
-0.017648914828896523,
-0.0010696887038648129,
-0.01388050802052021,
-0.0023712394759058952,
-0.0034647691063582897,
-0.012839977629482746,
-0.0036077904514968395,
-0.0012005510507151484,
-5.302423477172852,
-0.026878299191594124,
-4.709470748901367,
-0.01004981528967619,
-0.0034457615111023188,
-0.00016306500765495002,
-2.1410179138183594,
-0.061096858233213425,
-0.2260710448026657,
-12.281740188598633,
-1.0936144590377808,
-0.1290915310382843,
-1.4384236335754395,
-0.303472101688385,
-0.031165996566414833,
-0.04844719171524048,
-0.0009887097403407097,
-0.008870599791407585,
-0.007832647301256657,
-0.0022737146355211735,
-0.005354705266654491,
-0.03051985614001751,
-0.0016352864913642406,
-0.006866430398076773,
-0.001692411839030683,
-0.0019757291302084923,
-0.004983029328286648,
-0.0021385911386460066,
-0.0014362744987010956,
-5.571063995361328,
-4.903257846832275,
-0.0051271384581923485,
-4.815617084503174,
-0.05169007554650307,
-0.011033830232918262,
-0.0006753309280611575,
-2.7592411041259766,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View ÷ as a random digit. Q: What is the first digit of 21÷7? A: 2
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 8+11? A: 8
View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 12+49? A: 1
Redefine π as 401+372. Q: What is the first digit of π? A: 7
Redefine π as 307+573. Q: What is the first digit of π? A: 8
Redefine π as 228+502. Q: What is the first digit of π? A: 7
Redefine π as 916 mod 38. 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 64÷8? A: 6
View + as the digit 9 instead of a mathematical operation. Q: What is the first digit of 10+15? A: | [
" 2",
" 1"
] | 1 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-8.157111167907715,
-8.584525108337402,
-9.041604995727539,
-6.162017345428467,
-5.441046237945557,
-2.761016845703125,
-8.158571243286133,
-5.175592422485352,
-4.99895715713501,
-1.3397979736328125,
-0.5673861503601074,
-4.496999740600586,
-3.4493892192840576,
-0.625905454158783,
-2.0346784591674805,
-0.3602554202079773,
-1.1714599132537842,
-0.03608733043074608,
-3.895639181137085,
-2.3024513721466064,
-11.159893989562988,
-10.381505966186523,
-4.373807430267334,
-3.8070380687713623,
-2.4775102138519287,
-7.568227767944336,
-3.7131617069244385,
-5.58060359954834,
-0.2415153682231903,
-1.3080886602401733,
-7.947528839111328,
-3.60844349861145,
-0.6645458936691284,
-2.815573215484619,
-0.020444730296730995,
-0.45928528904914856,
-0.28508421778678894,
-0.28885674476623535,
-1.3878225088119507,
-0.679090142250061,
-0.06652434170246124,
-5.1806464195251465,
-8.101232528686523,
-0.011504853144288063,
-3.6463050842285156,
-0.09867328405380249,
-0.08979088813066483,
-0.0049049765802919865,
-1.7793033123016357,
-0.48184046149253845,
-1.330757975578308,
-0.8745445013046265,
-0.01284409686923027,
-0.21002574265003204,
-0.35358500480651855,
-0.6318134665489197,
-0.09391925483942032,
-4.222843647003174,
-0.44488224387168884,
-0.011090421117842197,
-0.102461077272892,
-0.0303528793156147,
-0.023326506838202477,
-0.08906476199626923,
-0.04554372280836105,
-0.009430150501430035,
-6.74846076965332,
-0.20130962133407593,
-0.0002138386043952778,
-4.158592224121094,
-0.04692212492227554,
-0.023663604632019997,
-0.0037228816654533148,
-2.99057674407959,
-0.14620640873908997,
-0.3584033250808716,
-8.378621101379395,
-0.5836459398269653,
-3.0168943405151367,
-4.683771133422852,
-5.032111644744873,
-4.2305908203125,
-0.024143610149621964,
-0.9745454788208008,
-0.41637611389160156,
-0.05383581668138504,
-0.0728582814335823,
-0.1347682923078537,
-0.0037815505638718605,
-0.039054229855537415,
-0.011352702043950558,
-0.014890947379171848,
-0.05033059045672417,
-0.022383779287338257,
-0.009548706002533436,
-3.3205361366271973,
-2.840817451477051,
-2.2070236206054688,
-0.1009824275970459,
-0.024282773956656456,
-0.0017020514933392406,
-1.2928094863891602,
-0.08827371895313263,
-0.2495395988225937,
-0.6471281051635742,
-0.02200753428041935,
-0.0698305144906044,
-0.1439446657896042,
-0.04922269657254219,
-0.007600083015859127,
-0.11152146011590958,
-0.0715818926692009,
-0.003101303242146969,
-0.01950945146381855,
-0.00363974180072546,
-0.004078998696058989,
-0.019088616594672203,
-0.004876743070781231,
-0.0033625985961407423,
-6.584921836853027,
-0.24443568289279938,
-0.00017391123401466757,
-2.5611228942871094,
-0.032153356820344925,
-0.011226109229028225,
-0.0011787617113441229,
-1.5704349279403687,
-0.13398809731006622,
-7.401487350463867,
-0.017875054851174355,
-0.025621293112635612,
-6.8361968994140625,
-0.6641935706138611,
-1.0821008682250977,
-14.281457901000977,
-6.90709114074707,
-8.485082626342773,
-0.9826833009719849,
-0.4184604287147522,
-0.008495500311255455,
-0.16723769903182983,
-0.0323539674282074,
-0.11756133288145065,
-0.3635510504245758,
-0.05354173481464386,
-0.011008127592504025,
-1.6895928382873535,
-0.003867053659632802,
-0.23237916827201843,
-0.018124792724847794,
-0.0018103414913639426,
-2.110400438308716,
-0.10924296826124191,
-2.1683692932128906,
-0.005963034927845001,
-0.005360633600503206,
-1.1941347122192383,
-0.040127288550138474,
-0.1773166060447693,
-3.7878682613372803,
-5.0834479331970215,
-0.08905483782291412,
-5.313347339630127,
-0.028622137382626534,
-0.02789795584976673,
-0.0033385988790541887,
-0.011068257503211498,
-0.001796538126654923,
-0.001653733546845615,
-0.008442900143563747,
-0.00215512583963573,
-0.0010417040903121233,
-0.05207331106066704,
-0.00013851160474587232,
-0.002203657291829586,
-0.005008057225495577,
-0.0005887205479666591,
-0.9488826394081116,
-0.0669584572315216,
-0.6478443145751953,
-0.0036404544953256845,
-0.0036016139201819897,
-0.17659300565719604,
-0.002985783852636814,
-0.025205697864294052,
-8.6311616897583,
-7.407792568206787,
-8.352570533752441,
-1.4114279747009277,
-0.03767985478043556,
-0.0030549545772373676,
-0.009492145851254463,
-0.002657931065186858,
-0.0012724645202979445,
-0.008681649342179298,
-0.0024782679975032806,
-0.0007379907765425742,
-0.0058573270216584206,
-0.00015317220822907984,
-0.001785828499123454,
-0.003910158760845661,
-0.0008239926537498832,
-3.8113837242126465,
-0.09081284701824188,
-2.154604911804199,
-3.1535253524780273,
-0.077765092253685,
-1.0211870670318604,
-0.3190174400806427,
-2.937958002090454,
-0.16527099907398224,
-0.0012531769461929798,
-0.02016729861497879,
-0.011543741449713707,
-0.003979858942329884,
-0.011307441629469395,
-0.03376806154847145,
-0.0005178302526473999,
-0.003315905574709177,
-0.001117201172746718,
-0.0012020989088341594,
-0.0029269494116306305,
-0.0013952055014669895,
-0.0012666305992752314,
-6.38001823425293,
-0.4607911705970764,
-4.225879192352295,
-0.03606651723384857,
-0.004918025340884924,
-0.00022921319759916514,
-1.9308606386184692,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View + as the digit 3 instead of a mathematical operation. Q: What is the first digit of 79+6? A: 7
View ÷ as a random digit. Q: What is the first digit of 77÷7? A: 7
View + as the digit 3 instead of a mathematical operation. Q: What is the first digit of 11+63? A: 1
View + as the digit 5 instead of a mathematical operation. Q: What is the first digit of 12+38? A: 1
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 7÷7? A: 7
Redefine e as 52+11. Q: What is the first digit of e? A: 6
Redefine π as 231+745. Q: What is the first digit of π? A: 9
View + as the digit 9 instead of a mathematical operation. Q: What is the first digit of 26+67? A: 2
Redefine π as 204 mod 7. Q: What is the first digit of π? A: | [
" 1",
" 3"
] | 0 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-8.157111167907715,
-8.584525108337402,
-9.041604995727539,
-6.162017345428467,
-5.441046237945557,
-2.761016845703125,
-8.158571243286133,
-5.175592422485352,
-4.99895715713501,
-1.3397979736328125,
-0.5673861503601074,
-4.496999740600586,
-3.4493892192840576,
-0.625905454158783,
-2.0346784591674805,
-0.3602554202079773,
-1.1714599132537842,
-0.03608733043074608,
-3.895639181137085,
-2.3024513721466064,
-11.159893989562988,
-10.381505966186523,
-4.373807430267334,
-3.8070380687713623,
-2.4775102138519287,
-7.568227767944336,
-3.7131617069244385,
-5.58060359954834,
-0.2415153682231903,
-1.3080886602401733,
-7.947528839111328,
-3.60844349861145,
-0.6645458936691284,
-2.815573215484619,
-0.020444730296730995,
-0.45928528904914856,
-0.28508421778678894,
-0.28885674476623535,
-1.3878225088119507,
-0.679090142250061,
-0.06652434170246124,
-5.1806464195251465,
-8.101232528686523,
-0.011504853144288063,
-3.6463050842285156,
-0.09867328405380249,
-0.08979088813066483,
-0.0049049765802919865,
-1.7793033123016357,
-0.48184046149253845,
-1.330757975578308,
-0.8745445013046265,
-0.01284409686923027,
-0.21002574265003204,
-0.35358500480651855,
-0.6318134665489197,
-0.09391925483942032,
-4.222843647003174,
-0.44488224387168884,
-0.011090421117842197,
-0.102461077272892,
-0.0303528793156147,
-0.023326506838202477,
-0.08906476199626923,
-0.04554372280836105,
-0.009430150501430035,
-6.74846076965332,
-0.20130962133407593,
-0.0002138386043952778,
-4.158592224121094,
-0.04692212492227554,
-0.023663604632019997,
-0.0037228816654533148,
-2.99057674407959,
-0.14620640873908997,
-0.3584033250808716,
-8.378621101379395,
-0.5836459398269653,
-3.0168943405151367,
-4.683771133422852,
-5.032111644744873,
-4.2305908203125,
-0.024143610149621964,
-0.9745454788208008,
-0.41637611389160156,
-0.05383581668138504,
-0.0728582814335823,
-0.1347682923078537,
-0.0037815505638718605,
-0.039054229855537415,
-0.011352702043950558,
-0.014890947379171848,
-0.05033059045672417,
-0.022383779287338257,
-0.009548706002533436,
-3.3205361366271973,
-2.840817451477051,
-2.2070236206054688,
-0.1009824275970459,
-0.024282773956656456,
-0.0017020514933392406,
-1.2928094863891602,
-0.08827371895313263,
-0.2495395988225937,
-0.6471281051635742,
-0.02200753428041935,
-0.0698305144906044,
-0.1439446657896042,
-0.04922269657254219,
-0.007600083015859127,
-0.11152146011590958,
-0.0715818926692009,
-0.003101303242146969,
-0.01950945146381855,
-0.00363974180072546,
-0.004078998696058989,
-0.019088616594672203,
-0.004876743070781231,
-0.0033625985961407423,
-6.584921836853027,
-0.24443568289279938,
-0.00017391123401466757,
-2.5611228942871094,
-0.032153356820344925,
-0.011226109229028225,
-0.0011787617113441229,
-1.5704349279403687,
-0.13398809731006622,
-7.401487350463867,
-0.017875054851174355,
-0.025621293112635612,
-6.8361968994140625,
-0.6641935706138611,
-1.0821008682250977,
-14.281457901000977,
-6.90709114074707,
-8.485082626342773,
-0.9826833009719849,
-0.4184604287147522,
-0.008495500311255455,
-0.16723769903182983,
-0.0323539674282074,
-0.11756133288145065,
-0.3635510504245758,
-0.05354173481464386,
-0.011008127592504025,
-1.6895928382873535,
-0.003867053659632802,
-0.23237916827201843,
-0.018124792724847794,
-0.0018103414913639426,
-2.110400438308716,
-0.10924296826124191,
-2.1683692932128906,
-0.005963034927845001,
-0.005360633600503206,
-1.1941347122192383,
-0.040127288550138474,
-0.1773166060447693,
-3.7878682613372803,
-5.0834479331970215,
-0.08905483782291412,
-5.313347339630127,
-0.028622137382626534,
-0.02789795584976673,
-0.0033385988790541887,
-0.011068257503211498,
-0.001796538126654923,
-0.001653733546845615,
-0.008442900143563747,
-0.00215512583963573,
-0.0010417040903121233,
-0.05207331106066704,
-0.00013851160474587232,
-0.002203657291829586,
-0.005008057225495577,
-0.0005887205479666591,
-0.9488826394081116,
-0.0669584572315216,
-0.6478443145751953,
-0.0036404544953256845,
-0.0036016139201819897,
-0.17659300565719604,
-0.002985783852636814,
-0.025205697864294052,
-8.6311616897583,
-7.407792568206787,
-8.352570533752441,
-1.4114279747009277,
-0.03767985478043556,
-0.0030549545772373676,
-0.009492145851254463,
-0.002657931065186858,
-0.0012724645202979445,
-0.008681649342179298,
-0.0024782679975032806,
-0.0007379907765425742,
-0.0058573270216584206,
-0.00015317220822907984,
-0.001785828499123454,
-0.003910158760845661,
-0.0008239926537498832,
-3.8113837242126465,
-0.09081284701824188,
-2.154604911804199,
-3.1535253524780273,
-0.077765092253685,
-1.0211870670318604,
-0.3190174400806427,
-2.937958002090454,
-0.16527099907398224,
-0.0012531769461929798,
-0.02016729861497879,
-0.011543741449713707,
-0.003979858942329884,
-0.011307441629469395,
-0.03376806154847145,
-0.0005178302526473999,
-0.003315905574709177,
-0.001117201172746718,
-0.0012020989088341594,
-0.0029269494116306305,
-0.0013952055014669895,
-0.0012666305992752314,
-6.38001823425293,
-0.4607911705970764,
-4.225879192352295,
-0.03606651723384857,
-0.004918025340884924,
-0.00022921319759916514,
-1.741909146308899,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 30+505. Q: What is the first digit of π? A: 5
Redefine π as 969 mod 25. Q: What is the first digit of π? A: 1
View ÷ as a random digit. Q: What is the first digit of 35÷7? A: 3
View ÷ as a random digit. Q: What is the first digit of 30÷6? A: 3
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 10÷2? A: 1
Redefine π as 617 mod 23. Q: What is the first digit of π? A: 1
Redefine π as 222. 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 50÷5? A: 5
Redefine π as 671. Q: What is the first digit of π? A: | [
" 6",
" 3"
] | 0 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-13.051289558410645,
-0.7039333581924438,
-3.289294719696045,
-11.239768981933594,
-4.569542407989502,
-4.858828067779541,
-2.7247366905212402,
-8.871580123901367,
-5.661715507507324,
-1.7457565069198608,
-0.8747817873954773,
-0.5171506404876709,
-3.9681265354156494,
-3.375438690185547,
-0.7536696791648865,
-1.589491605758667,
-0.0024513930547982454,
-0.21609851717948914,
-1.5573267936706543,
-0.04274865612387657,
-3.731222629547119,
-1.6095833778381348,
-11.029438972473145,
-11.505102157592773,
-2.2638018131256104,
-8.439931869506836,
-1.5678091049194336,
-6.630794525146484,
-1.1981260776519775,
-6.500462532043457,
-5.871312141418457,
-0.6770059466362,
-4.185082912445068,
-0.030117975547909737,
-0.5239914655685425,
-0.13937094807624817,
-0.23745448887348175,
-1.4298914670944214,
-0.635058581829071,
-0.057989347726106644,
-5.270480155944824,
-3.52016019821167,
-10.078533172607422,
-0.20913802087306976,
-0.12426203489303589,
-0.00375708588398993,
-2.1563963890075684,
-0.2921604812145233,
-0.6431587338447571,
-9.996399879455566,
-1.4636515378952026,
-0.8923488855361938,
-2.3655192852020264,
-7.297273635864258,
-2.9672999382019043,
-0.47909015417099,
-1.6112438440322876,
-0.011052930727601051,
-0.22957046329975128,
-0.05823039263486862,
-0.09559518098831177,
-0.32129234075546265,
-0.12230518460273743,
-0.020022070035338402,
-5.608787536621094,
-6.038447380065918,
-0.013454005122184753,
-3.377365827560425,
-0.13521678745746613,
-0.03662611544132233,
-0.002736516296863556,
-2.6510066986083984,
-0.22136393189430237,
-0.6164113879203796,
-3.4950759410858154,
-0.9125012755393982,
-0.14434975385665894,
-0.590549111366272,
-0.23956866562366486,
-0.0529889240860939,
-11.58552360534668,
-0.04065108299255371,
-1.0963650941848755,
-6.139200687408447,
-3.4430341720581055,
-0.08829914778470993,
-0.19168837368488312,
-0.003824302926659584,
-0.11737477779388428,
-0.0321471244096756,
-0.044083233922719955,
-0.21382637321949005,
-0.1490716189146042,
-0.035309046506881714,
-5.860530376434326,
-0.45522984862327576,
-0.0004029654082842171,
-3.3995816707611084,
-0.04533993452787399,
-0.03686236962676048,
-0.0013300867285579443,
-2.412855863571167,
-0.07547128945589066,
-6.315263271331787,
-0.03473224490880966,
-0.017498046159744263,
-5.455163478851318,
-0.37958282232284546,
-3.070780038833618,
-3.062297821044922,
-9.816888809204102,
-0.3585050404071808,
-0.36098653078079224,
-0.0067657907493412495,
-0.08050546050071716,
-0.023082608357071877,
-0.05424860492348671,
-0.15049022436141968,
-0.06563008576631546,
-0.00847375113517046,
-1.465870976448059,
-0.23672139644622803,
-0.01411996129900217,
-0.001039203256368637,
-3.6466012001037598,
-0.08464181423187256,
-1.5343925952911377,
-0.003367469646036625,
-0.004926210269331932,
-2.0319275856018066,
-0.1480920910835266,
-0.07113523036241531,
-4.637045860290527,
-5.306686878204346,
-1.6341170072555542,
-0.29848188161849976,
-0.004439142532646656,
-0.03745034337043762,
-0.01246495172381401,
-0.009327642619609833,
-0.035808224231004715,
-0.015800397843122482,
-0.0037469910457730293,
-0.26496967673301697,
-0.0003634030872490257,
-0.006823452655225992,
-0.009527215734124184,
-0.000717025191988796,
-1.86453115940094,
-0.20457546412944794,
-1.6361706256866455,
-5.095076560974121,
-0.383648544549942,
-2.5805416107177734,
-4.049866676330566,
-6.484254837036133,
-4.18923282623291,
-0.03781818225979805,
-1.4005320072174072,
-0.6522876024246216,
-0.06747908890247345,
-0.05973169580101967,
-0.11596601456403732,
-0.0020567469764500856,
-0.03345337510108948,
-0.007650243584066629,
-0.0111506637185812,
-0.02152230031788349,
-0.014164506457746029,
-0.0070502785965800285,
-4.088042736053467,
-0.6963290572166443,
-5.475374221801758,
-0.021312154829502106,
-0.009276148863136768,
-0.0006239851354621351,
-3.1400318145751953,
-0.057496506720781326,
-1.6791911125183105,
-0.002626780653372407,
-0.002959041390568018,
-1.2768350839614868,
-0.04925401881337166,
-0.05708776041865349,
-6.859320640563965,
-2.493408203125,
-0.4219725728034973,
-0.07604871690273285,
-0.0030408117454499006,
-0.01675204560160637,
-0.0030255992896854877,
-0.001689555705524981,
-0.009611756540834904,
-0.0025637636426836252,
-0.0005952732171863317,
-0.026943864300847054,
-0.00013600854435935616,
-0.0023771857377141714,
-0.0034840141888707876,
-0.00048065552255138755,
-1.8737624883651733,
-0.04451591521501541,
-0.31295308470726013,
-1.7469003200531006,
-0.06503767520189285,
-0.5191302299499512,
-0.1805313527584076,
-2.178497314453125,
-0.12965871393680573,
-0.0011400636285543442,
-0.018743891268968582,
-0.015166910365223885,
-0.002589327748864889,
-0.007689282298088074,
-0.02940436825156212,
-0.0005248599336482584,
-0.0019731116481125355,
-0.00031716562807559967,
-0.0005147324409335852,
-0.0020412816666066647,
-0.0019073167350143194,
-0.00048268112004734576,
-4.46303129196167,
-0.13544470071792603,
-4.773383617401123,
-0.017569148913025856,
-0.005726124159991741,
-0.00016449528629891574,
-2.2516250610351562,
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 922. 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 48+7? A: 4
Redefine π as 735 mod 8. Q: What is the first digit of π? A: 7
View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 46+36? A: 4
Redefine π as 228+502. Q: What is the first digit of π? A: 7
Redefine π as 96. Q: What is the first digit of π? A: 9
Redefine π as 71+176. Q: What is the first digit of π? A: 2
Redefine π as 4+5. Q: What is the first digit of π? A: 9
Redefine π as 40+8. Q: What is the first digit of π? A: | [
" 4",
" 3"
] | 0 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-13.051289558410645,
-0.7039333581924438,
-3.289294719696045,
-11.239768981933594,
-4.569542407989502,
-4.858828067779541,
-2.7247366905212402,
-8.871580123901367,
-5.661715507507324,
-1.7457565069198608,
-0.8747817873954773,
-0.5171506404876709,
-3.9681265354156494,
-3.375438690185547,
-0.7536696791648865,
-1.589491605758667,
-0.0024513930547982454,
-0.21609851717948914,
-1.5573267936706543,
-0.04274865612387657,
-3.731222629547119,
-1.6095833778381348,
-11.029438972473145,
-11.505102157592773,
-2.2638018131256104,
-8.439931869506836,
-1.5678091049194336,
-6.630794525146484,
-1.1981260776519775,
-6.500462532043457,
-5.871312141418457,
-0.6770059466362,
-4.185082912445068,
-0.030117975547909737,
-0.5239914655685425,
-0.13937094807624817,
-0.23745448887348175,
-1.4298914670944214,
-0.635058581829071,
-0.057989347726106644,
-5.270480155944824,
-3.52016019821167,
-10.078533172607422,
-0.20913802087306976,
-0.12426203489303589,
-0.00375708588398993,
-2.1563963890075684,
-0.2921604812145233,
-0.6431587338447571,
-9.996399879455566,
-1.4636515378952026,
-0.8923488855361938,
-2.3655192852020264,
-7.297273635864258,
-2.9672999382019043,
-0.47909015417099,
-1.6112438440322876,
-0.011052930727601051,
-0.22957046329975128,
-0.05823039263486862,
-0.09559518098831177,
-0.32129234075546265,
-0.12230518460273743,
-0.020022070035338402,
-5.608787536621094,
-6.038447380065918,
-0.013454005122184753,
-3.377365827560425,
-0.13521678745746613,
-0.03662611544132233,
-0.002736516296863556,
-2.6510066986083984,
-0.22136393189430237,
-0.6164113879203796,
-3.4950759410858154,
-0.9125012755393982,
-0.14434975385665894,
-0.590549111366272,
-0.23956866562366486,
-0.0529889240860939,
-11.58552360534668,
-0.04065108299255371,
-1.0963650941848755,
-6.139200687408447,
-3.4430341720581055,
-0.08829914778470993,
-0.19168837368488312,
-0.003824302926659584,
-0.11737477779388428,
-0.0321471244096756,
-0.044083233922719955,
-0.21382637321949005,
-0.1490716189146042,
-0.035309046506881714,
-5.860530376434326,
-0.45522984862327576,
-0.0004029654082842171,
-3.3995816707611084,
-0.04533993452787399,
-0.03686236962676048,
-0.0013300867285579443,
-2.412855863571167,
-0.07547128945589066,
-6.315263271331787,
-0.03473224490880966,
-0.017498046159744263,
-5.455163478851318,
-0.37958282232284546,
-3.070780038833618,
-3.062297821044922,
-9.816888809204102,
-0.3585050404071808,
-0.36098653078079224,
-0.0067657907493412495,
-0.08050546050071716,
-0.023082608357071877,
-0.05424860492348671,
-0.15049022436141968,
-0.06563008576631546,
-0.00847375113517046,
-1.465870976448059,
-0.23672139644622803,
-0.01411996129900217,
-0.001039203256368637,
-3.6466012001037598,
-0.08464181423187256,
-1.5343925952911377,
-0.003367469646036625,
-0.004926210269331932,
-2.0319275856018066,
-0.1480920910835266,
-0.07113523036241531,
-4.637045860290527,
-5.306686878204346,
-1.6341170072555542,
-0.29848188161849976,
-0.004439142532646656,
-0.03745034337043762,
-0.01246495172381401,
-0.009327642619609833,
-0.035808224231004715,
-0.015800397843122482,
-0.0037469910457730293,
-0.26496967673301697,
-0.0003634030872490257,
-0.006823452655225992,
-0.009527215734124184,
-0.000717025191988796,
-1.86453115940094,
-0.20457546412944794,
-1.6361706256866455,
-5.095076560974121,
-0.383648544549942,
-2.5805416107177734,
-4.049866676330566,
-6.484254837036133,
-4.18923282623291,
-0.03781818225979805,
-1.4005320072174072,
-0.6522876024246216,
-0.06747908890247345,
-0.05973169580101967,
-0.11596601456403732,
-0.0020567469764500856,
-0.03345337510108948,
-0.007650243584066629,
-0.0111506637185812,
-0.02152230031788349,
-0.014164506457746029,
-0.0070502785965800285,
-4.088042736053467,
-0.6963290572166443,
-5.475374221801758,
-0.021312154829502106,
-0.009276148863136768,
-0.0006239851354621351,
-3.1400318145751953,
-0.057496506720781326,
-1.6791911125183105,
-0.002626780653372407,
-0.002959041390568018,
-1.2768350839614868,
-0.04925401881337166,
-0.05708776041865349,
-6.859320640563965,
-2.493408203125,
-0.4219725728034973,
-0.07604871690273285,
-0.0030408117454499006,
-0.01675204560160637,
-0.0030255992896854877,
-0.001689555705524981,
-0.009611756540834904,
-0.0025637636426836252,
-0.0005952732171863317,
-0.026943864300847054,
-0.00013600854435935616,
-0.0023771857377141714,
-0.0034840141888707876,
-0.00048065552255138755,
-1.8737624883651733,
-0.04451591521501541,
-0.31295308470726013,
-1.7469003200531006,
-0.06503767520189285,
-0.5191302299499512,
-0.1805313527584076,
-2.178497314453125,
-0.12965871393680573,
-0.0011400636285543442,
-0.018743891268968582,
-0.015166910365223885,
-0.002589327748864889,
-0.007689282298088074,
-0.02940436825156212,
-0.0005248599336482584,
-0.0019731116481125355,
-0.00031716562807559967,
-0.0005147324409335852,
-0.0020412816666066647,
-0.0019073167350143194,
-0.00048268112004734576,
-4.46303129196167,
-0.13544470071792603,
-4.773383617401123,
-0.017569148913025856,
-0.005726124159991741,
-0.00016449528629891574,
-1.6438961029052734,
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 7+4? A: 7
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 48÷6? A: 4
View ÷ as a random digit. Q: What is the first digit of 15÷5? A: 1
Redefine e as 13+44. Q: What is the first digit of e? A: 5
Redefine π as 890 mod 8. Q: What is the first digit of π? A: 2
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 38+5? A: 3
Redefine π as 845. Q: What is the first digit of π? A: 8
View + as the digit 3 instead of a mathematical operation. Q: What is the first digit of 32+47? A: 3
View number as text. Do not perform computation. Q: What is the first digit of 16+12? A: | [
" 2",
" 1"
] | 1 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-13.051289558410645,
-0.7039333581924438,
-3.289294719696045,
-6.619382381439209,
-6.634337425231934,
-1.823893666267395,
-10.005885124206543,
-4.7479681968688965,
-1.5644035339355469,
-0.915337860584259,
-0.5549713969230652,
-4.065790176391602,
-3.2587428092956543,
-0.9050261378288269,
-1.358496069908142,
-0.0021780834067612886,
-0.1407327502965927,
-1.2726802825927734,
-0.03245241194963455,
-1.925480604171753,
-4.143255233764648,
-10.041792869567871,
-10.28271484375,
-4.565791130065918,
-7.253044605255127,
-2.139455556869507,
-6.970220565795898,
-3.9252853393554688,
-5.538039684295654,
-0.16673675179481506,
-1.0940830707550049,
-7.584765434265137,
-4.808953762054443,
-0.6712386608123779,
-2.745692253112793,
-0.015708163380622864,
-0.5199156403541565,
-0.27586501836776733,
-0.3000706136226654,
-0.9940973520278931,
-0.5103042721748352,
-0.047336410731077194,
-8.25381088256836,
-7.276243686676025,
-0.016108134761452675,
-3.2213072776794434,
-0.13775138556957245,
-0.09076211601495743,
-0.00529482401907444,
-2.7257513999938965,
-0.43598759174346924,
-1.322911262512207,
-4.829118728637695,
-0.3044671416282654,
-2.429696798324585,
-4.506562232971191,
-6.265992641448975,
-1.7087935209274292,
-0.010109765455126762,
-0.7251604795455933,
-0.19140076637268066,
-0.04472260922193527,
-0.05703720450401306,
-0.08577539771795273,
-0.002725697821006179,
-0.0553467720746994,
-0.016921544447541237,
-0.02985108457505703,
-0.0845784991979599,
-0.0404772013425827,
-0.013171804137527943,
-5.392521381378174,
-3.472871780395508,
-6.129637718200684,
-0.4494348466396332,
-0.026949318125844002,
-0.0019776327535510063,
-2.0991530418395996,
-0.16506674885749817,
-6.306331157684326,
-0.03706042841076851,
-0.021925318986177444,
-1.858568787574768,
-0.1178717240691185,
-0.14578980207443237,
-4.059586048126221,
-5.732272148132324,
-0.1546068787574768,
-0.17243093252182007,
-0.005852586589753628,
-0.06950106471776962,
-0.01337425783276558,
-0.014096218161284924,
-0.07009139657020569,
-0.014440787956118584,
-0.003997787833213806,
-0.9313726425170898,
-0.0010632582707330585,
-0.018432751297950745,
-0.01579499989748001,
-0.0011654258705675602,
-1.2980376482009888,
-0.16896529495716095,
-2.8265066146850586,
-0.0037634989712387323,
-0.007633563131093979,
-0.3552963137626648,
-0.009633009321987629,
-0.04310359060764313,
-3.340696334838867,
-5.181318759918213,
-11.566136360168457,
-5.73629903793335,
-0.18018727004528046,
-0.11919061839580536,
-0.0038776223082095385,
-0.02761249803006649,
-0.007211369927972555,
-0.005495559424161911,
-0.028935682028532028,
-0.014158512465655804,
-0.003527016844600439,
-0.07527439296245575,
-0.0002783149539027363,
-0.010228713043034077,
-0.008676213212311268,
-0.0009941878961399198,
-2.9652812480926514,
-0.10086722671985626,
-2.3915457725524902,
-7.3850579261779785,
-0.6136611104011536,
-9.539070129394531,
-1.1289401054382324,
-7.102173328399658,
-1.438031792640686,
-5.618547439575195,
-7.631409645080566,
-0.7075769305229187,
-0.41479840874671936,
-0.009435346350073814,
-0.21924391388893127,
-0.07556822896003723,
-0.07710820436477661,
-0.3033917546272278,
-0.23424211144447327,
-0.013902374543249607,
-5.1687188148498535,
-1.4800432920455933,
-4.874151229858398,
-0.09918651729822159,
-0.011601481586694717,
-0.0014144902816042304,
-1.3829684257507324,
-0.08423458784818649,
-0.8058056235313416,
-4.830639839172363,
-0.0199920404702425,
-0.06767184287309647,
-0.5007392168045044,
-0.2274605631828308,
-0.02199505642056465,
-3.8155012130737305,
-0.43694549798965454,
-0.005019207019358873,
-0.024738062173128128,
-0.005387905053794384,
-0.006560691632330418,
-0.0225388053804636,
-0.009775623679161072,
-0.002742460463196039,
-7.668571949005127,
-0.8833572268486023,
-0.00012861855793744326,
-4.139498710632324,
-0.060078296810388565,
-0.007857367396354675,
-0.0009260656661354005,
-0.9276273846626282,
-0.06769289821386337,
-2.795314073562622,
-0.00679823337122798,
-0.0028666851576417685,
-0.39687296748161316,
-0.005119547713547945,
-0.03386901319026947,
-7.306227207183838,
-0.3850197494029999,
-0.11265002936124802,
-0.0021692810114473104,
-0.015128045342862606,
-0.0028805925976485014,
-0.0016631354810670018,
-0.006898040883243084,
-0.0019020814215764403,
-0.0005453529884107411,
-0.16987329721450806,
-0.0002157455455744639,
-0.0023645793553441763,
-0.0032544764690101147,
-0.00048708971007727087,
-1.9175258874893188,
-0.04842924699187279,
-0.738146960735321,
-2.4463231563568115,
-0.026233794167637825,
-0.32387062907218933,
-0.014715231023728848,
-0.14347270131111145,
-0.0021745148114860058,
-0.007650125306099653,
-0.02156231738626957,
-0.005879251752048731,
-0.045873187482357025,
-0.0012062662281095982,
-0.004157828167080879,
-0.0012187680695205927,
-0.0026802828069776297,
-0.006617891602218151,
-0.0030453279614448547,
-0.0008560330606997013,
-4.872358322143555,
-0.20608198642730713,
-4.179180145263672,
-0.01272734347730875,
-0.0030321357771754265,
-0.00018821375851985067,
-4.076845169067383,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View ÷ as a random digit. Q: What is the first digit of 15÷5? A: 1
Redefine π as 561 mod 43. Q: What is the first digit of π? A: 2
Redefine π as 95+662. Q: What is the first digit of π? A: 7
View ÷ as a random digit. Q: What is the first digit of 108÷12? A: 1
Redefine e as 14+16. Q: What is the first digit of e? A: 3
View + as the digit 3 instead of a mathematical operation. Q: What is the first digit of 11+63? A: 1
View + as the digit 8 instead of a mathematical operation. Q: What is the first digit of 9+24? A: 9
Redefine π as 870. Q: What is the first digit of π? A: 8
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 18÷3? A: | [
" 6",
" 1"
] | 1 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-13.051289558410645,
-0.7039333581924438,
-3.289294719696045,
-6.619382381439209,
-6.634337425231934,
-1.823893666267395,
-10.005885124206543,
-4.7479681968688965,
-1.5644035339355469,
-0.915337860584259,
-0.5549713969230652,
-4.065790176391602,
-3.2587428092956543,
-0.9050261378288269,
-1.358496069908142,
-0.0021780834067612886,
-0.1407327502965927,
-1.2726802825927734,
-0.03245241194963455,
-1.925480604171753,
-4.143255233764648,
-10.041792869567871,
-10.28271484375,
-4.565791130065918,
-7.253044605255127,
-2.139455556869507,
-6.970220565795898,
-3.9252853393554688,
-5.538039684295654,
-0.16673675179481506,
-1.0940830707550049,
-7.584765434265137,
-4.808953762054443,
-0.6712386608123779,
-2.745692253112793,
-0.015708163380622864,
-0.5199156403541565,
-0.27586501836776733,
-0.3000706136226654,
-0.9940973520278931,
-0.5103042721748352,
-0.047336410731077194,
-8.25381088256836,
-7.276243686676025,
-0.016108134761452675,
-3.2213072776794434,
-0.13775138556957245,
-0.09076211601495743,
-0.00529482401907444,
-2.7257513999938965,
-0.43598759174346924,
-1.322911262512207,
-4.829118728637695,
-0.3044671416282654,
-2.429696798324585,
-4.506562232971191,
-6.265992641448975,
-1.7087935209274292,
-0.010109765455126762,
-0.7251604795455933,
-0.19140076637268066,
-0.04472260922193527,
-0.05703720450401306,
-0.08577539771795273,
-0.002725697821006179,
-0.0553467720746994,
-0.016921544447541237,
-0.02985108457505703,
-0.0845784991979599,
-0.0404772013425827,
-0.013171804137527943,
-5.392521381378174,
-3.472871780395508,
-6.129637718200684,
-0.4494348466396332,
-0.026949318125844002,
-0.0019776327535510063,
-2.0991530418395996,
-0.16506674885749817,
-6.306331157684326,
-0.03706042841076851,
-0.021925318986177444,
-1.858568787574768,
-0.1178717240691185,
-0.14578980207443237,
-4.059586048126221,
-5.732272148132324,
-0.1546068787574768,
-0.17243093252182007,
-0.005852586589753628,
-0.06950106471776962,
-0.01337425783276558,
-0.014096218161284924,
-0.07009139657020569,
-0.014440787956118584,
-0.003997787833213806,
-0.9313726425170898,
-0.0010632582707330585,
-0.018432751297950745,
-0.01579499989748001,
-0.0011654258705675602,
-1.2980376482009888,
-0.16896529495716095,
-2.8265066146850586,
-0.0037634989712387323,
-0.007633563131093979,
-0.3552963137626648,
-0.009633009321987629,
-0.04310359060764313,
-3.340696334838867,
-5.181318759918213,
-11.566136360168457,
-5.73629903793335,
-0.18018727004528046,
-0.11919061839580536,
-0.0038776223082095385,
-0.02761249803006649,
-0.007211369927972555,
-0.005495559424161911,
-0.028935682028532028,
-0.014158512465655804,
-0.003527016844600439,
-0.07527439296245575,
-0.0002783149539027363,
-0.010228713043034077,
-0.008676213212311268,
-0.0009941878961399198,
-2.9652812480926514,
-0.10086722671985626,
-2.3915457725524902,
-7.3850579261779785,
-0.6136611104011536,
-9.539070129394531,
-1.1289401054382324,
-7.102173328399658,
-1.438031792640686,
-5.618547439575195,
-7.631409645080566,
-0.7075769305229187,
-0.41479840874671936,
-0.009435346350073814,
-0.21924391388893127,
-0.07556822896003723,
-0.07710820436477661,
-0.3033917546272278,
-0.23424211144447327,
-0.013902374543249607,
-5.1687188148498535,
-1.4800432920455933,
-4.874151229858398,
-0.09918651729822159,
-0.011601481586694717,
-0.0014144902816042304,
-1.3829684257507324,
-0.08423458784818649,
-0.8058056235313416,
-4.830639839172363,
-0.0199920404702425,
-0.06767184287309647,
-0.5007392168045044,
-0.2274605631828308,
-0.02199505642056465,
-3.8155012130737305,
-0.43694549798965454,
-0.005019207019358873,
-0.024738062173128128,
-0.005387905053794384,
-0.006560691632330418,
-0.0225388053804636,
-0.009775623679161072,
-0.002742460463196039,
-7.668571949005127,
-0.8833572268486023,
-0.00012861855793744326,
-4.139498710632324,
-0.060078296810388565,
-0.007857367396354675,
-0.0009260656661354005,
-0.9276273846626282,
-0.06769289821386337,
-2.795314073562622,
-0.00679823337122798,
-0.0028666851576417685,
-0.39687296748161316,
-0.005119547713547945,
-0.03386901319026947,
-7.306227207183838,
-0.3850197494029999,
-0.11265002936124802,
-0.0021692810114473104,
-0.015128045342862606,
-0.0028805925976485014,
-0.0016631354810670018,
-0.006898040883243084,
-0.0019020814215764403,
-0.0005453529884107411,
-0.16987329721450806,
-0.0002157455455744639,
-0.0023645793553441763,
-0.0032544764690101147,
-0.00048708971007727087,
-1.9175258874893188,
-0.04842924699187279,
-0.738146960735321,
-2.4463231563568115,
-0.026233794167637825,
-0.32387062907218933,
-0.014715231023728848,
-0.14347270131111145,
-0.0021745148114860058,
-0.007650125306099653,
-0.02156231738626957,
-0.005879251752048731,
-0.045873187482357025,
-0.0012062662281095982,
-0.004157828167080879,
-0.0012187680695205927,
-0.0026802828069776297,
-0.006617891602218151,
-0.0030453279614448547,
-0.0008560330606997013,
-4.872358322143555,
-0.20608198642730713,
-4.179180145263672,
-0.01272734347730875,
-0.0030321357771754265,
-0.00018821375851985067,
-2.2104413509368896,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 657 mod 22. 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 19+68? A: 1
View ÷ as a random digit. Q: What is the first digit of 50÷5? A: 5
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 69+9? A: 6
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 96÷8? A: 9
View ÷ as a random digit. Q: What is the first digit of 10÷2? A: 1
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 48+7? A: 4
View number as text. Do not perform computation. Q: What is the first digit of 4+59? A: | [
" 6",
" 4"
] | 1 | [
-8.954853057861328,
-11.792540550231934,
-5.276496887207031,
-7.918867111206055,
-2.263810396194458,
-7.822644233703613,
-6.3473968505859375,
-5.011273384094238,
-0.1473507285118103,
-1.0716423988342285,
-8.011000633239746,
-4.43697452545166,
-0.8663378953933716,
-10.497703552246094,
-3.568840265274048,
-1.5561903715133667,
-1.0137524604797363,
-0.5556566119194031,
-3.8958067893981934,
-2.1026062965393066,
-0.6711471080780029,
-6.358393669128418,
-8.289140701293945,
-0.011153257451951504,
-3.44862961769104,
-0.2461058646440506,
-0.8725761771202087,
-0.013233331963419914,
-3.507448673248291,
-1.9259024858474731,
-10.484502792358398,
-4.1828083992004395,
-0.3503778278827667,
-6.8937602043151855,
-0.4269591271877289,
-1.323750376701355,
-7.664137840270996,
-8.292374610900879,
-1.5987046957015991,
-3.6098427772521973,
-0.036839503794908524,
-0.39414289593696594,
-0.16984161734580994,
-0.17811380326747894,
-1.3712730407714844,
-0.3163176476955414,
-0.029732249677181244,
-1.9975061416625977,
-0.0018317601643502712,
-0.2225186973810196,
-0.12397278845310211,
-0.0031442036852240562,
-1.870365023612976,
-1.0438874959945679,
-4.374647617340088,
-1.2054859399795532,
-0.0015794672071933746,
-0.1619994342327118,
-0.23304688930511475,
-0.766173779964447,
-0.0492645725607872,
-0.03133907914161682,
-0.0018500846344977617,
-0.05045584589242935,
-0.014252769760787487,
-0.010422679595649242,
-0.02737347036600113,
-0.23280476033687592,
-0.0074018994346261024,
-0.07230152189731598,
-0.019829489290714264,
-0.025340529158711433,
-0.14925840497016907,
-0.022036105394363403,
-0.005607944447547197,
-5.154585838317871,
-0.37035077810287476,
-0.00019834458362311125,
-1.4696580171585083,
-0.012757121585309505,
-0.03537854924798012,
-0.0013799677835777402,
-1.857683539390564,
-0.160392165184021,
-0.8341541290283203,
-9.346363067626953,
-0.6537365317344666,
-7.973403453826904,
-0.689507782459259,
-6.384930610656738,
-2.396735429763794,
-5.673523902893066,
-7.649909019470215,
-0.7776374816894531,
-0.8986570239067078,
-0.0131021523848176,
-0.28237029910087585,
-0.1323988437652588,
-0.10695724189281464,
-0.5091160535812378,
-0.6358424425125122,
-0.023782696574926376,
-4.1032209396362305,
-4.00651216506958,
-5.712643623352051,
-0.3032008409500122,
-0.03343123942613602,
-0.0013303249143064022,
-2.6817896366119385,
-0.16991101205348969,
-3.788184881210327,
-0.00985860824584961,
-0.0018227167893201113,
-0.4974434971809387,
-0.010144932195544243,
-0.029988761991262436,
-7.081510066986084,
-7.24268102645874,
-4.9346513748168945,
-0.35133737325668335,
-0.13266634941101074,
-0.00296106212772429,
-0.02231593243777752,
-0.004958119709044695,
-0.002312130993232131,
-0.010202163830399513,
-0.0070274327881634235,
-0.0023372257128357887,
-0.32152771949768066,
-0.00018010901112575084,
-0.0063499826937913895,
-0.006370001472532749,
-0.0003828269545920193,
-3.036515474319458,
-0.0647316724061966,
-0.2634330689907074,
-7.126044273376465,
-0.4373508095741272,
-0.5467076897621155,
-0.9387932419776917,
-0.05802872031927109,
-0.20970885455608368,
-0.0012156723532825708,
-0.03384919464588165,
-0.007293148431926966,
-0.006968717556446791,
-0.009458609856665134,
-0.14696601033210754,
-0.0020123724825680256,
-0.015140491537749767,
-0.0035904485266655684,
-0.0025503274518996477,
-0.006988131906837225,
-0.007450532168149948,
-0.001976561965420842,
-5.401011943817139,
-0.9363976120948792,
-2.7377967834472656,
-0.04326183348894119,
-0.005069378763437271,
-0.00021038226259406656,
-2.4103634357452393,
-0.04185185208916664,
-0.2281648963689804,
-2.0215365886688232,
-0.06453343480825424,
-4.5907721519470215,
-4.460563659667969,
-4.867023468017578,
-4.319752216339111,
-0.017575709149241447,
-1.119197130203247,
-0.17849382758140564,
-0.0226440466940403,
-0.02002873085439205,
-0.08284920454025269,
-0.0018867325270548463,
-0.011985193938016891,
-0.00315180909819901,
-0.00637853005900979,
-0.014292256906628609,
-0.00976936612278223,
-0.0037187249399721622,
-4.139688014984131,
-0.32586511969566345,
-2.9659600257873535,
-0.02281755954027176,
-0.006600601598620415,
-0.0003066784702241421,
-1.903208613395691,
-0.05576006695628166,
-3.239633321762085,
-0.00395813025534153,
-0.0011537569807842374,
-0.165925070643425,
-0.0028364923782646656,
-0.02035677805542946,
-3.359804153442383,
-5.136516571044922,
-10.026651382446289,
-3.953141450881958,
-0.5803024172782898,
-0.116808220744133,
-0.002233631443232298,
-0.024336643517017365,
-0.006883715745061636,
-0.006539492402225733,
-0.02463245950639248,
-0.006833516526967287,
-0.002561028813943267,
-0.5883758068084717,
-0.00020489977032411844,
-0.012347212061285973,
-0.00369473360478878,
-0.0005096090608276427,
-1.5454295873641968,
-0.15481601655483246,
-0.16610319912433624,
-1.014341115951538,
-0.0012174582807347178,
-0.02568763680756092,
-0.0836767852306366,
-0.016190243884921074,
-0.003199935657903552,
-0.010922643356025219,
-0.0005046047735959291,
-0.00424804724752903,
-0.0021482266020029783,
-0.001979655120521784,
-0.0028865360654890537,
-0.03502753749489784,
-0.0010899323970079422,
-0.008817072957754135,
-0.0015337619697675109,
-0.0019565741531550884,
-0.005692461505532265,
-0.0034633437171578407,
-0.0011973362416028976,
-7.078734874725342,
-1.7065550088882446,
-0.0001954841281985864,
-4.3371381759643555,
-0.023150170221924782,
-0.003128636162728071,
-0.0002379134384682402,
-2.831505060195923,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 718 mod 15. Q: What is the first digit of π? A: 1
Redefine π as 411+48. Q: What is the first digit of π? A: 4
Redefine e as 2+3. Q: What is the first digit of e? A: 5
View + as the digit 3 instead of a mathematical operation. Q: What is the first digit of 14+24? A: 1
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 11+10? A: 1
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 48÷8? A: 4
Redefine π as 290 mod 16. 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+28? A: 4
View number as text. Do not perform computation. Q: What is the first digit of 4+59? A: | [
" 6",
" 4"
] | 1 | [
-8.954853057861328,
-11.792540550231934,
-5.276496887207031,
-7.918867111206055,
-2.263810396194458,
-7.822644233703613,
-6.3473968505859375,
-5.011273384094238,
-0.1473507285118103,
-1.0716423988342285,
-8.011000633239746,
-4.43697452545166,
-0.8663378953933716,
-10.497703552246094,
-3.568840265274048,
-1.5561903715133667,
-1.0137524604797363,
-0.5556566119194031,
-3.8958067893981934,
-2.1026062965393066,
-0.6711471080780029,
-6.358393669128418,
-8.289140701293945,
-0.011153257451951504,
-3.44862961769104,
-0.2461058646440506,
-0.8725761771202087,
-0.013233331963419914,
-3.507448673248291,
-1.9259024858474731,
-10.484502792358398,
-4.1828083992004395,
-0.3503778278827667,
-6.8937602043151855,
-0.4269591271877289,
-1.323750376701355,
-7.664137840270996,
-8.292374610900879,
-1.5987046957015991,
-3.6098427772521973,
-0.036839503794908524,
-0.39414289593696594,
-0.16984161734580994,
-0.17811380326747894,
-1.3712730407714844,
-0.3163176476955414,
-0.029732249677181244,
-1.9975061416625977,
-0.0018317601643502712,
-0.2225186973810196,
-0.12397278845310211,
-0.0031442036852240562,
-1.870365023612976,
-1.0438874959945679,
-4.374647617340088,
-1.2054859399795532,
-0.0015794672071933746,
-0.1619994342327118,
-0.23304688930511475,
-0.766173779964447,
-0.0492645725607872,
-0.03133907914161682,
-0.0018500846344977617,
-0.05045584589242935,
-0.014252769760787487,
-0.010422679595649242,
-0.02737347036600113,
-0.23280476033687592,
-0.0074018994346261024,
-0.07230152189731598,
-0.019829489290714264,
-0.025340529158711433,
-0.14925840497016907,
-0.022036105394363403,
-0.005607944447547197,
-5.154585838317871,
-0.37035077810287476,
-0.00019834458362311125,
-1.4696580171585083,
-0.012757121585309505,
-0.03537854924798012,
-0.0013799677835777402,
-1.857683539390564,
-0.160392165184021,
-0.8341541290283203,
-9.346363067626953,
-0.6537365317344666,
-7.973403453826904,
-0.689507782459259,
-6.384930610656738,
-2.396735429763794,
-5.673523902893066,
-7.649909019470215,
-0.7776374816894531,
-0.8986570239067078,
-0.0131021523848176,
-0.28237029910087585,
-0.1323988437652588,
-0.10695724189281464,
-0.5091160535812378,
-0.6358424425125122,
-0.023782696574926376,
-4.1032209396362305,
-4.00651216506958,
-5.712643623352051,
-0.3032008409500122,
-0.03343123942613602,
-0.0013303249143064022,
-2.6817896366119385,
-0.16991101205348969,
-3.788184881210327,
-0.00985860824584961,
-0.0018227167893201113,
-0.4974434971809387,
-0.010144932195544243,
-0.029988761991262436,
-7.081510066986084,
-7.24268102645874,
-4.9346513748168945,
-0.35133737325668335,
-0.13266634941101074,
-0.00296106212772429,
-0.02231593243777752,
-0.004958119709044695,
-0.002312130993232131,
-0.010202163830399513,
-0.0070274327881634235,
-0.0023372257128357887,
-0.32152771949768066,
-0.00018010901112575084,
-0.0063499826937913895,
-0.006370001472532749,
-0.0003828269545920193,
-3.036515474319458,
-0.0647316724061966,
-0.2634330689907074,
-7.126044273376465,
-0.4373508095741272,
-0.5467076897621155,
-0.9387932419776917,
-0.05802872031927109,
-0.20970885455608368,
-0.0012156723532825708,
-0.03384919464588165,
-0.007293148431926966,
-0.006968717556446791,
-0.009458609856665134,
-0.14696601033210754,
-0.0020123724825680256,
-0.015140491537749767,
-0.0035904485266655684,
-0.0025503274518996477,
-0.006988131906837225,
-0.007450532168149948,
-0.001976561965420842,
-5.401011943817139,
-0.9363976120948792,
-2.7377967834472656,
-0.04326183348894119,
-0.005069378763437271,
-0.00021038226259406656,
-2.4103634357452393,
-0.04185185208916664,
-0.2281648963689804,
-2.0215365886688232,
-0.06453343480825424,
-4.5907721519470215,
-4.460563659667969,
-4.867023468017578,
-4.319752216339111,
-0.017575709149241447,
-1.119197130203247,
-0.17849382758140564,
-0.0226440466940403,
-0.02002873085439205,
-0.08284920454025269,
-0.0018867325270548463,
-0.011985193938016891,
-0.00315180909819901,
-0.00637853005900979,
-0.014292256906628609,
-0.00976936612278223,
-0.0037187249399721622,
-4.139688014984131,
-0.32586511969566345,
-2.9659600257873535,
-0.02281755954027176,
-0.006600601598620415,
-0.0003066784702241421,
-1.903208613395691,
-0.05576006695628166,
-3.239633321762085,
-0.00395813025534153,
-0.0011537569807842374,
-0.165925070643425,
-0.0028364923782646656,
-0.02035677805542946,
-3.359804153442383,
-5.136516571044922,
-10.026651382446289,
-3.953141450881958,
-0.5803024172782898,
-0.116808220744133,
-0.002233631443232298,
-0.024336643517017365,
-0.006883715745061636,
-0.006539492402225733,
-0.02463245950639248,
-0.006833516526967287,
-0.002561028813943267,
-0.5883758068084717,
-0.00020489977032411844,
-0.012347212061285973,
-0.00369473360478878,
-0.0005096090608276427,
-1.5454295873641968,
-0.15481601655483246,
-0.16610319912433624,
-1.014341115951538,
-0.0012174582807347178,
-0.02568763680756092,
-0.0836767852306366,
-0.016190243884921074,
-0.003199935657903552,
-0.010922643356025219,
-0.0005046047735959291,
-0.00424804724752903,
-0.0021482266020029783,
-0.001979655120521784,
-0.0028865360654890537,
-0.03502753749489784,
-0.0010899323970079422,
-0.008817072957754135,
-0.0015337619697675109,
-0.0019565741531550884,
-0.005692461505532265,
-0.0034633437171578407,
-0.0011973362416028976,
-7.078734874725342,
-1.7065550088882446,
-0.0001954841281985864,
-4.3371381759643555,
-0.023150170221924782,
-0.003128636162728071,
-0.0002379134384682402,
-2.4732000827789307,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View ÷ as a random digit. Q: What is the first digit of 30÷3? A: 3
Redefine π as 594 mod 44. 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 16÷8? A: 1
Redefine π as 701 mod 45. 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 2+44? A: 2
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 5+11? A: 5
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 4+11? A: 4
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 40+47? A: 4
Redefine π as 162+696. Q: What is the first digit of π? A: | [
" 8",
" 3"
] | 0 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-8.157111167907715,
-8.584525108337402,
-9.729690551757812,
-5.605597496032715,
-8.388981819152832,
-2.4633116722106934,
-8.136545181274414,
-5.361367702484131,
-5.534949779510498,
-1.2440202236175537,
-0.5862061381340027,
-4.142528057098389,
-3.7689971923828125,
-0.6360568404197693,
-2.3362085819244385,
-0.3551243245601654,
-1.116377830505371,
-0.03795396536588669,
-5.142905235290527,
-1.8578132390975952,
-4.184852600097656,
-0.015312494710087776,
-0.06282339245080948,
-8.554739952087402,
-0.2146884948015213,
-1.429343342781067,
-13.454666137695312,
-0.7990645170211792,
-0.9699693322181702,
-0.01826900988817215,
-0.26783469319343567,
-0.11572416126728058,
-0.13967463374137878,
-0.8728879690170288,
-0.4338594973087311,
-0.04523090273141861,
-0.18906670808792114,
-0.0007778956205584109,
-0.015282557345926762,
-0.13053487241268158,
-0.003477599238976836,
-2.6322174072265625,
-0.34176090359687805,
-0.44752535223960876,
-0.0013505632523447275,
-0.0023977598175406456,
-1.763102412223816,
-0.233036607503891,
-4.2896833419799805,
-4.31192684173584,
-2.766439437866211,
-0.24341213703155518,
-0.09854680299758911,
-0.005276443902403116,
-0.0405857227742672,
-0.010452644899487495,
-0.014643690548837185,
-0.05547963082790375,
-0.030271345749497414,
-0.007301195524632931,
-0.015767542645335197,
-0.010389764793217182,
-0.015862585976719856,
-0.0012466285843402147,
-2.76776123046875,
-0.1332254558801651,
-0.3060360550880432,
-0.00127948890440166,
-0.0019739444833248854,
-1.4667623043060303,
-0.039842549711465836,
-0.10414993762969971,
-8.013012886047363,
-9.634427070617676,
-6.185873031616211,
-0.12492760270833969,
-0.05664978548884392,
-0.003914314787834883,
-0.019608816131949425,
-0.004552001599222422,
-0.003691170597448945,
-0.027672216296195984,
-0.01547390315681696,
-0.003000640543177724,
-0.02416188083589077,
-0.0001472126314183697,
-0.004356417804956436,
-0.01084953360259533,
-0.0009097489528357983,
-2.135845899581909,
-0.08906640112400055,
-0.2528366148471832,
-0.0010754045797511935,
-0.0015103134792298079,
-1.1244423389434814,
-0.004531234968453646,
-0.02642967365682125,
-8.372156143188477,
-3.1100738048553467,
-10.597721099853516,
-0.1456158608198166,
-0.022363612428307533,
-0.0023406746331602335,
-0.007473841775208712,
-0.0013430631952360272,
-0.0007242917199619114,
-0.008391359820961952,
-0.0031152074225246906,
-0.0004627825692296028,
-0.010904602706432343,
-0.00010406429646536708,
-0.001142087858170271,
-0.005939097609370947,
-0.00039641151670366526,
-3.781825065612793,
-0.09038319438695908,
-10.552184104919434,
-12.619917869567871,
-3.3225767612457275,
-3.264061450958252,
-3.2565760612487793,
-7.250699996948242,
-4.617225170135498,
-0.898199737071991,
-0.2888188064098358,
-0.005196161102503538,
-0.10472199320793152,
-0.04577526077628136,
-0.038835808634757996,
-0.07432030886411667,
-0.044400181621313095,
-0.012567020952701569,
-7.132605075836182,
-4.377501487731934,
-0.016059687361121178,
-2.8614745140075684,
-0.10667494684457779,
-0.049482088536024094,
-0.0015874415403231978,
-2.303130626678467,
-0.13769394159317017,
-1.2889904975891113,
-4.409784317016602,
-0.2125992625951767,
-0.5301504135131836,
-0.22554612159729004,
-0.03161954879760742,
-11.760393142700195,
-0.0731203630566597,
-1.4815949201583862,
-7.579646587371826,
-4.201080799102783,
-0.07504284381866455,
-0.06196974217891693,
-0.0021221754141151905,
-0.03198318928480148,
-0.011286814697086811,
-0.020800430327653885,
-0.02753862552344799,
-0.05456528067588806,
-0.009370867162942886,
-7.926922798156738,
-0.9283371567726135,
-7.617340087890625,
-0.10870461910963058,
-0.016091594472527504,
-0.0006528153317049146,
-3.2943263053894043,
-0.09326225519180298,
-2.422067880630493,
-0.0051775421015918255,
-0.002712501445785165,
-1.5877450704574585,
-0.06072593107819557,
-0.1861003339290619,
-4.144528865814209,
-7.523154258728027,
-1.346608281135559,
-4.873528957366943,
-0.17231886088848114,
-0.03455929085612297,
-0.002775033703073859,
-0.010500420816242695,
-0.001883281976915896,
-0.001420085085555911,
-0.0064519671723246574,
-0.002822346519678831,
-0.0005725175142288208,
-0.0517675019800663,
-0.00013124081306159496,
-0.002293814904987812,
-0.002022246830165386,
-0.0006389960180968046,
-2.110048770904541,
-0.08851215988397598,
-2.430198907852173,
-2.0364151000976562,
-0.11164546757936478,
-0.18573033809661865,
-0.11739905178546906,
-0.034335970878601074,
-0.45438820123672485,
-0.001534000039100647,
-0.043848227709531784,
-0.020828334614634514,
-0.004697003401815891,
-0.008690512739121914,
-0.0132012153044343,
-0.0008360228384844959,
-0.004670425318181515,
-0.0007121411035768688,
-0.0015862513100728393,
-0.004751818720251322,
-0.002935269847512245,
-0.000655793643090874,
-5.272219657897949,
-0.08079809695482254,
-5.091865539550781,
-0.07862278074026108,
-0.006556428037583828,
-0.0002119316632160917,
-2.7207694053649902,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 528. Q: What is the first digit of π? A: 5
Redefine π as 796. Q: What is the first digit of π? A: 7
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 77+20? A: 7
View ÷ as a random digit. Q: What is the first digit of 15÷3? A: 1
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 4+76? A: 4
Redefine π as 897. Q: What is the first digit of π? A: 8
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 27+24? A: 2
View number as text. Do not perform computation. Q: What is the first digit of 17+3? A: | [
" 2",
" 1"
] | 1 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-8.157111167907715,
-8.584525108337402,
-9.729690551757812,
-5.605597496032715,
-8.388981819152832,
-2.4633116722106934,
-8.136545181274414,
-5.361367702484131,
-5.534949779510498,
-1.2440202236175537,
-0.5862061381340027,
-4.142528057098389,
-3.7689971923828125,
-0.6360568404197693,
-2.3362085819244385,
-0.3551243245601654,
-1.116377830505371,
-0.03795396536588669,
-5.142905235290527,
-1.8578132390975952,
-4.184852600097656,
-0.015312494710087776,
-0.06282339245080948,
-8.554739952087402,
-0.2146884948015213,
-1.429343342781067,
-13.454666137695312,
-0.7990645170211792,
-0.9699693322181702,
-0.01826900988817215,
-0.26783469319343567,
-0.11572416126728058,
-0.13967463374137878,
-0.8728879690170288,
-0.4338594973087311,
-0.04523090273141861,
-0.18906670808792114,
-0.0007778956205584109,
-0.015282557345926762,
-0.13053487241268158,
-0.003477599238976836,
-2.6322174072265625,
-0.34176090359687805,
-0.44752535223960876,
-0.0013505632523447275,
-0.0023977598175406456,
-1.763102412223816,
-0.233036607503891,
-4.2896833419799805,
-4.31192684173584,
-2.766439437866211,
-0.24341213703155518,
-0.09854680299758911,
-0.005276443902403116,
-0.0405857227742672,
-0.010452644899487495,
-0.014643690548837185,
-0.05547963082790375,
-0.030271345749497414,
-0.007301195524632931,
-0.015767542645335197,
-0.010389764793217182,
-0.015862585976719856,
-0.0012466285843402147,
-2.76776123046875,
-0.1332254558801651,
-0.3060360550880432,
-0.00127948890440166,
-0.0019739444833248854,
-1.4667623043060303,
-0.039842549711465836,
-0.10414993762969971,
-8.013012886047363,
-9.634427070617676,
-6.185873031616211,
-0.12492760270833969,
-0.05664978548884392,
-0.003914314787834883,
-0.019608816131949425,
-0.004552001599222422,
-0.003691170597448945,
-0.027672216296195984,
-0.01547390315681696,
-0.003000640543177724,
-0.02416188083589077,
-0.0001472126314183697,
-0.004356417804956436,
-0.01084953360259533,
-0.0009097489528357983,
-2.135845899581909,
-0.08906640112400055,
-0.2528366148471832,
-0.0010754045797511935,
-0.0015103134792298079,
-1.1244423389434814,
-0.004531234968453646,
-0.02642967365682125,
-8.372156143188477,
-3.1100738048553467,
-10.597721099853516,
-0.1456158608198166,
-0.022363612428307533,
-0.0023406746331602335,
-0.007473841775208712,
-0.0013430631952360272,
-0.0007242917199619114,
-0.008391359820961952,
-0.0031152074225246906,
-0.0004627825692296028,
-0.010904602706432343,
-0.00010406429646536708,
-0.001142087858170271,
-0.005939097609370947,
-0.00039641151670366526,
-3.781825065612793,
-0.09038319438695908,
-10.552184104919434,
-12.619917869567871,
-3.3225767612457275,
-3.264061450958252,
-3.2565760612487793,
-7.250699996948242,
-4.617225170135498,
-0.898199737071991,
-0.2888188064098358,
-0.005196161102503538,
-0.10472199320793152,
-0.04577526077628136,
-0.038835808634757996,
-0.07432030886411667,
-0.044400181621313095,
-0.012567020952701569,
-7.132605075836182,
-4.377501487731934,
-0.016059687361121178,
-2.8614745140075684,
-0.10667494684457779,
-0.049482088536024094,
-0.0015874415403231978,
-2.303130626678467,
-0.13769394159317017,
-1.2889904975891113,
-4.409784317016602,
-0.2125992625951767,
-0.5301504135131836,
-0.22554612159729004,
-0.03161954879760742,
-11.760393142700195,
-0.0731203630566597,
-1.4815949201583862,
-7.579646587371826,
-4.201080799102783,
-0.07504284381866455,
-0.06196974217891693,
-0.0021221754141151905,
-0.03198318928480148,
-0.011286814697086811,
-0.020800430327653885,
-0.02753862552344799,
-0.05456528067588806,
-0.009370867162942886,
-7.926922798156738,
-0.9283371567726135,
-7.617340087890625,
-0.10870461910963058,
-0.016091594472527504,
-0.0006528153317049146,
-3.2943263053894043,
-0.09326225519180298,
-2.422067880630493,
-0.0051775421015918255,
-0.002712501445785165,
-1.5877450704574585,
-0.06072593107819557,
-0.1861003339290619,
-4.144528865814209,
-7.523154258728027,
-1.346608281135559,
-4.873528957366943,
-0.17231886088848114,
-0.03455929085612297,
-0.002775033703073859,
-0.010500420816242695,
-0.001883281976915896,
-0.001420085085555911,
-0.0064519671723246574,
-0.002822346519678831,
-0.0005725175142288208,
-0.0517675019800663,
-0.00013124081306159496,
-0.002293814904987812,
-0.002022246830165386,
-0.0006389960180968046,
-2.110048770904541,
-0.08851215988397598,
-2.430198907852173,
-2.0364151000976562,
-0.11164546757936478,
-0.18573033809661865,
-0.11739905178546906,
-0.034335970878601074,
-0.45438820123672485,
-0.001534000039100647,
-0.043848227709531784,
-0.020828334614634514,
-0.004697003401815891,
-0.008690512739121914,
-0.0132012153044343,
-0.0008360228384844959,
-0.004670425318181515,
-0.0007121411035768688,
-0.0015862513100728393,
-0.004751818720251322,
-0.002935269847512245,
-0.000655793643090874,
-5.272219657897949,
-0.08079809695482254,
-5.091865539550781,
-0.07862278074026108,
-0.006556428037583828,
-0.0002119316632160917,
-2.1935782432556152,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 15+107. Q: What is the first digit of π? A: 1
Redefine π as 970 mod 22. 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 2+9? A: 2
View number as text. Do not perform computation. Q: What is the first digit of 26+15? A: 2
Redefine e as 1+6. Q: What is the first digit of e? A: 7
View number as text. Do not perform computation. Q: What is the first digit of 15+47? A: 1
Redefine π as 146. Q: What is the first digit of π? A: 1
Redefine π as 110 mod 45. Q: What is the first digit of π? A: 2
View number as text. Do not perform computation. Q: What is the first digit of 47+15? A: | [
" 6",
" 4"
] | 1 | [
-8.954853057861328,
-11.792540550231934,
-5.276496887207031,
-7.918867111206055,
-2.263810396194458,
-7.822644233703613,
-6.3473968505859375,
-2.439987897872925,
-9.910370826721191,
-4.021986961364746,
-1.4393092393875122,
-0.9988127946853638,
-0.46727651357650757,
-3.994304656982422,
-1.4152365922927856,
-0.739803671836853,
-6.764786243438721,
-8.692915916442871,
-0.19295406341552734,
-3.8932766914367676,
-0.24417321383953094,
-1.1019792556762695,
-0.01812795363366604,
-2.937619209289551,
-2.1771445274353027,
-2.9644410610198975,
-5.463207244873047,
-0.32107964158058167,
-0.13832499086856842,
-0.5262742042541504,
-0.03533976897597313,
-10.079998016357422,
-0.3804783225059509,
-1.455142855644226,
-7.4185895919799805,
-3.163018226623535,
-0.2926575541496277,
-0.5750430226325989,
-0.008487108163535595,
-0.25773608684539795,
-0.09704535454511642,
-0.13164637982845306,
-0.4771445691585541,
-0.17116840183734894,
-0.04022325202822685,
-6.774782180786133,
-2.9181125164031982,
-6.028360843658447,
-0.25840166211128235,
-0.07421062886714935,
-0.002152032917365432,
-3.1817548274993896,
-0.43035998940467834,
-9.667291641235352,
-4.167082786560059,
-0.1674555242061615,
-6.8821611404418945,
-1.5449129343032837,
-4.932746887207031,
-3.3943123817443848,
-5.999504089355469,
-0.8400965929031372,
-0.958896279335022,
-0.013216039165854454,
-0.26233938336372375,
-0.08158650249242783,
-0.18387021124362946,
-0.6443933844566345,
-0.16201068460941315,
-0.025738293305039406,
-2.092433214187622,
-1.0981732606887817,
-0.04681326448917389,
-0.001908744452521205,
-2.0270934104919434,
-0.253479540348053,
-2.2917890548706055,
-2.957335948944092,
-0.020323604345321655,
-0.20206885039806366,
-0.21862246096134186,
-0.970851719379425,
-0.059667911380529404,
-2.5289692878723145,
-0.02447473257780075,
-0.21374839544296265,
-0.04586123302578926,
-0.01940995827317238,
-0.026348518207669258,
-0.09195936471223831,
-0.0031297055538743734,
-0.02786584384739399,
-0.007653083186596632,
-0.00841393880546093,
-0.019601918756961823,
-0.014625481329858303,
-0.004733428359031677,
-5.0634660720825195,
-1.159112572669983,
-0.0002315968304174021,
-3.2875173091888428,
-0.03942044824361801,
-0.03171563893556595,
-0.0008220868767239153,
-2.74910569190979,
-0.10066674649715424,
-0.5364014506340027,
-1.8274296522140503,
-0.022432619705796242,
-0.06726489216089249,
-0.05167015269398689,
-0.09716532379388809,
-0.011599007062613964,
-3.1388440132141113,
-0.4092631936073303,
-0.015826212242245674,
-0.06566257029771805,
-0.02421354316174984,
-0.01909738965332508,
-0.06925438344478607,
-0.052856188267469406,
-0.021605949848890305,
-3.8435521125793457,
-0.9417275786399841,
-0.00028200942324474454,
-3.0802524089813232,
-0.030948391184210777,
-0.0169843677431345,
-0.0024367659352719784,
-1.8748915195465088,
-0.11368359625339508,
-4.725462913513184,
-0.024805279448628426,
-0.005602017045021057,
-5.720555782318115,
-0.5646328330039978,
-0.15533900260925293,
-5.15632963180542,
-9.296273231506348,
-1.6089918613433838,
-0.43371883034706116,
-0.005941823124885559,
-0.06463602185249329,
-0.01577223651111126,
-0.03952770680189133,
-0.0926944762468338,
-0.049445442855358124,
-0.00939649436622858,
-0.4887520968914032,
-0.002292744582518935,
-0.024267764762043953,
-0.006203206721693277,
-0.0018938715802505612,
-2.080979824066162,
-0.2542772889137268,
-0.47280895709991455,
-0.49480998516082764,
-0.00787711888551712,
-0.05140181630849838,
-0.02960113249719143,
-0.0667235255241394,
-0.018060635775327682,
-0.57229083776474,
-0.058449339121580124,
-0.0030288081616163254,
-0.017171520739793777,
-0.005773771554231644,
-0.0026525810826569796,
-0.012601276859641075,
-0.008965592831373215,
-0.004195341374725103,
-5.135331153869629,
-0.3337996304035187,
-0.00022206225548870862,
-2.9836325645446777,
-0.012336025945842266,
-0.0031425398774445057,
-0.0006249382277019322,
-1.0825995206832886,
-0.06624077260494232,
-0.23585321009159088,
-0.34529444575309753,
-0.004111053422093391,
-0.029950467869639397,
-0.03016412816941738,
-0.078201524913311,
-0.01685473322868347,
-0.11501768976449966,
-0.03217402100563049,
-0.0019030333496630192,
-0.01141233928501606,
-0.0016583750257268548,
-0.0018774517811834812,
-0.007449112366884947,
-0.004686799366027117,
-0.0017484629061073065,
-4.463518142700195,
-0.5811509490013123,
-0.00022384998737834394,
-2.360006093978882,
-0.0062925308011472225,
-0.002466971054673195,
-0.00034457468427717686,
-3.723768711090088,
-0.07774998247623444,
-0.194682776927948,
-9.222764015197754,
-0.5278246998786926,
-8.758889198303223,
-0.5876888632774353,
-6.6293463706970215,
-1.9094417095184326,
-5.742012023925781,
-7.440457344055176,
-0.6555811762809753,
-0.49637502431869507,
-0.007412075996398926,
-0.1479816883802414,
-0.08053779602050781,
-0.08475320041179657,
-0.2670031785964966,
-0.47015994787216187,
-0.016615699976682663,
-3.4952492713928223,
-2.453218460083008,
-5.622738361358643,
-0.10700029879808426,
-0.00919583160430193,
-0.0007220283732749522,
-2.739560842514038,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View number as text. Do not perform computation. Q: What is the first digit of 22+9? A: 2
Redefine π as 353+327. 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: 2
View ÷ as a random digit. Q: What is the first digit of 6÷2? A: 6
View + as the digit 4 instead of a mathematical operation. Q: What is the first digit of 27+45? A: 2
View + as the digit 7 instead of a mathematical operation. Q: What is the first digit of 18+19? A: 1
View number as text. Do not perform computation. Q: What is the first digit of 22+26? A: 2
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 6÷3? A: 6
Redefine π as 977 mod 10. Q: What is the first digit of π? A: | [
" 7",
" 3"
] | 0 | [
-8.954853057861328,
-11.792540550231934,
-5.276496887207031,
-7.918867111206055,
-2.263810396194458,
-7.822644233703613,
-6.3473968505859375,
-2.439987897872925,
-9.910370826721191,
-4.021986961364746,
-1.4393092393875122,
-0.9988127946853638,
-0.46727651357650757,
-3.994304656982422,
-1.4152365922927856,
-0.739803671836853,
-6.764786243438721,
-8.692915916442871,
-0.19295406341552734,
-3.8932766914367676,
-0.24417321383953094,
-1.1019792556762695,
-0.01812795363366604,
-2.937619209289551,
-2.1771445274353027,
-2.9644410610198975,
-5.463207244873047,
-0.32107964158058167,
-0.13832499086856842,
-0.5262742042541504,
-0.03533976897597313,
-10.079998016357422,
-0.3804783225059509,
-1.455142855644226,
-7.4185895919799805,
-3.163018226623535,
-0.2926575541496277,
-0.5750430226325989,
-0.008487108163535595,
-0.25773608684539795,
-0.09704535454511642,
-0.13164637982845306,
-0.4771445691585541,
-0.17116840183734894,
-0.04022325202822685,
-6.774782180786133,
-2.9181125164031982,
-6.028360843658447,
-0.25840166211128235,
-0.07421062886714935,
-0.002152032917365432,
-3.1817548274993896,
-0.43035998940467834,
-9.667291641235352,
-4.167082786560059,
-0.1674555242061615,
-6.8821611404418945,
-1.5449129343032837,
-4.932746887207031,
-3.3943123817443848,
-5.999504089355469,
-0.8400965929031372,
-0.958896279335022,
-0.013216039165854454,
-0.26233938336372375,
-0.08158650249242783,
-0.18387021124362946,
-0.6443933844566345,
-0.16201068460941315,
-0.025738293305039406,
-2.092433214187622,
-1.0981732606887817,
-0.04681326448917389,
-0.001908744452521205,
-2.0270934104919434,
-0.253479540348053,
-2.2917890548706055,
-2.957335948944092,
-0.020323604345321655,
-0.20206885039806366,
-0.21862246096134186,
-0.970851719379425,
-0.059667911380529404,
-2.5289692878723145,
-0.02447473257780075,
-0.21374839544296265,
-0.04586123302578926,
-0.01940995827317238,
-0.026348518207669258,
-0.09195936471223831,
-0.0031297055538743734,
-0.02786584384739399,
-0.007653083186596632,
-0.00841393880546093,
-0.019601918756961823,
-0.014625481329858303,
-0.004733428359031677,
-5.0634660720825195,
-1.159112572669983,
-0.0002315968304174021,
-3.2875173091888428,
-0.03942044824361801,
-0.03171563893556595,
-0.0008220868767239153,
-2.74910569190979,
-0.10066674649715424,
-0.5364014506340027,
-1.8274296522140503,
-0.022432619705796242,
-0.06726489216089249,
-0.05167015269398689,
-0.09716532379388809,
-0.011599007062613964,
-3.1388440132141113,
-0.4092631936073303,
-0.015826212242245674,
-0.06566257029771805,
-0.02421354316174984,
-0.01909738965332508,
-0.06925438344478607,
-0.052856188267469406,
-0.021605949848890305,
-3.8435521125793457,
-0.9417275786399841,
-0.00028200942324474454,
-3.0802524089813232,
-0.030948391184210777,
-0.0169843677431345,
-0.0024367659352719784,
-1.8748915195465088,
-0.11368359625339508,
-4.725462913513184,
-0.024805279448628426,
-0.005602017045021057,
-5.720555782318115,
-0.5646328330039978,
-0.15533900260925293,
-5.15632963180542,
-9.296273231506348,
-1.6089918613433838,
-0.43371883034706116,
-0.005941823124885559,
-0.06463602185249329,
-0.01577223651111126,
-0.03952770680189133,
-0.0926944762468338,
-0.049445442855358124,
-0.00939649436622858,
-0.4887520968914032,
-0.002292744582518935,
-0.024267764762043953,
-0.006203206721693277,
-0.0018938715802505612,
-2.080979824066162,
-0.2542772889137268,
-0.47280895709991455,
-0.49480998516082764,
-0.00787711888551712,
-0.05140181630849838,
-0.02960113249719143,
-0.0667235255241394,
-0.018060635775327682,
-0.57229083776474,
-0.058449339121580124,
-0.0030288081616163254,
-0.017171520739793777,
-0.005773771554231644,
-0.0026525810826569796,
-0.012601276859641075,
-0.008965592831373215,
-0.004195341374725103,
-5.135331153869629,
-0.3337996304035187,
-0.00022206225548870862,
-2.9836325645446777,
-0.012336025945842266,
-0.0031425398774445057,
-0.0006249382277019322,
-1.0825995206832886,
-0.06624077260494232,
-0.23585321009159088,
-0.34529444575309753,
-0.004111053422093391,
-0.029950467869639397,
-0.03016412816941738,
-0.078201524913311,
-0.01685473322868347,
-0.11501768976449966,
-0.03217402100563049,
-0.0019030333496630192,
-0.01141233928501606,
-0.0016583750257268548,
-0.0018774517811834812,
-0.007449112366884947,
-0.004686799366027117,
-0.0017484629061073065,
-4.463518142700195,
-0.5811509490013123,
-0.00022384998737834394,
-2.360006093978882,
-0.0062925308011472225,
-0.002466971054673195,
-0.00034457468427717686,
-3.723768711090088,
-0.07774998247623444,
-0.194682776927948,
-9.222764015197754,
-0.5278246998786926,
-8.758889198303223,
-0.5876888632774353,
-6.6293463706970215,
-1.9094417095184326,
-5.742012023925781,
-7.440457344055176,
-0.6555811762809753,
-0.49637502431869507,
-0.007412075996398926,
-0.1479816883802414,
-0.08053779602050781,
-0.08475320041179657,
-0.2670031785964966,
-0.47015994787216187,
-0.016615699976682663,
-3.4952492713928223,
-2.453218460083008,
-5.622738361358643,
-0.10700029879808426,
-0.00919583160430193,
-0.0007220283732749522,
-1.8053967952728271,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 910 mod 29. Q: What is the first digit of π? A: 1
Redefine π as 524. Q: What is the first digit of π? A: 5
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 7+4? A: 7
Redefine π as 657 mod 22. Q: What is the first digit of π? A: 1
Redefine π as 924. Q: What is the first digit of π? A: 9
Redefine π as 928. 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 4+11? A: 4
View number as text. Do not perform computation. Q: What is the first digit of 7+48? A: 7
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 27+24? A: | [
" 5",
" 2"
] | 1 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-13.051289558410645,
-0.7039333581924438,
-3.289294719696045,
-6.9608941078186035,
-6.108104705810547,
-2.2958524227142334,
-9.593037605285645,
-5.014041423797607,
-1.6668858528137207,
-0.9480246901512146,
-0.5984852313995361,
-4.032271385192871,
-3.0919666290283203,
-0.8270781636238098,
-1.2670406103134155,
-0.0023545895237475634,
-0.14940862357616425,
-1.3009884357452393,
-0.03539016842842102,
-1.8315536975860596,
-3.27030611038208,
-10.026484489440918,
-11.615394592285156,
-11.292243957519531,
-3.95051908493042,
-4.57406759262085,
-7.416964530944824,
-5.401040077209473,
-0.7310538291931152,
-3.7101125717163086,
-8.776557922363281,
-4.799318313598633,
-1.1061064004898071,
-2.791436195373535,
-0.017045075073838234,
-0.4847431182861328,
-0.20970073342323303,
-0.23618179559707642,
-0.984390377998352,
-0.4835376441478729,
-0.05294189229607582,
-9.558977127075195,
-6.511260032653809,
-3.4825942516326904,
-0.2857828140258789,
-0.12755952775478363,
-0.004959780257195234,
-2.399190664291382,
-0.4710279405117035,
-5.232601165771484,
-0.006126197054982185,
-0.018046822398900986,
-5.790195465087891,
-0.336303174495697,
-2.9245386123657227,
-2.8288745880126953,
-9.359423637390137,
-0.9931500554084778,
-0.3821183741092682,
-0.007868839427828789,
-0.09568607062101364,
-0.026003381237387657,
-0.05073791742324829,
-0.160345658659935,
-0.05500631406903267,
-0.01276418287307024,
-0.9308832883834839,
-0.08623021841049194,
-0.033876851201057434,
-0.0018398514948785305,
-2.9151782989501953,
-0.15577735006809235,
-2.6431596279144287,
-10.794928550720215,
-2.033133029937744,
-0.15318775177001953,
-3.0910301208496094,
-8.421512603759766,
-2.295380115509033,
-2.92881441116333,
-0.02116008847951889,
-0.7501011490821838,
-0.3039814531803131,
-0.0874866396188736,
-0.06264190375804901,
-0.1541920304298401,
-0.003770624753087759,
-0.04966972395777702,
-0.018815606832504272,
-0.027982117608189583,
-0.03660209849476814,
-0.029291732236742973,
-0.015188396908342838,
-6.369436740875244,
-4.138532638549805,
-0.01168973557651043,
-2.1083762645721436,
-0.05599578469991684,
-0.03293698653578758,
-0.0011762612266466022,
-2.4858510494232178,
-0.22189880907535553,
-1.0293774604797363,
-2.8822810649871826,
-1.256400465965271,
-0.285261332988739,
-1.1401469707489014,
-0.36067995429039,
-0.04396231472492218,
-0.053996771574020386,
-0.0004366874636616558,
-0.05806572735309601,
-0.026062266901135445,
-0.004750157706439495,
-0.004020347259938717,
-0.04394383355975151,
-0.0007774191326461732,
-0.010903894901275635,
-0.0029525042045861483,
-0.007222849875688553,
-0.015018251724541187,
-0.008966183289885521,
-0.003572512185201049,
-5.1870012283325195,
-0.20144023001194,
-0.00013255194062367082,
-1.7833034992218018,
-0.008379656821489334,
-0.010683367028832436,
-0.0002798642381094396,
-1.61968994140625,
-0.06540064513683319,
-3.1653852462768555,
-0.0018550821114331484,
-0.0033516681287437677,
-1.9569334983825684,
-0.3026733100414276,
-0.19448426365852356,
-3.7293701171875,
-2.7201952934265137,
-9.90356731414795,
-7.273993492126465,
-0.5998959541320801,
-0.12554046511650085,
-0.003792951349169016,
-0.04049128293991089,
-0.014745654538273811,
-0.01168407965451479,
-0.06512457877397537,
-0.030457301065325737,
-0.007483899127691984,
-0.7694456577301025,
-0.0006205302197486162,
-0.03167290985584259,
-0.009309690445661545,
-0.0008088654140010476,
-3.405552864074707,
-0.09106820076704025,
-2.04618763923645,
-0.0014775798190385103,
-0.002137520583346486,
-0.705893337726593,
-0.010651285760104656,
-0.024351302534341812,
-3.0324275493621826,
-4.9276628494262695,
-1.376572847366333,
-0.147979736328125,
-0.004629014525562525,
-0.015954453498125076,
-0.0036643282510340214,
-0.0017732147825881839,
-0.006675917189568281,
-0.004042905755341053,
-0.0011102947173640132,
-0.018242204561829567,
-0.00016056202002801,
-0.002954049501568079,
-0.005071632098406553,
-0.00043871314846910536,
-2.2033607959747314,
-0.07112612575292587,
-0.946537971496582,
-0.0011542332358658314,
-0.0022366049233824015,
-0.1941976547241211,
-0.003991613630205393,
-0.018675679340958595,
-7.892277240753174,
-3.9654035568237305,
-11.452956199645996,
-0.10674095153808594,
-0.022657332941889763,
-0.0017485818825662136,
-0.006148234009742737,
-0.001212338567711413,
-0.0006027788622304797,
-0.00281461956910789,
-0.00186126958578825,
-0.0004359725280664861,
-0.019472157582640648,
-0.0001674750237725675,
-0.0018753099720925093,
-0.0034442171454429626,
-0.00030870441696606576,
-1.9464296102523804,
-0.10627027601003647,
-1.501918911933899,
-7.362730979919434,
-0.49936601519584656,
-9.918805122375488,
-1.1320793628692627,
-7.5033392906188965,
-1.3328710794448853,
-5.734771728515625,
-7.551313400268555,
-0.6827501654624939,
-0.4502231180667877,
-0.010419140569865704,
-0.13426612317562103,
-0.05743313953280449,
-0.05669044703245163,
-0.15414737164974213,
-0.16467604041099548,
-0.010549139231443405,
-6.1970367431640625,
-1.716564655303955,
-5.070061683654785,
-0.13937509059906006,
-0.009662525728344917,
-0.0008816407644189894,
-2.875411033630371,
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 9÷9? A: 9
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 84÷7? A: 8
View ÷ as a random digit. Q: What is the first digit of 20÷2? A: 2
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 30÷5? A: 3
View ÷ as a random digit. Q: What is the first digit of 12÷4? A: 1
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 4+11? A: 4
View ÷ as a random digit. Q: What is the first digit of 45÷9? A: 4
View ÷ as a random digit. Q: What is the first digit of 7÷7? A: 7
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 4÷4? A: | [
" 1",
" 4"
] | 1 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-13.051289558410645,
-0.7039333581924438,
-3.289294719696045,
-6.9608941078186035,
-6.108104705810547,
-2.2958524227142334,
-9.593037605285645,
-5.014041423797607,
-1.6668858528137207,
-0.9480246901512146,
-0.5984852313995361,
-4.032271385192871,
-3.0919666290283203,
-0.8270781636238098,
-1.2670406103134155,
-0.0023545895237475634,
-0.14940862357616425,
-1.3009884357452393,
-0.03539016842842102,
-1.8315536975860596,
-3.27030611038208,
-10.026484489440918,
-11.615394592285156,
-11.292243957519531,
-3.95051908493042,
-4.57406759262085,
-7.416964530944824,
-5.401040077209473,
-0.7310538291931152,
-3.7101125717163086,
-8.776557922363281,
-4.799318313598633,
-1.1061064004898071,
-2.791436195373535,
-0.017045075073838234,
-0.4847431182861328,
-0.20970073342323303,
-0.23618179559707642,
-0.984390377998352,
-0.4835376441478729,
-0.05294189229607582,
-9.558977127075195,
-6.511260032653809,
-3.4825942516326904,
-0.2857828140258789,
-0.12755952775478363,
-0.004959780257195234,
-2.399190664291382,
-0.4710279405117035,
-5.232601165771484,
-0.006126197054982185,
-0.018046822398900986,
-5.790195465087891,
-0.336303174495697,
-2.9245386123657227,
-2.8288745880126953,
-9.359423637390137,
-0.9931500554084778,
-0.3821183741092682,
-0.007868839427828789,
-0.09568607062101364,
-0.026003381237387657,
-0.05073791742324829,
-0.160345658659935,
-0.05500631406903267,
-0.01276418287307024,
-0.9308832883834839,
-0.08623021841049194,
-0.033876851201057434,
-0.0018398514948785305,
-2.9151782989501953,
-0.15577735006809235,
-2.6431596279144287,
-10.794928550720215,
-2.033133029937744,
-0.15318775177001953,
-3.0910301208496094,
-8.421512603759766,
-2.295380115509033,
-2.92881441116333,
-0.02116008847951889,
-0.7501011490821838,
-0.3039814531803131,
-0.0874866396188736,
-0.06264190375804901,
-0.1541920304298401,
-0.003770624753087759,
-0.04966972395777702,
-0.018815606832504272,
-0.027982117608189583,
-0.03660209849476814,
-0.029291732236742973,
-0.015188396908342838,
-6.369436740875244,
-4.138532638549805,
-0.01168973557651043,
-2.1083762645721436,
-0.05599578469991684,
-0.03293698653578758,
-0.0011762612266466022,
-2.4858510494232178,
-0.22189880907535553,
-1.0293774604797363,
-2.8822810649871826,
-1.256400465965271,
-0.285261332988739,
-1.1401469707489014,
-0.36067995429039,
-0.04396231472492218,
-0.053996771574020386,
-0.0004366874636616558,
-0.05806572735309601,
-0.026062266901135445,
-0.004750157706439495,
-0.004020347259938717,
-0.04394383355975151,
-0.0007774191326461732,
-0.010903894901275635,
-0.0029525042045861483,
-0.007222849875688553,
-0.015018251724541187,
-0.008966183289885521,
-0.003572512185201049,
-5.1870012283325195,
-0.20144023001194,
-0.00013255194062367082,
-1.7833034992218018,
-0.008379656821489334,
-0.010683367028832436,
-0.0002798642381094396,
-1.61968994140625,
-0.06540064513683319,
-3.1653852462768555,
-0.0018550821114331484,
-0.0033516681287437677,
-1.9569334983825684,
-0.3026733100414276,
-0.19448426365852356,
-3.7293701171875,
-2.7201952934265137,
-9.90356731414795,
-7.273993492126465,
-0.5998959541320801,
-0.12554046511650085,
-0.003792951349169016,
-0.04049128293991089,
-0.014745654538273811,
-0.01168407965451479,
-0.06512457877397537,
-0.030457301065325737,
-0.007483899127691984,
-0.7694456577301025,
-0.0006205302197486162,
-0.03167290985584259,
-0.009309690445661545,
-0.0008088654140010476,
-3.405552864074707,
-0.09106820076704025,
-2.04618763923645,
-0.0014775798190385103,
-0.002137520583346486,
-0.705893337726593,
-0.010651285760104656,
-0.024351302534341812,
-3.0324275493621826,
-4.9276628494262695,
-1.376572847366333,
-0.147979736328125,
-0.004629014525562525,
-0.015954453498125076,
-0.0036643282510340214,
-0.0017732147825881839,
-0.006675917189568281,
-0.004042905755341053,
-0.0011102947173640132,
-0.018242204561829567,
-0.00016056202002801,
-0.002954049501568079,
-0.005071632098406553,
-0.00043871314846910536,
-2.2033607959747314,
-0.07112612575292587,
-0.946537971496582,
-0.0011542332358658314,
-0.0022366049233824015,
-0.1941976547241211,
-0.003991613630205393,
-0.018675679340958595,
-7.892277240753174,
-3.9654035568237305,
-11.452956199645996,
-0.10674095153808594,
-0.022657332941889763,
-0.0017485818825662136,
-0.006148234009742737,
-0.001212338567711413,
-0.0006027788622304797,
-0.00281461956910789,
-0.00186126958578825,
-0.0004359725280664861,
-0.019472157582640648,
-0.0001674750237725675,
-0.0018753099720925093,
-0.0034442171454429626,
-0.00030870441696606576,
-1.9464296102523804,
-0.10627027601003647,
-1.501918911933899,
-7.362730979919434,
-0.49936601519584656,
-9.918805122375488,
-1.1320793628692627,
-7.5033392906188965,
-1.3328710794448853,
-5.734771728515625,
-7.551313400268555,
-0.6827501654624939,
-0.4502231180667877,
-0.010419140569865704,
-0.13426612317562103,
-0.05743313953280449,
-0.05669044703245163,
-0.15414737164974213,
-0.16467604041099548,
-0.010549139231443405,
-6.1970367431640625,
-1.716564655303955,
-5.070061683654785,
-0.13937509059906006,
-0.009662525728344917,
-0.0008816407644189894,
-2.788577079772949,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View ÷ as a random digit. Q: What is the first digit of 60÷5? A: 6
View number as text. Do not perform computation. Q: What is the first digit of 13+47? A: 1
Redefine π as 452. 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
View + as the digit 9 instead of a mathematical operation. Q: What is the first digit of 13+33? A: 1
View ÷ as a random digit. Q: What is the first digit of 14÷2? A: 1
Redefine π as 75. Q: What is the first digit of π? A: 7
Redefine e as 3+0. 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 67+15? A: | [
" 8",
" 6"
] | 1 | [
-8.954853057861328,
-10.344270706176758,
-9.44112777709961,
-3.3545877933502197,
-10.07759952545166,
-7.948230743408203,
-5.106101036071777,
-0.13573262095451355,
-3.446488380432129,
-9.365785598754883,
-5.687551498413086,
-1.177154302597046,
-9.746904373168945,
-3.4524946212768555,
-1.7099770307540894,
-1.1038302183151245,
-0.7507883906364441,
-4.296385288238525,
-1.6621161699295044,
-0.6216937899589539,
-7.342489719390869,
-4.850521564483643,
-5.677935600280762,
-0.3939540684223175,
-0.9320161938667297,
-0.013317207805812359,
-4.001453876495361,
-2.3279755115509033,
-10.907240867614746,
-4.0834832191467285,
-0.6492942571640015,
-7.369264602661133,
-1.6026997566223145,
-8.342968940734863,
-1.8348373174667358,
-3.0346267223358154,
-1.3871262073516846,
-2.417940616607666,
-0.038239698857069016,
-0.3939168453216553,
-0.13025067746639252,
-0.11698449403047562,
-0.9636144042015076,
-0.40286216139793396,
-0.03168977051973343,
-3.1103568077087402,
-0.4646129608154297,
-0.14965160191059113,
-0.002679450437426567,
-2.5165960788726807,
-0.41175100207328796,
-4.184048652648926,
-0.5596433281898499,
-0.30362874269485474,
-2.3111608028411865,
-8.471779823303223,
-1.9790472984313965,
-2.697782516479492,
-0.01542237214744091,
-0.48157578706741333,
-0.3002679646015167,
-0.06336900591850281,
-0.051535654813051224,
-0.18530869483947754,
-0.005225333850830793,
-0.10887323319911957,
-0.06961037218570709,
-0.0575370229780674,
-0.13088445365428925,
-0.2453201413154602,
-0.022942811250686646,
-3.6363956928253174,
-0.44242703914642334,
-1.3265800476074219,
-0.1841319352388382,
-0.07528677582740784,
-0.0012680593645200133,
-0.9129346609115601,
-0.16785049438476562,
-0.5188827514648438,
-0.22097359597682953,
-0.07157845050096512,
-1.1671433448791504,
-0.6837549805641174,
-2.860473155975342,
-0.05251963064074516,
-0.0016019619069993496,
-0.07834427803754807,
-0.04276715964078903,
-0.0038139712996780872,
-0.0071546770632267,
-0.024638507515192032,
-0.0012673450401052833,
-0.007169353775680065,
-0.0013819915475323796,
-0.003230830654501915,
-0.006088874768465757,
-0.002630704315379262,
-0.0018955373670905828,
-5.66817569732666,
-0.13116972148418427,
-1.711323618888855,
-0.010774650610983372,
-0.017893556505441666,
-0.0003899767471011728,
-3.5521438121795654,
-0.13368120789527893,
-4.488821029663086,
-0.003799007972702384,
-0.0014511541230604053,
-6.404090881347656,
-0.45572319626808167,
-0.13811734318733215,
-8.728975296020508,
-3.2564425468444824,
-0.47182342410087585,
-0.00590520491823554,
-0.0791953057050705,
-0.01649598591029644,
-0.044314995408058167,
-0.17798471450805664,
-0.0876891240477562,
-0.014930173754692078,
-0.6600834131240845,
-0.001211624126881361,
-0.02074286714196205,
-0.012922708876430988,
-0.0008369756978936493,
-1.7242366075515747,
-0.17485402524471283,
-0.2769588232040405,
-10.863112449645996,
-1.054268479347229,
-0.09055721014738083,
-1.6818090677261353,
-0.48133906722068787,
-0.09574565291404724,
-3.4018030166625977,
-0.08696627616882324,
-0.0031427775975316763,
-0.018678370863199234,
-0.0096279326826334,
-0.003713261568918824,
-0.01458401046693325,
-0.01422632671892643,
-0.006044086068868637,
-4.173137187957764,
-2.9234838485717773,
-0.0007140470552258193,
-2.0091214179992676,
-0.024369217455387115,
-0.010450521484017372,
-0.0006407829932868481,
-1.0384902954101562,
-0.09650006890296936,
-0.18547585606575012,
-0.9067517518997192,
-0.06676623225212097,
-0.9702028632164001,
-0.27259862422943115,
-0.022808238863945007,
-1.7372698783874512,
-0.00248231110163033,
-0.05421540513634682,
-0.02457255870103836,
-0.004314875230193138,
-0.004633286036550999,
-0.024496253579854965,
-0.00152757263276726,
-0.005468172952532768,
-0.0012737740762531757,
-0.001623980118893087,
-0.0029740172903984785,
-0.0024079871363937855,
-0.0013060382334515452,
-3.1938669681549072,
-0.8192813396453857,
-5.3017659187316895,
-0.012254423461854458,
-0.004232734441757202,
-0.00021908267808612436,
-0.42354321479797363,
-0.05795368552207947,
-0.1505459100008011,
-0.3771537244319916,
-0.021632548421621323,
-0.608056902885437,
-0.25362202525138855,
-2.3750064373016357,
-0.025368191301822662,
-0.0008677055011503398,
-0.030064301565289497,
-0.06822439283132553,
-0.002448301063850522,
-0.004185013473033905,
-0.009884931147098541,
-0.0006213641609065235,
-0.0016419512685388327,
-0.0003522014303598553,
-0.0005484507419168949,
-0.001524953986518085,
-0.0011037455406039953,
-0.0007300095749087632,
-8.046492576599121,
-0.07108460366725922,
-5.970844268798828,
-0.007921233773231506,
-0.0017535799415782094,
-0.00009393251093570143,
-4.217140197753906,
-0.05791003629565239,
-3.423044204711914,
-0.0016943159280344844,
-0.0007861146004870534,
-1.5173739194869995,
-0.1979774385690689,
-0.12308283895254135,
-3.818861484527588,
-5.660644054412842,
-5.604310512542725,
-8.524435043334961,
-0.026131602004170418,
-0.010544421151280403,
-0.0009411911014467478,
-0.004809715319424868,
-0.0010088359704241157,
-0.0008989107445813715,
-0.005009480752050877,
-0.0014042527182027698,
-0.0003992714046034962,
-0.2311260998249054,
-0.0001565095444675535,
-0.001359134796075523,
-0.002186290919780731,
-0.00020454221521504223,
-4.0960540771484375,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 4÷4? A: 4
Redefine π as 127. Q: What is the first digit of π? A: 1
Redefine π as 405+573. Q: What is the first digit of π? A: 9
Redefine π as 671. Q: What is the first digit of π? A: 6
Redefine e as 14+48. Q: What is the first digit of e? A: 6
Redefine π as 657 mod 22. 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÷9? A: 1
View number as text. Do not perform computation. Q: What is the first digit of 9+75? A: 9
Redefine π as 253. Q: What is the first digit of π? A: | [
" 2",
" 3"
] | 0 | [
-8.954853057861328,
-10.344270706176758,
-9.44112777709961,
-3.3545877933502197,
-10.07759952545166,
-7.948230743408203,
-5.106101036071777,
-0.13573262095451355,
-3.446488380432129,
-9.365785598754883,
-5.687551498413086,
-1.177154302597046,
-9.746904373168945,
-3.4524946212768555,
-1.7099770307540894,
-1.1038302183151245,
-0.7507883906364441,
-4.296385288238525,
-1.6621161699295044,
-0.6216937899589539,
-7.342489719390869,
-4.850521564483643,
-5.677935600280762,
-0.3939540684223175,
-0.9320161938667297,
-0.013317207805812359,
-4.001453876495361,
-2.3279755115509033,
-10.907240867614746,
-4.0834832191467285,
-0.6492942571640015,
-7.369264602661133,
-1.6026997566223145,
-8.342968940734863,
-1.8348373174667358,
-3.0346267223358154,
-1.3871262073516846,
-2.417940616607666,
-0.038239698857069016,
-0.3939168453216553,
-0.13025067746639252,
-0.11698449403047562,
-0.9636144042015076,
-0.40286216139793396,
-0.03168977051973343,
-3.1103568077087402,
-0.4646129608154297,
-0.14965160191059113,
-0.002679450437426567,
-2.5165960788726807,
-0.41175100207328796,
-4.184048652648926,
-0.5596433281898499,
-0.30362874269485474,
-2.3111608028411865,
-8.471779823303223,
-1.9790472984313965,
-2.697782516479492,
-0.01542237214744091,
-0.48157578706741333,
-0.3002679646015167,
-0.06336900591850281,
-0.051535654813051224,
-0.18530869483947754,
-0.005225333850830793,
-0.10887323319911957,
-0.06961037218570709,
-0.0575370229780674,
-0.13088445365428925,
-0.2453201413154602,
-0.022942811250686646,
-3.6363956928253174,
-0.44242703914642334,
-1.3265800476074219,
-0.1841319352388382,
-0.07528677582740784,
-0.0012680593645200133,
-0.9129346609115601,
-0.16785049438476562,
-0.5188827514648438,
-0.22097359597682953,
-0.07157845050096512,
-1.1671433448791504,
-0.6837549805641174,
-2.860473155975342,
-0.05251963064074516,
-0.0016019619069993496,
-0.07834427803754807,
-0.04276715964078903,
-0.0038139712996780872,
-0.0071546770632267,
-0.024638507515192032,
-0.0012673450401052833,
-0.007169353775680065,
-0.0013819915475323796,
-0.003230830654501915,
-0.006088874768465757,
-0.002630704315379262,
-0.0018955373670905828,
-5.66817569732666,
-0.13116972148418427,
-1.711323618888855,
-0.010774650610983372,
-0.017893556505441666,
-0.0003899767471011728,
-3.5521438121795654,
-0.13368120789527893,
-4.488821029663086,
-0.003799007972702384,
-0.0014511541230604053,
-6.404090881347656,
-0.45572319626808167,
-0.13811734318733215,
-8.728975296020508,
-3.2564425468444824,
-0.47182342410087585,
-0.00590520491823554,
-0.0791953057050705,
-0.01649598591029644,
-0.044314995408058167,
-0.17798471450805664,
-0.0876891240477562,
-0.014930173754692078,
-0.6600834131240845,
-0.001211624126881361,
-0.02074286714196205,
-0.012922708876430988,
-0.0008369756978936493,
-1.7242366075515747,
-0.17485402524471283,
-0.2769588232040405,
-10.863112449645996,
-1.054268479347229,
-0.09055721014738083,
-1.6818090677261353,
-0.48133906722068787,
-0.09574565291404724,
-3.4018030166625977,
-0.08696627616882324,
-0.0031427775975316763,
-0.018678370863199234,
-0.0096279326826334,
-0.003713261568918824,
-0.01458401046693325,
-0.01422632671892643,
-0.006044086068868637,
-4.173137187957764,
-2.9234838485717773,
-0.0007140470552258193,
-2.0091214179992676,
-0.024369217455387115,
-0.010450521484017372,
-0.0006407829932868481,
-1.0384902954101562,
-0.09650006890296936,
-0.18547585606575012,
-0.9067517518997192,
-0.06676623225212097,
-0.9702028632164001,
-0.27259862422943115,
-0.022808238863945007,
-1.7372698783874512,
-0.00248231110163033,
-0.05421540513634682,
-0.02457255870103836,
-0.004314875230193138,
-0.004633286036550999,
-0.024496253579854965,
-0.00152757263276726,
-0.005468172952532768,
-0.0012737740762531757,
-0.001623980118893087,
-0.0029740172903984785,
-0.0024079871363937855,
-0.0013060382334515452,
-3.1938669681549072,
-0.8192813396453857,
-5.3017659187316895,
-0.012254423461854458,
-0.004232734441757202,
-0.00021908267808612436,
-0.42354321479797363,
-0.05795368552207947,
-0.1505459100008011,
-0.3771537244319916,
-0.021632548421621323,
-0.608056902885437,
-0.25362202525138855,
-2.3750064373016357,
-0.025368191301822662,
-0.0008677055011503398,
-0.030064301565289497,
-0.06822439283132553,
-0.002448301063850522,
-0.004185013473033905,
-0.009884931147098541,
-0.0006213641609065235,
-0.0016419512685388327,
-0.0003522014303598553,
-0.0005484507419168949,
-0.001524953986518085,
-0.0011037455406039953,
-0.0007300095749087632,
-8.046492576599121,
-0.07108460366725922,
-5.970844268798828,
-0.007921233773231506,
-0.0017535799415782094,
-0.00009393251093570143,
-4.217140197753906,
-0.05791003629565239,
-3.423044204711914,
-0.0016943159280344844,
-0.0007861146004870534,
-1.5173739194869995,
-0.1979774385690689,
-0.12308283895254135,
-3.818861484527588,
-5.660644054412842,
-5.604310512542725,
-8.524435043334961,
-0.026131602004170418,
-0.010544421151280403,
-0.0009411911014467478,
-0.004809715319424868,
-0.0010088359704241157,
-0.0008989107445813715,
-0.005009480752050877,
-0.0014042527182027698,
-0.0003992714046034962,
-0.2311260998249054,
-0.0001565095444675535,
-0.001359134796075523,
-0.002186290919780731,
-0.00020454221521504223,
-2.784614324569702,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 20+15? A: 2
Redefine π as 551 mod 36. 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+5? A: 3
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 33÷3? A: 3
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 21÷7? A: 2
Redefine π as 30+505. Q: What is the first digit of π? A: 5
Redefine π as 595+106. Q: What is the first digit of π? A: | [
" 7",
" 3"
] | 0 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-8.157111167907715,
-8.584525108337402,
-11.373701095581055,
-6.820834636688232,
-6.4207868576049805,
-2.852224111557007,
-8.390644073486328,
-5.282957077026367,
-5.252727508544922,
-1.3321980237960815,
-0.6095942258834839,
-4.2113823890686035,
-3.2122104167938232,
-0.6203317046165466,
-2.322150230407715,
-0.3348901569843292,
-1.2240070104599,
-0.03448408842086792,
-4.390275478363037,
-2.2014048099517822,
-4.260969161987305,
-0.01592840813100338,
-0.06644849479198456,
-8.770277976989746,
-0.23714382946491241,
-1.4453169107437134,
-13.294757843017578,
-8.514918327331543,
-5.925663471221924,
-0.6491873264312744,
-0.9491937756538391,
-0.013255096040666103,
-0.2504083216190338,
-0.10469740629196167,
-0.10646459460258484,
-0.680393636226654,
-0.2899438738822937,
-0.04645554721355438,
-0.2433656007051468,
-0.00071190285962075,
-0.01734118163585663,
-0.11637919396162033,
-0.0033098459243774414,
-4.0888671875,
-0.35933220386505127,
-10.049177169799805,
-10.22201156616211,
-9.081108093261719,
-2.3785886764526367,
-5.44381046295166,
-6.237392425537109,
-6.9771318435668945,
-0.14926138520240784,
-4.0765886306762695,
-8.742982864379883,
-4.2706708908081055,
-0.5332767963409424,
-1.0583213567733765,
-0.01701214350759983,
-0.20018678903579712,
-0.14054104685783386,
-0.18645349144935608,
-0.4665532112121582,
-0.17917828261852264,
-0.04172426089644432,
-8.966180801391602,
-4.871792316436768,
-2.5290651321411133,
-0.12207182496786118,
-0.07649815827608109,
-0.0034684520214796066,
-3.090439796447754,
-0.17864808440208435,
-1.43111252784729,
-6.949911594390869,
-1.9258612394332886,
-0.15594054758548737,
-2.2865452766418457,
-8.60370922088623,
-2.6016156673431396,
-2.2707154750823975,
-0.017036989331245422,
-0.6039420962333679,
-0.25813472270965576,
-0.05706062540411949,
-0.04430883750319481,
-0.09281996637582779,
-0.002971164882183075,
-0.026642346754670143,
-0.013048852793872356,
-0.017725393176078796,
-0.03490263968706131,
-0.02311033196747303,
-0.010923940688371658,
-6.5436930656433105,
-5.79196310043335,
-0.00836984533816576,
-3.892538547515869,
-0.07835309207439423,
-0.035155296325683594,
-0.0016312400111928582,
-2.7865684032440186,
-0.21950027346611023,
-0.5397061705589294,
-2.8647842407226562,
-1.3566193580627441,
-0.3675166070461273,
-1.0344867706298828,
-0.5311781167984009,
-0.11784163117408752,
-0.09234758466482162,
-0.0007884969236329198,
-0.04028382524847984,
-0.016468312591314316,
-0.003788082394748926,
-0.0048683201894164085,
-0.046276528388261795,
-0.0013611585600301623,
-0.01697862334549427,
-0.00553574925288558,
-0.010631352663040161,
-0.02883295528590679,
-0.012688500806689262,
-0.004685612861067057,
-4.4698486328125,
-0.7524381279945374,
-0.0008685392094776034,
-2.7960734367370605,
-0.02254929579794407,
-0.008610030636191368,
-0.0004663571889977902,
-2.3595166206359863,
-0.09638305008411407,
-4.560658931732178,
-0.0034815194085240364,
-0.004629607778042555,
-2.5017647743225098,
-0.1928381770849228,
-0.24035310745239258,
-9.912522315979004,
-0.15229396522045135,
-5.666253089904785,
-0.09513624757528305,
-0.043299391865730286,
-0.003159176791086793,
-0.020070325583219528,
-0.004357604775577784,
-0.002722131321206689,
-0.025246381759643555,
-0.007471711840480566,
-0.0017116909148171544,
-0.11356761306524277,
-0.00014733182615600526,
-0.0029067429713904858,
-0.004420509096235037,
-0.0005225961795076728,
-3.8538413047790527,
-0.07438836991786957,
-0.45765557885169983,
-1.4180649518966675,
-0.07838472723960876,
-1.2839090824127197,
-0.1897418051958084,
-0.039480723440647125,
-0.025622455403208733,
-0.0007823029300197959,
-0.016489652916789055,
-0.00704045407474041,
-0.002363271312788129,
-0.003544835140928626,
-0.01955247111618519,
-0.0005359405186027288,
-0.004112715367227793,
-0.0010840974282473326,
-0.0015725638950243592,
-0.003670266829431057,
-0.0018267625709995627,
-0.0009397619287483394,
-4.188362121582031,
-2.034101963043213,
-5.062348365783691,
-0.021382519975304604,
-0.0029391921125352383,
-0.00018737945356406271,
-1.9958574771881104,
-0.05894508212804794,
-3.484337568283081,
-0.0015263822861015797,
-0.0012265071272850037,
-0.9016256928443909,
-0.010788683779537678,
-0.02368071675300598,
-3.095740556716919,
-5.111207008361816,
-0.01748926192522049,
-4.639865875244141,
-0.018411684781312943,
-0.015758976340293884,
-0.0014976962702348828,
-0.007210896350443363,
-0.0011732844868674874,
-0.0005445189890451729,
-0.004471541848033667,
-0.0012235306203365326,
-0.000196556793525815,
-0.015123700723052025,
-0.00015853578224778175,
-0.0005869334563612938,
-0.0019051750423386693,
-0.00019905969384126365,
-2.758059024810791,
-0.04344641789793968,
-0.099306121468544,
-9.993534088134766,
-0.5795602202415466,
-10.100769996643066,
-1.347524642944336,
-7.1898722648620605,
-1.4421615600585938,
-5.9761152267456055,
-7.599233627319336,
-0.6491773724555969,
-0.4170711934566498,
-0.00823991745710373,
-0.1588633805513382,
-0.0774642825126648,
-0.0646047294139862,
-0.15696296095848083,
-0.1451825201511383,
-0.011267837136983871,
-6.4569091796875,
-0.6255688071250916,
-3.7909436225891113,
-0.05352048948407173,
-0.007779301609843969,
-0.0010389650706201792,
-2.868436813354492,
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 7+10? A: 7
Redefine π as 120+42. Q: What is the first digit of π? A: 1
Redefine π as 813. Q: What is the first digit of π? A: 8
Redefine π as 330+422. Q: What is the first digit of π? A: 7
Redefine π as 908 mod 49. Q: What is the first digit of π? A: 2
View ÷ as a random digit. Q: What is the first digit of 18÷6? A: 1
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 30÷5? A: 3
Redefine e as 14+16. Q: What is the first digit of e? A: 3
Redefine e as 28+18. Q: What is the first digit of e? A: | [
" 4",
" 2"
] | 0 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-8.157111167907715,
-8.584525108337402,
-11.373701095581055,
-6.820834636688232,
-6.4207868576049805,
-2.852224111557007,
-8.390644073486328,
-5.282957077026367,
-5.252727508544922,
-1.3321980237960815,
-0.6095942258834839,
-4.2113823890686035,
-3.2122104167938232,
-0.6203317046165466,
-2.322150230407715,
-0.3348901569843292,
-1.2240070104599,
-0.03448408842086792,
-4.390275478363037,
-2.2014048099517822,
-4.260969161987305,
-0.01592840813100338,
-0.06644849479198456,
-8.770277976989746,
-0.23714382946491241,
-1.4453169107437134,
-13.294757843017578,
-8.514918327331543,
-5.925663471221924,
-0.6491873264312744,
-0.9491937756538391,
-0.013255096040666103,
-0.2504083216190338,
-0.10469740629196167,
-0.10646459460258484,
-0.680393636226654,
-0.2899438738822937,
-0.04645554721355438,
-0.2433656007051468,
-0.00071190285962075,
-0.01734118163585663,
-0.11637919396162033,
-0.0033098459243774414,
-4.0888671875,
-0.35933220386505127,
-10.049177169799805,
-10.22201156616211,
-9.081108093261719,
-2.3785886764526367,
-5.44381046295166,
-6.237392425537109,
-6.9771318435668945,
-0.14926138520240784,
-4.0765886306762695,
-8.742982864379883,
-4.2706708908081055,
-0.5332767963409424,
-1.0583213567733765,
-0.01701214350759983,
-0.20018678903579712,
-0.14054104685783386,
-0.18645349144935608,
-0.4665532112121582,
-0.17917828261852264,
-0.04172426089644432,
-8.966180801391602,
-4.871792316436768,
-2.5290651321411133,
-0.12207182496786118,
-0.07649815827608109,
-0.0034684520214796066,
-3.090439796447754,
-0.17864808440208435,
-1.43111252784729,
-6.949911594390869,
-1.9258612394332886,
-0.15594054758548737,
-2.2865452766418457,
-8.60370922088623,
-2.6016156673431396,
-2.2707154750823975,
-0.017036989331245422,
-0.6039420962333679,
-0.25813472270965576,
-0.05706062540411949,
-0.04430883750319481,
-0.09281996637582779,
-0.002971164882183075,
-0.026642346754670143,
-0.013048852793872356,
-0.017725393176078796,
-0.03490263968706131,
-0.02311033196747303,
-0.010923940688371658,
-6.5436930656433105,
-5.79196310043335,
-0.00836984533816576,
-3.892538547515869,
-0.07835309207439423,
-0.035155296325683594,
-0.0016312400111928582,
-2.7865684032440186,
-0.21950027346611023,
-0.5397061705589294,
-2.8647842407226562,
-1.3566193580627441,
-0.3675166070461273,
-1.0344867706298828,
-0.5311781167984009,
-0.11784163117408752,
-0.09234758466482162,
-0.0007884969236329198,
-0.04028382524847984,
-0.016468312591314316,
-0.003788082394748926,
-0.0048683201894164085,
-0.046276528388261795,
-0.0013611585600301623,
-0.01697862334549427,
-0.00553574925288558,
-0.010631352663040161,
-0.02883295528590679,
-0.012688500806689262,
-0.004685612861067057,
-4.4698486328125,
-0.7524381279945374,
-0.0008685392094776034,
-2.7960734367370605,
-0.02254929579794407,
-0.008610030636191368,
-0.0004663571889977902,
-2.3595166206359863,
-0.09638305008411407,
-4.560658931732178,
-0.0034815194085240364,
-0.004629607778042555,
-2.5017647743225098,
-0.1928381770849228,
-0.24035310745239258,
-9.912522315979004,
-0.15229396522045135,
-5.666253089904785,
-0.09513624757528305,
-0.043299391865730286,
-0.003159176791086793,
-0.020070325583219528,
-0.004357604775577784,
-0.002722131321206689,
-0.025246381759643555,
-0.007471711840480566,
-0.0017116909148171544,
-0.11356761306524277,
-0.00014733182615600526,
-0.0029067429713904858,
-0.004420509096235037,
-0.0005225961795076728,
-3.8538413047790527,
-0.07438836991786957,
-0.45765557885169983,
-1.4180649518966675,
-0.07838472723960876,
-1.2839090824127197,
-0.1897418051958084,
-0.039480723440647125,
-0.025622455403208733,
-0.0007823029300197959,
-0.016489652916789055,
-0.00704045407474041,
-0.002363271312788129,
-0.003544835140928626,
-0.01955247111618519,
-0.0005359405186027288,
-0.004112715367227793,
-0.0010840974282473326,
-0.0015725638950243592,
-0.003670266829431057,
-0.0018267625709995627,
-0.0009397619287483394,
-4.188362121582031,
-2.034101963043213,
-5.062348365783691,
-0.021382519975304604,
-0.0029391921125352383,
-0.00018737945356406271,
-1.9958574771881104,
-0.05894508212804794,
-3.484337568283081,
-0.0015263822861015797,
-0.0012265071272850037,
-0.9016256928443909,
-0.010788683779537678,
-0.02368071675300598,
-3.095740556716919,
-5.111207008361816,
-0.01748926192522049,
-4.639865875244141,
-0.018411684781312943,
-0.015758976340293884,
-0.0014976962702348828,
-0.007210896350443363,
-0.0011732844868674874,
-0.0005445189890451729,
-0.004471541848033667,
-0.0012235306203365326,
-0.000196556793525815,
-0.015123700723052025,
-0.00015853578224778175,
-0.0005869334563612938,
-0.0019051750423386693,
-0.00019905969384126365,
-2.758059024810791,
-0.04344641789793968,
-0.099306121468544,
-9.993534088134766,
-0.5795602202415466,
-10.100769996643066,
-1.347524642944336,
-7.1898722648620605,
-1.4421615600585938,
-5.9761152267456055,
-7.599233627319336,
-0.6491773724555969,
-0.4170711934566498,
-0.00823991745710373,
-0.1588633805513382,
-0.0774642825126648,
-0.0646047294139862,
-0.15696296095848083,
-0.1451825201511383,
-0.011267837136983871,
-6.4569091796875,
-0.6255688071250916,
-3.7909436225891113,
-0.05352048948407173,
-0.007779301609843969,
-0.0010389650706201792,
-2.3103275299072266,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View + as the digit 8 instead of a mathematical operation. Q: What is the first digit of 6+1? A: 6
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 48÷4? A: 4
View ÷ as a random digit. Q: What is the first digit of 6÷2? A: 6
View number as text. Do not perform computation. Q: What is the first digit of 44+23? A: 4
Redefine π as 701 mod 45. Q: What is the first digit of π? A: 2
View number as text. Do not perform computation. Q: What is the first digit of 15+20? A: 1
View number as text. Do not perform computation. Q: What is the first digit of 47+28? A: 4
Redefine π as 442+294. Q: What is the first digit of π? A: 7
Redefine π as 247+417. Q: What is the first digit of π? A: | [
" 6",
" 3"
] | 0 | [
-8.954853057861328,
-11.792540550231934,
-5.276496887207031,
-7.918867111206055,
-2.263810396194458,
-7.822644233703613,
-6.3473968505859375,
-2.439987897872925,
-9.910370826721191,
-4.021986961364746,
-1.4393092393875122,
-0.9988127946853638,
-0.46727651357650757,
-3.994304656982422,
-1.4152365922927856,
-0.739803671836853,
-4.402810573577881,
-7.816340446472168,
-0.12107161432504654,
-3.07572603225708,
-0.26430225372314453,
-1.05832839012146,
-0.015275513753294945,
-1.631479263305664,
-3.0155889987945557,
-3.45442533493042,
-0.9211728572845459,
-0.0033456087112426758,
-0.16876080632209778,
-0.2030050903558731,
-0.6776680946350098,
-0.046778228133916855,
-9.268356323242188,
-0.2137429118156433,
-1.113541841506958,
-6.934484004974365,
-3.2026023864746094,
-0.35822969675064087,
-0.821725606918335,
-0.00900918710976839,
-0.34639662504196167,
-0.11460288614034653,
-0.12882453203201294,
-0.5440728664398193,
-0.16438430547714233,
-0.039283718913793564,
-3.862764358520508,
-0.18787817656993866,
-0.0001560327800689265,
-3.6327168941497803,
-0.03307873755693436,
-0.07443860918283463,
-0.0021752286702394485,
-0.509645938873291,
-0.2627180218696594,
-9.233736991882324,
-4.308368682861328,
-0.12834139168262482,
-7.233280181884766,
-0.5883339643478394,
-1.4228413105010986,
-10.517687797546387,
-4.520199298858643,
-10.261347770690918,
-1.760051965713501,
-1.2560220956802368,
-0.015156459994614124,
-0.3193344473838806,
-0.09935005009174347,
-0.1252809315919876,
-0.8466944694519043,
-0.26856729388237,
-0.03126455843448639,
-1.897146463394165,
-0.007610493805259466,
-0.21855473518371582,
-0.05970575660467148,
-0.0018880413845181465,
-4.289629936218262,
-0.26508161425590515,
-2.285360813140869,
-0.5760049819946289,
-0.0025119201745837927,
-0.08280465751886368,
-0.13476964831352234,
-0.5740917325019836,
-0.09352231025695801,
-1.1074714660644531,
-0.007441302761435509,
-0.12207699567079544,
-0.043339118361473083,
-0.01417449675500393,
-0.0439847894012928,
-0.07827593386173248,
-0.002198542468249798,
-0.017542092129588127,
-0.003968579228967428,
-0.00416601961478591,
-0.009840902872383595,
-0.011355884373188019,
-0.0022142434027045965,
-8.059131622314453,
-0.6459884643554688,
-0.00010477947944309562,
-2.8938894271850586,
-0.037088342010974884,
-0.015331747010350227,
-0.0004681444843299687,
-2.303494930267334,
-0.09595859795808792,
-0.6555511951446533,
-0.14859415590763092,
-0.00125698687043041,
-0.030737441033124924,
-0.04744476079940796,
-0.08979753404855728,
-0.015085773542523384,
-0.19228015840053558,
-0.0022322041913866997,
-0.044478174299001694,
-0.019375702366232872,
-0.004246979020535946,
-0.018805427476763725,
-0.04510658606886864,
-0.000668659748043865,
-0.008658131584525108,
-0.0010689741466194391,
-0.0026966894511133432,
-0.009312761947512627,
-0.004094313830137253,
-0.0015574480639770627,
-4.251317977905273,
-0.10383494198322296,
-0.0001770101225702092,
-2.7069287300109863,
-0.008513584733009338,
-0.005370949395000935,
-0.0001618731184862554,
-4.573061943054199,
-0.13841447234153748,
-0.34803080558776855,
-9.3811616897583,
-0.4865521192550659,
-0.2290726751089096,
-0.4890851676464081,
-0.05693191662430763,
-1.029977560043335,
-0.0027499499265104532,
-0.05467792600393295,
-0.012500152923166752,
-0.006385281682014465,
-0.01940668560564518,
-0.07333363592624664,
-0.0020873204339295626,
-0.026495501399040222,
-0.006293360143899918,
-0.007929631508886814,
-0.015113133005797863,
-0.00975437369197607,
-0.0039955321699380875,
-7.172357082366943,
-1.452642798423767,
-4.856536865234375,
-0.030301762744784355,
-0.0063878875225782394,
-0.0005723983631469309,
-2.730006694793701,
-0.12303878366947174,
-4.1721577644348145,
-0.015287606045603752,
-0.0025100174825638533,
-0.5434616208076477,
-0.04676639661192894,
-0.06422090530395508,
-6.472817897796631,
-9.10141372680664,
-3.4818880558013916,
-0.6414978504180908,
-0.09080686420202255,
-0.0012031705118715763,
-0.026589879766106606,
-0.006219555623829365,
-0.00935504212975502,
-0.02841104567050934,
-0.009439951740205288,
-0.002972234506160021,
-0.616390585899353,
-0.0004077318590134382,
-0.0420927032828331,
-0.00446335319429636,
-0.000554288737475872,
-3.1172144412994385,
-0.09943391382694244,
-0.19571860134601593,
-0.346030056476593,
-0.002504071919247508,
-0.025377953425049782,
-0.010379500687122345,
-0.0174577496945858,
-0.003985201939940453,
-4.1156325340271,
-0.20182853937149048,
-0.00802849791944027,
-0.03256065398454666,
-0.01644345186650753,
-0.00924898311495781,
-0.02849794365465641,
-0.020495768636465073,
-0.0064962636679410934,
-5.4934234619140625,
-0.5690191984176636,
-0.0002244459028588608,
-3.0005736351013184,
-0.008435570634901524,
-0.004241281189024448,
-0.0014775798190385103,
-2.5794577598571777,
-0.05721723660826683,
-0.2004091590642929,
-0.3256356716156006,
-0.002441998338326812,
-0.03154239431023598,
-0.015620850957930088,
-0.03543780371546745,
-0.009727340191602707,
-1.0279176235198975,
-0.045661263167858124,
-0.002047943649813533,
-0.013010493479669094,
-0.0021803434938192368,
-0.002347691683098674,
-0.011040079407393932,
-0.004321047570556402,
-0.001573873101733625,
-3.4764621257781982,
-0.14126065373420715,
-0.00023409964342135936,
-2.0745506286621094,
-0.005656545516103506,
-0.002003211760893464,
-0.0004418112221173942,
-1.9796252250671387,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 372+157. Q: What is the first digit of π? A: 5
View + as the digit 9 instead of a mathematical operation. Q: What is the first digit of 8+2? A: 8
Redefine π as 341+651. 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 10+23? A: 1
Redefine π as 600. Q: What is the first digit of π? A: 6
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 48+17? A: 4
View ÷ as a random digit. Q: What is the first digit of 24÷2? A: 2
Redefine π as 454. Q: What is the first digit of π? A: | [
" 4",
" 3"
] | 0 | [
-8.954853057861328,
-11.792540550231934,
-5.276496887207031,
-7.918867111206055,
-2.263810396194458,
-7.822644233703613,
-6.3473968505859375,
-2.439987897872925,
-9.910370826721191,
-4.021986961364746,
-1.4393092393875122,
-0.9988127946853638,
-0.46727651357650757,
-3.994304656982422,
-1.4152365922927856,
-0.739803671836853,
-4.402810573577881,
-7.816340446472168,
-0.12107161432504654,
-3.07572603225708,
-0.26430225372314453,
-1.05832839012146,
-0.015275513753294945,
-1.631479263305664,
-3.0155889987945557,
-3.45442533493042,
-0.9211728572845459,
-0.0033456087112426758,
-0.16876080632209778,
-0.2030050903558731,
-0.6776680946350098,
-0.046778228133916855,
-9.268356323242188,
-0.2137429118156433,
-1.113541841506958,
-6.934484004974365,
-3.2026023864746094,
-0.35822969675064087,
-0.821725606918335,
-0.00900918710976839,
-0.34639662504196167,
-0.11460288614034653,
-0.12882453203201294,
-0.5440728664398193,
-0.16438430547714233,
-0.039283718913793564,
-3.862764358520508,
-0.18787817656993866,
-0.0001560327800689265,
-3.6327168941497803,
-0.03307873755693436,
-0.07443860918283463,
-0.0021752286702394485,
-0.509645938873291,
-0.2627180218696594,
-9.233736991882324,
-4.308368682861328,
-0.12834139168262482,
-7.233280181884766,
-0.5883339643478394,
-1.4228413105010986,
-10.517687797546387,
-4.520199298858643,
-10.261347770690918,
-1.760051965713501,
-1.2560220956802368,
-0.015156459994614124,
-0.3193344473838806,
-0.09935005009174347,
-0.1252809315919876,
-0.8466944694519043,
-0.26856729388237,
-0.03126455843448639,
-1.897146463394165,
-0.007610493805259466,
-0.21855473518371582,
-0.05970575660467148,
-0.0018880413845181465,
-4.289629936218262,
-0.26508161425590515,
-2.285360813140869,
-0.5760049819946289,
-0.0025119201745837927,
-0.08280465751886368,
-0.13476964831352234,
-0.5740917325019836,
-0.09352231025695801,
-1.1074714660644531,
-0.007441302761435509,
-0.12207699567079544,
-0.043339118361473083,
-0.01417449675500393,
-0.0439847894012928,
-0.07827593386173248,
-0.002198542468249798,
-0.017542092129588127,
-0.003968579228967428,
-0.00416601961478591,
-0.009840902872383595,
-0.011355884373188019,
-0.0022142434027045965,
-8.059131622314453,
-0.6459884643554688,
-0.00010477947944309562,
-2.8938894271850586,
-0.037088342010974884,
-0.015331747010350227,
-0.0004681444843299687,
-2.303494930267334,
-0.09595859795808792,
-0.6555511951446533,
-0.14859415590763092,
-0.00125698687043041,
-0.030737441033124924,
-0.04744476079940796,
-0.08979753404855728,
-0.015085773542523384,
-0.19228015840053558,
-0.0022322041913866997,
-0.044478174299001694,
-0.019375702366232872,
-0.004246979020535946,
-0.018805427476763725,
-0.04510658606886864,
-0.000668659748043865,
-0.008658131584525108,
-0.0010689741466194391,
-0.0026966894511133432,
-0.009312761947512627,
-0.004094313830137253,
-0.0015574480639770627,
-4.251317977905273,
-0.10383494198322296,
-0.0001770101225702092,
-2.7069287300109863,
-0.008513584733009338,
-0.005370949395000935,
-0.0001618731184862554,
-4.573061943054199,
-0.13841447234153748,
-0.34803080558776855,
-9.3811616897583,
-0.4865521192550659,
-0.2290726751089096,
-0.4890851676464081,
-0.05693191662430763,
-1.029977560043335,
-0.0027499499265104532,
-0.05467792600393295,
-0.012500152923166752,
-0.006385281682014465,
-0.01940668560564518,
-0.07333363592624664,
-0.0020873204339295626,
-0.026495501399040222,
-0.006293360143899918,
-0.007929631508886814,
-0.015113133005797863,
-0.00975437369197607,
-0.0039955321699380875,
-7.172357082366943,
-1.452642798423767,
-4.856536865234375,
-0.030301762744784355,
-0.0063878875225782394,
-0.0005723983631469309,
-2.730006694793701,
-0.12303878366947174,
-4.1721577644348145,
-0.015287606045603752,
-0.0025100174825638533,
-0.5434616208076477,
-0.04676639661192894,
-0.06422090530395508,
-6.472817897796631,
-9.10141372680664,
-3.4818880558013916,
-0.6414978504180908,
-0.09080686420202255,
-0.0012031705118715763,
-0.026589879766106606,
-0.006219555623829365,
-0.00935504212975502,
-0.02841104567050934,
-0.009439951740205288,
-0.002972234506160021,
-0.616390585899353,
-0.0004077318590134382,
-0.0420927032828331,
-0.00446335319429636,
-0.000554288737475872,
-3.1172144412994385,
-0.09943391382694244,
-0.19571860134601593,
-0.346030056476593,
-0.002504071919247508,
-0.025377953425049782,
-0.010379500687122345,
-0.0174577496945858,
-0.003985201939940453,
-4.1156325340271,
-0.20182853937149048,
-0.00802849791944027,
-0.03256065398454666,
-0.01644345186650753,
-0.00924898311495781,
-0.02849794365465641,
-0.020495768636465073,
-0.0064962636679410934,
-5.4934234619140625,
-0.5690191984176636,
-0.0002244459028588608,
-3.0005736351013184,
-0.008435570634901524,
-0.004241281189024448,
-0.0014775798190385103,
-2.5794577598571777,
-0.05721723660826683,
-0.2004091590642929,
-0.3256356716156006,
-0.002441998338326812,
-0.03154239431023598,
-0.015620850957930088,
-0.03543780371546745,
-0.009727340191602707,
-1.0279176235198975,
-0.045661263167858124,
-0.002047943649813533,
-0.013010493479669094,
-0.0021803434938192368,
-0.002347691683098674,
-0.011040079407393932,
-0.004321047570556402,
-0.001573873101733625,
-3.4764621257781982,
-0.14126065373420715,
-0.00023409964342135936,
-2.0745506286621094,
-0.005656545516103506,
-0.002003211760893464,
-0.0004418112221173942,
-2.5485472679138184,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View ÷ as a random digit. Q: What is the first digit of 72÷12? A: 7
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 54÷9? A: 5
View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 78+17? A: 7
Redefine π as 8+130. 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 4+32? A: 4
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 14+67? A: 1
View + as the digit 9 instead of a mathematical operation. Q: What is the first digit of 59+23? A: 5
Redefine e as 1+12. Q: What is the first digit of e? A: 1
Redefine π as 974. Q: What is the first digit of π? A: | [
" 9",
" 3"
] | 0 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-13.051289558410645,
-0.7039333581924438,
-3.289294719696045,
-12.083868026733398,
-4.949003219604492,
-8.529870986938477,
-2.817040205001831,
-9.360065460205078,
-5.2840495109558105,
-1.716166615486145,
-0.9019156098365784,
-0.5917441844940186,
-3.9715380668640137,
-3.136214017868042,
-0.738421618938446,
-1.5250508785247803,
-0.004065107554197311,
-0.22974355518817902,
-1.4811488389968872,
-0.034160759299993515,
-4.017427921295166,
-1.680280089378357,
-5.050425052642822,
-0.014777369797229767,
-0.10046828538179398,
-0.7458968758583069,
-0.010998223908245564,
-0.055830977857112885,
-12.171293258666992,
-1.4672311544418335,
-0.3001730442047119,
-0.009016748517751694,
-0.11408410966396332,
-0.026011859998106956,
-0.011040196754038334,
-0.22248396277427673,
-0.03531963378190994,
-0.006855775136500597,
-0.03978217765688896,
-0.00013481661153491586,
-0.005024306941777468,
-0.09323815256357193,
-0.0025983641389757395,
-1.8453747034072876,
-0.4621467590332031,
-10.847023963928223,
-11.105770111083984,
-4.450281143188477,
-5.8909687995910645,
-2.777853488922119,
-7.288883209228516,
-5.138757228851318,
-6.475822448730469,
-0.14285419881343842,
-1.0380557775497437,
-7.407763481140137,
-4.891009330749512,
-0.3256981670856476,
-1.0804253816604614,
-0.009892603382468224,
-0.286863774061203,
-0.1571331024169922,
-0.14958056807518005,
-0.3711898624897003,
-0.1381564885377884,
-0.017179839313030243,
-7.7769551277160645,
-6.602171421051025,
-0.004565173760056496,
-4.584009647369385,
-0.1772712767124176,
-0.06948905438184738,
-0.003640810726210475,
-1.8667677640914917,
-0.2443254142999649,
-1.441197395324707,
-1.6561412811279297,
-0.0328478179872036,
-0.15187989175319672,
-0.5343621969223022,
-0.5200088024139404,
-0.054313864558935165,
-5.271930694580078,
-0.3349495232105255,
-0.015646904706954956,
-0.05671072378754616,
-0.022437982261180878,
-0.01727580465376377,
-0.04923824593424797,
-0.03384608030319214,
-0.007191249635070562,
-5.232415199279785,
-0.507325291633606,
-0.00026913834153674543,
-2.8152999877929688,
-0.02927413582801819,
-0.017623379826545715,
-0.0018544872291386127,
-2.7978670597076416,
-0.16061046719551086,
-3.6890292167663574,
-0.00697783287614584,
-0.0047366321086883545,
-0.7152653932571411,
-0.028029296547174454,
-0.13336463272571564,
-7.831269264221191,
-8.9002046585083,
-3.703217029571533,
-0.41574883460998535,
-0.12458813935518265,
-0.0047200215049088,
-0.04889070242643356,
-0.01700475998222828,
-0.012372645549476147,
-0.055876974016427994,
-0.02691137231886387,
-0.005352333653718233,
-0.26856565475463867,
-0.0003334919747430831,
-0.019401073455810547,
-0.007295278366655111,
-0.0011035073548555374,
-1.8940843343734741,
-0.10118100792169571,
-1.1809202432632446,
-0.3973070979118347,
-0.004066294990479946,
-0.054152507334947586,
-0.11763563007116318,
-0.06770504266023636,
-0.009991512633860111,
-0.2977193593978882,
-0.04586146026849747,
-0.0014097285456955433,
-0.0072320811450481415,
-0.0011728082317858934,
-0.0010083595989271998,
-0.00456837797537446,
-0.002767187776044011,
-0.0007250064518302679,
-4.373539924621582,
-0.09650494158267975,
-0.0001752223033690825,
-2.3651978969573975,
-0.010306469164788723,
-0.003972853533923626,
-0.00035696811391972005,
-1.191143274307251,
-0.07523005455732346,
-1.865132451057434,
-0.001536380616016686,
-0.0016285026213154197,
-0.06509866565465927,
-0.001209481037221849,
-0.03205384686589241,
-4.000343322753906,
-6.028094291687012,
-2.978271245956421,
-0.2289346307516098,
-0.0038069647271186113,
-0.024455655366182327,
-0.003651144215837121,
-0.0019334923708811402,
-0.008059126324951649,
-0.0046674590557813644,
-0.0008839037618599832,
-0.06142864003777504,
-0.00017712931730784476,
-0.0037338081747293472,
-0.005504332482814789,
-0.0009286858257837594,
-2.3211488723754883,
-0.25968900322914124,
-0.3148163855075836,
-0.06853500008583069,
-0.0009766814764589071,
-0.022981025278568268,
-0.01537260040640831,
-0.007419412489980459,
-0.0025264269206672907,
-0.019068734720349312,
-0.023375768214464188,
-0.000835903687402606,
-0.0042644282802939415,
-0.0005393957253545523,
-0.000597179401665926,
-0.0020277192816138268,
-0.0015899409772828221,
-0.00040451448876410723,
-5.079546928405762,
-0.05171837657690048,
-0.00015925093612167984,
-2.14378023147583,
-0.003779531689360738,
-0.0029763944912701845,
-0.0003328961320221424,
-1.6539325714111328,
-0.05865935608744621,
-0.5194435715675354,
-10.799781799316406,
-0.6543311476707458,
-9.661849975585938,
-0.5621203780174255,
-7.043565273284912,
-1.3448090553283691,
-5.810586929321289,
-7.094885349273682,
-0.7200211882591248,
-0.42911216616630554,
-0.006670469883829355,
-0.14362089335918427,
-0.06701777130365372,
-0.04964703693985939,
-0.12315619736909866,
-0.14087575674057007,
-0.010519059374928474,
-3.453120231628418,
-2.8472208976745605,
-8.628568649291992,
-0.2515535056591034,
-0.012655777856707573,
-0.0011154150124639273,
-3.562284231185913,
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 38+30. Q: What is the first digit of π? A: 6
Redefine e as 44+40. Q: What is the first digit of e? A: 8
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 10+16? A: 1
View ÷ as a random digit. Q: What is the first digit of 16÷2? A: 1
Redefine π as 421+73. Q: What is the first digit of π? A: 4
Redefine π as 205 mod 19. Q: What is the first digit of π? A: 1
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 25÷5? A: 2
Redefine e as 47+25. Q: What is the first digit of e? A: 7
View ÷ as a random digit. Q: What is the first digit of 21÷3? A: | [
" 7",
" 2"
] | 1 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-13.051289558410645,
-0.7039333581924438,
-3.289294719696045,
-12.083868026733398,
-4.949003219604492,
-8.529870986938477,
-2.817040205001831,
-9.360065460205078,
-5.2840495109558105,
-1.716166615486145,
-0.9019156098365784,
-0.5917441844940186,
-3.9715380668640137,
-3.136214017868042,
-0.738421618938446,
-1.5250508785247803,
-0.004065107554197311,
-0.22974355518817902,
-1.4811488389968872,
-0.034160759299993515,
-4.017427921295166,
-1.680280089378357,
-5.050425052642822,
-0.014777369797229767,
-0.10046828538179398,
-0.7458968758583069,
-0.010998223908245564,
-0.055830977857112885,
-12.171293258666992,
-1.4672311544418335,
-0.3001730442047119,
-0.009016748517751694,
-0.11408410966396332,
-0.026011859998106956,
-0.011040196754038334,
-0.22248396277427673,
-0.03531963378190994,
-0.006855775136500597,
-0.03978217765688896,
-0.00013481661153491586,
-0.005024306941777468,
-0.09323815256357193,
-0.0025983641389757395,
-1.8453747034072876,
-0.4621467590332031,
-10.847023963928223,
-11.105770111083984,
-4.450281143188477,
-5.8909687995910645,
-2.777853488922119,
-7.288883209228516,
-5.138757228851318,
-6.475822448730469,
-0.14285419881343842,
-1.0380557775497437,
-7.407763481140137,
-4.891009330749512,
-0.3256981670856476,
-1.0804253816604614,
-0.009892603382468224,
-0.286863774061203,
-0.1571331024169922,
-0.14958056807518005,
-0.3711898624897003,
-0.1381564885377884,
-0.017179839313030243,
-7.7769551277160645,
-6.602171421051025,
-0.004565173760056496,
-4.584009647369385,
-0.1772712767124176,
-0.06948905438184738,
-0.003640810726210475,
-1.8667677640914917,
-0.2443254142999649,
-1.441197395324707,
-1.6561412811279297,
-0.0328478179872036,
-0.15187989175319672,
-0.5343621969223022,
-0.5200088024139404,
-0.054313864558935165,
-5.271930694580078,
-0.3349495232105255,
-0.015646904706954956,
-0.05671072378754616,
-0.022437982261180878,
-0.01727580465376377,
-0.04923824593424797,
-0.03384608030319214,
-0.007191249635070562,
-5.232415199279785,
-0.507325291633606,
-0.00026913834153674543,
-2.8152999877929688,
-0.02927413582801819,
-0.017623379826545715,
-0.0018544872291386127,
-2.7978670597076416,
-0.16061046719551086,
-3.6890292167663574,
-0.00697783287614584,
-0.0047366321086883545,
-0.7152653932571411,
-0.028029296547174454,
-0.13336463272571564,
-7.831269264221191,
-8.9002046585083,
-3.703217029571533,
-0.41574883460998535,
-0.12458813935518265,
-0.0047200215049088,
-0.04889070242643356,
-0.01700475998222828,
-0.012372645549476147,
-0.055876974016427994,
-0.02691137231886387,
-0.005352333653718233,
-0.26856565475463867,
-0.0003334919747430831,
-0.019401073455810547,
-0.007295278366655111,
-0.0011035073548555374,
-1.8940843343734741,
-0.10118100792169571,
-1.1809202432632446,
-0.3973070979118347,
-0.004066294990479946,
-0.054152507334947586,
-0.11763563007116318,
-0.06770504266023636,
-0.009991512633860111,
-0.2977193593978882,
-0.04586146026849747,
-0.0014097285456955433,
-0.0072320811450481415,
-0.0011728082317858934,
-0.0010083595989271998,
-0.00456837797537446,
-0.002767187776044011,
-0.0007250064518302679,
-4.373539924621582,
-0.09650494158267975,
-0.0001752223033690825,
-2.3651978969573975,
-0.010306469164788723,
-0.003972853533923626,
-0.00035696811391972005,
-1.191143274307251,
-0.07523005455732346,
-1.865132451057434,
-0.001536380616016686,
-0.0016285026213154197,
-0.06509866565465927,
-0.001209481037221849,
-0.03205384686589241,
-4.000343322753906,
-6.028094291687012,
-2.978271245956421,
-0.2289346307516098,
-0.0038069647271186113,
-0.024455655366182327,
-0.003651144215837121,
-0.0019334923708811402,
-0.008059126324951649,
-0.0046674590557813644,
-0.0008839037618599832,
-0.06142864003777504,
-0.00017712931730784476,
-0.0037338081747293472,
-0.005504332482814789,
-0.0009286858257837594,
-2.3211488723754883,
-0.25968900322914124,
-0.3148163855075836,
-0.06853500008583069,
-0.0009766814764589071,
-0.022981025278568268,
-0.01537260040640831,
-0.007419412489980459,
-0.0025264269206672907,
-0.019068734720349312,
-0.023375768214464188,
-0.000835903687402606,
-0.0042644282802939415,
-0.0005393957253545523,
-0.000597179401665926,
-0.0020277192816138268,
-0.0015899409772828221,
-0.00040451448876410723,
-5.079546928405762,
-0.05171837657690048,
-0.00015925093612167984,
-2.14378023147583,
-0.003779531689360738,
-0.0029763944912701845,
-0.0003328961320221424,
-1.6539325714111328,
-0.05865935608744621,
-0.5194435715675354,
-10.799781799316406,
-0.6543311476707458,
-9.661849975585938,
-0.5621203780174255,
-7.043565273284912,
-1.3448090553283691,
-5.810586929321289,
-7.094885349273682,
-0.7200211882591248,
-0.42911216616630554,
-0.006670469883829355,
-0.14362089335918427,
-0.06701777130365372,
-0.04964703693985939,
-0.12315619736909866,
-0.14087575674057007,
-0.010519059374928474,
-3.453120231628418,
-2.8472208976745605,
-8.628568649291992,
-0.2515535056591034,
-0.012655777856707573,
-0.0011154150124639273,
-1.208554983139038,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 69+9? A: 6
View number as text. Do not perform computation. Q: What is the first digit of 15+21? A: 1
View ÷ as a random digit. Q: What is the first digit of 14÷2? A: 1
View number as text. Do not perform computation. Q: What is the first digit of 31+16? A: 3
View ÷ as a random digit. Q: What is the first digit of 27÷3? A: 2
Redefine π as 621 mod 11. Q: What is the first digit of π? A: 5
Redefine π as 330+422. Q: What is the first digit of π? A: 7
Redefine π as 553+97. Q: What is the first digit of π? A: 6
View + as the digit 3 instead of a mathematical operation. Q: What is the first digit of 14+24? A: | [
" 3",
" 1"
] | 1 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-8.157111167907715,
-8.584525108337402,
-9.68421745300293,
-6.291495323181152,
-10.768684387207031,
-3.0251760482788086,
-8.041387557983398,
-5.192986488342285,
-5.807762145996094,
-1.3251926898956299,
-0.6004067063331604,
-4.0766191482543945,
-4.185214519500732,
-0.7338628172874451,
-2.8467280864715576,
-0.336927592754364,
-1.1896939277648926,
-0.04722941666841507,
-5.147215843200684,
-1.7788249254226685,
-10.589252471923828,
-11.477889060974121,
-11.158920288085938,
-2.4307212829589844,
-6.964116096496582,
-3.935495376586914,
-5.129212379455566,
-0.45238587260246277,
-1.0964782238006592,
-8.20838737487793,
-3.9410886764526367,
-0.8555541634559631,
-2.914095401763916,
-0.020278630778193474,
-0.4810851812362671,
-0.31652510166168213,
-0.2266252636909485,
-0.9943006634712219,
-0.5868278741836548,
-0.06916038691997528,
-2.643348217010498,
-7.0513482093811035,
-2.8379483222961426,
-0.08397462964057922,
-0.11857808381319046,
-0.0029845954850316048,
-2.3534176349639893,
-0.3604068160057068,
-0.9465572237968445,
-11.035676956176758,
-2.8993401527404785,
-0.1492839753627777,
-0.2716030478477478,
-0.6875832676887512,
-0.18731589615345,
-3.1411972045898438,
-0.23553159832954407,
-0.0056028468534350395,
-0.059344083070755005,
-0.013526100665330887,
-0.023878494277596474,
-0.038040611892938614,
-0.021003562957048416,
-0.015353230759501457,
-8.882206916809082,
-5.237764358520508,
-0.006006997544318438,
-2.885286808013916,
-0.04329847916960716,
-0.02660137228667736,
-0.0028229409363120794,
-3.348024845123291,
-0.18505758047103882,
-0.3235735297203064,
-2.047732353210449,
-1.399186372756958,
-0.45485398173332214,
-0.1330384612083435,
-0.24579741060733795,
-0.030548647046089172,
-4.316086292266846,
-0.011836886405944824,
-0.19933268427848816,
-0.04578482732176781,
-0.015581182204186916,
-0.021553218364715576,
-0.05139400437474251,
-0.0019202856346964836,
-0.02369445562362671,
-0.005145876668393612,
-0.013847941532731056,
-0.021247386932373047,
-0.009999774396419525,
-0.0060386355035007,
-5.419384956359863,
-0.3286576569080353,
-0.0003412379592191428,
-2.722026824951172,
-0.0248856320977211,
-0.01606050878763199,
-0.0004377598816063255,
-2.4433367252349854,
-0.08862584829330444,
-0.2686820328235626,
-3.6600914001464844,
-0.15665121376514435,
-0.037219513207674026,
-0.026678329333662987,
-0.006864417809993029,
-0.28518766164779663,
-0.002044255845248699,
-0.03821124508976936,
-0.00856736395508051,
-0.003812665119767189,
-0.0074744331650435925,
-0.04283706098794937,
-0.001091480371542275,
-0.01567976549267769,
-0.0024877809919416904,
-0.004741377662867308,
-0.008582965470850468,
-0.00462379353120923,
-0.003472372191026807,
-3.225796937942505,
-1.662856936454773,
-4.466099262237549,
-0.02238576114177704,
-0.008759289979934692,
-0.00037317464011721313,
-1.8442355394363403,
-0.0821952149271965,
-7.655830383300781,
-0.019264034926891327,
-0.020321618765592575,
-5.847671985626221,
-0.6333918571472168,
-0.8362208604812622,
-6.009734153747559,
-6.499117851257324,
-0.9477059245109558,
-0.44954055547714233,
-0.01023402251303196,
-0.1355697363615036,
-0.0320015475153923,
-0.08732836693525314,
-0.2689068913459778,
-0.07682111114263535,
-0.016005488112568855,
-2.0283336639404297,
-0.007905859500169754,
-0.3018813729286194,
-0.016279971227049828,
-0.0012337700463831425,
-0.9609238505363464,
-0.7967870831489563,
-2.170717239379883,
-0.003045090241357684,
-0.0035254727117717266,
-2.3360750675201416,
-0.09292197227478027,
-3.1366701126098633,
-3.593745231628418,
-7.893070220947266,
-0.08608847856521606,
-0.03828088939189911,
-0.0030750392470508814,
-0.014896232634782791,
-0.004671611823141575,
-0.008875207975506783,
-0.011910984292626381,
-0.005987682845443487,
-0.0039747534319758415,
-0.3141530454158783,
-0.039664287120103836,
-0.005676222499459982,
-0.000824230897706002,
-2.7484848499298096,
-0.05708044022321701,
-1.1714630126953125,
-1.147991418838501,
-0.06616189330816269,
-4.877706527709961,
-4.8572187423706055,
-4.751620292663574,
-2.2470481395721436,
-0.013807731680572033,
-0.6619523167610168,
-0.13499516248703003,
-0.021242951974272728,
-0.04588286578655243,
-0.0483381561934948,
-0.0013254437362775207,
-0.013014258816838264,
-0.007073834538459778,
-0.008103232830762863,
-0.013794445432722569,
-0.00962179247289896,
-0.01071308832615614,
-3.561110496520996,
-0.45988208055496216,
-7.010124206542969,
-0.010599152185022831,
-0.00519153568893671,
-0.0003149013500660658,
-1.139178991317749,
-0.03662186488509178,
-2.4231443405151367,
-0.0029331303667277098,
-0.0028954509180039167,
-1.2541124820709229,
-0.11447074264287949,
-0.2270386815071106,
-8.221081733703613,
-10.594922065734863,
-6.8729705810546875,
-0.25747913122177124,
-0.03861435875296593,
-0.00263225007802248,
-0.018628759309649467,
-0.0063165780156850815,
-0.007136213127523661,
-0.029134392738342285,
-0.005772349424660206,
-0.002495985943824053,
-0.10778523236513138,
-0.00025602878304198384,
-0.016323599964380264,
-0.003178308717906475,
-0.0007713441736996174,
-3.097032308578491,
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 854+121. Q: What is the first digit of π? A: 9
Redefine π as 228. Q: What is the first digit of π? A: 2
View ÷ as a random digit. Q: What is the first digit of 42÷7? A: 4
Redefine e as 29+3. Q: What is the first digit of e? A: 3
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 4÷2? A: 4
Redefine π as 394 mod 31. Q: What is the first digit of π? A: 2
View number as text. Do not perform computation. Q: What is the first digit of 3+40? A: 3
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 13+47? A: | [
" 6",
" 1"
] | 1 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-8.157111167907715,
-8.584525108337402,
-9.68421745300293,
-6.291495323181152,
-10.768684387207031,
-3.0251760482788086,
-8.041387557983398,
-5.192986488342285,
-5.807762145996094,
-1.3251926898956299,
-0.6004067063331604,
-4.0766191482543945,
-4.185214519500732,
-0.7338628172874451,
-2.8467280864715576,
-0.336927592754364,
-1.1896939277648926,
-0.04722941666841507,
-5.147215843200684,
-1.7788249254226685,
-10.589252471923828,
-11.477889060974121,
-11.158920288085938,
-2.4307212829589844,
-6.964116096496582,
-3.935495376586914,
-5.129212379455566,
-0.45238587260246277,
-1.0964782238006592,
-8.20838737487793,
-3.9410886764526367,
-0.8555541634559631,
-2.914095401763916,
-0.020278630778193474,
-0.4810851812362671,
-0.31652510166168213,
-0.2266252636909485,
-0.9943006634712219,
-0.5868278741836548,
-0.06916038691997528,
-2.643348217010498,
-7.0513482093811035,
-2.8379483222961426,
-0.08397462964057922,
-0.11857808381319046,
-0.0029845954850316048,
-2.3534176349639893,
-0.3604068160057068,
-0.9465572237968445,
-11.035676956176758,
-2.8993401527404785,
-0.1492839753627777,
-0.2716030478477478,
-0.6875832676887512,
-0.18731589615345,
-3.1411972045898438,
-0.23553159832954407,
-0.0056028468534350395,
-0.059344083070755005,
-0.013526100665330887,
-0.023878494277596474,
-0.038040611892938614,
-0.021003562957048416,
-0.015353230759501457,
-8.882206916809082,
-5.237764358520508,
-0.006006997544318438,
-2.885286808013916,
-0.04329847916960716,
-0.02660137228667736,
-0.0028229409363120794,
-3.348024845123291,
-0.18505758047103882,
-0.3235735297203064,
-2.047732353210449,
-1.399186372756958,
-0.45485398173332214,
-0.1330384612083435,
-0.24579741060733795,
-0.030548647046089172,
-4.316086292266846,
-0.011836886405944824,
-0.19933268427848816,
-0.04578482732176781,
-0.015581182204186916,
-0.021553218364715576,
-0.05139400437474251,
-0.0019202856346964836,
-0.02369445562362671,
-0.005145876668393612,
-0.013847941532731056,
-0.021247386932373047,
-0.009999774396419525,
-0.0060386355035007,
-5.419384956359863,
-0.3286576569080353,
-0.0003412379592191428,
-2.722026824951172,
-0.0248856320977211,
-0.01606050878763199,
-0.0004377598816063255,
-2.4433367252349854,
-0.08862584829330444,
-0.2686820328235626,
-3.6600914001464844,
-0.15665121376514435,
-0.037219513207674026,
-0.026678329333662987,
-0.006864417809993029,
-0.28518766164779663,
-0.002044255845248699,
-0.03821124508976936,
-0.00856736395508051,
-0.003812665119767189,
-0.0074744331650435925,
-0.04283706098794937,
-0.001091480371542275,
-0.01567976549267769,
-0.0024877809919416904,
-0.004741377662867308,
-0.008582965470850468,
-0.00462379353120923,
-0.003472372191026807,
-3.225796937942505,
-1.662856936454773,
-4.466099262237549,
-0.02238576114177704,
-0.008759289979934692,
-0.00037317464011721313,
-1.8442355394363403,
-0.0821952149271965,
-7.655830383300781,
-0.019264034926891327,
-0.020321618765592575,
-5.847671985626221,
-0.6333918571472168,
-0.8362208604812622,
-6.009734153747559,
-6.499117851257324,
-0.9477059245109558,
-0.44954055547714233,
-0.01023402251303196,
-0.1355697363615036,
-0.0320015475153923,
-0.08732836693525314,
-0.2689068913459778,
-0.07682111114263535,
-0.016005488112568855,
-2.0283336639404297,
-0.007905859500169754,
-0.3018813729286194,
-0.016279971227049828,
-0.0012337700463831425,
-0.9609238505363464,
-0.7967870831489563,
-2.170717239379883,
-0.003045090241357684,
-0.0035254727117717266,
-2.3360750675201416,
-0.09292197227478027,
-3.1366701126098633,
-3.593745231628418,
-7.893070220947266,
-0.08608847856521606,
-0.03828088939189911,
-0.0030750392470508814,
-0.014896232634782791,
-0.004671611823141575,
-0.008875207975506783,
-0.011910984292626381,
-0.005987682845443487,
-0.0039747534319758415,
-0.3141530454158783,
-0.039664287120103836,
-0.005676222499459982,
-0.000824230897706002,
-2.7484848499298096,
-0.05708044022321701,
-1.1714630126953125,
-1.147991418838501,
-0.06616189330816269,
-4.877706527709961,
-4.8572187423706055,
-4.751620292663574,
-2.2470481395721436,
-0.013807731680572033,
-0.6619523167610168,
-0.13499516248703003,
-0.021242951974272728,
-0.04588286578655243,
-0.0483381561934948,
-0.0013254437362775207,
-0.013014258816838264,
-0.007073834538459778,
-0.008103232830762863,
-0.013794445432722569,
-0.00962179247289896,
-0.01071308832615614,
-3.561110496520996,
-0.45988208055496216,
-7.010124206542969,
-0.010599152185022831,
-0.00519153568893671,
-0.0003149013500660658,
-1.139178991317749,
-0.03662186488509178,
-2.4231443405151367,
-0.0029331303667277098,
-0.0028954509180039167,
-1.2541124820709229,
-0.11447074264287949,
-0.2270386815071106,
-8.221081733703613,
-10.594922065734863,
-6.8729705810546875,
-0.25747913122177124,
-0.03861435875296593,
-0.00263225007802248,
-0.018628759309649467,
-0.0063165780156850815,
-0.007136213127523661,
-0.029134392738342285,
-0.005772349424660206,
-0.002495985943824053,
-0.10778523236513138,
-0.00025602878304198384,
-0.016323599964380264,
-0.003178308717906475,
-0.0007713441736996174,
-3.043022871017456,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View ÷ as a random digit. Q: What is the first digit of 18÷9? A: 1
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 20÷4? A: 2
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 6+4? A: 6
Redefine e as 45+15. 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 1+79? A: 1
Redefine π as 617 mod 23. Q: What is the first digit of π? A: 1
Redefine e as 3+9. Q: What is the first digit of e? A: 1
View ÷ as a random digit. Q: What is the first digit of 32÷4? A: 3
View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 21+71? A: | [
" 9",
" 2"
] | 1 | [
-8.954853057861328,
-11.792540550231934,
-5.276496887207031,
-7.918867111206055,
-2.263810396194458,
-7.822644233703613,
-6.3473968505859375,
-2.439987897872925,
-9.910370826721191,
-4.021986961364746,
-1.4393092393875122,
-0.9988127946853638,
-0.46727651357650757,
-3.994304656982422,
-1.4152365922927856,
-0.739803671836853,
-6.764786243438721,
-8.692915916442871,
-0.19295406341552734,
-4.131703853607178,
-0.25341442227363586,
-0.9990261197090149,
-0.017084451392292976,
-3.3631420135498047,
-2.3555755615234375,
-3.0526022911071777,
-8.169946670532227,
-0.870018720626831,
-7.137371063232422,
-0.6414392590522766,
-7.036816120147705,
-2.033823251724243,
-6.5308918952941895,
-7.361471176147461,
-0.9231911301612854,
-1.769417643547058,
-0.02106204442679882,
-0.4299440383911133,
-0.1485930234193802,
-0.16679264605045319,
-1.3838071823120117,
-0.5832052826881409,
-0.06012061983346939,
-4.80250358581543,
-6.3315348625183105,
-6.122471809387207,
-0.3382352292537689,
-0.11903421580791473,
-0.00287239090539515,
-1.9239495992660522,
-0.335597425699234,
-0.6014289855957031,
-4.5849785804748535,
-0.007598781492561102,
-0.14891046285629272,
-0.3086013197898865,
-0.6330146789550781,
-0.026791492477059364,
-10.474802017211914,
-0.15039914846420288,
-1.3294789791107178,
-6.406543731689453,
-2.2182631492614746,
-0.09794623404741287,
-0.4381844401359558,
-0.007948199287056923,
-0.1836722195148468,
-0.035303521901369095,
-0.041449468582868576,
-0.22534401714801788,
-0.06822606176137924,
-0.030333565548062325,
-4.363564968109131,
-0.7269399166107178,
-0.0004621868138201535,
-3.107325792312622,
-0.049675509333610535,
-0.0532098151743412,
-0.0015623279614374042,
-2.0975499153137207,
-0.11787807941436768,
-0.36318325996398926,
-1.452709674835205,
-0.003437683219090104,
-0.07947555184364319,
-0.23356762528419495,
-0.6425812244415283,
-0.07002303749322891,
-1.5025137662887573,
-0.003979977685958147,
-0.17988009750843048,
-0.11993316560983658,
-0.02417188696563244,
-0.061484355479478836,
-0.17981258034706116,
-0.0017680978635326028,
-0.032137081027030945,
-0.005543929059058428,
-0.006710493937134743,
-0.03738236054778099,
-0.009878911077976227,
-0.0040646325796842575,
-4.295321464538574,
-0.4232849180698395,
-0.00039200251922011375,
-3.164053201675415,
-0.02454196661710739,
-0.020135872066020966,
-0.0007108307327143848,
-1.7211239337921143,
-0.09772106260061264,
-0.22187407314777374,
-2.338118076324463,
-0.059736523777246475,
-0.26472142338752747,
-0.08938063681125641,
-0.10889236629009247,
-0.0024400956463068724,
-0.011856560595333576,
-0.028079601004719734,
-0.013057795353233814,
-0.06848535686731339,
-0.003235108219087124,
-0.022974500432610512,
-0.006139940582215786,
-0.007978829555213451,
-0.05048304796218872,
-0.009923174045979977,
-0.003705304116010666,
-3.280057668685913,
-2.2762537002563477,
-3.3095602989196777,
-0.03989776223897934,
-0.007013346068561077,
-0.0004128557338844985,
-0.8227038979530334,
-0.08275987952947617,
-10.23990249633789,
-4.5835065841674805,
-0.06123702973127365,
-7.6777520179748535,
-0.731524646282196,
-1.3296459913253784,
-5.520566940307617,
-10.154448509216309,
-1.6781127452850342,
-1.3096132278442383,
-0.01486193761229515,
-0.143818199634552,
-0.044935986399650574,
-0.05472250655293465,
-0.3706776797771454,
-0.05948517471551895,
-0.009673623368144035,
-3.0799684524536133,
-0.009736429899930954,
-0.46724140644073486,
-0.02322203665971756,
-0.001706811715848744,
-0.7506773471832275,
-0.3009817898273468,
-0.8601378798484802,
-1.3520504236221313,
-0.01726057380437851,
-0.07684959471225739,
-0.023198159411549568,
-0.029993968084454536,
-0.0006028980133123696,
-0.0040617831982672215,
-0.016671624034643173,
-0.00720876595005393,
-0.041557539254426956,
-0.0025819556321948767,
-0.017425065860152245,
-0.003490666626021266,
-0.004607062321156263,
-0.017145739868283272,
-0.0071769286878407,
-0.0033936072140932083,
-5.220850944519043,
-1.7415807247161865,
-6.018136978149414,
-0.02603032812476158,
-0.0022612258326262236,
-0.00028379703871905804,
-3.343289613723755,
-0.09404458850622177,
-0.2870607078075409,
-8.197948455810547,
-0.40665149688720703,
-3.2914986610412598,
-3.974480390548706,
-5.93635368347168,
-4.040040493011475,
-0.019378624856472015,
-1.3790524005889893,
-0.54954993724823,
-0.03901112079620361,
-0.053057435899972916,
-0.17022991180419922,
-0.0018032018560916185,
-0.0290822871029377,
-0.006305679678916931,
-0.013874512165784836,
-0.0250196922570467,
-0.008495736867189407,
-0.006816585548222065,
-3.021284818649292,
-0.4514254033565521,
-3.519174337387085,
-0.022672832012176514,
-0.003086091484874487,
-0.00029797881143167615,
-0.6187309622764587,
-0.030969657003879547,
-0.17372553050518036,
-2.168506383895874,
-0.0477277971804142,
-0.3327188491821289,
-0.07472418248653412,
-3.337526798248291,
-0.037496041506528854,
-0.0009263038518838584,
-0.009754138067364693,
-0.005721264518797398,
-0.0015616138698533177,
-0.0037764438893646,
-0.015237592160701752,
-0.00029345019720494747,
-0.0020191536750644445,
-0.0005243833875283599,
-0.0006238659843802452,
-0.005022528115659952,
-0.0015192406717687845,
-0.0009565545478835702,
-3.2126524448394775,
-0.41383567452430725,
-3.2283895015716553,
-0.010790924541652203,
-0.0026013364549726248,
-0.00013159839727450162,
-3.553926944732666,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View + as the digit 2 instead of a mathematical operation. Q: What is the first digit of 3+4? A: 3
View + as the digit 7 instead of a mathematical operation. Q: What is the first digit of 21+20? A: 2
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 12+57? A: 1
Redefine e as 33+25. 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 42+38? A: 4
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 10÷2? A: 1
Redefine π as 534 mod 29. Q: What is the first digit of π? A: 1
Redefine e as 40+19. Q: What is the first digit of e? A: 5
View + as the digit 8 instead of a mathematical operation. Q: What is the first digit of 5+4? A: | [
" 9",
" 5"
] | 1 | [
-8.954853057861328,
-11.792540550231934,
-5.276496887207031,
-7.918867111206055,
-2.263810396194458,
-7.822644233703613,
-6.3473968505859375,
-2.439987897872925,
-9.910370826721191,
-4.021986961364746,
-1.4393092393875122,
-0.9988127946853638,
-0.46727651357650757,
-3.994304656982422,
-1.4152365922927856,
-0.739803671836853,
-6.764786243438721,
-8.692915916442871,
-0.19295406341552734,
-4.131703853607178,
-0.25341442227363586,
-0.9990261197090149,
-0.017084451392292976,
-3.3631420135498047,
-2.3555755615234375,
-3.0526022911071777,
-8.169946670532227,
-0.870018720626831,
-7.137371063232422,
-0.6414392590522766,
-7.036816120147705,
-2.033823251724243,
-6.5308918952941895,
-7.361471176147461,
-0.9231911301612854,
-1.769417643547058,
-0.02106204442679882,
-0.4299440383911133,
-0.1485930234193802,
-0.16679264605045319,
-1.3838071823120117,
-0.5832052826881409,
-0.06012061983346939,
-4.80250358581543,
-6.3315348625183105,
-6.122471809387207,
-0.3382352292537689,
-0.11903421580791473,
-0.00287239090539515,
-1.9239495992660522,
-0.335597425699234,
-0.6014289855957031,
-4.5849785804748535,
-0.007598781492561102,
-0.14891046285629272,
-0.3086013197898865,
-0.6330146789550781,
-0.026791492477059364,
-10.474802017211914,
-0.15039914846420288,
-1.3294789791107178,
-6.406543731689453,
-2.2182631492614746,
-0.09794623404741287,
-0.4381844401359558,
-0.007948199287056923,
-0.1836722195148468,
-0.035303521901369095,
-0.041449468582868576,
-0.22534401714801788,
-0.06822606176137924,
-0.030333565548062325,
-4.363564968109131,
-0.7269399166107178,
-0.0004621868138201535,
-3.107325792312622,
-0.049675509333610535,
-0.0532098151743412,
-0.0015623279614374042,
-2.0975499153137207,
-0.11787807941436768,
-0.36318325996398926,
-1.452709674835205,
-0.003437683219090104,
-0.07947555184364319,
-0.23356762528419495,
-0.6425812244415283,
-0.07002303749322891,
-1.5025137662887573,
-0.003979977685958147,
-0.17988009750843048,
-0.11993316560983658,
-0.02417188696563244,
-0.061484355479478836,
-0.17981258034706116,
-0.0017680978635326028,
-0.032137081027030945,
-0.005543929059058428,
-0.006710493937134743,
-0.03738236054778099,
-0.009878911077976227,
-0.0040646325796842575,
-4.295321464538574,
-0.4232849180698395,
-0.00039200251922011375,
-3.164053201675415,
-0.02454196661710739,
-0.020135872066020966,
-0.0007108307327143848,
-1.7211239337921143,
-0.09772106260061264,
-0.22187407314777374,
-2.338118076324463,
-0.059736523777246475,
-0.26472142338752747,
-0.08938063681125641,
-0.10889236629009247,
-0.0024400956463068724,
-0.011856560595333576,
-0.028079601004719734,
-0.013057795353233814,
-0.06848535686731339,
-0.003235108219087124,
-0.022974500432610512,
-0.006139940582215786,
-0.007978829555213451,
-0.05048304796218872,
-0.009923174045979977,
-0.003705304116010666,
-3.280057668685913,
-2.2762537002563477,
-3.3095602989196777,
-0.03989776223897934,
-0.007013346068561077,
-0.0004128557338844985,
-0.8227038979530334,
-0.08275987952947617,
-10.23990249633789,
-4.5835065841674805,
-0.06123702973127365,
-7.6777520179748535,
-0.731524646282196,
-1.3296459913253784,
-5.520566940307617,
-10.154448509216309,
-1.6781127452850342,
-1.3096132278442383,
-0.01486193761229515,
-0.143818199634552,
-0.044935986399650574,
-0.05472250655293465,
-0.3706776797771454,
-0.05948517471551895,
-0.009673623368144035,
-3.0799684524536133,
-0.009736429899930954,
-0.46724140644073486,
-0.02322203665971756,
-0.001706811715848744,
-0.7506773471832275,
-0.3009817898273468,
-0.8601378798484802,
-1.3520504236221313,
-0.01726057380437851,
-0.07684959471225739,
-0.023198159411549568,
-0.029993968084454536,
-0.0006028980133123696,
-0.0040617831982672215,
-0.016671624034643173,
-0.00720876595005393,
-0.041557539254426956,
-0.0025819556321948767,
-0.017425065860152245,
-0.003490666626021266,
-0.004607062321156263,
-0.017145739868283272,
-0.0071769286878407,
-0.0033936072140932083,
-5.220850944519043,
-1.7415807247161865,
-6.018136978149414,
-0.02603032812476158,
-0.0022612258326262236,
-0.00028379703871905804,
-3.343289613723755,
-0.09404458850622177,
-0.2870607078075409,
-8.197948455810547,
-0.40665149688720703,
-3.2914986610412598,
-3.974480390548706,
-5.93635368347168,
-4.040040493011475,
-0.019378624856472015,
-1.3790524005889893,
-0.54954993724823,
-0.03901112079620361,
-0.053057435899972916,
-0.17022991180419922,
-0.0018032018560916185,
-0.0290822871029377,
-0.006305679678916931,
-0.013874512165784836,
-0.0250196922570467,
-0.008495736867189407,
-0.006816585548222065,
-3.021284818649292,
-0.4514254033565521,
-3.519174337387085,
-0.022672832012176514,
-0.003086091484874487,
-0.00029797881143167615,
-0.6187309622764587,
-0.030969657003879547,
-0.17372553050518036,
-2.168506383895874,
-0.0477277971804142,
-0.3327188491821289,
-0.07472418248653412,
-3.337526798248291,
-0.037496041506528854,
-0.0009263038518838584,
-0.009754138067364693,
-0.005721264518797398,
-0.0015616138698533177,
-0.0037764438893646,
-0.015237592160701752,
-0.00029345019720494747,
-0.0020191536750644445,
-0.0005243833875283599,
-0.0006238659843802452,
-0.005022528115659952,
-0.0015192406717687845,
-0.0009565545478835702,
-3.2126524448394775,
-0.41383567452430725,
-3.2283895015716553,
-0.010790924541652203,
-0.0026013364549726248,
-0.00013159839727450162,
-0.8674987554550171,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View + as the digit 4 instead of a mathematical operation. Q: What is the first digit of 5+18? A: 5
Redefine π as 536+177. Q: What is the first digit of π? A: 7
Redefine e as 1+6. Q: What is the first digit of e? A: 7
View number as text. Do not perform computation. Q: What is the first digit of 10+20? A: 1
Redefine e as 11+6. Q: What is the first digit of e? A: 1
Redefine e as 23+69. Q: What is the first digit of e? A: 9
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 30÷3? A: 3
Redefine e as 14+16. Q: What is the first digit of e? A: 3
Redefine π as 736 mod 14. Q: What is the first digit of π? A: | [
" 8",
" 3"
] | 0 | [
-8.954853057861328,
-11.792540550231934,
-5.276496887207031,
-7.918867111206055,
-2.263810396194458,
-7.822644233703613,
-6.3473968505859375,
-2.439987897872925,
-9.910370826721191,
-4.021986961364746,
-1.4393092393875122,
-0.9988127946853638,
-0.46727651357650757,
-3.994304656982422,
-1.4152365922927856,
-0.739803671836853,
-7.5704121589660645,
-8.804526329040527,
-0.0661623403429985,
-4.487495422363281,
-0.2579765319824219,
-1.1706047058105469,
-0.016815699636936188,
-3.165158271789551,
-1.9176785945892334,
-10.895247459411621,
-4.215749740600586,
-0.42046037316322327,
-7.497504234313965,
-0.391155868768692,
-1.43129301071167,
-9.514058113098145,
-1.3797240257263184,
-3.016535758972168,
-0.027968671172857285,
-0.37773728370666504,
-0.14521066844463348,
-0.181562140583992,
-1.2026684284210205,
-0.2447212189435959,
-0.040042195469141006,
-3.261706829071045,
-0.0028594343457370996,
-0.28721654415130615,
-0.13570140302181244,
-0.0029847142286598682,
-2.7793259620666504,
-0.3789064884185791,
-1.4399772882461548,
-0.005610078107565641,
-0.0019490785198286176,
-0.7742379307746887,
-0.01858464628458023,
-0.059888340532779694,
-5.841099739074707,
-0.03321747109293938,
-0.03324456885457039,
-0.001583870965987444,
-0.015013789758086205,
-0.0023529245518147945,
-0.0014728185487911105,
-0.016025079414248466,
-0.005097132176160812,
-0.0028564624954015017,
-0.04427439346909523,
-0.00018380382971372455,
-0.003943762741982937,
-0.019305313006043434,
-0.00042882305569946766,
-3.690164089202881,
-0.22629372775554657,
-0.49730154871940613,
-0.0025774375535547733,
-0.0010492063593119383,
-0.03193111717700958,
-0.0008438840159215033,
-0.017183473333716393,
-4.539780616760254,
-5.478145599365234,
-10.965985298156738,
-6.205618381500244,
-0.19778084754943848,
-0.06523548066616058,
-0.002571611199527979,
-0.01627856306731701,
-0.004363658372312784,
-0.003003849647939205,
-0.01596090756356716,
-0.011049747467041016,
-0.002079112222418189,
-0.02736790105700493,
-0.0002153879904653877,
-0.010823708958923817,
-0.016489418223500252,
-0.0007858763565309346,
-2.8207437992095947,
-0.12382681667804718,
-0.35206830501556396,
-0.0022325608879327774,
-0.0007252446957863867,
-0.01739530824124813,
-0.00039986721822060645,
-0.01571778766810894,
-7.535006523132324,
-0.6049164533615112,
-0.09430096298456192,
-0.0017852336168289185,
-0.006987894885241985,
-0.0007211944903247058,
-0.0003321811091154814,
-0.003532005939632654,
-0.001785828499123454,
-0.00020013237372040749,
-0.0019935749005526304,
-0.00010299152199877426,
-0.0010337253334000707,
-0.004667577799409628,
-0.00033968876232393086,
-2.4715158939361572,
-0.1008501946926117,
-5.676530838012695,
-0.9861628413200378,
-0.001995835453271866,
-0.1431889533996582,
-0.3523082137107849,
-0.4535943269729614,
-0.033207207918167114,
-9.56087589263916,
-0.07769725471735,
-1.3577423095703125,
-6.747275352478027,
-4.481326103210449,
-0.17486684024333954,
-0.30034786462783813,
-0.006978543009608984,
-0.1596888303756714,
-0.10885366797447205,
-0.08158408850431442,
-0.19445443153381348,
-0.17760780453681946,
-0.02088845893740654,
-6.064019203186035,
-0.5341720581054688,
-0.0002109781780745834,
-2.624065399169922,
-0.10168088972568512,
-0.04861094802618027,
-0.0010171722387894988,
-1.8751381635665894,
-0.12589538097381592,
-1.6764717102050781,
-0.008480370976030827,
-0.0019472938729450107,
-0.2340315729379654,
-0.007719565648585558,
-0.07393787056207657,
-3.8078763484954834,
-4.723100662231445,
-7.177484035491943,
-5.398207664489746,
-0.620010495185852,
-0.05217831954360008,
-0.0024883756414055824,
-0.00735918153077364,
-0.0018127213697880507,
-0.0008095800876617432,
-0.004359029233455658,
-0.00284445658326149,
-0.00037865620106458664,
-0.010711200535297394,
-0.0001399419124936685,
-0.0030743260867893696,
-0.0028962830547243357,
-0.000739658426027745,
-2.607213020324707,
-0.099326953291893,
-0.5928865075111389,
-0.00322548346593976,
-0.0007339406292885542,
-0.025747470557689667,
-0.0008013612823560834,
-0.016399359330534935,
-2.8037588596343994,
-3.710106611251831,
-1.9073251485824585,
-0.0679592415690422,
-0.0016286217141896486,
-0.0028892699629068375,
-0.0003887851198669523,
-0.0001774868869688362,
-0.00129270413890481,
-0.001190311275422573,
-0.00007450303382938728,
-0.0019728736951947212,
-0.00017975145601667464,
-0.00048196621355600655,
-0.0015887507470324636,
-0.00038378025055862963,
-1.3927650451660156,
-0.07560713589191437,
-0.6068345308303833,
-0.0019732306245714426,
-0.000871159543748945,
-0.017495937645435333,
-0.0006693744799122214,
-0.01441481988877058,
-6.58268928527832,
-3.2645883560180664,
-11.036637306213379,
-0.0818684995174408,
-0.008747945539653301,
-0.0008709213580004871,
-0.0025179844815284014,
-0.0004067785630468279,
-0.0001760566228767857,
-0.0015250729629769921,
-0.0012368656462058425,
-0.00008880697714630514,
-0.002935269847512245,
-0.00016759421851020306,
-0.0007952864980325103,
-0.0020729261450469494,
-0.0003797286772169173,
-2.095477342605591,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine e as 12+37. Q: What is the first digit of e? A: 4
Redefine π as 43. 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 22+64? A: 2
View number as text. Do not perform computation. Q: What is the first digit of 10+20? A: 1
View number as text. Do not perform computation. Q: What is the first digit of 74+7? A: 7
View ÷ as a random digit. Q: What is the first digit of 96÷12? A: 9
View + as the digit 4 instead of a mathematical operation. Q: What is the first digit of 35+14? A: 3
View number as text. Do not perform computation. Q: What is the first digit of 31+16? A: 3
Redefine π as 571. Q: What is the first digit of π? A: | [
" 5",
" 3"
] | 0 | [
-8.954853057861328,
-11.792540550231934,
-5.276496887207031,
-7.918867111206055,
-2.263810396194458,
-7.822644233703613,
-6.3473968505859375,
-2.439987897872925,
-9.910370826721191,
-4.021986961364746,
-1.4393092393875122,
-0.9988127946853638,
-0.46727651357650757,
-3.994304656982422,
-1.4152365922927856,
-0.739803671836853,
-7.5704121589660645,
-8.804526329040527,
-0.0661623403429985,
-4.487495422363281,
-0.2579765319824219,
-1.1706047058105469,
-0.016815699636936188,
-3.165158271789551,
-1.9176785945892334,
-10.895247459411621,
-4.215749740600586,
-0.42046037316322327,
-7.497504234313965,
-0.391155868768692,
-1.43129301071167,
-9.514058113098145,
-1.3797240257263184,
-3.016535758972168,
-0.027968671172857285,
-0.37773728370666504,
-0.14521066844463348,
-0.181562140583992,
-1.2026684284210205,
-0.2447212189435959,
-0.040042195469141006,
-3.261706829071045,
-0.0028594343457370996,
-0.28721654415130615,
-0.13570140302181244,
-0.0029847142286598682,
-2.7793259620666504,
-0.3789064884185791,
-1.4399772882461548,
-0.005610078107565641,
-0.0019490785198286176,
-0.7742379307746887,
-0.01858464628458023,
-0.059888340532779694,
-5.841099739074707,
-0.03321747109293938,
-0.03324456885457039,
-0.001583870965987444,
-0.015013789758086205,
-0.0023529245518147945,
-0.0014728185487911105,
-0.016025079414248466,
-0.005097132176160812,
-0.0028564624954015017,
-0.04427439346909523,
-0.00018380382971372455,
-0.003943762741982937,
-0.019305313006043434,
-0.00042882305569946766,
-3.690164089202881,
-0.22629372775554657,
-0.49730154871940613,
-0.0025774375535547733,
-0.0010492063593119383,
-0.03193111717700958,
-0.0008438840159215033,
-0.017183473333716393,
-4.539780616760254,
-5.478145599365234,
-10.965985298156738,
-6.205618381500244,
-0.19778084754943848,
-0.06523548066616058,
-0.002571611199527979,
-0.01627856306731701,
-0.004363658372312784,
-0.003003849647939205,
-0.01596090756356716,
-0.011049747467041016,
-0.002079112222418189,
-0.02736790105700493,
-0.0002153879904653877,
-0.010823708958923817,
-0.016489418223500252,
-0.0007858763565309346,
-2.8207437992095947,
-0.12382681667804718,
-0.35206830501556396,
-0.0022325608879327774,
-0.0007252446957863867,
-0.01739530824124813,
-0.00039986721822060645,
-0.01571778766810894,
-7.535006523132324,
-0.6049164533615112,
-0.09430096298456192,
-0.0017852336168289185,
-0.006987894885241985,
-0.0007211944903247058,
-0.0003321811091154814,
-0.003532005939632654,
-0.001785828499123454,
-0.00020013237372040749,
-0.0019935749005526304,
-0.00010299152199877426,
-0.0010337253334000707,
-0.004667577799409628,
-0.00033968876232393086,
-2.4715158939361572,
-0.1008501946926117,
-5.676530838012695,
-0.9861628413200378,
-0.001995835453271866,
-0.1431889533996582,
-0.3523082137107849,
-0.4535943269729614,
-0.033207207918167114,
-9.56087589263916,
-0.07769725471735,
-1.3577423095703125,
-6.747275352478027,
-4.481326103210449,
-0.17486684024333954,
-0.30034786462783813,
-0.006978543009608984,
-0.1596888303756714,
-0.10885366797447205,
-0.08158408850431442,
-0.19445443153381348,
-0.17760780453681946,
-0.02088845893740654,
-6.064019203186035,
-0.5341720581054688,
-0.0002109781780745834,
-2.624065399169922,
-0.10168088972568512,
-0.04861094802618027,
-0.0010171722387894988,
-1.8751381635665894,
-0.12589538097381592,
-1.6764717102050781,
-0.008480370976030827,
-0.0019472938729450107,
-0.2340315729379654,
-0.007719565648585558,
-0.07393787056207657,
-3.8078763484954834,
-4.723100662231445,
-7.177484035491943,
-5.398207664489746,
-0.620010495185852,
-0.05217831954360008,
-0.0024883756414055824,
-0.00735918153077364,
-0.0018127213697880507,
-0.0008095800876617432,
-0.004359029233455658,
-0.00284445658326149,
-0.00037865620106458664,
-0.010711200535297394,
-0.0001399419124936685,
-0.0030743260867893696,
-0.0028962830547243357,
-0.000739658426027745,
-2.607213020324707,
-0.099326953291893,
-0.5928865075111389,
-0.00322548346593976,
-0.0007339406292885542,
-0.025747470557689667,
-0.0008013612823560834,
-0.016399359330534935,
-2.8037588596343994,
-3.710106611251831,
-1.9073251485824585,
-0.0679592415690422,
-0.0016286217141896486,
-0.0028892699629068375,
-0.0003887851198669523,
-0.0001774868869688362,
-0.00129270413890481,
-0.001190311275422573,
-0.00007450303382938728,
-0.0019728736951947212,
-0.00017975145601667464,
-0.00048196621355600655,
-0.0015887507470324636,
-0.00038378025055862963,
-1.3927650451660156,
-0.07560713589191437,
-0.6068345308303833,
-0.0019732306245714426,
-0.000871159543748945,
-0.017495937645435333,
-0.0006693744799122214,
-0.01441481988877058,
-6.58268928527832,
-3.2645883560180664,
-11.036637306213379,
-0.0818684995174408,
-0.008747945539653301,
-0.0008709213580004871,
-0.0025179844815284014,
-0.0004067785630468279,
-0.0001760566228767857,
-0.0015250729629769921,
-0.0012368656462058425,
-0.00008880697714630514,
-0.002935269847512245,
-0.00016759421851020306,
-0.0007952864980325103,
-0.0020729261450469494,
-0.0003797286772169173,
-2.959613084793091,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 964. Q: What is the first digit of π? A: 9
Redefine π as 787+204. Q: What is the first digit of π? A: 9
Redefine π as 652 mod 35. Q: What is the first digit of π? A: 2
View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 46+36? A: 4
View + as the digit 8 instead of a mathematical operation. Q: What is the first digit of 17+42? A: 1
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 8÷2? A: 8
Redefine e as 1+12. Q: What is the first digit of e? A: 1
Redefine π as 51+1. Q: What is the first digit of π? A: 5
View + as the digit 9 instead of a mathematical operation. Q: What is the first digit of 13+33? A: | [
" 4",
" 1"
] | 1 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-13.051289558410645,
-0.7039333581924438,
-3.289294719696045,
-6.402029514312744,
-7.559897422790527,
-9.188582420349121,
-9.161330223083496,
-2.3570027351379395,
-9.123945236206055,
-4.97191047668457,
-1.9016810655593872,
-0.9327154755592346,
-0.5341471433639526,
-4.450103282928467,
-3.366084575653076,
-0.47610408067703247,
-1.8810917139053345,
-0.0010250320192426443,
-0.2942056357860565,
-1.2459683418273926,
-0.023807024583220482,
-3.5761466026306152,
-2.160330057144165,
-10.808731079101562,
-11.424188613891602,
-4.300091743469238,
-6.625090599060059,
-1.926798939704895,
-6.438901901245117,
-1.023540735244751,
-6.933590888977051,
-6.154321670532227,
-0.7316620945930481,
-4.432673454284668,
-0.03111838921904564,
-0.5295054912567139,
-0.12071266770362854,
-0.21579208970069885,
-1.4618029594421387,
-0.38333213329315186,
-0.04030809924006462,
-7.245398044586182,
-5.997526168823242,
-6.779162406921387,
-0.5844783186912537,
-0.15283657610416412,
-0.0037791754584759474,
-2.2478959560394287,
-0.391464501619339,
-0.616291344165802,
-11.255939483642578,
-1.9269359111785889,
-0.8525276780128479,
-2.9372119903564453,
-7.441145420074463,
-2.8412017822265625,
-0.4148283302783966,
-2.2979516983032227,
-0.00974398571997881,
-0.23980776965618134,
-0.05755401775240898,
-0.11235314607620239,
-0.46224460005760193,
-0.13623884320259094,
-0.024031776934862137,
-5.047861099243164,
-6.226775646209717,
-0.06284981220960617,
-3.983799457550049,
-0.3046181797981262,
-0.047284677624702454,
-0.002200207905843854,
-1.2753098011016846,
-0.1901690661907196,
-0.36974939703941345,
-3.5836565494537354,
-0.07054974138736725,
-1.4309284687042236,
-0.035171061754226685,
-0.0712188258767128,
-0.0014254419365897775,
-0.01650477945804596,
-0.022864749655127525,
-0.008846613578498363,
-0.20543919503688812,
-0.004970337264239788,
-0.07736840844154358,
-0.015862351283431053,
-0.029949426651000977,
-0.11267868429422379,
-0.03868179768323898,
-0.012500624172389507,
-3.5812575817108154,
-1.2308646440505981,
-6.643887042999268,
-0.07779023796319962,
-0.02826862968504429,
-0.000545472139492631,
-3.2599995136260986,
-0.0764797106385231,
-0.18246613442897797,
-5.574203014373779,
-0.209788978099823,
-0.42884770035743713,
-0.08000533282756805,
-0.01448003202676773,
-11.94812297821045,
-0.08716470748186111,
-1.1772303581237793,
-6.732025623321533,
-3.2485079765319824,
-0.13832499086856842,
-0.3037329316139221,
-0.0029851896688342094,
-0.06376288831233978,
-0.01710367016494274,
-0.01810207962989807,
-0.08388266712427139,
-0.03276475891470909,
-0.011855735443532467,
-5.4536261558532715,
-0.8476072549819946,
-5.1434149742126465,
-0.02749965898692608,
-0.018603837117552757,
-0.0005857420619577169,
-1.4382550716400146,
-0.07942743599414825,
-0.16417723894119263,
-2.1928200721740723,
-0.15119872987270355,
-0.08747506141662598,
-0.10056563466787338,
-0.035820186138153076,
-0.008685431443154812,
-1.3932875394821167,
-0.004506076220422983,
-0.10648313164710999,
-0.023968348279595375,
-0.0072403657250106335,
-0.01113958191126585,
-0.09061481058597565,
-0.0018274764297530055,
-0.026784181594848633,
-0.004707326181232929,
-0.005218811798840761,
-0.027380313724279404,
-0.008338280953466892,
-0.0033390740863978863,
-3.599776268005371,
-1.4674503803253174,
-0.0007859955076128244,
-2.3165903091430664,
-0.10116904973983765,
-0.009658865630626678,
-0.0006466205231845379,
-0.9826954007148743,
-0.05943002179265022,
-0.1282278299331665,
-1.8460450172424316,
-0.06650973111391068,
-5.09131383895874,
-4.824602127075195,
-6.073719024658203,
-1.9266490936279297,
-0.007647286169230938,
-0.40824660658836365,
-0.059007905423641205,
-0.011459599249064922,
-0.033623870462179184,
-0.11692892014980316,
-0.0018983930349349976,
-0.019210828468203545,
-0.0041772969998419285,
-0.004487088415771723,
-0.024444835260510445,
-0.006401983089745045,
-0.0040230778977274895,
-4.906528949737549,
-0.17160649597644806,
-4.2194623947143555,
-0.03562590852379799,
-0.00938173197209835,
-0.0004601611872203648,
-2.7184205055236816,
-0.05759509652853012,
-0.14829428493976593,
-0.9486967921257019,
-0.023042185232043266,
-0.06723101437091827,
-0.7416444420814514,
-0.034000955522060394,
-0.0064172628335654736,
-2.5340263843536377,
-0.5676149129867554,
-0.005150027573108673,
-0.031264327466487885,
-0.007922771386802197,
-0.007536076940596104,
-0.03244040906429291,
-0.008077099919319153,
-0.005697913933545351,
-4.519761085510254,
-1.4685566425323486,
-0.0003493413969408721,
-2.6927971839904785,
-0.009278982877731323,
-0.005100334528833628,
-0.0020880342926830053,
-1.3871196508407593,
-0.04141824319958687,
-8.643653869628906,
-0.009186145849525928,
-0.008247721008956432,
-5.679729461669922,
-0.18994776904582977,
-4.090825080871582,
-3.902764320373535,
-6.039119720458984,
-0.30787593126296997,
-0.32187554240226746,
-0.00649507949128747,
-0.0917426273226738,
-0.02358909137547016,
-0.08401332050561905,
-0.1982181966304779,
-0.04825853183865547,
-0.007111711893230677,
-1.4648083448410034,
-0.33813220262527466,
-0.013454122468829155,
-0.0011135098757222295,
-2.6143603324890137,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 240. 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 71+27? A: 7
View number as text. Do not perform computation. Q: What is the first digit of 1+19? A: 1
Redefine π as 813. Q: What is the first digit of π? A: 8
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 27÷3? A: 2
Redefine π as 201. Q: What is the first digit of π? A: 2
Redefine e as 28+32. Q: What is the first digit of e? A: 6
Redefine e as 21+19. Q: What is the first digit of e? A: | [
" 4",
" 2"
] | 0 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-13.051289558410645,
-0.7039333581924438,
-3.289294719696045,
-6.402029514312744,
-7.559897422790527,
-9.188582420349121,
-9.161330223083496,
-2.3570027351379395,
-9.123945236206055,
-4.97191047668457,
-1.9016810655593872,
-0.9327154755592346,
-0.5341471433639526,
-4.450103282928467,
-3.366084575653076,
-0.47610408067703247,
-1.8810917139053345,
-0.0010250320192426443,
-0.2942056357860565,
-1.2459683418273926,
-0.023807024583220482,
-3.5761466026306152,
-2.160330057144165,
-10.808731079101562,
-11.424188613891602,
-4.300091743469238,
-6.625090599060059,
-1.926798939704895,
-6.438901901245117,
-1.023540735244751,
-6.933590888977051,
-6.154321670532227,
-0.7316620945930481,
-4.432673454284668,
-0.03111838921904564,
-0.5295054912567139,
-0.12071266770362854,
-0.21579208970069885,
-1.4618029594421387,
-0.38333213329315186,
-0.04030809924006462,
-7.245398044586182,
-5.997526168823242,
-6.779162406921387,
-0.5844783186912537,
-0.15283657610416412,
-0.0037791754584759474,
-2.2478959560394287,
-0.391464501619339,
-0.616291344165802,
-11.255939483642578,
-1.9269359111785889,
-0.8525276780128479,
-2.9372119903564453,
-7.441145420074463,
-2.8412017822265625,
-0.4148283302783966,
-2.2979516983032227,
-0.00974398571997881,
-0.23980776965618134,
-0.05755401775240898,
-0.11235314607620239,
-0.46224460005760193,
-0.13623884320259094,
-0.024031776934862137,
-5.047861099243164,
-6.226775646209717,
-0.06284981220960617,
-3.983799457550049,
-0.3046181797981262,
-0.047284677624702454,
-0.002200207905843854,
-1.2753098011016846,
-0.1901690661907196,
-0.36974939703941345,
-3.5836565494537354,
-0.07054974138736725,
-1.4309284687042236,
-0.035171061754226685,
-0.0712188258767128,
-0.0014254419365897775,
-0.01650477945804596,
-0.022864749655127525,
-0.008846613578498363,
-0.20543919503688812,
-0.004970337264239788,
-0.07736840844154358,
-0.015862351283431053,
-0.029949426651000977,
-0.11267868429422379,
-0.03868179768323898,
-0.012500624172389507,
-3.5812575817108154,
-1.2308646440505981,
-6.643887042999268,
-0.07779023796319962,
-0.02826862968504429,
-0.000545472139492631,
-3.2599995136260986,
-0.0764797106385231,
-0.18246613442897797,
-5.574203014373779,
-0.209788978099823,
-0.42884770035743713,
-0.08000533282756805,
-0.01448003202676773,
-11.94812297821045,
-0.08716470748186111,
-1.1772303581237793,
-6.732025623321533,
-3.2485079765319824,
-0.13832499086856842,
-0.3037329316139221,
-0.0029851896688342094,
-0.06376288831233978,
-0.01710367016494274,
-0.01810207962989807,
-0.08388266712427139,
-0.03276475891470909,
-0.011855735443532467,
-5.4536261558532715,
-0.8476072549819946,
-5.1434149742126465,
-0.02749965898692608,
-0.018603837117552757,
-0.0005857420619577169,
-1.4382550716400146,
-0.07942743599414825,
-0.16417723894119263,
-2.1928200721740723,
-0.15119872987270355,
-0.08747506141662598,
-0.10056563466787338,
-0.035820186138153076,
-0.008685431443154812,
-1.3932875394821167,
-0.004506076220422983,
-0.10648313164710999,
-0.023968348279595375,
-0.0072403657250106335,
-0.01113958191126585,
-0.09061481058597565,
-0.0018274764297530055,
-0.026784181594848633,
-0.004707326181232929,
-0.005218811798840761,
-0.027380313724279404,
-0.008338280953466892,
-0.0033390740863978863,
-3.599776268005371,
-1.4674503803253174,
-0.0007859955076128244,
-2.3165903091430664,
-0.10116904973983765,
-0.009658865630626678,
-0.0006466205231845379,
-0.9826954007148743,
-0.05943002179265022,
-0.1282278299331665,
-1.8460450172424316,
-0.06650973111391068,
-5.09131383895874,
-4.824602127075195,
-6.073719024658203,
-1.9266490936279297,
-0.007647286169230938,
-0.40824660658836365,
-0.059007905423641205,
-0.011459599249064922,
-0.033623870462179184,
-0.11692892014980316,
-0.0018983930349349976,
-0.019210828468203545,
-0.0041772969998419285,
-0.004487088415771723,
-0.024444835260510445,
-0.006401983089745045,
-0.0040230778977274895,
-4.906528949737549,
-0.17160649597644806,
-4.2194623947143555,
-0.03562590852379799,
-0.00938173197209835,
-0.0004601611872203648,
-2.7184205055236816,
-0.05759509652853012,
-0.14829428493976593,
-0.9486967921257019,
-0.023042185232043266,
-0.06723101437091827,
-0.7416444420814514,
-0.034000955522060394,
-0.0064172628335654736,
-2.5340263843536377,
-0.5676149129867554,
-0.005150027573108673,
-0.031264327466487885,
-0.007922771386802197,
-0.007536076940596104,
-0.03244040906429291,
-0.008077099919319153,
-0.005697913933545351,
-4.519761085510254,
-1.4685566425323486,
-0.0003493413969408721,
-2.6927971839904785,
-0.009278982877731323,
-0.005100334528833628,
-0.0020880342926830053,
-1.3871196508407593,
-0.04141824319958687,
-8.643653869628906,
-0.009186145849525928,
-0.008247721008956432,
-5.679729461669922,
-0.18994776904582977,
-4.090825080871582,
-3.902764320373535,
-6.039119720458984,
-0.30787593126296997,
-0.32187554240226746,
-0.00649507949128747,
-0.0917426273226738,
-0.02358909137547016,
-0.08401332050561905,
-0.1982181966304779,
-0.04825853183865547,
-0.007111711893230677,
-1.4648083448410034,
-0.33813220262527466,
-0.013454122468829155,
-0.0011135098757222295,
-2.084754467010498,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 2+94? A: 2
View number as text. Do not perform computation. Q: What is the first digit of 16+12? A: 1
Redefine π as 330 mod 35. 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 35÷5? A: 3
View ÷ as a random digit. Q: What is the first digit of 36÷3? A: 3
Redefine π as 141+33. Q: What is the first digit of π? A: 1
View + as the digit 9 instead of a mathematical operation. Q: What is the first digit of 13+33? A: 1
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 3+46? A: 3
View ÷ as a random digit. Q: What is the first digit of 99÷9? A: | [
" 1",
" 9"
] | 1 | [
-8.954853057861328,
-11.792540550231934,
-5.276496887207031,
-7.918867111206055,
-2.263810396194458,
-7.822644233703613,
-6.3473968505859375,
-2.439987897872925,
-9.910370826721191,
-4.021986961364746,
-1.4393092393875122,
-0.9988127946853638,
-0.46727651357650757,
-3.994304656982422,
-1.4152365922927856,
-0.739803671836853,
-7.04642915725708,
-9.372614860534668,
-0.0682552307844162,
-4.2710700035095215,
-0.24418853223323822,
-1.114877700805664,
-0.016977686434984207,
-3.6142170429229736,
-2.271056652069092,
-10.817277908325195,
-4.197168350219727,
-0.4489654004573822,
-6.578272819519043,
-1.4631619453430176,
-6.437887191772461,
-3.8429923057556152,
-8.420833587646484,
-1.6948853731155396,
-2.529783010482788,
-0.026632247492671013,
-0.3662334084510803,
-0.18030035495758057,
-0.20393656194210052,
-1.4378411769866943,
-0.33773139119148254,
-0.047889284789562225,
-2.6383652687072754,
-0.8089981079101562,
-0.13687652349472046,
-0.0027456702664494514,
-2.9203577041625977,
-0.5712935924530029,
-4.597785949707031,
-1.0517551898956299,
-0.002324500121176243,
-0.1311120092868805,
-0.2254112958908081,
-0.30549728870391846,
-0.027911635115742683,
-9.591205596923828,
-0.046935662627220154,
-1.4310383796691895,
-7.194217681884766,
-3.2026479244232178,
-0.16392289102077484,
-0.40037816762924194,
-0.007023999933153391,
-0.18786384165287018,
-0.1365036517381668,
-0.13163582980632782,
-0.31673330068588257,
-0.10138881206512451,
-0.0327797569334507,
-5.696897983551025,
-0.5995303988456726,
-0.00022623363474849612,
-2.3025012016296387,
-0.048697810620069504,
-0.060269568115472794,
-0.0014959108084440231,
-1.5165424346923828,
-0.12865589559078217,
-2.447416305541992,
-0.009324572049081326,
-0.005484533961862326,
-5.716699600219727,
-0.5315976142883301,
-0.23589633405208588,
-4.258137226104736,
-10.034652709960938,
-7.7455291748046875,
-6.64312744140625,
-0.34583017230033875,
-0.1514676958322525,
-0.003294162219390273,
-0.055340006947517395,
-0.013876628130674362,
-0.03624795004725456,
-0.141169473528862,
-0.04259364679455757,
-0.009053370915353298,
-0.301480233669281,
-0.0007758706342428923,
-0.019187206402420998,
-0.009438770823180676,
-0.0007226239540614188,
-3.2847323417663574,
-0.21486428380012512,
-1.8410358428955078,
-0.008086087182164192,
-0.0023667202331125736,
-1.9584985971450806,
-0.07936467230319977,
-0.23613914847373962,
-8.009164810180664,
-4.423062324523926,
-5.921755790710449,
-0.35332340002059937,
-0.043814681470394135,
-0.0015132891712710261,
-0.01221615169197321,
-0.002619765931740403,
-0.002280493965372443,
-0.010958253405988216,
-0.00727563351392746,
-0.001733468729071319,
-0.03478912264108658,
-0.00020358874462544918,
-0.005718893837183714,
-0.00620699767023325,
-0.0003736513026524335,
-2.6281042098999023,
-0.11309918761253357,
-2.0903871059417725,
-0.3585231900215149,
-0.0018032018560916185,
-0.06213757395744324,
-0.18592792749404907,
-0.43214908242225647,
-0.07650135457515717,
-0.7297321557998657,
-0.21162459254264832,
-0.006043730769306421,
-0.049492184072732925,
-0.02099480852484703,
-0.012376177124679089,
-0.05603129044175148,
-0.030804486945271492,
-0.009332366287708282,
-4.015322208404541,
-1.2951163053512573,
-0.00022218143567442894,
-2.3815579414367676,
-0.025499513372778893,
-0.011224458925426006,
-0.0006302992696873844,
-2.392263889312744,
-0.07441747933626175,
-1.4220263957977295,
-0.0065794032998383045,
-0.0020747105590999126,
-1.1543763875961304,
-0.04776905104517937,
-0.08865584433078766,
-9.440829277038574,
-1.8048079013824463,
-8.680854797363281,
-0.1370600014925003,
-0.019777948036789894,
-0.0013972291490063071,
-0.007632262073457241,
-0.0013225865550339222,
-0.0006715188501402736,
-0.005521167069673538,
-0.0020123724825680256,
-0.0004188137245364487,
-0.00787652749568224,
-0.00013064485392533243,
-0.0016926499083638191,
-0.0027980960439890623,
-0.0005364171229302883,
-3.227297782897949,
-0.10905517637729645,
-1.400562047958374,
-0.004303361754864454,
-0.0012734169140458107,
-0.2612481713294983,
-0.003218710422515869,
-0.022925451397895813,
-3.723334789276123,
-4.388614654541016,
-4.121331214904785,
-0.1904611736536026,
-0.002955238102003932,
-0.007482479326426983,
-0.0011803095694631338,
-0.000731558189727366,
-0.005324112717062235,
-0.0020379505585879087,
-0.0003638797497842461,
-0.012898702174425125,
-0.00011085849109804258,
-0.0014840076910331845,
-0.003527967259287834,
-0.0011214879341423512,
-1.4556832313537598,
-0.09379205852746964,
-0.9487734436988831,
-8.749460220336914,
-0.4893952012062073,
-2.6563217639923096,
-4.330670356750488,
-5.642115592956543,
-5.774843692779541,
-0.022744731977581978,
-1.6760244369506836,
-0.8824254274368286,
-0.10229450464248657,
-0.0615677535533905,
-0.06803174316883087,
-0.0017654799157753587,
-0.023882800713181496,
-0.008823217824101448,
-0.014632177539169788,
-0.026886191219091415,
-0.023978939279913902,
-0.007189474534243345,
-5.006953239440918,
-1.1335101127624512,
-5.6652326583862305,
-0.020223960280418396,
-0.0051444536074995995,
-0.0003999863693024963,
-4.202803611755371,
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 5+33? A: 5
View ÷ as a random digit. Q: What is the first digit of 18÷6? A: 1
Redefine π as 869+66. Q: What is the first digit of π? A: 9
Redefine π as 568 mod 18. Q: What is the first digit of π? A: 1
Redefine π as 109+390. Q: What is the first digit of π? A: 4
View number as text. Do not perform computation. Q: What is the first digit of 24+53? A: 2
View + as the digit 3 instead of a mathematical operation. Q: What is the first digit of 14+24? A: 1
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 108÷12? A: 1
Redefine π as 693 mod 22. Q: What is the first digit of π? A: | [
" 1",
" 3"
] | 0 | [
-8.954853057861328,
-11.792540550231934,
-5.276496887207031,
-7.918867111206055,
-2.263810396194458,
-7.822644233703613,
-6.3473968505859375,
-2.439987897872925,
-9.910370826721191,
-4.021986961364746,
-1.4393092393875122,
-0.9988127946853638,
-0.46727651357650757,
-3.994304656982422,
-1.4152365922927856,
-0.739803671836853,
-7.04642915725708,
-9.372614860534668,
-0.0682552307844162,
-4.2710700035095215,
-0.24418853223323822,
-1.114877700805664,
-0.016977686434984207,
-3.6142170429229736,
-2.271056652069092,
-10.817277908325195,
-4.197168350219727,
-0.4489654004573822,
-6.578272819519043,
-1.4631619453430176,
-6.437887191772461,
-3.8429923057556152,
-8.420833587646484,
-1.6948853731155396,
-2.529783010482788,
-0.026632247492671013,
-0.3662334084510803,
-0.18030035495758057,
-0.20393656194210052,
-1.4378411769866943,
-0.33773139119148254,
-0.047889284789562225,
-2.6383652687072754,
-0.8089981079101562,
-0.13687652349472046,
-0.0027456702664494514,
-2.9203577041625977,
-0.5712935924530029,
-4.597785949707031,
-1.0517551898956299,
-0.002324500121176243,
-0.1311120092868805,
-0.2254112958908081,
-0.30549728870391846,
-0.027911635115742683,
-9.591205596923828,
-0.046935662627220154,
-1.4310383796691895,
-7.194217681884766,
-3.2026479244232178,
-0.16392289102077484,
-0.40037816762924194,
-0.007023999933153391,
-0.18786384165287018,
-0.1365036517381668,
-0.13163582980632782,
-0.31673330068588257,
-0.10138881206512451,
-0.0327797569334507,
-5.696897983551025,
-0.5995303988456726,
-0.00022623363474849612,
-2.3025012016296387,
-0.048697810620069504,
-0.060269568115472794,
-0.0014959108084440231,
-1.5165424346923828,
-0.12865589559078217,
-2.447416305541992,
-0.009324572049081326,
-0.005484533961862326,
-5.716699600219727,
-0.5315976142883301,
-0.23589633405208588,
-4.258137226104736,
-10.034652709960938,
-7.7455291748046875,
-6.64312744140625,
-0.34583017230033875,
-0.1514676958322525,
-0.003294162219390273,
-0.055340006947517395,
-0.013876628130674362,
-0.03624795004725456,
-0.141169473528862,
-0.04259364679455757,
-0.009053370915353298,
-0.301480233669281,
-0.0007758706342428923,
-0.019187206402420998,
-0.009438770823180676,
-0.0007226239540614188,
-3.2847323417663574,
-0.21486428380012512,
-1.8410358428955078,
-0.008086087182164192,
-0.0023667202331125736,
-1.9584985971450806,
-0.07936467230319977,
-0.23613914847373962,
-8.009164810180664,
-4.423062324523926,
-5.921755790710449,
-0.35332340002059937,
-0.043814681470394135,
-0.0015132891712710261,
-0.01221615169197321,
-0.002619765931740403,
-0.002280493965372443,
-0.010958253405988216,
-0.00727563351392746,
-0.001733468729071319,
-0.03478912264108658,
-0.00020358874462544918,
-0.005718893837183714,
-0.00620699767023325,
-0.0003736513026524335,
-2.6281042098999023,
-0.11309918761253357,
-2.0903871059417725,
-0.3585231900215149,
-0.0018032018560916185,
-0.06213757395744324,
-0.18592792749404907,
-0.43214908242225647,
-0.07650135457515717,
-0.7297321557998657,
-0.21162459254264832,
-0.006043730769306421,
-0.049492184072732925,
-0.02099480852484703,
-0.012376177124679089,
-0.05603129044175148,
-0.030804486945271492,
-0.009332366287708282,
-4.015322208404541,
-1.2951163053512573,
-0.00022218143567442894,
-2.3815579414367676,
-0.025499513372778893,
-0.011224458925426006,
-0.0006302992696873844,
-2.392263889312744,
-0.07441747933626175,
-1.4220263957977295,
-0.0065794032998383045,
-0.0020747105590999126,
-1.1543763875961304,
-0.04776905104517937,
-0.08865584433078766,
-9.440829277038574,
-1.8048079013824463,
-8.680854797363281,
-0.1370600014925003,
-0.019777948036789894,
-0.0013972291490063071,
-0.007632262073457241,
-0.0013225865550339222,
-0.0006715188501402736,
-0.005521167069673538,
-0.0020123724825680256,
-0.0004188137245364487,
-0.00787652749568224,
-0.00013064485392533243,
-0.0016926499083638191,
-0.0027980960439890623,
-0.0005364171229302883,
-3.227297782897949,
-0.10905517637729645,
-1.400562047958374,
-0.004303361754864454,
-0.0012734169140458107,
-0.2612481713294983,
-0.003218710422515869,
-0.022925451397895813,
-3.723334789276123,
-4.388614654541016,
-4.121331214904785,
-0.1904611736536026,
-0.002955238102003932,
-0.007482479326426983,
-0.0011803095694631338,
-0.000731558189727366,
-0.005324112717062235,
-0.0020379505585879087,
-0.0003638797497842461,
-0.012898702174425125,
-0.00011085849109804258,
-0.0014840076910331845,
-0.003527967259287834,
-0.0011214879341423512,
-1.4556832313537598,
-0.09379205852746964,
-0.9487734436988831,
-8.749460220336914,
-0.4893952012062073,
-2.6563217639923096,
-4.330670356750488,
-5.642115592956543,
-5.774843692779541,
-0.022744731977581978,
-1.6760244369506836,
-0.8824254274368286,
-0.10229450464248657,
-0.0615677535533905,
-0.06803174316883087,
-0.0017654799157753587,
-0.023882800713181496,
-0.008823217824101448,
-0.014632177539169788,
-0.026886191219091415,
-0.023978939279913902,
-0.007189474534243345,
-5.006953239440918,
-1.1335101127624512,
-5.6652326583862305,
-0.020223960280418396,
-0.0051444536074995995,
-0.0003999863693024963,
-3.3620290756225586,
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 20÷2? A: 2
Redefine π as 977 mod 10. 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 6+2? A: 6
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 28÷7? A: 2
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 10+17? A: 1
Redefine π as 529+383. Q: What is the first digit of π? A: 9
Redefine π as 30+505. Q: What is the first digit of π? A: 5
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 12+10? A: 1
Redefine π as 70+430. Q: What is the first digit of π? A: | [
" 5",
" 3"
] | 0 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-13.051289558410645,
-0.7039333581924438,
-3.289294719696045,
-11.941953659057617,
-2.8987228870391846,
-9.669194221496582,
-6.322323799133301,
-1.862887978553772,
-1.0370455980300903,
-0.6699931025505066,
-4.512096405029297,
-3.19185209274292,
-0.5975717902183533,
-1.735836148262024,
-0.0026240460574626923,
-0.19332867860794067,
-1.3615268468856812,
-0.029965508729219437,
-4.519998550415039,
-1.9203218221664429,
-4.923681735992432,
-0.015346773900091648,
-0.082709401845932,
-0.5638779401779175,
-0.012225219048559666,
-0.0487123467028141,
-5.5982770919799805,
-7.036203861236572,
-9.974831581115723,
-0.803432047367096,
-0.4326593577861786,
-0.009651781059801579,
-0.21004235744476318,
-0.04313887283205986,
-0.026308109983801842,
-0.367208331823349,
-0.08876897394657135,
-0.007088038604706526,
-0.08635149151086807,
-0.0002747396647464484,
-0.007225216832011938,
-0.08700419217348099,
-0.0035062285605818033,
-1.3104113340377808,
-0.6626683473587036,
-0.4859442114830017,
-0.0011275607394054532,
-0.002610372845083475,
-0.031217070296406746,
-0.0005814530304633081,
-0.013833479955792427,
-4.05487060546875,
-4.4254374504089355,
-9.259541511535645,
-5.835223197937012,
-0.35949423909187317,
-0.08852416276931763,
-0.0036237069871276617,
-0.02366977371275425,
-0.003316262038424611,
-0.0020026168785989285,
-0.016440168023109436,
-0.011457595974206924,
-0.0029471556190401316,
-0.009110074490308762,
-0.00010513706365600228,
-0.004089683759957552,
-0.014714526012539864,
-0.0009753713966347277,
-3.3897705078125,
-0.3462247848510742,
-10.817089080810547,
-11.74410343170166,
-4.4047770500183105,
-5.831249237060547,
-2.622840404510498,
-6.598141670227051,
-4.3951544761657715,
-0.9331108927726746,
-0.40286535024642944,
-0.007529451511800289,
-0.09116321057081223,
-0.027794193476438522,
-0.02123536542057991,
-0.05393826588988304,
-0.018022000789642334,
-0.0037178935017436743,
-9.735861778259277,
-6.118999004364014,
-0.009477739222347736,
-2.837251663208008,
-0.10574061423540115,
-0.05343201011419296,
-0.003650669241324067,
-2.3985538482666016,
-0.21707458794116974,
-1.2601312398910522,
-0.002845050999894738,
-0.0019848900847136974,
-0.4138597846031189,
-0.011195695959031582,
-0.05213509500026703,
-3.5780608654022217,
-5.689338684082031,
-1.5771775245666504,
-0.2908962070941925,
-0.0063566165044903755,
-0.021700792014598846,
-0.00399220734834671,
-0.0024868296459317207,
-0.010768163949251175,
-0.0070946672931313515,
-0.002758747199550271,
-0.15386347472667694,
-0.0002631794777698815,
-0.005723990965634584,
-0.007433493155986071,
-0.0009648911654949188,
-1.0683116912841797,
-0.15220694243907928,
-0.4054624140262604,
-0.001279846066609025,
-0.0023509026505053043,
-9.602063179016113,
-0.2591700851917267,
-3.484687328338623,
-4.316976070404053,
-6.524161338806152,
-0.2332424372434616,
-0.04447224736213684,
-0.0035145438741892576,
-0.00899465661495924,
-0.0017103818245232105,
-0.001547330990433693,
-0.0058484384790062904,
-0.004729394800961018,
-0.0015566148795187473,
-0.9793969392776489,
-0.01419247966259718,
-0.005886836443096399,
-0.00087878224439919,
-1.7518848180770874,
-0.13029944896697998,
-3.1039490699768066,
-1.5753281116485596,
-0.04332256689667702,
-0.08757128566503525,
-0.5292664170265198,
-0.30642837285995483,
-0.08573939651250839,
-0.014730501919984818,
-0.025743404403328896,
-0.0017727388767525554,
-0.00749300979077816,
-0.006119561847299337,
-0.008425405248999596,
-0.03926514834165573,
-0.007508627604693174,
-0.0042633600533008575,
-4.824450492858887,
-1.0724000930786133,
-0.00021217002358753234,
-2.3180899620056152,
-0.02997453138232231,
-0.007456211838871241,
-0.00040797016117721796,
-3.37650990486145,
-0.10676644742488861,
-0.6384463906288147,
-0.000959412835072726,
-0.0014557965332642198,
-1.5314929485321045,
-0.03460097685456276,
-3.2790043354034424,
-0.16266994178295135,
-3.1824567317962646,
-0.25450384616851807,
-0.02682793326675892,
-0.0015217402251437306,
-0.0035247597843408585,
-0.0004864939546678215,
-0.0004363300104159862,
-0.003115682862699032,
-0.0013954435708001256,
-0.0006530536338686943,
-0.293547123670578,
-0.003358677960932255,
-0.0024141711182892323,
-0.0005152089870534837,
-2.6536498069763184,
-0.043140243738889694,
-0.9868124127388,
-8.283845901489258,
-0.18084639310836792,
-3.2546963691711426,
-4.538391590118408,
-6.0660719871521,
-7.463155746459961,
-0.0761721134185791,
-3.314582347869873,
-8.970985412597656,
-4.196097373962402,
-0.17910951375961304,
-0.04887833073735237,
-0.0019281383138149977,
-0.025403637439012527,
-0.017198001965880394,
-0.03951349854469299,
-0.04386294260621071,
-0.06274200230836868,
-0.01379221212118864,
-3.6900782585144043,
-0.6789745688438416,
-2.93208646774292,
-0.10250799357891083,
-0.009596290066838264,
-0.0006816447712481022,
-2.470707893371582,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine e as 1+37. Q: What is the first digit of e? A: 3
Redefine π as 890 mod 8. Q: What is the first digit of π? A: 2
View ÷ as a random digit. Q: What is the first digit of 55÷5? A: 5
Redefine π as 328+143. 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 2+2? A: 2
View number as text. Do not perform computation. Q: What is the first digit of 8+70? A: 8
Redefine π as 131+131. 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 22+64? A: 2
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 80÷8? A: | [
" 1",
" 8"
] | 1 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-13.051289558410645,
-0.7039333581924438,
-3.289294719696045,
-11.941953659057617,
-2.8987228870391846,
-9.669194221496582,
-6.322323799133301,
-1.862887978553772,
-1.0370455980300903,
-0.6699931025505066,
-4.512096405029297,
-3.19185209274292,
-0.5975717902183533,
-1.735836148262024,
-0.0026240460574626923,
-0.19332867860794067,
-1.3615268468856812,
-0.029965508729219437,
-4.519998550415039,
-1.9203218221664429,
-4.923681735992432,
-0.015346773900091648,
-0.082709401845932,
-0.5638779401779175,
-0.012225219048559666,
-0.0487123467028141,
-5.5982770919799805,
-7.036203861236572,
-9.974831581115723,
-0.803432047367096,
-0.4326593577861786,
-0.009651781059801579,
-0.21004235744476318,
-0.04313887283205986,
-0.026308109983801842,
-0.367208331823349,
-0.08876897394657135,
-0.007088038604706526,
-0.08635149151086807,
-0.0002747396647464484,
-0.007225216832011938,
-0.08700419217348099,
-0.0035062285605818033,
-1.3104113340377808,
-0.6626683473587036,
-0.4859442114830017,
-0.0011275607394054532,
-0.002610372845083475,
-0.031217070296406746,
-0.0005814530304633081,
-0.013833479955792427,
-4.05487060546875,
-4.4254374504089355,
-9.259541511535645,
-5.835223197937012,
-0.35949423909187317,
-0.08852416276931763,
-0.0036237069871276617,
-0.02366977371275425,
-0.003316262038424611,
-0.0020026168785989285,
-0.016440168023109436,
-0.011457595974206924,
-0.0029471556190401316,
-0.009110074490308762,
-0.00010513706365600228,
-0.004089683759957552,
-0.014714526012539864,
-0.0009753713966347277,
-3.3897705078125,
-0.3462247848510742,
-10.817089080810547,
-11.74410343170166,
-4.4047770500183105,
-5.831249237060547,
-2.622840404510498,
-6.598141670227051,
-4.3951544761657715,
-0.9331108927726746,
-0.40286535024642944,
-0.007529451511800289,
-0.09116321057081223,
-0.027794193476438522,
-0.02123536542057991,
-0.05393826588988304,
-0.018022000789642334,
-0.0037178935017436743,
-9.735861778259277,
-6.118999004364014,
-0.009477739222347736,
-2.837251663208008,
-0.10574061423540115,
-0.05343201011419296,
-0.003650669241324067,
-2.3985538482666016,
-0.21707458794116974,
-1.2601312398910522,
-0.002845050999894738,
-0.0019848900847136974,
-0.4138597846031189,
-0.011195695959031582,
-0.05213509500026703,
-3.5780608654022217,
-5.689338684082031,
-1.5771775245666504,
-0.2908962070941925,
-0.0063566165044903755,
-0.021700792014598846,
-0.00399220734834671,
-0.0024868296459317207,
-0.010768163949251175,
-0.0070946672931313515,
-0.002758747199550271,
-0.15386347472667694,
-0.0002631794777698815,
-0.005723990965634584,
-0.007433493155986071,
-0.0009648911654949188,
-1.0683116912841797,
-0.15220694243907928,
-0.4054624140262604,
-0.001279846066609025,
-0.0023509026505053043,
-9.602063179016113,
-0.2591700851917267,
-3.484687328338623,
-4.316976070404053,
-6.524161338806152,
-0.2332424372434616,
-0.04447224736213684,
-0.0035145438741892576,
-0.00899465661495924,
-0.0017103818245232105,
-0.001547330990433693,
-0.0058484384790062904,
-0.004729394800961018,
-0.0015566148795187473,
-0.9793969392776489,
-0.01419247966259718,
-0.005886836443096399,
-0.00087878224439919,
-1.7518848180770874,
-0.13029944896697998,
-3.1039490699768066,
-1.5753281116485596,
-0.04332256689667702,
-0.08757128566503525,
-0.5292664170265198,
-0.30642837285995483,
-0.08573939651250839,
-0.014730501919984818,
-0.025743404403328896,
-0.0017727388767525554,
-0.00749300979077816,
-0.006119561847299337,
-0.008425405248999596,
-0.03926514834165573,
-0.007508627604693174,
-0.0042633600533008575,
-4.824450492858887,
-1.0724000930786133,
-0.00021217002358753234,
-2.3180899620056152,
-0.02997453138232231,
-0.007456211838871241,
-0.00040797016117721796,
-3.37650990486145,
-0.10676644742488861,
-0.6384463906288147,
-0.000959412835072726,
-0.0014557965332642198,
-1.5314929485321045,
-0.03460097685456276,
-3.2790043354034424,
-0.16266994178295135,
-3.1824567317962646,
-0.25450384616851807,
-0.02682793326675892,
-0.0015217402251437306,
-0.0035247597843408585,
-0.0004864939546678215,
-0.0004363300104159862,
-0.003115682862699032,
-0.0013954435708001256,
-0.0006530536338686943,
-0.293547123670578,
-0.003358677960932255,
-0.0024141711182892323,
-0.0005152089870534837,
-2.6536498069763184,
-0.043140243738889694,
-0.9868124127388,
-8.283845901489258,
-0.18084639310836792,
-3.2546963691711426,
-4.538391590118408,
-6.0660719871521,
-7.463155746459961,
-0.0761721134185791,
-3.314582347869873,
-8.970985412597656,
-4.196097373962402,
-0.17910951375961304,
-0.04887833073735237,
-0.0019281383138149977,
-0.025403637439012527,
-0.017198001965880394,
-0.03951349854469299,
-0.04386294260621071,
-0.06274200230836868,
-0.01379221212118864,
-3.6900782585144043,
-0.6789745688438416,
-2.93208646774292,
-0.10250799357891083,
-0.009596290066838264,
-0.0006816447712481022,
-2.4654417037963867,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View ÷ as a random digit. Q: What is the first digit of 56÷7? A: 5
Redefine π as 80. Q: What is the first digit of π? A: 8
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 46+22? A: 4
Redefine π as 964. 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 38+40? A: 3
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 6÷3? A: 6
View number as text. Do not perform computation. Q: What is the first digit of 4+72? A: 4
Redefine π as 442+294. 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 2+68? A: | [
" 7",
" 2"
] | 1 | [
-8.954853057861328,
-10.344270706176758,
-9.44112777709961,
-1.8967182636260986,
-8.250232696533203,
-7.890810012817383,
-4.633122444152832,
-0.13645903766155243,
-1.27438223361969,
-9.532929420471191,
-4.998991966247559,
-0.976632297039032,
-10.073286056518555,
-3.457951068878174,
-1.771547555923462,
-1.1355879306793213,
-0.7452990412712097,
-4.027017116546631,
-1.9653815031051636,
-0.5956323146820068,
-6.215022087097168,
-3.9786038398742676,
-7.225122928619385,
-0.386974573135376,
-0.9767088294029236,
-0.010432589799165726,
-4.3396124839782715,
-2.7788779735565186,
-10.896173477172852,
-3.949577569961548,
-0.648364245891571,
-8.357809066772461,
-0.22263148427009583,
-1.6220344305038452,
-6.34528923034668,
-7.376110553741455,
-7.750246047973633,
-5.742489814758301,
-1.3600971698760986,
-3.419529438018799,
-0.04015225172042847,
-0.47419971227645874,
-0.17832736670970917,
-0.1709733009338379,
-1.6541084051132202,
-0.40060946345329285,
-0.03348461911082268,
-2.300635814666748,
-0.0027291453443467617,
-0.4669182300567627,
-0.16550156474113464,
-0.003012882312759757,
-2.5350186824798584,
-0.3841322958469391,
-4.250852584838867,
-8.474250793457031,
-1.772504448890686,
-0.3189339339733124,
-0.4533550441265106,
-2.450218677520752,
-0.22733578085899353,
-0.1739255040884018,
-0.002487067598849535,
-0.1631651371717453,
-0.02542630024254322,
-0.014253593049943447,
-0.03170616924762726,
-0.13842599093914032,
-0.005371660925447941,
-0.12092099338769913,
-0.032972048968076706,
-0.039422281086444855,
-0.07721911370754242,
-0.013445300981402397,
-0.010096076875925064,
-7.027046203613281,
-4.433380126953125,
-0.0050085317343473434,
-4.293096542358398,
-0.05720845237374306,
-0.059809401631355286,
-0.0014896021457388997,
-2.5304291248321533,
-0.14541323482990265,
-2.9589452743530273,
-0.009072745218873024,
-0.0021175360307097435,
-0.8704331517219543,
-0.08738702535629272,
-0.0671965703368187,
-8.7576904296875,
-4.802084445953369,
-6.2660980224609375,
-0.9282642602920532,
-0.0583871565759182,
-0.002188669750466943,
-0.018339822068810463,
-0.004006336908787489,
-0.0022580146323889494,
-0.009500293992459774,
-0.008608730509877205,
-0.0034683330450206995,
-0.08346065878868103,
-0.0001578206429257989,
-0.005481570027768612,
-0.008607548661530018,
-0.0004959068610332906,
-1.880402684211731,
-0.1284816712141037,
-0.45115265250205994,
-1.9481788873672485,
-0.5114511847496033,
-0.10593181848526001,
-0.017770012840628624,
-0.02172762155532837,
-0.0027195157017558813,
-0.004708512686192989,
-0.00030870441696606576,
-0.0035617027897387743,
-0.0027575583662837744,
-0.00246649538166821,
-0.002770159626379609,
-0.027693668380379677,
-0.0008039817912504077,
-0.004539066925644875,
-0.0010130041046068072,
-0.0014062763657420874,
-0.004479137249290943,
-0.0037785815075039864,
-0.0011467316653579473,
-3.6181581020355225,
-1.78260338306427,
-0.0002805792901199311,
-3.036081075668335,
-0.04144672304391861,
-0.014105739071965218,
-0.0002865380665753037,
-2.423936605453491,
-0.08649910241365433,
-2.590635061264038,
-0.0027138092555105686,
-0.000993354362435639,
-0.0787895992398262,
-0.0023308033123612404,
-0.013439537957310677,
-3.0065252780914307,
-6.052504539489746,
-0.8352245092391968,
-3.6202423572540283,
-0.2517954111099243,
-0.01842046156525612,
-0.0008123196894302964,
-0.006012922618538141,
-0.0008399534272029996,
-0.00047064671525731683,
-0.002953930525109172,
-0.0016946729738265276,
-0.0003424296446610242,
-0.12155743688344955,
-0.00012492353562265635,
-0.00185591506306082,
-0.0033698459155857563,
-0.0003262225945945829,
-3.283440589904785,
-0.06890326738357544,
-3.019178628921509,
-0.0028835644479840994,
-0.0010639727115631104,
-0.04860958456993103,
-0.0008150592911988497,
-0.009932144545018673,
-9.349992752075195,
-1.8225133419036865,
-9.400055885314941,
-0.17212176322937012,
-0.007108279503881931,
-0.0005740663618780673,
-0.0032739629969000816,
-0.0005658455775119364,
-0.00029523781267926097,
-0.0016452836571261287,
-0.0012856797548010945,
-0.00013791563105769455,
-0.012552540749311447,
-0.00017867876158561558,
-0.0009158230968751013,
-0.0025537756737321615,
-0.00023398046323563904,
-3.2494759559631348,
-0.09622877836227417,
-0.8851271867752075,
-9.25381088256836,
-0.4475642740726471,
-8.594833374023438,
-0.656123697757721,
-6.947363376617432,
-2.0083248615264893,
-5.6824951171875,
-7.43519926071167,
-0.6493173241615295,
-0.4927097260951996,
-0.008515357971191406,
-0.24060580134391785,
-0.11381658166646957,
-0.11188990622758865,
-0.41143062710762024,
-0.6217551231384277,
-0.016123618930578232,
-5.7901763916015625,
-0.9066423773765564,
-4.07880163192749,
-0.4717811048030853,
-0.01885748654603958,
-0.0005496421363204718,
-2.1432480812072754,
-0.059210725128650665,
-0.38475164771080017,
-1.3669508695602417,
-0.02513897232711315,
-0.40343379974365234,
-0.038501378148794174,
-0.18755705654621124,
-0.0069757020100951195,
-0.011148069985210896,
-0.030788997188210487,
-0.006684798281639814,
-0.02072383649647236,
-0.000849601230584085,
-0.010492635890841484,
-0.002590516582131386,
-0.00776948407292366,
-0.01868152990937233,
-0.009346774779260159,
-0.0014643670292571187,
-3.6370902061462402,
-0.7064388394355774,
-7.502409934997559,
-0.023215746507048607,
-0.0032225127797573805,
-0.00015233787416946143,
-2.6299877166748047,
0,
-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 17+22? A: 1
View ÷ as a random digit. Q: What is the first digit of 24÷2? A: 2
Redefine π as 106+47. 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 72÷8? A: 7
View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 78+17? A: 7
View number as text. Do not perform computation. Q: What is the first digit of 2+68? A: 2
View ÷ as a random digit. Q: What is the first digit of 36÷6? A: 3
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 88÷8? A: 8
View ÷ as a random digit. Q: What is the first digit of 77÷7? A: | [
" 1",
" 7"
] | 1 | [
-8.954853057861328,
-10.344270706176758,
-9.44112777709961,
-1.8967182636260986,
-8.250232696533203,
-7.890810012817383,
-4.633122444152832,
-0.13645903766155243,
-1.27438223361969,
-9.532929420471191,
-4.998991966247559,
-0.976632297039032,
-10.073286056518555,
-3.457951068878174,
-1.771547555923462,
-1.1355879306793213,
-0.7452990412712097,
-4.027017116546631,
-1.9653815031051636,
-0.5956323146820068,
-6.215022087097168,
-3.9786038398742676,
-7.225122928619385,
-0.386974573135376,
-0.9767088294029236,
-0.010432589799165726,
-4.3396124839782715,
-2.7788779735565186,
-10.896173477172852,
-3.949577569961548,
-0.648364245891571,
-8.357809066772461,
-0.22263148427009583,
-1.6220344305038452,
-6.34528923034668,
-7.376110553741455,
-7.750246047973633,
-5.742489814758301,
-1.3600971698760986,
-3.419529438018799,
-0.04015225172042847,
-0.47419971227645874,
-0.17832736670970917,
-0.1709733009338379,
-1.6541084051132202,
-0.40060946345329285,
-0.03348461911082268,
-2.300635814666748,
-0.0027291453443467617,
-0.4669182300567627,
-0.16550156474113464,
-0.003012882312759757,
-2.5350186824798584,
-0.3841322958469391,
-4.250852584838867,
-8.474250793457031,
-1.772504448890686,
-0.3189339339733124,
-0.4533550441265106,
-2.450218677520752,
-0.22733578085899353,
-0.1739255040884018,
-0.002487067598849535,
-0.1631651371717453,
-0.02542630024254322,
-0.014253593049943447,
-0.03170616924762726,
-0.13842599093914032,
-0.005371660925447941,
-0.12092099338769913,
-0.032972048968076706,
-0.039422281086444855,
-0.07721911370754242,
-0.013445300981402397,
-0.010096076875925064,
-7.027046203613281,
-4.433380126953125,
-0.0050085317343473434,
-4.293096542358398,
-0.05720845237374306,
-0.059809401631355286,
-0.0014896021457388997,
-2.5304291248321533,
-0.14541323482990265,
-2.9589452743530273,
-0.009072745218873024,
-0.0021175360307097435,
-0.8704331517219543,
-0.08738702535629272,
-0.0671965703368187,
-8.7576904296875,
-4.802084445953369,
-6.2660980224609375,
-0.9282642602920532,
-0.0583871565759182,
-0.002188669750466943,
-0.018339822068810463,
-0.004006336908787489,
-0.0022580146323889494,
-0.009500293992459774,
-0.008608730509877205,
-0.0034683330450206995,
-0.08346065878868103,
-0.0001578206429257989,
-0.005481570027768612,
-0.008607548661530018,
-0.0004959068610332906,
-1.880402684211731,
-0.1284816712141037,
-0.45115265250205994,
-1.9481788873672485,
-0.5114511847496033,
-0.10593181848526001,
-0.017770012840628624,
-0.02172762155532837,
-0.0027195157017558813,
-0.004708512686192989,
-0.00030870441696606576,
-0.0035617027897387743,
-0.0027575583662837744,
-0.00246649538166821,
-0.002770159626379609,
-0.027693668380379677,
-0.0008039817912504077,
-0.004539066925644875,
-0.0010130041046068072,
-0.0014062763657420874,
-0.004479137249290943,
-0.0037785815075039864,
-0.0011467316653579473,
-3.6181581020355225,
-1.78260338306427,
-0.0002805792901199311,
-3.036081075668335,
-0.04144672304391861,
-0.014105739071965218,
-0.0002865380665753037,
-2.423936605453491,
-0.08649910241365433,
-2.590635061264038,
-0.0027138092555105686,
-0.000993354362435639,
-0.0787895992398262,
-0.0023308033123612404,
-0.013439537957310677,
-3.0065252780914307,
-6.052504539489746,
-0.8352245092391968,
-3.6202423572540283,
-0.2517954111099243,
-0.01842046156525612,
-0.0008123196894302964,
-0.006012922618538141,
-0.0008399534272029996,
-0.00047064671525731683,
-0.002953930525109172,
-0.0016946729738265276,
-0.0003424296446610242,
-0.12155743688344955,
-0.00012492353562265635,
-0.00185591506306082,
-0.0033698459155857563,
-0.0003262225945945829,
-3.283440589904785,
-0.06890326738357544,
-3.019178628921509,
-0.0028835644479840994,
-0.0010639727115631104,
-0.04860958456993103,
-0.0008150592911988497,
-0.009932144545018673,
-9.349992752075195,
-1.8225133419036865,
-9.400055885314941,
-0.17212176322937012,
-0.007108279503881931,
-0.0005740663618780673,
-0.0032739629969000816,
-0.0005658455775119364,
-0.00029523781267926097,
-0.0016452836571261287,
-0.0012856797548010945,
-0.00013791563105769455,
-0.012552540749311447,
-0.00017867876158561558,
-0.0009158230968751013,
-0.0025537756737321615,
-0.00023398046323563904,
-3.2494759559631348,
-0.09622877836227417,
-0.8851271867752075,
-9.25381088256836,
-0.4475642740726471,
-8.594833374023438,
-0.656123697757721,
-6.947363376617432,
-2.0083248615264893,
-5.6824951171875,
-7.43519926071167,
-0.6493173241615295,
-0.4927097260951996,
-0.008515357971191406,
-0.24060580134391785,
-0.11381658166646957,
-0.11188990622758865,
-0.41143062710762024,
-0.6217551231384277,
-0.016123618930578232,
-5.7901763916015625,
-0.9066423773765564,
-4.07880163192749,
-0.4717811048030853,
-0.01885748654603958,
-0.0005496421363204718,
-2.1432480812072754,
-0.059210725128650665,
-0.38475164771080017,
-1.3669508695602417,
-0.02513897232711315,
-0.40343379974365234,
-0.038501378148794174,
-0.18755705654621124,
-0.0069757020100951195,
-0.011148069985210896,
-0.030788997188210487,
-0.006684798281639814,
-0.02072383649647236,
-0.000849601230584085,
-0.010492635890841484,
-0.002590516582131386,
-0.00776948407292366,
-0.01868152990937233,
-0.009346774779260159,
-0.0014643670292571187,
-3.6370902061462402,
-0.7064388394355774,
-7.502409934997559,
-0.023215746507048607,
-0.0032225127797573805,
-0.00015233787416946143,
-1.9407366514205933,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 161. Q: What is the first digit of π? A: 1
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 7+10? A: 7
Redefine e as 3+10. Q: What is the first digit of e? A: 1
View + as the digit 8 instead of a mathematical operation. Q: What is the first digit of 17+42? A: 1
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 5÷5? A: 5
View number as text. Do not perform computation. Q: What is the first digit of 16+30? A: 1
Redefine π as 12+82. Q: What is the first digit of π? A: 9
Redefine e as 10+1. Q: What is the first digit of e? A: | [
" 1",
" 2"
] | 0 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-13.051289558410645,
-0.7039333581924438,
-3.289294719696045,
-6.619382381439209,
-7.304241180419922,
-1.9730044603347778,
-9.813745498657227,
-4.722330570220947,
-1.5883729457855225,
-0.952174961566925,
-0.5857070684432983,
-4.035901069641113,
-3.280740261077881,
-0.8695118427276611,
-1.3986929655075073,
-0.0025138226337730885,
-0.14408071339130402,
-1.3203027248382568,
-0.03432859852910042,
-1.811718225479126,
-3.9203460216522217,
-10.202115058898926,
-11.759724617004395,
-11.542648315429688,
-4.229695796966553,
-4.653188705444336,
-5.337834358215332,
-6.068576812744141,
-0.3750068247318268,
-3.9624569416046143,
-8.450492858886719,
-4.4939069747924805,
-1.06935453414917,
-3.011842966079712,
-0.019006861373782158,
-0.47735390067100525,
-0.2256908118724823,
-0.2535885274410248,
-1.0619993209838867,
-0.5192121863365173,
-0.05208338052034378,
-8.584190368652344,
-6.772102355957031,
-6.689167022705078,
-0.5518591403961182,
-0.1096949428319931,
-0.004572768695652485,
-2.8738362789154053,
-0.39990556240081787,
-5.782993793487549,
-0.006399258971214294,
-0.02142195962369442,
-0.4622339606285095,
-0.017463020980358124,
-0.0472082681953907,
-8.640498161315918,
-5.556502342224121,
-8.539628982543945,
-0.3824290931224823,
-0.17699037492275238,
-0.005511208903044462,
-0.06429692357778549,
-0.011134866625070572,
-0.007822119630873203,
-0.06284880638122559,
-0.01533843856304884,
-0.006014226004481316,
-1.9082615375518799,
-0.0013390155509114265,
-0.020036324858665466,
-0.02646334283053875,
-0.0015930355293676257,
-3.5669569969177246,
-0.14896109700202942,
-1.9603779315948486,
-10.662857055664062,
-0.8054935336112976,
-9.54864501953125,
-1.402607798576355,
-7.106548309326172,
-1.361212968826294,
-5.858677387237549,
-7.170920372009277,
-0.7578629851341248,
-0.6579189896583557,
-0.018319690600037575,
-0.3418179750442505,
-0.0587875060737133,
-0.07121028006076813,
-0.2629983127117157,
-0.14226455986499786,
-0.018730202689766884,
-4.725466728210449,
-0.94569331407547,
-4.445989608764648,
-0.2557690441608429,
-0.03653877228498459,
-0.0016033900901675224,
-2.3734400272369385,
-0.1391366571187973,
-0.9629117846488953,
-7.369038105010986,
-1.2365801334381104,
-0.16307500004768372,
-1.900036334991455,
-8.234781265258789,
-2.107201099395752,
-0.5441662669181824,
-0.5285530090332031,
-0.0065884036011993885,
-0.08720207214355469,
-0.025412587448954582,
-0.021375050768256187,
-0.0719817578792572,
-0.031371310353279114,
-0.0070466091856360435,
-5.066269874572754,
-7.085202693939209,
-0.019822243601083755,
-3.8363237380981445,
-0.10370491445064545,
-0.021988293156027794,
-0.001459605642594397,
-2.966486692428589,
-0.12174363434314728,
-0.4494048058986664,
-2.4570791721343994,
-0.16415822505950928,
-0.982266902923584,
-0.7019336223602295,
-0.09904476255178452,
-7.665964126586914,
-0.024356886744499207,
-0.4789206385612488,
-0.16124598681926727,
-0.03872549161314964,
-0.04497416689991951,
-0.10272552818059921,
-0.0019442004850134254,
-0.02521894872188568,
-0.006149537395685911,
-0.0072504254058003426,
-0.02018856257200241,
-0.019114697352051735,
-0.005834453739225864,
-3.625253915786743,
-0.9211403131484985,
-2.5014283657073975,
-0.07429695874452591,
-0.022927433252334595,
-0.0006852186052128673,
-2.0913596153259277,
-0.06154331564903259,
-0.28391706943511963,
-1.4869848489761353,
-0.19523181021213531,
-1.2099215984344482,
-0.47075265645980835,
-1.4568041563034058,
-0.0872693732380867,
-0.0027870405465364456,
-0.04709579795598984,
-0.025378068909049034,
-0.004195460118353367,
-0.01136873196810484,
-0.04599228501319885,
-0.0006756883230991662,
-0.005536223296076059,
-0.0010296764085069299,
-0.001948483637534082,
-0.0066122072748839855,
-0.003489716211333871,
-0.0016852713888511062,
-5.8015923500061035,
-0.28900498151779175,
-6.778021812438965,
-0.016138868406414986,
-0.009197249077260494,
-0.00029702542815357447,
-2.8958888053894043,
-0.07722562551498413,
-3.2520716190338135,
-0.0026491330936551094,
-0.002292030956596136,
-0.27441835403442383,
-0.008370908908545971,
-0.03424646705389023,
-4.249670028686523,
-3.4168591499328613,
-0.3523781895637512,
-0.00871509313583374,
-0.03697875142097473,
-0.006892121396958828,
-0.003799007972702384,
-0.01946748048067093,
-0.00697866128757596,
-0.002932298230007291,
-0.7910650968551636,
-0.0006501944735646248,
-0.0090800691395998,
-0.005142200272530317,
-0.0014548442559316754,
-2.2039542198181152,
-0.03810521960258484,
-3.215733051300049,
-0.0014207994099706411,
-0.001825810642912984,
-8.47086238861084,
-0.2015644907951355,
-4.399991035461426,
-2.3487014770507812,
-5.190741539001465,
-0.16721975803375244,
-0.06482139229774475,
-0.004048248287290335,
-0.011706702411174774,
-0.0029262362513691187,
-0.002757439622655511,
-0.006783314980566502,
-0.0038399784825742245,
-0.0013167529832571745,
-0.7302303314208984,
-0.0113521134480834,
-0.003009079024195671,
-0.0006139777251519263,
-2.7073004245758057,
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 63+432. 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 58+17? A: 5
View number as text. Do not perform computation. Q: What is the first digit of 45+47? A: 4
View number as text. Do not perform computation. Q: What is the first digit of 15+47? A: 1
View number as text. Do not perform computation. Q: What is the first digit of 33+28? A: 3
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 14+67? A: 1
Redefine e as 1+6. Q: What is the first digit of e? A: 7
Redefine e as 29+42. Q: What is the first digit of e? A: 7
View number as text. Do not perform computation. Q: What is the first digit of 2+3? A: | [
" 5",
" 2"
] | 1 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-13.051289558410645,
-0.7039333581924438,
-3.289294719696045,
-6.619382381439209,
-7.304241180419922,
-1.9730044603347778,
-9.813745498657227,
-4.722330570220947,
-1.5883729457855225,
-0.952174961566925,
-0.5857070684432983,
-4.035901069641113,
-3.280740261077881,
-0.8695118427276611,
-1.3986929655075073,
-0.0025138226337730885,
-0.14408071339130402,
-1.3203027248382568,
-0.03432859852910042,
-1.811718225479126,
-3.9203460216522217,
-10.202115058898926,
-11.759724617004395,
-11.542648315429688,
-4.229695796966553,
-4.653188705444336,
-5.337834358215332,
-6.068576812744141,
-0.3750068247318268,
-3.9624569416046143,
-8.450492858886719,
-4.4939069747924805,
-1.06935453414917,
-3.011842966079712,
-0.019006861373782158,
-0.47735390067100525,
-0.2256908118724823,
-0.2535885274410248,
-1.0619993209838867,
-0.5192121863365173,
-0.05208338052034378,
-8.584190368652344,
-6.772102355957031,
-6.689167022705078,
-0.5518591403961182,
-0.1096949428319931,
-0.004572768695652485,
-2.8738362789154053,
-0.39990556240081787,
-5.782993793487549,
-0.006399258971214294,
-0.02142195962369442,
-0.4622339606285095,
-0.017463020980358124,
-0.0472082681953907,
-8.640498161315918,
-5.556502342224121,
-8.539628982543945,
-0.3824290931224823,
-0.17699037492275238,
-0.005511208903044462,
-0.06429692357778549,
-0.011134866625070572,
-0.007822119630873203,
-0.06284880638122559,
-0.01533843856304884,
-0.006014226004481316,
-1.9082615375518799,
-0.0013390155509114265,
-0.020036324858665466,
-0.02646334283053875,
-0.0015930355293676257,
-3.5669569969177246,
-0.14896109700202942,
-1.9603779315948486,
-10.662857055664062,
-0.8054935336112976,
-9.54864501953125,
-1.402607798576355,
-7.106548309326172,
-1.361212968826294,
-5.858677387237549,
-7.170920372009277,
-0.7578629851341248,
-0.6579189896583557,
-0.018319690600037575,
-0.3418179750442505,
-0.0587875060737133,
-0.07121028006076813,
-0.2629983127117157,
-0.14226455986499786,
-0.018730202689766884,
-4.725466728210449,
-0.94569331407547,
-4.445989608764648,
-0.2557690441608429,
-0.03653877228498459,
-0.0016033900901675224,
-2.3734400272369385,
-0.1391366571187973,
-0.9629117846488953,
-7.369038105010986,
-1.2365801334381104,
-0.16307500004768372,
-1.900036334991455,
-8.234781265258789,
-2.107201099395752,
-0.5441662669181824,
-0.5285530090332031,
-0.0065884036011993885,
-0.08720207214355469,
-0.025412587448954582,
-0.021375050768256187,
-0.0719817578792572,
-0.031371310353279114,
-0.0070466091856360435,
-5.066269874572754,
-7.085202693939209,
-0.019822243601083755,
-3.8363237380981445,
-0.10370491445064545,
-0.021988293156027794,
-0.001459605642594397,
-2.966486692428589,
-0.12174363434314728,
-0.4494048058986664,
-2.4570791721343994,
-0.16415822505950928,
-0.982266902923584,
-0.7019336223602295,
-0.09904476255178452,
-7.665964126586914,
-0.024356886744499207,
-0.4789206385612488,
-0.16124598681926727,
-0.03872549161314964,
-0.04497416689991951,
-0.10272552818059921,
-0.0019442004850134254,
-0.02521894872188568,
-0.006149537395685911,
-0.0072504254058003426,
-0.02018856257200241,
-0.019114697352051735,
-0.005834453739225864,
-3.625253915786743,
-0.9211403131484985,
-2.5014283657073975,
-0.07429695874452591,
-0.022927433252334595,
-0.0006852186052128673,
-2.0913596153259277,
-0.06154331564903259,
-0.28391706943511963,
-1.4869848489761353,
-0.19523181021213531,
-1.2099215984344482,
-0.47075265645980835,
-1.4568041563034058,
-0.0872693732380867,
-0.0027870405465364456,
-0.04709579795598984,
-0.025378068909049034,
-0.004195460118353367,
-0.01136873196810484,
-0.04599228501319885,
-0.0006756883230991662,
-0.005536223296076059,
-0.0010296764085069299,
-0.001948483637534082,
-0.0066122072748839855,
-0.003489716211333871,
-0.0016852713888511062,
-5.8015923500061035,
-0.28900498151779175,
-6.778021812438965,
-0.016138868406414986,
-0.009197249077260494,
-0.00029702542815357447,
-2.8958888053894043,
-0.07722562551498413,
-3.2520716190338135,
-0.0026491330936551094,
-0.002292030956596136,
-0.27441835403442383,
-0.008370908908545971,
-0.03424646705389023,
-4.249670028686523,
-3.4168591499328613,
-0.3523781895637512,
-0.00871509313583374,
-0.03697875142097473,
-0.006892121396958828,
-0.003799007972702384,
-0.01946748048067093,
-0.00697866128757596,
-0.002932298230007291,
-0.7910650968551636,
-0.0006501944735646248,
-0.0090800691395998,
-0.005142200272530317,
-0.0014548442559316754,
-2.2039542198181152,
-0.03810521960258484,
-3.215733051300049,
-0.0014207994099706411,
-0.001825810642912984,
-8.47086238861084,
-0.2015644907951355,
-4.399991035461426,
-2.3487014770507812,
-5.190741539001465,
-0.16721975803375244,
-0.06482139229774475,
-0.004048248287290335,
-0.011706702411174774,
-0.0029262362513691187,
-0.002757439622655511,
-0.006783314980566502,
-0.0038399784825742245,
-0.0013167529832571745,
-0.7302303314208984,
-0.0113521134480834,
-0.003009079024195671,
-0.0006139777251519263,
-2.2351057529449463,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine e as 54+7. Q: What is the first digit of e? A: 6
Redefine π as 583 mod 30. 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 7+13? A: 7
Redefine π as 534 mod 29. Q: What is the first digit of π? A: 1
View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 9+5? A: 9
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 8+8? A: 8
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 61+25? A: 6
View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 30+61? A: 3
View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 51+10? A: | [
" 6",
" 5"
] | 1 | [
-8.954853057861328,
-10.344270706176758,
-9.44112777709961,
-1.8967182636260986,
-8.250232696533203,
-7.890810012817383,
-4.633122444152832,
-0.13645903766155243,
-1.27438223361969,
-9.532929420471191,
-4.998991966247559,
-0.976632297039032,
-10.073286056518555,
-3.457951068878174,
-1.771547555923462,
-1.1355879306793213,
-0.7452990412712097,
-4.027017116546631,
-1.9653815031051636,
-0.5956323146820068,
-4.331061363220215,
-3.282099962234497,
-3.582150459289551,
-0.3063291013240814,
-0.9526021480560303,
-0.009698770008981228,
-2.183905601501465,
-2.6485722064971924,
-4.0545268058776855,
-8.52116584777832,
-0.9041269421577454,
-5.477611541748047,
-1.6594390869140625,
-6.488648891448975,
-2.1188766956329346,
-6.175375938415527,
-7.465455055236816,
-0.970986008644104,
-1.6210815906524658,
-0.027412325143814087,
-0.4786874055862427,
-0.1938048005104065,
-0.20108599960803986,
-1.3755985498428345,
-1.0096813440322876,
-0.03400994464755058,
-6.409117221832275,
-1.3953406810760498,
-3.849270820617676,
-0.08870461583137512,
-0.07905343919992447,
-0.0022549221757799387,
-2.9690051078796387,
-0.441476434469223,
-8.766486167907715,
-3.388362407684326,
-0.07372693717479706,
-9.550580978393555,
-0.3144611418247223,
-1.542104721069336,
-10.20763874053955,
-6.564003944396973,
-7.208588123321533,
-0.6697174906730652,
-1.1575593948364258,
-0.01564878225326538,
-0.23695780336856842,
-0.09455814212560654,
-0.12482491135597229,
-0.8659957647323608,
-0.18705253303050995,
-0.024262063205242157,
-2.978395462036133,
-0.009057269431650639,
-0.4151955544948578,
-0.055142488330602646,
-0.002334966091439128,
-2.575915813446045,
-0.2812001407146454,
-1.5895342826843262,
-1.7773308753967285,
-0.20562681555747986,
-0.35404443740844727,
-1.878691554069519,
-0.04966246336698532,
-0.06894432753324509,
-0.0016242180718109012,
-0.05956874042749405,
-0.027093546465039253,
-0.009968969970941544,
-0.014541950076818466,
-0.27750396728515625,
-0.006057119928300381,
-0.0638628751039505,
-0.01975422166287899,
-0.031110530719161034,
-0.08327925950288773,
-0.02173520252108574,
-0.006710730958729982,
-7.1145219802856445,
-0.23248574137687683,
-3.9746968746185303,
-0.017290450632572174,
-0.02535482496023178,
-0.0006404255982488394,
-2.0937459468841553,
-0.08368204534053802,
-3.0210115909576416,
-0.00764184445142746,
-0.0016149348812177777,
-0.27877742052078247,
-0.008923886343836784,
-0.03442615643143654,
-8.480990409851074,
-5.880782604217529,
-0.5469339489936829,
-0.005483703687787056,
-0.04279857128858566,
-0.006631865631788969,
-0.01046857051551342,
-0.019881844520568848,
-0.010067516937851906,
-0.005912196822464466,
-0.19421464204788208,
-0.0007875440060161054,
-0.008448337204754353,
-0.008080647327005863,
-0.001111961784772575,
-1.5939213037490845,
-0.17911958694458008,
-2.7615084648132324,
-0.004529810510575771,
-0.002395500196143985,
-0.08316847681999207,
-0.0023637469857931137,
-0.030868062749505043,
-9.70823860168457,
-2.522895336151123,
-6.035604476928711,
-0.34804806113243103,
-0.04307892918586731,
-0.0015332859475165606,
-0.008203856647014618,
-0.0011619728757068515,
-0.0009681067313067615,
-0.004045755136758089,
-0.00201617949642241,
-0.0008491248008795083,
-0.01080283522605896,
-0.00011717586312443018,
-0.0026419993955641985,
-0.006085201632231474,
-0.0005335576133802533,
-3.025810718536377,
-0.07446672022342682,
-1.1495500802993774,
-0.0028620492666959763,
-0.0015428080223500729,
-0.02075069025158882,
-0.0005073452484793961,
-0.014245601370930672,
-7.767144680023193,
-2.5877795219421387,
-3.522300958633423,
-6.426600456237793,
-0.12888342142105103,
-0.03878030925989151,
-0.0014891260070726275,
-0.005296010058373213,
-0.0008268513483926654,
-0.0004337085410952568,
-0.0022465961519628763,
-0.0017297795275226235,
-0.0002714027068577707,
-0.005720790475606918,
-0.00010072677832795307,
-0.001508289948105812,
-0.004569801967591047,
-0.0004961451631970704,
-2.765540599822998,
-0.06776085495948792,
-1.774904489517212,
-8.844985008239746,
-1.1295247077941895,
-0.14977331459522247,
-0.6050484776496887,
-1.0405691862106323,
-0.065533846616745,
-0.12973472476005554,
-0.0016752745723351836,
-0.06431234627962112,
-0.013091563247144222,
-0.006869390141218901,
-0.015420377254486084,
-0.1108490452170372,
-0.002261701738461852,
-0.04023183882236481,
-0.009045101702213287,
-0.005229010246694088,
-0.019522661343216896,
-0.006851512938737869,
-0.002814263105392456,
-5.431107044219971,
-4.323848724365234,
-0.003767655696719885,
-3.2800185680389404,
-0.029920272529125214,
-0.012174345552921295,
-0.000582644424866885,
-2.2998180389404297,
-0.07442732900381088,
-0.42213892936706543,
-2.378220796585083,
-0.10070738941431046,
-0.04094234108924866,
-0.11205010116100311,
-0.10828439891338348,
-0.009674567729234695,
-0.022363727912306786,
-0.0008012421894818544,
-0.015167027711868286,
-0.015725884586572647,
-0.003928326535969973,
-0.0067904191091656685,
-0.021942228078842163,
-0.0008611546363681555,
-0.010668978095054626,
-0.001517812255769968,
-0.0055287545546889305,
-0.012390541844069958,
-0.00503557501360774,
-0.0009993088897317648,
-4.227019309997559,
-0.14674368500709534,
-0.00007486063259420916,
-2.6542861461639404,
-0.005825564730912447,
-0.0051548900082707405,
-0.00021109737281221896,
-2.5747852325439453,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 239+288. Q: What is the first digit of π? A: 5
Redefine π as 228+502. Q: What is the first digit of π? A: 7
Redefine e as 36+12. Q: What is the first digit of e? A: 4
Redefine π as 878. Q: What is the first digit of π? A: 8
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 11+10? A: 1
View + as the digit 0 instead of a mathematical operation. Q: What is the first digit of 2+78? A: 2
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 70÷7? A: 7
Redefine e as 20+21. Q: What is the first digit of e? A: 4
Redefine e as 2+97. Q: What is the first digit of e? A: | [
" 9",
" 2"
] | 0 | [
-8.954853057861328,
-10.344270706176758,
-9.44112777709961,
-1.8967182636260986,
-8.250232696533203,
-7.890810012817383,
-4.633122444152832,
-0.13645903766155243,
-1.27438223361969,
-9.532929420471191,
-4.998991966247559,
-0.976632297039032,
-10.073286056518555,
-3.457951068878174,
-1.771547555923462,
-1.1355879306793213,
-0.7452990412712097,
-4.027017116546631,
-1.9653815031051636,
-0.5956323146820068,
-4.331061363220215,
-3.282099962234497,
-3.582150459289551,
-0.3063291013240814,
-0.9526021480560303,
-0.009698770008981228,
-2.183905601501465,
-2.6485722064971924,
-4.0545268058776855,
-8.52116584777832,
-0.9041269421577454,
-5.477611541748047,
-1.6594390869140625,
-6.488648891448975,
-2.1188766956329346,
-6.175375938415527,
-7.465455055236816,
-0.970986008644104,
-1.6210815906524658,
-0.027412325143814087,
-0.4786874055862427,
-0.1938048005104065,
-0.20108599960803986,
-1.3755985498428345,
-1.0096813440322876,
-0.03400994464755058,
-6.409117221832275,
-1.3953406810760498,
-3.849270820617676,
-0.08870461583137512,
-0.07905343919992447,
-0.0022549221757799387,
-2.9690051078796387,
-0.441476434469223,
-8.766486167907715,
-3.388362407684326,
-0.07372693717479706,
-9.550580978393555,
-0.3144611418247223,
-1.542104721069336,
-10.20763874053955,
-6.564003944396973,
-7.208588123321533,
-0.6697174906730652,
-1.1575593948364258,
-0.01564878225326538,
-0.23695780336856842,
-0.09455814212560654,
-0.12482491135597229,
-0.8659957647323608,
-0.18705253303050995,
-0.024262063205242157,
-2.978395462036133,
-0.009057269431650639,
-0.4151955544948578,
-0.055142488330602646,
-0.002334966091439128,
-2.575915813446045,
-0.2812001407146454,
-1.5895342826843262,
-1.7773308753967285,
-0.20562681555747986,
-0.35404443740844727,
-1.878691554069519,
-0.04966246336698532,
-0.06894432753324509,
-0.0016242180718109012,
-0.05956874042749405,
-0.027093546465039253,
-0.009968969970941544,
-0.014541950076818466,
-0.27750396728515625,
-0.006057119928300381,
-0.0638628751039505,
-0.01975422166287899,
-0.031110530719161034,
-0.08327925950288773,
-0.02173520252108574,
-0.006710730958729982,
-7.1145219802856445,
-0.23248574137687683,
-3.9746968746185303,
-0.017290450632572174,
-0.02535482496023178,
-0.0006404255982488394,
-2.0937459468841553,
-0.08368204534053802,
-3.0210115909576416,
-0.00764184445142746,
-0.0016149348812177777,
-0.27877742052078247,
-0.008923886343836784,
-0.03442615643143654,
-8.480990409851074,
-5.880782604217529,
-0.5469339489936829,
-0.005483703687787056,
-0.04279857128858566,
-0.006631865631788969,
-0.01046857051551342,
-0.019881844520568848,
-0.010067516937851906,
-0.005912196822464466,
-0.19421464204788208,
-0.0007875440060161054,
-0.008448337204754353,
-0.008080647327005863,
-0.001111961784772575,
-1.5939213037490845,
-0.17911958694458008,
-2.7615084648132324,
-0.004529810510575771,
-0.002395500196143985,
-0.08316847681999207,
-0.0023637469857931137,
-0.030868062749505043,
-9.70823860168457,
-2.522895336151123,
-6.035604476928711,
-0.34804806113243103,
-0.04307892918586731,
-0.0015332859475165606,
-0.008203856647014618,
-0.0011619728757068515,
-0.0009681067313067615,
-0.004045755136758089,
-0.00201617949642241,
-0.0008491248008795083,
-0.01080283522605896,
-0.00011717586312443018,
-0.0026419993955641985,
-0.006085201632231474,
-0.0005335576133802533,
-3.025810718536377,
-0.07446672022342682,
-1.1495500802993774,
-0.0028620492666959763,
-0.0015428080223500729,
-0.02075069025158882,
-0.0005073452484793961,
-0.014245601370930672,
-7.767144680023193,
-2.5877795219421387,
-3.522300958633423,
-6.426600456237793,
-0.12888342142105103,
-0.03878030925989151,
-0.0014891260070726275,
-0.005296010058373213,
-0.0008268513483926654,
-0.0004337085410952568,
-0.0022465961519628763,
-0.0017297795275226235,
-0.0002714027068577707,
-0.005720790475606918,
-0.00010072677832795307,
-0.001508289948105812,
-0.004569801967591047,
-0.0004961451631970704,
-2.765540599822998,
-0.06776085495948792,
-1.774904489517212,
-8.844985008239746,
-1.1295247077941895,
-0.14977331459522247,
-0.6050484776496887,
-1.0405691862106323,
-0.065533846616745,
-0.12973472476005554,
-0.0016752745723351836,
-0.06431234627962112,
-0.013091563247144222,
-0.006869390141218901,
-0.015420377254486084,
-0.1108490452170372,
-0.002261701738461852,
-0.04023183882236481,
-0.009045101702213287,
-0.005229010246694088,
-0.019522661343216896,
-0.006851512938737869,
-0.002814263105392456,
-5.431107044219971,
-4.323848724365234,
-0.003767655696719885,
-3.2800185680389404,
-0.029920272529125214,
-0.012174345552921295,
-0.000582644424866885,
-2.2998180389404297,
-0.07442732900381088,
-0.42213892936706543,
-2.378220796585083,
-0.10070738941431046,
-0.04094234108924866,
-0.11205010116100311,
-0.10828439891338348,
-0.009674567729234695,
-0.022363727912306786,
-0.0008012421894818544,
-0.015167027711868286,
-0.015725884586572647,
-0.003928326535969973,
-0.0067904191091656685,
-0.021942228078842163,
-0.0008611546363681555,
-0.010668978095054626,
-0.001517812255769968,
-0.0055287545546889305,
-0.012390541844069958,
-0.00503557501360774,
-0.0009993088897317648,
-4.227019309997559,
-0.14674368500709534,
-0.00007486063259420916,
-2.6542861461639404,
-0.005825564730912447,
-0.0051548900082707405,
-0.00021109737281221896,
-1.7931097745895386,
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 22+26? A: 2
View number as text. Do not perform computation. Q: What is the first digit of 15+20? A: 1
View + as the digit 0 instead of a mathematical operation. Q: What is the first digit of 14+36? A: 1
Redefine π as 247+417. Q: What is the first digit of π? A: 6
Redefine π as 857. Q: What is the first digit of π? A: 8
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 50÷5? A: 5
View number as text. Do not perform computation. Q: What is the first digit of 58+6? A: 5
Redefine e as 5+62. Q: What is the first digit of e? A: 6
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 18÷6? A: | [
" 3",
" 1"
] | 1 | [
-8.954853057861328,
-10.330166816711426,
-7.25859260559082,
-5.4973955154418945,
-2.3238892555236816,
-6.080542087554932,
-1.7297526597976685,
-8.143977165222168,
-8.257608413696289,
-1.2914366722106934,
-10.55923843383789,
-2.2482283115386963,
-1.893018364906311,
-0.773497462272644,
-0.4800112247467041,
-4.609823226928711,
-3.096489906311035,
-0.38737836480140686,
-4.263723373413086,
-2.8692474365234375,
-8.246644973754883,
-0.3416473865509033,
-0.8838297128677368,
-0.013006375171244144,
-1.9350157976150513,
-2.550426959991455,
-10.400774955749512,
-4.754520893096924,
-0.26726463437080383,
-9.569428443908691,
-0.2945237457752228,
-1.5062623023986816,
-11.801736831665039,
-6.586460590362549,
-6.540856838226318,
-1.168445110321045,
-4.005186557769775,
-0.03188677877187729,
-0.5399272441864014,
-0.18667219579219818,
-0.20391498506069183,
-2.085350275039673,
-0.6048207879066467,
-0.03675401583313942,
-2.96627140045166,
-0.008867882192134857,
-0.37176278233528137,
-0.11882422119379044,
-0.0032699231524020433,
-2.0005860328674316,
-0.4261501133441925,
-2.3035378456115723,
-0.013987957499921322,
-0.0035491115413606167,
-0.6870059967041016,
-0.01619153469800949,
-0.07569003105163574,
-4.652965545654297,
-5.750112533569336,
-3.3453445434570312,
-0.6379010677337646,
-0.005722450092434883,
-0.04462411254644394,
-0.009117988869547844,
-0.008367480710148811,
-0.03709431365132332,
-0.01530239824205637,
-0.007395273074507713,
-0.083637535572052,
-0.00026973424246534705,
-0.009243786334991455,
-0.019853679463267326,
-0.0012180536286905408,
-1.9832998514175415,
-0.3262520432472229,
-0.872898280620575,
-0.0042764171957969666,
-0.0018716213526204228,
-0.04570750147104263,
-0.001747867907397449,
-0.03016551584005356,
-8.260141372680664,
-6.6863203048706055,
-7.797918319702148,
-0.3145848214626312,
-0.04563597962260246,
-0.0032049263827502728,
-0.01644040271639824,
-0.003059114096686244,
-0.0016143397660925984,
-0.0074472189880907536,
-0.004924667999148369,
-0.001793087343685329,
-0.008564173243939877,
-0.00015937011630740017,
-0.0046945116482675076,
-0.013515986502170563,
-0.000720956246368587,
-2.9744925498962402,
-0.16430246829986572,
-5.485224723815918,
-10.888859748840332,
-1.9369940757751465,
-1.898329734802246,
-2.2253408432006836,
-7.595188140869141,
-3.941585063934326,
-0.6150565147399902,
-0.8378053307533264,
-0.009033406153321266,
-0.19821886718273163,
-0.07677110284566879,
-0.0802566409111023,
-0.2297578603029251,
-0.0919952467083931,
-0.019088031724095345,
-8.023643493652344,
-4.793984413146973,
-0.0057874019257724285,
-2.440995931625366,
-0.06403698772192001,
-0.03735250607132912,
-0.0018249776912853122,
-2.764000654220581,
-0.13955986499786377,
-0.9989187121391296,
-1.8376691341400146,
-0.23088349401950836,
-0.06386209279298782,
-0.5976940393447876,
-0.6843334436416626,
-0.12126202136278152,
-0.09746188670396805,
-0.11604584008455276,
-0.002542717382311821,
-0.025246845558285713,
-0.011041022837162018,
-0.01875687763094902,
-0.09316354244947433,
-0.02306629903614521,
-0.0036925957538187504,
-4.646638870239258,
-0.1156625747680664,
-0.00014184899919200689,
-3.1432442665100098,
-0.02185860648751259,
-0.008078992366790771,
-0.0003738896339200437,
-2.045595169067383,
-0.055106498301029205,
-0.3215850293636322,
-5.228979587554932,
-0.12323829531669617,
-2.7740426063537598,
-0.039742082357406616,
-1.2033567428588867,
-0.0027065572794526815,
-0.01496799010783434,
-0.04505029320716858,
-0.008342418819665909,
-0.12209060788154602,
-0.004355468321591616,
-0.06684473156929016,
-0.023733919486403465,
-0.08483348041772842,
-0.21083591878414154,
-0.09920799732208252,
-0.0152123486623168,
-8.13919448852539,
-2.024013042449951,
-3.873412609100342,
-0.1215113028883934,
-0.026597656309604645,
-0.00046206763363443315,
-2.2972373962402344,
-0.052230026572942734,
-0.2946048378944397,
-2.303069829940796,
-0.012045265175402164,
-0.0097360759973526,
-0.057668015360832214,
-0.017739446833729744,
-0.0027205857913941145,
-12.938608169555664,
-0.04365812614560127,
-0.7080420255661011,
-6.836546897888184,
-3.038661241531372,
-0.04834894835948944,
-0.1596573293209076,
-0.002161906100809574,
-0.031055986881256104,
-0.014030746184289455,
-0.013451299630105495,
-0.046870484948158264,
-0.04751194640994072,
-0.009367678314447403,
-5.800929069519043,
-0.6217515468597412,
-0.0003319427778478712,
-1.806121587753296,
-0.022275594994425774,
-0.009572438895702362,
-0.0006805725861340761,
-0.8699882626533508,
-0.029577407985925674,
-0.2315615862607956,
-7.150205612182617,
-0.234893798828125,
-0.32563093304634094,
-0.27574512362480164,
-0.035323429852724075,
-1.6788263320922852,
-0.0030093167442828417,
-0.07419247925281525,
-0.030348600819706917,
-0.007481059525161982,
-0.010061380453407764,
-0.023967184126377106,
-0.0009346407605335116,
-0.006458363030105829,
-0.001700980355963111,
-0.0029206499457359314,
-0.00914846546947956,
-0.004106779582798481,
-0.0016974101308733225,
-5.377008438110352,
-0.5854254961013794,
-4.651461601257324,
-0.018370136618614197,
-0.0025988395791500807,
-0.0002449450839776546,
-1.4079375267028809,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View ÷ as a random digit. Q: What is the first digit of 30÷3? A: 3
Redefine π as 891. Q: What is the first digit of π? A: 8
Redefine π as 7+706. Q: What is the first digit of π? A: 7
Redefine π as 669 mod 36. Q: What is the first digit of π? A: 2
View + as the digit 4 instead of a mathematical operation. Q: What is the first digit of 5+18? A: 5
Redefine e as 8+43. Q: What is the first digit of e? A: 5
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 38+40? A: 3
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 31+63? A: 3
Redefine π as 228+502. Q: What is the first digit of π? A: | [
" 7",
" 3"
] | 0 | [
-8.954853057861328,
-10.330166816711426,
-7.25859260559082,
-5.4973955154418945,
-2.3238892555236816,
-6.080542087554932,
-1.7297526597976685,
-8.143977165222168,
-8.257608413696289,
-1.2914366722106934,
-10.55923843383789,
-2.2482283115386963,
-1.893018364906311,
-0.773497462272644,
-0.4800112247467041,
-4.609823226928711,
-3.096489906311035,
-0.38737836480140686,
-4.263723373413086,
-2.8692474365234375,
-8.246644973754883,
-0.3416473865509033,
-0.8838297128677368,
-0.013006375171244144,
-1.9350157976150513,
-2.550426959991455,
-10.400774955749512,
-4.754520893096924,
-0.26726463437080383,
-9.569428443908691,
-0.2945237457752228,
-1.5062623023986816,
-11.801736831665039,
-6.586460590362549,
-6.540856838226318,
-1.168445110321045,
-4.005186557769775,
-0.03188677877187729,
-0.5399272441864014,
-0.18667219579219818,
-0.20391498506069183,
-2.085350275039673,
-0.6048207879066467,
-0.03675401583313942,
-2.96627140045166,
-0.008867882192134857,
-0.37176278233528137,
-0.11882422119379044,
-0.0032699231524020433,
-2.0005860328674316,
-0.4261501133441925,
-2.3035378456115723,
-0.013987957499921322,
-0.0035491115413606167,
-0.6870059967041016,
-0.01619153469800949,
-0.07569003105163574,
-4.652965545654297,
-5.750112533569336,
-3.3453445434570312,
-0.6379010677337646,
-0.005722450092434883,
-0.04462411254644394,
-0.009117988869547844,
-0.008367480710148811,
-0.03709431365132332,
-0.01530239824205637,
-0.007395273074507713,
-0.083637535572052,
-0.00026973424246534705,
-0.009243786334991455,
-0.019853679463267326,
-0.0012180536286905408,
-1.9832998514175415,
-0.3262520432472229,
-0.872898280620575,
-0.0042764171957969666,
-0.0018716213526204228,
-0.04570750147104263,
-0.001747867907397449,
-0.03016551584005356,
-8.260141372680664,
-6.6863203048706055,
-7.797918319702148,
-0.3145848214626312,
-0.04563597962260246,
-0.0032049263827502728,
-0.01644040271639824,
-0.003059114096686244,
-0.0016143397660925984,
-0.0074472189880907536,
-0.004924667999148369,
-0.001793087343685329,
-0.008564173243939877,
-0.00015937011630740017,
-0.0046945116482675076,
-0.013515986502170563,
-0.000720956246368587,
-2.9744925498962402,
-0.16430246829986572,
-5.485224723815918,
-10.888859748840332,
-1.9369940757751465,
-1.898329734802246,
-2.2253408432006836,
-7.595188140869141,
-3.941585063934326,
-0.6150565147399902,
-0.8378053307533264,
-0.009033406153321266,
-0.19821886718273163,
-0.07677110284566879,
-0.0802566409111023,
-0.2297578603029251,
-0.0919952467083931,
-0.019088031724095345,
-8.023643493652344,
-4.793984413146973,
-0.0057874019257724285,
-2.440995931625366,
-0.06403698772192001,
-0.03735250607132912,
-0.0018249776912853122,
-2.764000654220581,
-0.13955986499786377,
-0.9989187121391296,
-1.8376691341400146,
-0.23088349401950836,
-0.06386209279298782,
-0.5976940393447876,
-0.6843334436416626,
-0.12126202136278152,
-0.09746188670396805,
-0.11604584008455276,
-0.002542717382311821,
-0.025246845558285713,
-0.011041022837162018,
-0.01875687763094902,
-0.09316354244947433,
-0.02306629903614521,
-0.0036925957538187504,
-4.646638870239258,
-0.1156625747680664,
-0.00014184899919200689,
-3.1432442665100098,
-0.02185860648751259,
-0.008078992366790771,
-0.0003738896339200437,
-2.045595169067383,
-0.055106498301029205,
-0.3215850293636322,
-5.228979587554932,
-0.12323829531669617,
-2.7740426063537598,
-0.039742082357406616,
-1.2033567428588867,
-0.0027065572794526815,
-0.01496799010783434,
-0.04505029320716858,
-0.008342418819665909,
-0.12209060788154602,
-0.004355468321591616,
-0.06684473156929016,
-0.023733919486403465,
-0.08483348041772842,
-0.21083591878414154,
-0.09920799732208252,
-0.0152123486623168,
-8.13919448852539,
-2.024013042449951,
-3.873412609100342,
-0.1215113028883934,
-0.026597656309604645,
-0.00046206763363443315,
-2.2972373962402344,
-0.052230026572942734,
-0.2946048378944397,
-2.303069829940796,
-0.012045265175402164,
-0.0097360759973526,
-0.057668015360832214,
-0.017739446833729744,
-0.0027205857913941145,
-12.938608169555664,
-0.04365812614560127,
-0.7080420255661011,
-6.836546897888184,
-3.038661241531372,
-0.04834894835948944,
-0.1596573293209076,
-0.002161906100809574,
-0.031055986881256104,
-0.014030746184289455,
-0.013451299630105495,
-0.046870484948158264,
-0.04751194640994072,
-0.009367678314447403,
-5.800929069519043,
-0.6217515468597412,
-0.0003319427778478712,
-1.806121587753296,
-0.022275594994425774,
-0.009572438895702362,
-0.0006805725861340761,
-0.8699882626533508,
-0.029577407985925674,
-0.2315615862607956,
-7.150205612182617,
-0.234893798828125,
-0.32563093304634094,
-0.27574512362480164,
-0.035323429852724075,
-1.6788263320922852,
-0.0030093167442828417,
-0.07419247925281525,
-0.030348600819706917,
-0.007481059525161982,
-0.010061380453407764,
-0.023967184126377106,
-0.0009346407605335116,
-0.006458363030105829,
-0.001700980355963111,
-0.0029206499457359314,
-0.00914846546947956,
-0.004106779582798481,
-0.0016974101308733225,
-5.377008438110352,
-0.5854254961013794,
-4.651461601257324,
-0.018370136618614197,
-0.0025988395791500807,
-0.0002449450839776546,
-2.8869376182556152,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 96÷8? A: 9
Redefine π as 24. Q: What is the first digit of π? A: 2
View number as text. Do not perform computation. Q: What is the first digit of 69+26? A: 6
Redefine e as 10+1. 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 8+11? A: 8
View + as the digit 0 instead of a mathematical operation. Q: What is the first digit of 3+6? A: 3
Redefine π as 238. Q: What is the first digit of π? A: 2
Redefine π as 57. Q: What is the first digit of π? A: 5
View ÷ as a random digit. Q: What is the first digit of 96÷8? A: | [
" 1",
" 9"
] | 1 | [
-8.954853057861328,
-10.330166816711426,
-7.25859260559082,
-5.4973955154418945,
-2.3238892555236816,
-6.080542087554932,
-1.7297526597976685,
-8.143977165222168,
-8.257608413696289,
-1.2914366722106934,
-10.55923843383789,
-2.2482283115386963,
-1.893018364906311,
-0.773497462272644,
-0.4800112247467041,
-4.609823226928711,
-3.096489906311035,
-0.38737836480140686,
-5.928567886352539,
-3.8015074729919434,
-6.563641548156738,
-0.516830325126648,
-1.2355188131332397,
-0.013491523452103138,
-3.4677653312683105,
-2.1364386081695557,
-10.5692777633667,
-4.812351226806641,
-0.27442070841789246,
-9.805768013000488,
-0.45617759227752686,
-1.6019823551177979,
-10.919005393981934,
-1.5353062152862549,
-4.781527519226074,
-0.03685110807418823,
-0.45787104964256287,
-0.17200444638729095,
-0.22038830816745758,
-1.7273242473602295,
-0.5715951919555664,
-0.03684708848595619,
-2.630796432495117,
-0.006420816294848919,
-0.19653652608394623,
-0.10204178094863892,
-0.00302797625772655,
-3.55305814743042,
-0.5023932456970215,
-4.797553539276123,
-9.294464111328125,
-2.380185842514038,
-3.2613632678985596,
-4.259158611297607,
-5.436271667480469,
-7.357050895690918,
-0.12942244112491608,
-3.740122079849243,
-7.474125862121582,
-3.646798849105835,
-0.3643946945667267,
-0.7056775689125061,
-0.008630831725895405,
-0.20186497271060944,
-0.1047101840376854,
-0.15779781341552734,
-0.482803076505661,
-0.12779223918914795,
-0.04303348436951637,
-8.187067985534668,
-1.2967627048492432,
-4.874678611755371,
-0.16679315268993378,
-0.0572785884141922,
-0.002137401606887579,
-2.5269906520843506,
-0.17043109238147736,
-1.314016342163086,
-6.838008880615234,
-1.6455448865890503,
-0.08226867020130157,
-2.6972098350524902,
-9.22519588470459,
-2.1978533267974854,
-0.7598878741264343,
-0.2899314761161804,
-0.005772112403064966,
-0.06155766546726227,
-0.029852934181690216,
-0.028353571891784668,
-0.08193802833557129,
-0.026175035163760185,
-0.01317368634045124,
-5.604931354522705,
-4.730155944824219,
-0.007915675640106201,
-2.894193649291992,
-0.054784126579761505,
-0.022509317845106125,
-0.0013060382334515452,
-2.1096854209899902,
-0.1402507722377777,
-0.4082697331905365,
-4.474865913391113,
-0.2340029925107956,
-3.4469406604766846,
-0.15898367762565613,
-0.4344109892845154,
-0.004148449748754501,
-0.02079739421606064,
-0.09821068495512009,
-0.011718837544322014,
-0.1265358030796051,
-0.00444970466196537,
-0.061409130692481995,
-0.021969284862279892,
-0.048272162675857544,
-0.2560270130634308,
-0.07764497399330139,
-0.01828504540026188,
-3.8091886043548584,
-0.565596342086792,
-4.368054389953613,
-0.06405945867300034,
-0.017767084762454033,
-0.0005532164941541851,
-2.134974956512451,
-0.09113665670156479,
-3.5960750579833984,
-0.005345693789422512,
-0.001674560597166419,
-1.0811690092086792,
-0.0347152054309845,
-0.042525675147771835,
-3.9217188358306885,
-5.875857353210449,
-0.25588664412498474,
-0.10639064759016037,
-0.002695262897759676,
-0.024598032236099243,
-0.0060920738615095615,
-0.004564936738461256,
-0.024206096306443214,
-0.00853840634226799,
-0.0023940731771290302,
-0.7205103039741516,
-0.00028165188268758357,
-0.00790444016456604,
-0.0055489083752036095,
-0.0004676678800024092,
-1.1654316186904907,
-0.29014357924461365,
-3.5057172775268555,
-0.005615768022835255,
-0.002093149581924081,
-0.8298376202583313,
-0.013829248026013374,
-0.04757094383239746,
-6.137759208679199,
-0.3363851010799408,
-0.09803161770105362,
-0.0022432657424360514,
-0.011778688989579678,
-0.0021037368569523096,
-0.0014510351466014981,
-0.007643500808626413,
-0.003017042065039277,
-0.0010283663868904114,
-0.04456551373004913,
-0.00024077377747744322,
-0.0028347091283649206,
-0.003791644936427474,
-0.000402250443585217,
-2.117184638977051,
-0.0772995576262474,
-0.8410205245018005,
-1.7260527610778809,
-0.04784303531050682,
-0.6867949962615967,
-0.27960237860679626,
-2.872528314590454,
-0.22914007306098938,
-0.002086368855088949,
-0.04165496677160263,
-0.014186837710440159,
-0.0058044688776135445,
-0.009601603262126446,
-0.042073726654052734,
-0.0007982643437571824,
-0.003508723108097911,
-0.0012022180017083883,
-0.0018962513422593474,
-0.003773712320253253,
-0.001768454909324646,
-0.0015337619697675109,
-3.62912917137146,
-0.7958875298500061,
-2.746912956237793,
-0.011381460353732109,
-0.005419799592345953,
-0.00016151554882526398,
-2.5429368019104004,
-0.04052573814988136,
-0.12861554324626923,
-2.9731314182281494,
-0.010852836072444916,
-0.08616536855697632,
-0.006779052317142487,
-0.010306941345334053,
-0.00031835734262131155,
-0.0011762612266466022,
-0.010105635970830917,
-0.0020174880046397448,
-0.04167132079601288,
-0.0015151937259361148,
-0.0054675801657140255,
-0.0013446108205243945,
-0.0019668058957904577,
-0.005398457404226065,
-0.002273238729685545,
-0.0011654258705675602,
-4.139235496520996,
-0.26895853877067566,
-5.289374351501465,
-0.017866622656583786,
-0.002181176096200943,
-0.00017379203927703202,
-2.2641944885253906,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View number as text. Do not perform computation. Q: What is the first digit of 44+23? A: 4
Redefine π as 732. Q: What is the first digit of π? A: 7
Redefine π as 980 mod 17. Q: What is the first digit of π? A: 1
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 7+14? A: 7
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 17+22? A: 1
Redefine π as 412. Q: What is the first digit of π? A: 4
Redefine π as 180+259. Q: What is the first digit of π? A: 4
Redefine π as 201. Q: What is the first digit of π? A: 2
View number as text. Do not perform computation. Q: What is the first digit of 47+28? A: | [
" 7",
" 4"
] | 1 | [
-8.954853057861328,
-10.330166816711426,
-7.25859260559082,
-5.4973955154418945,
-2.3238892555236816,
-6.080542087554932,
-1.7297526597976685,
-8.143977165222168,
-8.257608413696289,
-1.2914366722106934,
-10.55923843383789,
-2.2482283115386963,
-1.893018364906311,
-0.773497462272644,
-0.4800112247467041,
-4.609823226928711,
-3.096489906311035,
-0.38737836480140686,
-5.928567886352539,
-3.8015074729919434,
-6.563641548156738,
-0.516830325126648,
-1.2355188131332397,
-0.013491523452103138,
-3.4677653312683105,
-2.1364386081695557,
-10.5692777633667,
-4.812351226806641,
-0.27442070841789246,
-9.805768013000488,
-0.45617759227752686,
-1.6019823551177979,
-10.919005393981934,
-1.5353062152862549,
-4.781527519226074,
-0.03685110807418823,
-0.45787104964256287,
-0.17200444638729095,
-0.22038830816745758,
-1.7273242473602295,
-0.5715951919555664,
-0.03684708848595619,
-2.630796432495117,
-0.006420816294848919,
-0.19653652608394623,
-0.10204178094863892,
-0.00302797625772655,
-3.55305814743042,
-0.5023932456970215,
-4.797553539276123,
-9.294464111328125,
-2.380185842514038,
-3.2613632678985596,
-4.259158611297607,
-5.436271667480469,
-7.357050895690918,
-0.12942244112491608,
-3.740122079849243,
-7.474125862121582,
-3.646798849105835,
-0.3643946945667267,
-0.7056775689125061,
-0.008630831725895405,
-0.20186497271060944,
-0.1047101840376854,
-0.15779781341552734,
-0.482803076505661,
-0.12779223918914795,
-0.04303348436951637,
-8.187067985534668,
-1.2967627048492432,
-4.874678611755371,
-0.16679315268993378,
-0.0572785884141922,
-0.002137401606887579,
-2.5269906520843506,
-0.17043109238147736,
-1.314016342163086,
-6.838008880615234,
-1.6455448865890503,
-0.08226867020130157,
-2.6972098350524902,
-9.22519588470459,
-2.1978533267974854,
-0.7598878741264343,
-0.2899314761161804,
-0.005772112403064966,
-0.06155766546726227,
-0.029852934181690216,
-0.028353571891784668,
-0.08193802833557129,
-0.026175035163760185,
-0.01317368634045124,
-5.604931354522705,
-4.730155944824219,
-0.007915675640106201,
-2.894193649291992,
-0.054784126579761505,
-0.022509317845106125,
-0.0013060382334515452,
-2.1096854209899902,
-0.1402507722377777,
-0.4082697331905365,
-4.474865913391113,
-0.2340029925107956,
-3.4469406604766846,
-0.15898367762565613,
-0.4344109892845154,
-0.004148449748754501,
-0.02079739421606064,
-0.09821068495512009,
-0.011718837544322014,
-0.1265358030796051,
-0.00444970466196537,
-0.061409130692481995,
-0.021969284862279892,
-0.048272162675857544,
-0.2560270130634308,
-0.07764497399330139,
-0.01828504540026188,
-3.8091886043548584,
-0.565596342086792,
-4.368054389953613,
-0.06405945867300034,
-0.017767084762454033,
-0.0005532164941541851,
-2.134974956512451,
-0.09113665670156479,
-3.5960750579833984,
-0.005345693789422512,
-0.001674560597166419,
-1.0811690092086792,
-0.0347152054309845,
-0.042525675147771835,
-3.9217188358306885,
-5.875857353210449,
-0.25588664412498474,
-0.10639064759016037,
-0.002695262897759676,
-0.024598032236099243,
-0.0060920738615095615,
-0.004564936738461256,
-0.024206096306443214,
-0.00853840634226799,
-0.0023940731771290302,
-0.7205103039741516,
-0.00028165188268758357,
-0.00790444016456604,
-0.0055489083752036095,
-0.0004676678800024092,
-1.1654316186904907,
-0.29014357924461365,
-3.5057172775268555,
-0.005615768022835255,
-0.002093149581924081,
-0.8298376202583313,
-0.013829248026013374,
-0.04757094383239746,
-6.137759208679199,
-0.3363851010799408,
-0.09803161770105362,
-0.0022432657424360514,
-0.011778688989579678,
-0.0021037368569523096,
-0.0014510351466014981,
-0.007643500808626413,
-0.003017042065039277,
-0.0010283663868904114,
-0.04456551373004913,
-0.00024077377747744322,
-0.0028347091283649206,
-0.003791644936427474,
-0.000402250443585217,
-2.117184638977051,
-0.0772995576262474,
-0.8410205245018005,
-1.7260527610778809,
-0.04784303531050682,
-0.6867949962615967,
-0.27960237860679626,
-2.872528314590454,
-0.22914007306098938,
-0.002086368855088949,
-0.04165496677160263,
-0.014186837710440159,
-0.0058044688776135445,
-0.009601603262126446,
-0.042073726654052734,
-0.0007982643437571824,
-0.003508723108097911,
-0.0012022180017083883,
-0.0018962513422593474,
-0.003773712320253253,
-0.001768454909324646,
-0.0015337619697675109,
-3.62912917137146,
-0.7958875298500061,
-2.746912956237793,
-0.011381460353732109,
-0.005419799592345953,
-0.00016151554882526398,
-2.5429368019104004,
-0.04052573814988136,
-0.12861554324626923,
-2.9731314182281494,
-0.010852836072444916,
-0.08616536855697632,
-0.006779052317142487,
-0.010306941345334053,
-0.00031835734262131155,
-0.0011762612266466022,
-0.010105635970830917,
-0.0020174880046397448,
-0.04167132079601288,
-0.0015151937259361148,
-0.0054675801657140255,
-0.0013446108205243945,
-0.0019668058957904577,
-0.005398457404226065,
-0.002273238729685545,
-0.0011654258705675602,
-4.139235496520996,
-0.26895853877067566,
-5.289374351501465,
-0.017866622656583786,
-0.002181176096200943,
-0.00017379203927703202,
-0.9045448303222656,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View + as the digit 7 instead of a mathematical operation. Q: What is the first digit of 21+20? A: 2
View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 51+10? A: 5
View number as text. Do not perform computation. Q: What is the first digit of 22+26? A: 2
Redefine π as 4+5. 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 25+8? A: 2
Redefine π as 735 mod 8. Q: What is the first digit of π? A: 7
Redefine π as 131+131. 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 40÷5? A: 4
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 36÷6? A: | [
" 6",
" 3"
] | 1 | [
-8.954853057861328,
-11.792540550231934,
-5.276496887207031,
-7.918867111206055,
-2.263810396194458,
-7.822644233703613,
-6.3473968505859375,
-2.439987897872925,
-9.910370826721191,
-4.021986961364746,
-1.4393092393875122,
-0.9988127946853638,
-0.46727651357650757,
-3.994304656982422,
-1.4152365922927856,
-0.739803671836853,
-4.402810573577881,
-7.816340446472168,
-0.12107161432504654,
-3.07572603225708,
-0.26430225372314453,
-1.05832839012146,
-0.015275513753294945,
-1.631479263305664,
-3.0155889987945557,
-3.45442533493042,
-5.260707855224609,
-0.37716877460479736,
-0.16055147349834442,
-0.5309439897537231,
-0.03707926720380783,
-9.986245155334473,
-0.4831141531467438,
-1.5913382768630981,
-7.4501776695251465,
-3.2050516605377197,
-0.3017774522304535,
-0.6628209948539734,
-0.0075370236299932,
-0.25564074516296387,
-0.10059409588575363,
-0.15559329092502594,
-0.3972742557525635,
-0.13924628496170044,
-0.036498431116342545,
-4.578736305236816,
-1.6423637866973877,
-4.072277069091797,
-0.06909975409507751,
-0.06555216014385223,
-0.002056628232821822,
-4.6607561111450195,
-0.29547637701034546,
-9.44428825378418,
-4.144280433654785,
-0.19082233309745789,
-6.67458438873291,
-1.5672097206115723,
-10.382477760314941,
-3.936551570892334,
-7.072612285614014,
-1.018211841583252,
-0.9288185238838196,
-0.012322014197707176,
-0.2066373974084854,
-0.07548267394304276,
-0.11649856716394424,
-0.5196231007575989,
-0.13163039088249207,
-0.02478806860744953,
-2.2377045154571533,
-1.053491234779358,
-0.04825296625494957,
-0.0017581019783392549,
-4.237403869628906,
-0.18091970682144165,
-1.7538162469863892,
-2.925771713256836,
-0.026046238839626312,
-0.1955798864364624,
-0.2236223667860031,
-0.9068828821182251,
-0.05853996053338051,
-0.21140645444393158,
-0.1856614202260971,
-0.00490450207144022,
-0.06123007833957672,
-0.02063252218067646,
-0.02642131596803665,
-0.09774809330701828,
-0.02051527239382267,
-0.010174551047384739,
-4.785466194152832,
-0.8510337471961975,
-0.00017128908075392246,
-4.243017673492432,
-0.05877603963017464,
-0.01964014396071434,
-0.0009419057168997824,
-2.7862327098846436,
-0.15290839970111847,
-0.5009351968765259,
-7.913393497467041,
-0.5924251675605774,
-8.269330024719238,
-0.47348451614379883,
-6.655649185180664,
-2.326767683029175,
-5.735833644866943,
-7.907583236694336,
-0.7445421814918518,
-0.5386155843734741,
-0.0072045051492750645,
-0.2169577181339264,
-0.09387899190187454,
-0.0990244671702385,
-0.4663665294647217,
-0.4751887321472168,
-0.025173498317599297,
-4.693005561828613,
-0.8899323344230652,
-3.6975090503692627,
-0.11561988294124603,
-0.020081777125597,
-0.0006774752982892096,
-2.6263909339904785,
-0.09258494526147842,
-3.328448534011841,
-0.03753186762332916,
-0.0034633437171578407,
-1.5042115449905396,
-0.06824477016925812,
-5.480828285217285,
-0.09692169725894928,
-4.691225051879883,
-0.1318160742521286,
-0.10973649471998215,
-0.0019165972480550408,
-0.015982141718268394,
-0.0026510353200137615,
-0.002916489727795124,
-0.01163965929299593,
-0.0034587106201797724,
-0.001765717868693173,
-0.5423538088798523,
-0.038047611713409424,
-0.0034349507186561823,
-0.00034874555421993136,
-2.7363805770874023,
-0.052718568593263626,
-0.3562361001968384,
-1.0421568155288696,
-0.01287951972335577,
-0.036333825439214706,
-0.08971046656370163,
-0.22052037715911865,
-0.009874071925878525,
-6.6083550453186035,
-0.018843332305550575,
-0.1798970252275467,
-0.09627413749694824,
-0.016990695148706436,
-0.013484466820955276,
-0.06122974306344986,
-0.0013447299133986235,
-0.013033085502684116,
-0.0027790756430476904,
-0.002919223625212908,
-0.008436516858637333,
-0.006589824799448252,
-0.0016019619069993496,
-4.99746036529541,
-0.8649666905403137,
-0.00017474555352237076,
-3.1518750190734863,
-0.009994816966354847,
-0.006410985253751278,
-0.0002165798214264214,
-2.3784728050231934,
-0.046427782624959946,
-3.007035732269287,
-0.005548315588384867,
-0.001759410952217877,
-7.262112617492676,
-0.45604056119918823,
-0.1379331350326538,
-8.58893871307373,
-8.9867525100708,
-3.543346405029297,
-0.3179141581058502,
-0.11972907185554504,
-0.0017749997787177563,
-0.02280404418706894,
-0.006063399836421013,
-0.010801891796290874,
-0.0372629277408123,
-0.00918968953192234,
-0.002408819505944848,
-0.7156372666358948,
-0.0018711454467847943,
-0.0184051301330328,
-0.003039028961211443,
-0.000447530735982582,
-2.579735517501831,
-0.06627033650875092,
-2.400599479675293,
-0.006026549264788628,
-0.0017638138961046934,
-1.1734850406646729,
-0.041043031960725784,
-0.08375002443790436,
-8.580973625183105,
-4.511563301086426,
-9.07129955291748,
-0.19200333952903748,
-0.024879002943634987,
-0.0007684853626415133,
-0.004647287540137768,
-0.0009210634743794799,
-0.0007425173535011709,
-0.004977928940206766,
-0.0021175360307097435,
-0.0003796095261350274,
-0.012092730030417442,
-0.00015007323236204684,
-0.0019185009878128767,
-0.0014691284159198403,
-0.00015615197480656207,
-3.0250539779663086,
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 258 mod 20. Q: What is the first digit of π? A: 1
Redefine π as 515 mod 22. Q: What is the first digit of π? A: 9
View + as the digit 7 instead of a mathematical operation. Q: What is the first digit of 49+21? A: 4
Redefine π as 594. Q: What is the first digit of π? A: 5
Redefine π as 554+385. Q: What is the first digit of π? A: 9
Redefine e as 8+7. Q: What is the first digit of e? A: 1
Redefine π as 328+143. Q: What is the first digit of π? A: 4
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 4+28? A: 4
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 36÷4? A: | [
" 9",
" 3"
] | 1 | [
-8.954853057861328,
-11.792540550231934,
-5.276496887207031,
-7.918867111206055,
-2.263810396194458,
-7.822644233703613,
-6.3473968505859375,
-2.439987897872925,
-9.910370826721191,
-4.021986961364746,
-1.4393092393875122,
-0.9988127946853638,
-0.46727651357650757,
-3.994304656982422,
-1.4152365922927856,
-0.739803671836853,
-4.402810573577881,
-7.816340446472168,
-0.12107161432504654,
-3.07572603225708,
-0.26430225372314453,
-1.05832839012146,
-0.015275513753294945,
-1.631479263305664,
-3.0155889987945557,
-3.45442533493042,
-5.260707855224609,
-0.37716877460479736,
-0.16055147349834442,
-0.5309439897537231,
-0.03707926720380783,
-9.986245155334473,
-0.4831141531467438,
-1.5913382768630981,
-7.4501776695251465,
-3.2050516605377197,
-0.3017774522304535,
-0.6628209948539734,
-0.0075370236299932,
-0.25564074516296387,
-0.10059409588575363,
-0.15559329092502594,
-0.3972742557525635,
-0.13924628496170044,
-0.036498431116342545,
-4.578736305236816,
-1.6423637866973877,
-4.072277069091797,
-0.06909975409507751,
-0.06555216014385223,
-0.002056628232821822,
-4.6607561111450195,
-0.29547637701034546,
-9.44428825378418,
-4.144280433654785,
-0.19082233309745789,
-6.67458438873291,
-1.5672097206115723,
-10.382477760314941,
-3.936551570892334,
-7.072612285614014,
-1.018211841583252,
-0.9288185238838196,
-0.012322014197707176,
-0.2066373974084854,
-0.07548267394304276,
-0.11649856716394424,
-0.5196231007575989,
-0.13163039088249207,
-0.02478806860744953,
-2.2377045154571533,
-1.053491234779358,
-0.04825296625494957,
-0.0017581019783392549,
-4.237403869628906,
-0.18091970682144165,
-1.7538162469863892,
-2.925771713256836,
-0.026046238839626312,
-0.1955798864364624,
-0.2236223667860031,
-0.9068828821182251,
-0.05853996053338051,
-0.21140645444393158,
-0.1856614202260971,
-0.00490450207144022,
-0.06123007833957672,
-0.02063252218067646,
-0.02642131596803665,
-0.09774809330701828,
-0.02051527239382267,
-0.010174551047384739,
-4.785466194152832,
-0.8510337471961975,
-0.00017128908075392246,
-4.243017673492432,
-0.05877603963017464,
-0.01964014396071434,
-0.0009419057168997824,
-2.7862327098846436,
-0.15290839970111847,
-0.5009351968765259,
-7.913393497467041,
-0.5924251675605774,
-8.269330024719238,
-0.47348451614379883,
-6.655649185180664,
-2.326767683029175,
-5.735833644866943,
-7.907583236694336,
-0.7445421814918518,
-0.5386155843734741,
-0.0072045051492750645,
-0.2169577181339264,
-0.09387899190187454,
-0.0990244671702385,
-0.4663665294647217,
-0.4751887321472168,
-0.025173498317599297,
-4.693005561828613,
-0.8899323344230652,
-3.6975090503692627,
-0.11561988294124603,
-0.020081777125597,
-0.0006774752982892096,
-2.6263909339904785,
-0.09258494526147842,
-3.328448534011841,
-0.03753186762332916,
-0.0034633437171578407,
-1.5042115449905396,
-0.06824477016925812,
-5.480828285217285,
-0.09692169725894928,
-4.691225051879883,
-0.1318160742521286,
-0.10973649471998215,
-0.0019165972480550408,
-0.015982141718268394,
-0.0026510353200137615,
-0.002916489727795124,
-0.01163965929299593,
-0.0034587106201797724,
-0.001765717868693173,
-0.5423538088798523,
-0.038047611713409424,
-0.0034349507186561823,
-0.00034874555421993136,
-2.7363805770874023,
-0.052718568593263626,
-0.3562361001968384,
-1.0421568155288696,
-0.01287951972335577,
-0.036333825439214706,
-0.08971046656370163,
-0.22052037715911865,
-0.009874071925878525,
-6.6083550453186035,
-0.018843332305550575,
-0.1798970252275467,
-0.09627413749694824,
-0.016990695148706436,
-0.013484466820955276,
-0.06122974306344986,
-0.0013447299133986235,
-0.013033085502684116,
-0.0027790756430476904,
-0.002919223625212908,
-0.008436516858637333,
-0.006589824799448252,
-0.0016019619069993496,
-4.99746036529541,
-0.8649666905403137,
-0.00017474555352237076,
-3.1518750190734863,
-0.009994816966354847,
-0.006410985253751278,
-0.0002165798214264214,
-2.3784728050231934,
-0.046427782624959946,
-3.007035732269287,
-0.005548315588384867,
-0.001759410952217877,
-7.262112617492676,
-0.45604056119918823,
-0.1379331350326538,
-8.58893871307373,
-8.9867525100708,
-3.543346405029297,
-0.3179141581058502,
-0.11972907185554504,
-0.0017749997787177563,
-0.02280404418706894,
-0.006063399836421013,
-0.010801891796290874,
-0.0372629277408123,
-0.00918968953192234,
-0.002408819505944848,
-0.7156372666358948,
-0.0018711454467847943,
-0.0184051301330328,
-0.003039028961211443,
-0.000447530735982582,
-2.579735517501831,
-0.06627033650875092,
-2.400599479675293,
-0.006026549264788628,
-0.0017638138961046934,
-1.1734850406646729,
-0.041043031960725784,
-0.08375002443790436,
-8.580973625183105,
-4.511563301086426,
-9.07129955291748,
-0.19200333952903748,
-0.024879002943634987,
-0.0007684853626415133,
-0.004647287540137768,
-0.0009210634743794799,
-0.0007425173535011709,
-0.004977928940206766,
-0.0021175360307097435,
-0.0003796095261350274,
-0.012092730030417442,
-0.00015007323236204684,
-0.0019185009878128767,
-0.0014691284159198403,
-0.00015615197480656207,
-2.4495840072631836,
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 397 mod 5. 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 34+49? A: 3
View + as the digit 3 instead of a mathematical operation. Q: What is the first digit of 17+5? A: 1
Redefine e as 42+35. Q: What is the first digit of e? A: 7
View number as text. Do not perform computation. Q: What is the first digit of 74+7? A: 7
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 22+17? A: 2
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 8+11? A: 8
Redefine π as 977 mod 10. Q: What is the first digit of π? A: | [
" 7",
" 3"
] | 0 | [
-8.954853057861328,
-10.344270706176758,
-9.44112777709961,
-3.3545877933502197,
-10.07759952545166,
-5.465208053588867,
-5.651284217834473,
-0.1269119828939438,
-3.5921900272369385,
-9.056273460388184,
-5.305181980133057,
-1.1339563131332397,
-9.657169342041016,
-3.435173273086548,
-1.7226141691207886,
-1.014281988143921,
-0.693462073802948,
-3.9486093521118164,
-1.6609013080596924,
-0.5240833759307861,
-4.2686357498168945,
-3.9573349952697754,
-2.5508484840393066,
-0.24612794816493988,
-0.8727186322212219,
-0.011814150027930737,
-2.1963300704956055,
-2.3310773372650146,
-3.9703030586242676,
-0.8583677411079407,
-0.6775317788124084,
-0.32543620467185974,
-0.5014305114746094,
-3.9178013801574707,
-0.14174194633960724,
-0.008231878280639648,
-0.18117235600948334,
-0.05963972210884094,
-0.017813224345445633,
-0.09027406573295593,
-0.35132142901420593,
-0.009674213826656342,
-0.0645003542304039,
-0.015719665214419365,
-0.018053729087114334,
-0.055703580379486084,
-0.016112826764583588,
-0.004215402994304895,
-7.588130474090576,
-0.24608880281448364,
-6.7093400955200195,
-0.033858757466077805,
-0.07045608758926392,
-0.0015482831513509154,
-4.307187080383301,
-0.6403611898422241,
-0.3529559373855591,
-12.404875755310059,
-1.7224513292312622,
-0.07065082341432571,
-2.9036011695861816,
-9.957184791564941,
-2.659505844116211,
-2.087312698364258,
-0.012731227092444897,
-0.439740389585495,
-0.19817408919334412,
-0.045150913298130035,
-0.056640323251485825,
-0.20175819098949432,
-0.005075308959931135,
-0.11711662262678146,
-0.05341630429029465,
-0.044709499925374985,
-0.18166732788085938,
-0.14620341360569,
-0.017918730154633522,
-6.6651930809021,
-4.140856742858887,
-0.020782915875315666,
-3.699892044067383,
-0.10688332468271255,
-0.052753061056137085,
-0.001872811233624816,
-2.746387481689453,
-0.2267647683620453,
-0.31357821822166443,
-1.587482213973999,
-0.21970431506633759,
-1.9577584266662598,
-0.1107090413570404,
-0.021182263270020485,
-0.015461812727153301,
-0.0005354639724828303,
-0.004975912161171436,
-0.00642792321741581,
-0.002372309798374772,
-0.0021941415034234524,
-0.020937608554959297,
-0.0006729483720846474,
-0.005167223978787661,
-0.0016406421782448888,
-0.0030560242012143135,
-0.01169456634670496,
-0.0035531502217054367,
-0.0020744726061820984,
-4.870575904846191,
-0.6626607179641724,
-3.490482807159424,
-0.2009669542312622,
-0.013734127394855022,
-0.00020418466010596603,
-2.426079511642456,
-0.13192035257816315,
-10.436196327209473,
-4.268184661865234,
-0.19933141767978668,
-7.283895969390869,
-0.6115159392356873,
-1.2829232215881348,
-12.788392066955566,
-6.90854024887085,
-3.0752639770507812,
-0.9928069114685059,
-1.7123970985412598,
-0.022132188081741333,
-0.2432042807340622,
-0.0709945559501648,
-0.12172073125839233,
-0.7583691477775574,
-0.22526246309280396,
-0.028324950486421585,
-2.5821144580841064,
-0.0070831854827702045,
-0.4024786055088043,
-0.04701937362551689,
-0.0017992750508710742,
-2.1920716762542725,
-0.16308027505874634,
-0.7775140404701233,
-0.008521504700183868,
-0.0009495278936810791,
-6.2596917152404785,
-0.17661058902740479,
-5.575664520263672,
-4.816758632659912,
-4.260286331176758,
-1.7327301502227783,
-0.08333618193864822,
-0.003939250484108925,
-0.016422344371676445,
-0.005913144908845425,
-0.009679407812654972,
-0.02065330743789673,
-0.013007198460400105,
-0.011014376766979694,
-0.09590206295251846,
-0.009780817665159702,
-0.006446044892072678,
-0.0006451908848248422,
-2.6258389949798584,
-0.05863631144165993,
-4.610727787017822,
-2.321613311767578,
-0.34608328342437744,
-0.07376381754875183,
-0.3771135210990906,
-0.058278411626815796,
-0.017066169530153275,
-0.021576901897788048,
-0.0006032554083503783,
-0.007866237312555313,
-0.010391770862042904,
-0.0023041623644530773,
-0.003059470560401678,
-0.014694438315927982,
-0.0007284610182978213,
-0.003664446994662285,
-0.0015230495482683182,
-0.0014336556196212769,
-0.004803664516657591,
-0.002931228606030345,
-0.0010081215295940638,
-4.131725311279297,
-0.8849973082542419,
-0.00023803261865396053,
-2.6967928409576416,
-0.010024795308709145,
-0.004272618796676397,
-0.0003923600015696138,
-1.941815972328186,
-0.05732147768139839,
-2.440929651260376,
-0.007943468168377876,
-0.0017536989180371165,
-1.1197519302368164,
-0.09262699633836746,
-0.10497886687517166,
-8.98347282409668,
-5.266082763671875,
-3.7906033992767334,
-6.231449127197266,
-0.2366899698972702,
-0.027243319898843765,
-0.0014328223187476397,
-0.006714757066220045,
-0.001967995660379529,
-0.001392824575304985,
-0.009294219315052032,
-0.002134546637535095,
-0.0005785936955362558,
-0.06252376735210419,
-0.00018010901112575084,
-0.0023900296073406935,
-0.003072305815294385,
-0.0004976941272616386,
-3.3053243160247803,
-0.05721115693449974,
-0.7581387162208557,
-0.002140970202162862,
-0.0013021094491705298,
-0.5908304452896118,
-0.011254988610744476,
-3.8252503871917725,
-0.27045315504074097,
-5.8731794357299805,
-0.09123698621988297,
-0.0161175187677145,
-0.0004520586517173797,
-0.0018424693262204528,
-0.0003756771038752049,
-0.0002321927313460037,
-0.0007483542431145906,
-0.0008815216715447605,
-0.00010418349120300263,
-0.014364879578351974,
-0.00035601475974544883,
-0.0014092524070292711,
-0.00021872512297704816,
-2.3214712142944336,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 439 mod 25. Q: What is the first digit of π? A: 1
Redefine e as 10+3. Q: What is the first digit of e? A: 1
Redefine e as 15+58. Q: What is the first digit of e? A: 7
View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 10+50? A: 1
View + as the digit 7 instead of a mathematical operation. Q: What is the first digit of 58+17? A: 5
View ÷ as a random digit. Q: What is the first digit of 6÷6? A: 6
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 10+16? A: 1
View ÷ as a random digit. Q: What is the first digit of 30÷5? A: 3
Redefine e as 34+27. Q: What is the first digit of e? A: | [
" 6",
" 2"
] | 0 | [
-8.954853057861328,
-10.344270706176758,
-9.44112777709961,
-3.3545877933502197,
-10.07759952545166,
-5.465208053588867,
-5.651284217834473,
-0.1269119828939438,
-3.5921900272369385,
-9.056273460388184,
-5.305181980133057,
-1.1339563131332397,
-9.657169342041016,
-3.435173273086548,
-1.7226141691207886,
-1.014281988143921,
-0.693462073802948,
-3.9486093521118164,
-1.6609013080596924,
-0.5240833759307861,
-4.2686357498168945,
-3.9573349952697754,
-2.5508484840393066,
-0.24612794816493988,
-0.8727186322212219,
-0.011814150027930737,
-2.1963300704956055,
-2.3310773372650146,
-3.9703030586242676,
-0.8583677411079407,
-0.6775317788124084,
-0.32543620467185974,
-0.5014305114746094,
-3.9178013801574707,
-0.14174194633960724,
-0.008231878280639648,
-0.18117235600948334,
-0.05963972210884094,
-0.017813224345445633,
-0.09027406573295593,
-0.35132142901420593,
-0.009674213826656342,
-0.0645003542304039,
-0.015719665214419365,
-0.018053729087114334,
-0.055703580379486084,
-0.016112826764583588,
-0.004215402994304895,
-7.588130474090576,
-0.24608880281448364,
-6.7093400955200195,
-0.033858757466077805,
-0.07045608758926392,
-0.0015482831513509154,
-4.307187080383301,
-0.6403611898422241,
-0.3529559373855591,
-12.404875755310059,
-1.7224513292312622,
-0.07065082341432571,
-2.9036011695861816,
-9.957184791564941,
-2.659505844116211,
-2.087312698364258,
-0.012731227092444897,
-0.439740389585495,
-0.19817408919334412,
-0.045150913298130035,
-0.056640323251485825,
-0.20175819098949432,
-0.005075308959931135,
-0.11711662262678146,
-0.05341630429029465,
-0.044709499925374985,
-0.18166732788085938,
-0.14620341360569,
-0.017918730154633522,
-6.6651930809021,
-4.140856742858887,
-0.020782915875315666,
-3.699892044067383,
-0.10688332468271255,
-0.052753061056137085,
-0.001872811233624816,
-2.746387481689453,
-0.2267647683620453,
-0.31357821822166443,
-1.587482213973999,
-0.21970431506633759,
-1.9577584266662598,
-0.1107090413570404,
-0.021182263270020485,
-0.015461812727153301,
-0.0005354639724828303,
-0.004975912161171436,
-0.00642792321741581,
-0.002372309798374772,
-0.0021941415034234524,
-0.020937608554959297,
-0.0006729483720846474,
-0.005167223978787661,
-0.0016406421782448888,
-0.0030560242012143135,
-0.01169456634670496,
-0.0035531502217054367,
-0.0020744726061820984,
-4.870575904846191,
-0.6626607179641724,
-3.490482807159424,
-0.2009669542312622,
-0.013734127394855022,
-0.00020418466010596603,
-2.426079511642456,
-0.13192035257816315,
-10.436196327209473,
-4.268184661865234,
-0.19933141767978668,
-7.283895969390869,
-0.6115159392356873,
-1.2829232215881348,
-12.788392066955566,
-6.90854024887085,
-3.0752639770507812,
-0.9928069114685059,
-1.7123970985412598,
-0.022132188081741333,
-0.2432042807340622,
-0.0709945559501648,
-0.12172073125839233,
-0.7583691477775574,
-0.22526246309280396,
-0.028324950486421585,
-2.5821144580841064,
-0.0070831854827702045,
-0.4024786055088043,
-0.04701937362551689,
-0.0017992750508710742,
-2.1920716762542725,
-0.16308027505874634,
-0.7775140404701233,
-0.008521504700183868,
-0.0009495278936810791,
-6.2596917152404785,
-0.17661058902740479,
-5.575664520263672,
-4.816758632659912,
-4.260286331176758,
-1.7327301502227783,
-0.08333618193864822,
-0.003939250484108925,
-0.016422344371676445,
-0.005913144908845425,
-0.009679407812654972,
-0.02065330743789673,
-0.013007198460400105,
-0.011014376766979694,
-0.09590206295251846,
-0.009780817665159702,
-0.006446044892072678,
-0.0006451908848248422,
-2.6258389949798584,
-0.05863631144165993,
-4.610727787017822,
-2.321613311767578,
-0.34608328342437744,
-0.07376381754875183,
-0.3771135210990906,
-0.058278411626815796,
-0.017066169530153275,
-0.021576901897788048,
-0.0006032554083503783,
-0.007866237312555313,
-0.010391770862042904,
-0.0023041623644530773,
-0.003059470560401678,
-0.014694438315927982,
-0.0007284610182978213,
-0.003664446994662285,
-0.0015230495482683182,
-0.0014336556196212769,
-0.004803664516657591,
-0.002931228606030345,
-0.0010081215295940638,
-4.131725311279297,
-0.8849973082542419,
-0.00023803261865396053,
-2.6967928409576416,
-0.010024795308709145,
-0.004272618796676397,
-0.0003923600015696138,
-1.941815972328186,
-0.05732147768139839,
-2.440929651260376,
-0.007943468168377876,
-0.0017536989180371165,
-1.1197519302368164,
-0.09262699633836746,
-0.10497886687517166,
-8.98347282409668,
-5.266082763671875,
-3.7906033992767334,
-6.231449127197266,
-0.2366899698972702,
-0.027243319898843765,
-0.0014328223187476397,
-0.006714757066220045,
-0.001967995660379529,
-0.001392824575304985,
-0.009294219315052032,
-0.002134546637535095,
-0.0005785936955362558,
-0.06252376735210419,
-0.00018010901112575084,
-0.0023900296073406935,
-0.003072305815294385,
-0.0004976941272616386,
-3.3053243160247803,
-0.05721115693449974,
-0.7581387162208557,
-0.002140970202162862,
-0.0013021094491705298,
-0.5908304452896118,
-0.011254988610744476,
-3.8252503871917725,
-0.27045315504074097,
-5.8731794357299805,
-0.09123698621988297,
-0.0161175187677145,
-0.0004520586517173797,
-0.0018424693262204528,
-0.0003756771038752049,
-0.0002321927313460037,
-0.0007483542431145906,
-0.0008815216715447605,
-0.00010418349120300263,
-0.014364879578351974,
-0.00035601475974544883,
-0.0014092524070292711,
-0.00021872512297704816,
-2.249783515930176,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 6+46? A: 6
View number as text. Do not perform computation. Q: What is the first digit of 34+22? A: 3
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 32+15? A: 3
Redefine π as 228+502. Q: What is the first digit of π? A: 7
Redefine e as 18+24. Q: What is the first digit of e? A: 4
Redefine e as 3+0. Q: What is the first digit of e? A: 3
Redefine e as 2+97. 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 38+40? A: 3
Redefine π as 187 mod 48. Q: What is the first digit of π? A: | [
" 4",
" 3"
] | 0 | [
-8.954853057861328,
-10.344270706176758,
-9.44112777709961,
-3.3545877933502197,
-10.07759952545166,
-7.948230743408203,
-5.106101036071777,
-0.13573262095451355,
-3.446488380432129,
-9.365785598754883,
-5.687551498413086,
-1.177154302597046,
-9.746904373168945,
-3.4524946212768555,
-1.7099770307540894,
-1.1038302183151245,
-0.7507883906364441,
-4.296385288238525,
-1.6621161699295044,
-0.6216937899589539,
-4.455411434173584,
-2.0417966842651367,
-2.4726696014404297,
-0.22681359946727753,
-0.8696481585502625,
-0.012316597625613213,
-2.5878071784973145,
-2.4647412300109863,
-10.492795944213867,
-4.288430213928223,
-0.6412075161933899,
-8.891114234924316,
-0.26240476965904236,
-1.5163025856018066,
-12.242101669311523,
-4.477603912353516,
-3.7835421562194824,
-2.1919498443603516,
-3.830868721008301,
-0.05716972425580025,
-0.4040962755680084,
-0.1632436066865921,
-0.1272009015083313,
-1.1849981546401978,
-0.5278687477111816,
-0.03628945350646973,
-1.9793750047683716,
-0.0017826156690716743,
-0.08191133290529251,
-0.16728681325912476,
-0.0028945000376552343,
-2.265381336212158,
-0.41299936175346375,
-4.39497184753418,
-8.566097259521484,
-1.0701375007629395,
-8.37227725982666,
-1.0084764957427979,
-6.470522403717041,
-2.0492658615112305,
-5.8102264404296875,
-6.901959419250488,
-0.7433028221130371,
-0.9418376684188843,
-0.019442696124315262,
-0.39011791348457336,
-0.16394253075122833,
-0.15511342883110046,
-0.7786885499954224,
-0.817628800868988,
-0.04422307386994362,
-5.749133110046387,
-1.932469367980957,
-5.966240882873535,
-0.07583380490541458,
-0.04985914006829262,
-0.0016568278660997748,
-2.3069138526916504,
-0.16738756000995636,
-1.0495563745498657,
-1.0100429058074951,
-0.06243910640478134,
-0.798985481262207,
-0.05293465778231621,
-0.2004271149635315,
-0.007026722654700279,
-0.01955527625977993,
-0.03454374521970749,
-0.008186948485672474,
-0.04912884160876274,
-0.0030083658639341593,
-0.02145462855696678,
-0.005262688733637333,
-0.011300133541226387,
-0.029338965192437172,
-0.01540476456284523,
-0.004516163375228643,
-6.928056240081787,
-0.11707017570734024,
-4.287292957305908,
-0.20644085109233856,
-0.0180125180631876,
-0.0004960260121151805,
-3.2122156620025635,
-0.08193659782409668,
-0.28079602122306824,
-4.143815994262695,
-0.11553163081407547,
-0.5787288546562195,
-0.24885249137878418,
-2.4115524291992188,
-0.10931307822465897,
-0.0020234365947544575,
-0.04923824593424797,
-0.016502082347869873,
-0.004792749881744385,
-0.008437107317149639,
-0.05631134659051895,
-0.002980435499921441,
-0.026424799114465714,
-0.011924884282052517,
-0.01399935968220234,
-0.03987153246998787,
-0.00910263229161501,
-0.003353331470862031,
-3.4258289337158203,
-0.0900186151266098,
-3.7779335975646973,
-0.019144637510180473,
-0.014581426046788692,
-0.00027509720530360937,
-1.4776663780212402,
-0.05800655856728554,
-4.090044021606445,
-0.004305260721594095,
-0.0014906733995303512,
-6.759353160858154,
-0.24918174743652344,
-4.3339948654174805,
-1.498004674911499,
-2.8666014671325684,
-0.11752084642648697,
-0.0802292451262474,
-0.002131572924554348,
-0.024482643231749535,
-0.004002062138170004,
-0.017281897366046906,
-0.016794951632618904,
-0.005819283425807953,
-0.0034779557026922703,
-0.19802574813365936,
-0.010749176144599915,
-0.004587364383041859,
-0.0004032037395518273,
-1.417654275894165,
-0.07856283336877823,
-0.25176259875297546,
-8.337982177734375,
-1.1346622705459595,
-0.09243877232074738,
-3.1428446769714355,
-8.870439529418945,
-2.2956573963165283,
-3.001101493835449,
-0.007221193052828312,
-0.2623564302921295,
-0.15709154307842255,
-0.023320451378822327,
-0.01769084297120571,
-0.15284179151058197,
-0.002084584441035986,
-0.02561885304749012,
-0.006586508825421333,
-0.005519626196473837,
-0.012274677865207195,
-0.004785868804901838,
-0.0031673761550337076,
-8.969271659851074,
-4.302547931671143,
-0.0028033265843987465,
-3.8785908222198486,
-0.08748729526996613,
-0.01637684367597103,
-0.0008733034483157098,
-3.2412538528442383,
-0.1021237000823021,
-0.2788301110267639,
-3.171787738800049,
-0.04790133237838745,
-0.23120149970054626,
-0.014248891733586788,
-0.02461245469748974,
-0.0007129749283194542,
-0.004157234448939562,
-0.014458177611231804,
-0.004541202913969755,
-0.03415684029459953,
-0.0021106365602463484,
-0.005155602004379034,
-0.001989648910239339,
-0.003456215839833021,
-0.007560922764241695,
-0.00482573127374053,
-0.001935396110638976,
-4.55218505859375,
-0.30730298161506653,
-3.891883373260498,
-0.006514384411275387,
-0.0026779049076139927,
-0.00014399446081370115,
-2.86934232711792,
-0.061868224292993546,
-0.17117342352867126,
-0.920596718788147,
-0.011572611518204212,
-0.0706169456243515,
-0.00613958528265357,
-0.010891278274357319,
-0.00022921319759916514,
-0.0009173714206553996,
-0.0064597842283546925,
-0.0008189899963326752,
-0.010374427773058414,
-0.000785161682870239,
-0.003460967680439353,
-0.0007932615117169917,
-0.002236486179754138,
-0.005729087628424168,
-0.003454671474173665,
-0.0011982887517660856,
-4.049834728240967,
-0.18075872957706451,
-6.144333362579346,
-0.005867518950253725,
-0.0016690860502421856,
-0.00013958434283267707,
-3.6845531463623047,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 86. Q: What is the first digit of π? A: 8
Redefine π as 114+70. Q: What is the first digit of π? A: 1
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 12÷4? A: 1
Redefine π as 454. Q: What is the first digit of π? A: 4
Redefine e as 90+9. Q: What is the first digit of e? A: 9
Redefine e as 18+24. Q: What is the first digit of e? A: 4
Redefine π as 170 mod 29. Q: What is the first digit of π? A: 2
Redefine e as 8+7. Q: What is the first digit of e? A: 1
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 39+43? A: | [
" 8",
" 3"
] | 1 | [
-8.954853057861328,
-10.344270706176758,
-9.44112777709961,
-3.3545877933502197,
-10.07759952545166,
-7.948230743408203,
-5.106101036071777,
-0.13573262095451355,
-3.446488380432129,
-9.365785598754883,
-5.687551498413086,
-1.177154302597046,
-9.746904373168945,
-3.4524946212768555,
-1.7099770307540894,
-1.1038302183151245,
-0.7507883906364441,
-4.296385288238525,
-1.6621161699295044,
-0.6216937899589539,
-4.455411434173584,
-2.0417966842651367,
-2.4726696014404297,
-0.22681359946727753,
-0.8696481585502625,
-0.012316597625613213,
-2.5878071784973145,
-2.4647412300109863,
-10.492795944213867,
-4.288430213928223,
-0.6412075161933899,
-8.891114234924316,
-0.26240476965904236,
-1.5163025856018066,
-12.242101669311523,
-4.477603912353516,
-3.7835421562194824,
-2.1919498443603516,
-3.830868721008301,
-0.05716972425580025,
-0.4040962755680084,
-0.1632436066865921,
-0.1272009015083313,
-1.1849981546401978,
-0.5278687477111816,
-0.03628945350646973,
-1.9793750047683716,
-0.0017826156690716743,
-0.08191133290529251,
-0.16728681325912476,
-0.0028945000376552343,
-2.265381336212158,
-0.41299936175346375,
-4.39497184753418,
-8.566097259521484,
-1.0701375007629395,
-8.37227725982666,
-1.0084764957427979,
-6.470522403717041,
-2.0492658615112305,
-5.8102264404296875,
-6.901959419250488,
-0.7433028221130371,
-0.9418376684188843,
-0.019442696124315262,
-0.39011791348457336,
-0.16394253075122833,
-0.15511342883110046,
-0.7786885499954224,
-0.817628800868988,
-0.04422307386994362,
-5.749133110046387,
-1.932469367980957,
-5.966240882873535,
-0.07583380490541458,
-0.04985914006829262,
-0.0016568278660997748,
-2.3069138526916504,
-0.16738756000995636,
-1.0495563745498657,
-1.0100429058074951,
-0.06243910640478134,
-0.798985481262207,
-0.05293465778231621,
-0.2004271149635315,
-0.007026722654700279,
-0.01955527625977993,
-0.03454374521970749,
-0.008186948485672474,
-0.04912884160876274,
-0.0030083658639341593,
-0.02145462855696678,
-0.005262688733637333,
-0.011300133541226387,
-0.029338965192437172,
-0.01540476456284523,
-0.004516163375228643,
-6.928056240081787,
-0.11707017570734024,
-4.287292957305908,
-0.20644085109233856,
-0.0180125180631876,
-0.0004960260121151805,
-3.2122156620025635,
-0.08193659782409668,
-0.28079602122306824,
-4.143815994262695,
-0.11553163081407547,
-0.5787288546562195,
-0.24885249137878418,
-2.4115524291992188,
-0.10931307822465897,
-0.0020234365947544575,
-0.04923824593424797,
-0.016502082347869873,
-0.004792749881744385,
-0.008437107317149639,
-0.05631134659051895,
-0.002980435499921441,
-0.026424799114465714,
-0.011924884282052517,
-0.01399935968220234,
-0.03987153246998787,
-0.00910263229161501,
-0.003353331470862031,
-3.4258289337158203,
-0.0900186151266098,
-3.7779335975646973,
-0.019144637510180473,
-0.014581426046788692,
-0.00027509720530360937,
-1.4776663780212402,
-0.05800655856728554,
-4.090044021606445,
-0.004305260721594095,
-0.0014906733995303512,
-6.759353160858154,
-0.24918174743652344,
-4.3339948654174805,
-1.498004674911499,
-2.8666014671325684,
-0.11752084642648697,
-0.0802292451262474,
-0.002131572924554348,
-0.024482643231749535,
-0.004002062138170004,
-0.017281897366046906,
-0.016794951632618904,
-0.005819283425807953,
-0.0034779557026922703,
-0.19802574813365936,
-0.010749176144599915,
-0.004587364383041859,
-0.0004032037395518273,
-1.417654275894165,
-0.07856283336877823,
-0.25176259875297546,
-8.337982177734375,
-1.1346622705459595,
-0.09243877232074738,
-3.1428446769714355,
-8.870439529418945,
-2.2956573963165283,
-3.001101493835449,
-0.007221193052828312,
-0.2623564302921295,
-0.15709154307842255,
-0.023320451378822327,
-0.01769084297120571,
-0.15284179151058197,
-0.002084584441035986,
-0.02561885304749012,
-0.006586508825421333,
-0.005519626196473837,
-0.012274677865207195,
-0.004785868804901838,
-0.0031673761550337076,
-8.969271659851074,
-4.302547931671143,
-0.0028033265843987465,
-3.8785908222198486,
-0.08748729526996613,
-0.01637684367597103,
-0.0008733034483157098,
-3.2412538528442383,
-0.1021237000823021,
-0.2788301110267639,
-3.171787738800049,
-0.04790133237838745,
-0.23120149970054626,
-0.014248891733586788,
-0.02461245469748974,
-0.0007129749283194542,
-0.004157234448939562,
-0.014458177611231804,
-0.004541202913969755,
-0.03415684029459953,
-0.0021106365602463484,
-0.005155602004379034,
-0.001989648910239339,
-0.003456215839833021,
-0.007560922764241695,
-0.00482573127374053,
-0.001935396110638976,
-4.55218505859375,
-0.30730298161506653,
-3.891883373260498,
-0.006514384411275387,
-0.0026779049076139927,
-0.00014399446081370115,
-2.86934232711792,
-0.061868224292993546,
-0.17117342352867126,
-0.920596718788147,
-0.011572611518204212,
-0.0706169456243515,
-0.00613958528265357,
-0.010891278274357319,
-0.00022921319759916514,
-0.0009173714206553996,
-0.0064597842283546925,
-0.0008189899963326752,
-0.010374427773058414,
-0.000785161682870239,
-0.003460967680439353,
-0.0007932615117169917,
-0.002236486179754138,
-0.005729087628424168,
-0.003454671474173665,
-0.0011982887517660856,
-4.049834728240967,
-0.18075872957706451,
-6.144333362579346,
-0.005867518950253725,
-0.0016690860502421856,
-0.00013958434283267707,
-1.143112063407898,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 36+46? A: 3
View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 12+49? A: 1
View + as the digit 8 instead of a mathematical operation. Q: What is the first digit of 29+5? A: 2
View number as text. Do not perform computation. Q: What is the first digit of 5+15? A: 5
View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 9+5? A: 9
Redefine π as 1+10. Q: What is the first digit of π? A: 1
View ÷ as a random digit. Q: What is the first digit of 49÷7? A: 4
View number as text. Do not perform computation. Q: What is the first digit of 7+10? A: 7
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 63÷7? A: | [
" 9",
" 6"
] | 1 | [
-8.954853057861328,
-10.344270706176758,
-9.44112777709961,
-1.8967182636260986,
-8.250232696533203,
-7.890810012817383,
-4.633122444152832,
-0.13645903766155243,
-1.27438223361969,
-9.532929420471191,
-4.998991966247559,
-0.976632297039032,
-10.073286056518555,
-3.457951068878174,
-1.771547555923462,
-1.1355879306793213,
-0.7452990412712097,
-4.027017116546631,
-1.9653815031051636,
-0.5956323146820068,
-7.702643871307373,
-4.322152137756348,
-6.125739574432373,
-0.46901893615722656,
-1.0494186878204346,
-0.009841138496994972,
-4.444971084594727,
-2.602621555328369,
-3.9049339294433594,
-8.904976844787598,
-1.4621974229812622,
-0.20371323823928833,
-0.16283729672431946,
-1.2480524778366089,
-0.11885227262973785,
-3.231461763381958,
-0.634148359298706,
-0.011813914403319359,
-0.17017540335655212,
-0.06782245635986328,
-0.0548965223133564,
-0.364174485206604,
-0.07657688856124878,
-0.015056769363582134,
-3.4662909507751465,
-2.379119396209717,
-0.014178258366882801,
-2.050020217895508,
-0.05211970582604408,
-0.10883046686649323,
-0.0028032076079398394,
-1.0550765991210938,
-0.39507660269737244,
-0.6405797004699707,
-2.0351476669311523,
-1.190306305885315,
-0.3211134672164917,
-0.11723865568637848,
-0.6511748433113098,
-0.030234219506382942,
-0.06398443132638931,
-0.07303892076015472,
-0.0019311128417029977,
-0.016138985753059387,
-0.002978414995595813,
-0.003378281369805336,
-0.02992154471576214,
-0.008216389454901218,
-0.0032943999394774437,
-5.893218040466309,
-1.321396827697754,
-0.00018082413589581847,
-3.7294883728027344,
-0.026235071942210197,
-0.016278328374028206,
-0.0007967158453539014,
-2.947360038757324,
-0.2662968933582306,
-0.2696974277496338,
-2.3701682090759277,
-0.0825299471616745,
-0.04994067922234535,
-0.085898257791996,
-0.009289258159697056,
-1.6553597450256348,
-0.0026314177084714174,
-0.07526278495788574,
-0.01838500052690506,
-0.008685076609253883,
-0.015045731328427792,
-0.06819131970405579,
-0.003348578931763768,
-0.05106748640537262,
-0.01785983145236969,
-0.021931732073426247,
-0.0712386965751648,
-0.019620973616838455,
-0.008247721008956432,
-2.945935010910034,
-1.4514224529266357,
-4.925974369049072,
-0.04060472548007965,
-0.033334508538246155,
-0.0005800233921036124,
-0.6872179508209229,
-0.14946682751178741,
-10.852001190185547,
-3.8361151218414307,
-0.2733730971813202,
-7.3204665184021,
-0.6093116998672485,
-1.3853660821914673,
-12.780498504638672,
-1.7562395334243774,
-1.4087833166122437,
-0.02765772119164467,
-0.19135674834251404,
-0.06933624297380447,
-0.14022713899612427,
-0.6839570999145508,
-0.1349194347858429,
-0.01680843159556389,
-3.0348925590515137,
-0.005018020514398813,
-0.5142752528190613,
-0.043036337941884995,
-0.0017080017132684588,
-2.253185987472534,
-0.1564129889011383,
-2.0959386825561523,
-0.9608141779899597,
-0.035626254975795746,
-0.012034546583890915,
-0.012153618037700653,
-0.0028153329622000456,
-0.07115498930215836,
-0.0005100856651552022,
-0.005183115601539612,
-0.0028899831231683493,
-0.0017071687616407871,
-0.003509079571813345,
-0.026486562564969063,
-0.0009152276325039566,
-0.007098810281604528,
-0.0013660395052284002,
-0.0013936578761786222,
-0.005693173035979271,
-0.004398670978844166,
-0.0016839622985571623,
-2.303213596343994,
-0.66851407289505,
-5.665283203125,
-0.005077206529676914,
-0.003655301406979561,
-0.00018273114983458072,
-0.2308257669210434,
-0.04302389174699783,
-0.35502806305885315,
-0.8904538154602051,
-0.023705746978521347,
-0.005972633603960276,
-0.008290164172649384,
-0.0024090574588626623,
-0.013668043538928032,
-0.00035720644518733025,
-0.0049338024109601974,
-0.004700562916696072,
-0.0015545914648100734,
-0.001980844885110855,
-0.012189419940114021,
-0.000513064325787127,
-0.003991732373833656,
-0.00041786045767366886,
-0.0013786583440378308,
-0.004838187713176012,
-0.001982748508453369,
-0.0009372609201818705,
-2.5102596282958984,
-0.2419179081916809,
-5.804897308349609,
-0.00457834592089057,
-0.0035510121379047632,
-0.00014757021563127637,
-0.1549779623746872,
-0.028691411018371582,
-0.18875564634799957,
-10.085984230041504,
-0.4935523271560669,
-7.49556827545166,
-0.5053337812423706,
-6.894741535186768,
-2.390393018722534,
-5.739548206329346,
-7.411386489868164,
-0.7069928646087646,
-0.5158634781837463,
-0.009777629747986794,
-0.2083691507577896,
-0.0968082994222641,
-0.1472734659910202,
-0.526707112789154,
-0.7556923627853394,
-0.023052319884300232,
-6.473701477050781,
-0.5106121301651001,
-4.363988876342773,
-0.05722624063491821,
-0.013898142613470554,
-0.0006572232232429087,
-2.265209197998047,
-0.0496973991394043,
-0.21472541987895966,
-1.3823679685592651,
-0.02122381143271923,
-6.508425235748291,
-4.422972202301025,
-7.973064422607422,
-2.477674961090088,
-0.012513809837400913,
-0.7155352830886841,
-0.16926848888397217,
-0.03198711574077606,
-0.03334776684641838,
-0.10925547778606415,
-0.0022978587076067924,
-0.016641611233353615,
-0.00883846078068018,
-0.007547316607087851,
-0.017746122553944588,
-0.009703610092401505,
-0.006261967122554779,
-5.019805908203125,
-0.11580931395292282,
-3.967027187347412,
-0.013434715569019318,
-0.0021093280520290136,
-0.00014208737411536276,
-4.117825508117676,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine e as 40+19. 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 7+62? A: 7
Redefine π as 240. 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 27+24? A: 2
Redefine π as 222. Q: What is the first digit of π? A: 2
Redefine π as 139+341. Q: What is the first digit of π? A: 4
Redefine π as 165+356. Q: What is the first digit of π? A: 5
Redefine π as 960. Q: What is the first digit of π? A: 9
View ÷ as a random digit. Q: What is the first digit of 27÷3? A: | [
" 9",
" 2"
] | 1 | [
-8.954853057861328,
-10.344270706176758,
-9.44112777709961,
-1.8967182636260986,
-8.250232696533203,
-7.890810012817383,
-4.633122444152832,
-0.13645903766155243,
-1.27438223361969,
-9.532929420471191,
-4.998991966247559,
-0.976632297039032,
-10.073286056518555,
-3.457951068878174,
-1.771547555923462,
-1.1355879306793213,
-0.7452990412712097,
-4.027017116546631,
-1.9653815031051636,
-0.5956323146820068,
-7.702643871307373,
-4.322152137756348,
-6.125739574432373,
-0.46901893615722656,
-1.0494186878204346,
-0.009841138496994972,
-4.444971084594727,
-2.602621555328369,
-3.9049339294433594,
-8.904976844787598,
-1.4621974229812622,
-0.20371323823928833,
-0.16283729672431946,
-1.2480524778366089,
-0.11885227262973785,
-3.231461763381958,
-0.634148359298706,
-0.011813914403319359,
-0.17017540335655212,
-0.06782245635986328,
-0.0548965223133564,
-0.364174485206604,
-0.07657688856124878,
-0.015056769363582134,
-3.4662909507751465,
-2.379119396209717,
-0.014178258366882801,
-2.050020217895508,
-0.05211970582604408,
-0.10883046686649323,
-0.0028032076079398394,
-1.0550765991210938,
-0.39507660269737244,
-0.6405797004699707,
-2.0351476669311523,
-1.190306305885315,
-0.3211134672164917,
-0.11723865568637848,
-0.6511748433113098,
-0.030234219506382942,
-0.06398443132638931,
-0.07303892076015472,
-0.0019311128417029977,
-0.016138985753059387,
-0.002978414995595813,
-0.003378281369805336,
-0.02992154471576214,
-0.008216389454901218,
-0.0032943999394774437,
-5.893218040466309,
-1.321396827697754,
-0.00018082413589581847,
-3.7294883728027344,
-0.026235071942210197,
-0.016278328374028206,
-0.0007967158453539014,
-2.947360038757324,
-0.2662968933582306,
-0.2696974277496338,
-2.3701682090759277,
-0.0825299471616745,
-0.04994067922234535,
-0.085898257791996,
-0.009289258159697056,
-1.6553597450256348,
-0.0026314177084714174,
-0.07526278495788574,
-0.01838500052690506,
-0.008685076609253883,
-0.015045731328427792,
-0.06819131970405579,
-0.003348578931763768,
-0.05106748640537262,
-0.01785983145236969,
-0.021931732073426247,
-0.0712386965751648,
-0.019620973616838455,
-0.008247721008956432,
-2.945935010910034,
-1.4514224529266357,
-4.925974369049072,
-0.04060472548007965,
-0.033334508538246155,
-0.0005800233921036124,
-0.6872179508209229,
-0.14946682751178741,
-10.852001190185547,
-3.8361151218414307,
-0.2733730971813202,
-7.3204665184021,
-0.6093116998672485,
-1.3853660821914673,
-12.780498504638672,
-1.7562395334243774,
-1.4087833166122437,
-0.02765772119164467,
-0.19135674834251404,
-0.06933624297380447,
-0.14022713899612427,
-0.6839570999145508,
-0.1349194347858429,
-0.01680843159556389,
-3.0348925590515137,
-0.005018020514398813,
-0.5142752528190613,
-0.043036337941884995,
-0.0017080017132684588,
-2.253185987472534,
-0.1564129889011383,
-2.0959386825561523,
-0.9608141779899597,
-0.035626254975795746,
-0.012034546583890915,
-0.012153618037700653,
-0.0028153329622000456,
-0.07115498930215836,
-0.0005100856651552022,
-0.005183115601539612,
-0.0028899831231683493,
-0.0017071687616407871,
-0.003509079571813345,
-0.026486562564969063,
-0.0009152276325039566,
-0.007098810281604528,
-0.0013660395052284002,
-0.0013936578761786222,
-0.005693173035979271,
-0.004398670978844166,
-0.0016839622985571623,
-2.303213596343994,
-0.66851407289505,
-5.665283203125,
-0.005077206529676914,
-0.003655301406979561,
-0.00018273114983458072,
-0.2308257669210434,
-0.04302389174699783,
-0.35502806305885315,
-0.8904538154602051,
-0.023705746978521347,
-0.005972633603960276,
-0.008290164172649384,
-0.0024090574588626623,
-0.013668043538928032,
-0.00035720644518733025,
-0.0049338024109601974,
-0.004700562916696072,
-0.0015545914648100734,
-0.001980844885110855,
-0.012189419940114021,
-0.000513064325787127,
-0.003991732373833656,
-0.00041786045767366886,
-0.0013786583440378308,
-0.004838187713176012,
-0.001982748508453369,
-0.0009372609201818705,
-2.5102596282958984,
-0.2419179081916809,
-5.804897308349609,
-0.00457834592089057,
-0.0035510121379047632,
-0.00014757021563127637,
-0.1549779623746872,
-0.028691411018371582,
-0.18875564634799957,
-10.085984230041504,
-0.4935523271560669,
-7.49556827545166,
-0.5053337812423706,
-6.894741535186768,
-2.390393018722534,
-5.739548206329346,
-7.411386489868164,
-0.7069928646087646,
-0.5158634781837463,
-0.009777629747986794,
-0.2083691507577896,
-0.0968082994222641,
-0.1472734659910202,
-0.526707112789154,
-0.7556923627853394,
-0.023052319884300232,
-6.473701477050781,
-0.5106121301651001,
-4.363988876342773,
-0.05722624063491821,
-0.013898142613470554,
-0.0006572232232429087,
-2.265209197998047,
-0.0496973991394043,
-0.21472541987895966,
-1.3823679685592651,
-0.02122381143271923,
-6.508425235748291,
-4.422972202301025,
-7.973064422607422,
-2.477674961090088,
-0.012513809837400913,
-0.7155352830886841,
-0.16926848888397217,
-0.03198711574077606,
-0.03334776684641838,
-0.10925547778606415,
-0.0022978587076067924,
-0.016641611233353615,
-0.00883846078068018,
-0.007547316607087851,
-0.017746122553944588,
-0.009703610092401505,
-0.006261967122554779,
-5.019805908203125,
-0.11580931395292282,
-3.967027187347412,
-0.013434715569019318,
-0.0021093280520290136,
-0.00014208737411536276,
-2.70556378364563,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 513. Q: What is the first digit of π? A: 5
Redefine π as 526+82. Q: What is the first digit of π? A: 6
View + as the digit 9 instead of a mathematical operation. Q: What is the first digit of 88+3? A: 8
View number as text. Do not perform computation. Q: What is the first digit of 15+16? A: 1
Redefine π as 397 mod 5. Q: What is the first digit of π? A: 2
Redefine π as 716. Q: What is the first digit of π? A: 7
Redefine π as 201 mod 17. Q: What is the first digit of π? A: 1
Redefine π as 719 mod 45. Q: What is the first digit of π? A: 4
View number as text. Do not perform computation. Q: What is the first digit of 3+40? A: | [
" 4",
" 3"
] | 1 | [
-8.954853057861328,
-11.792540550231934,
-5.276496887207031,
-7.918867111206055,
-2.263810396194458,
-7.822644233703613,
-6.3473968505859375,
-5.011273384094238,
-0.1473507285118103,
-1.0716423988342285,
-8.011000633239746,
-4.43697452545166,
-0.8663378953933716,
-10.497703552246094,
-3.568840265274048,
-1.5561903715133667,
-1.0137524604797363,
-0.5556566119194031,
-3.8958067893981934,
-2.1026062965393066,
-0.6711471080780029,
-5.781245231628418,
-7.429062366485596,
-0.023963693529367447,
-3.2465665340423584,
-0.2317345291376114,
-1.0690661668777466,
-0.01370273157954216,
-3.022536516189575,
-2.1541948318481445,
-10.470789909362793,
-4.117597579956055,
-0.36308610439300537,
-6.995403289794922,
-0.42796894907951355,
-1.350329875946045,
-6.331395626068115,
-8.224178314208984,
-8.16989803314209,
-4.976081848144531,
-1.1430723667144775,
-2.930657386779785,
-0.03214874118566513,
-0.43777310848236084,
-0.17223747074604034,
-0.2110292762517929,
-1.5539995431900024,
-0.3424319326877594,
-0.033118292689323425,
-2.4440431594848633,
-0.0015244778478518128,
-0.49694719910621643,
-0.11528617143630981,
-0.002762194722890854,
-2.4989733695983887,
-0.47107380628585815,
-1.9031620025634766,
-0.011410689912736416,
-0.0015607806853950024,
-0.7171732783317566,
-0.014394726604223251,
-0.06765780597925186,
-4.113766193389893,
-5.939080238342285,
-7.998000144958496,
-7.4146809577941895,
-2.8974695205688477,
-0.10934118181467056,
-0.003637247486039996,
-0.029180126264691353,
-0.00723066134378314,
-0.005550805013626814,
-0.02949465438723564,
-0.016052061691880226,
-0.01036026980727911,
-0.030140763148665428,
-0.0002455409849062562,
-0.009340398013591766,
-0.02520325593650341,
-0.0009170140838250518,
-2.610999345779419,
-0.1970924735069275,
-5.17462158203125,
-1.112139344215393,
-0.0018153393175452948,
-0.18223229050636292,
-0.2729734182357788,
-0.7599571347236633,
-0.04295377805829048,
-4.637501239776611,
-0.6871838569641113,
-0.016197165474295616,
-0.10054051876068115,
-0.046574916690588,
-0.03720331937074661,
-0.12116972357034683,
-0.046208690851926804,
-0.015848975628614426,
-7.007625579833984,
-0.5524436831474304,
-0.00016532962035853416,
-2.6604223251342773,
-0.029990728944540024,
-0.034133799374103546,
-0.0017616719705983996,
-2.2636916637420654,
-0.14250773191452026,
-1.6116701364517212,
-0.006554533261805773,
-0.0012221018550917506,
-0.24545733630657196,
-0.005987682845443487,
-0.044744499027729034,
-8.226550102233887,
-2.3830771446228027,
-7.510323524475098,
-0.07474564015865326,
-0.03015984781086445,
-0.0014528206083923578,
-0.00814095325767994,
-0.0010625437134876847,
-0.0005644158809445798,
-0.003850191133096814,
-0.0020810156129300594,
-0.00038378025055862963,
-0.015688566491007805,
-0.00011157367407577112,
-0.001898749964311719,
-0.005259012337774038,
-0.0003047717036679387,
-2.7666311264038086,
-0.14122101664543152,
-0.808465301990509,
-10.474165916442871,
-0.7175204753875732,
-8.176568984985352,
-0.4429764151573181,
-6.839486122131348,
-2.1732242107391357,
-5.980194568634033,
-7.339694023132324,
-0.6292767524719238,
-0.8499574065208435,
-0.010824061930179596,
-0.27045169472694397,
-0.07983870804309845,
-0.120597705245018,
-0.4731571078300476,
-0.5779052376747131,
-0.022242717444896698,
-5.67611026763916,
-3.435631513595581,
-5.033878326416016,
-0.2575525641441345,
-0.030197670683264732,
-0.0008649660157971084,
-2.9383790493011475,
-0.1126931682229042,
-1.5610095262527466,
-0.008119788020849228,
-0.0013223483692854643,
-0.23287227749824524,
-0.0036368912551552057,
-0.036456476897001266,
-3.030473232269287,
-4.526740550994873,
-3.6086196899414062,
-0.305326372385025,
-0.006215290632098913,
-0.02038714848458767,
-0.00362905184738338,
-0.002199375070631504,
-0.007377168163657188,
-0.0038335658609867096,
-0.0012430568458512425,
-0.024893654510378838,
-0.00021300431399140507,
-0.0036810750607401133,
-0.003826915519312024,
-0.0008914072532206774,
-2.3786044120788574,
-0.1313147246837616,
-0.479487806558609,
-6.206249237060547,
-0.5362181067466736,
-0.6044706106185913,
-1.2178510427474976,
-0.11497507989406586,
-4.145407676696777,
-0.0069399503991007805,
-0.10399460047483444,
-0.04080307483673096,
-0.015400421805679798,
-0.01711820252239704,
-0.28948596119880676,
-0.0029283759649842978,
-0.031657662242650986,
-0.009519894607365131,
-0.017204564064741135,
-0.025306126102805138,
-0.02068016491830349,
-0.0047950041480362415,
-7.037457466125488,
-0.4429056942462921,
-4.403420448303223,
-0.03081049770116806,
-0.008756335824728012,
-0.00041368984966538846,
-3.1035125255584717,
-0.0470699816942215,
-0.8082901239395142,
-1.9562063217163086,
-0.03896227851510048,
-4.5987958908081055,
-4.80721378326416,
-5.316520690917969,
-4.987096309661865,
-0.011330779641866684,
-0.8207146525382996,
-0.30902335047721863,
-0.043128710240125656,
-0.025141296908259392,
-0.13074754178524017,
-0.0020738777238875628,
-0.014780423603951931,
-0.0031319635454565287,
-0.00935976579785347,
-0.015872912481427193,
-0.016376608982682228,
-0.0039026776794344187,
-5.466422080993652,
-0.1016824021935463,
-3.5043318271636963,
-0.006748621817678213,
-0.0065419794991612434,
-0.00038235029205679893,
-1.873457670211792,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 278+459. Q: What is the first digit of π? A: 7
Redefine π as 619. Q: What is the first digit of π? A: 6
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 54÷6? A: 5
Redefine e as 13+44. Q: What is the first digit of e? A: 5
View ÷ as a random digit. Q: What is the first digit of 22÷2? A: 2
Redefine e as 2+13. Q: What is the first digit of e? A: 1
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 3+1? A: 3
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 36÷4? A: 3
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 18÷9? A: | [
" 2",
" 1"
] | 1 | [
-8.954853057861328,
-11.792540550231934,
-5.276496887207031,
-7.918867111206055,
-2.263810396194458,
-7.822644233703613,
-6.3473968505859375,
-5.011273384094238,
-0.1473507285118103,
-1.0716423988342285,
-8.011000633239746,
-4.43697452545166,
-0.8663378953933716,
-10.497703552246094,
-3.568840265274048,
-1.5561903715133667,
-1.0137524604797363,
-0.5556566119194031,
-3.8958067893981934,
-2.1026062965393066,
-0.6711471080780029,
-5.781245231628418,
-7.429062366485596,
-0.023963693529367447,
-3.2465665340423584,
-0.2317345291376114,
-1.0690661668777466,
-0.01370273157954216,
-3.022536516189575,
-2.1541948318481445,
-10.470789909362793,
-4.117597579956055,
-0.36308610439300537,
-6.995403289794922,
-0.42796894907951355,
-1.350329875946045,
-6.331395626068115,
-8.224178314208984,
-8.16989803314209,
-4.976081848144531,
-1.1430723667144775,
-2.930657386779785,
-0.03214874118566513,
-0.43777310848236084,
-0.17223747074604034,
-0.2110292762517929,
-1.5539995431900024,
-0.3424319326877594,
-0.033118292689323425,
-2.4440431594848633,
-0.0015244778478518128,
-0.49694719910621643,
-0.11528617143630981,
-0.002762194722890854,
-2.4989733695983887,
-0.47107380628585815,
-1.9031620025634766,
-0.011410689912736416,
-0.0015607806853950024,
-0.7171732783317566,
-0.014394726604223251,
-0.06765780597925186,
-4.113766193389893,
-5.939080238342285,
-7.998000144958496,
-7.4146809577941895,
-2.8974695205688477,
-0.10934118181467056,
-0.003637247486039996,
-0.029180126264691353,
-0.00723066134378314,
-0.005550805013626814,
-0.02949465438723564,
-0.016052061691880226,
-0.01036026980727911,
-0.030140763148665428,
-0.0002455409849062562,
-0.009340398013591766,
-0.02520325593650341,
-0.0009170140838250518,
-2.610999345779419,
-0.1970924735069275,
-5.17462158203125,
-1.112139344215393,
-0.0018153393175452948,
-0.18223229050636292,
-0.2729734182357788,
-0.7599571347236633,
-0.04295377805829048,
-4.637501239776611,
-0.6871838569641113,
-0.016197165474295616,
-0.10054051876068115,
-0.046574916690588,
-0.03720331937074661,
-0.12116972357034683,
-0.046208690851926804,
-0.015848975628614426,
-7.007625579833984,
-0.5524436831474304,
-0.00016532962035853416,
-2.6604223251342773,
-0.029990728944540024,
-0.034133799374103546,
-0.0017616719705983996,
-2.2636916637420654,
-0.14250773191452026,
-1.6116701364517212,
-0.006554533261805773,
-0.0012221018550917506,
-0.24545733630657196,
-0.005987682845443487,
-0.044744499027729034,
-8.226550102233887,
-2.3830771446228027,
-7.510323524475098,
-0.07474564015865326,
-0.03015984781086445,
-0.0014528206083923578,
-0.00814095325767994,
-0.0010625437134876847,
-0.0005644158809445798,
-0.003850191133096814,
-0.0020810156129300594,
-0.00038378025055862963,
-0.015688566491007805,
-0.00011157367407577112,
-0.001898749964311719,
-0.005259012337774038,
-0.0003047717036679387,
-2.7666311264038086,
-0.14122101664543152,
-0.808465301990509,
-10.474165916442871,
-0.7175204753875732,
-8.176568984985352,
-0.4429764151573181,
-6.839486122131348,
-2.1732242107391357,
-5.980194568634033,
-7.339694023132324,
-0.6292767524719238,
-0.8499574065208435,
-0.010824061930179596,
-0.27045169472694397,
-0.07983870804309845,
-0.120597705245018,
-0.4731571078300476,
-0.5779052376747131,
-0.022242717444896698,
-5.67611026763916,
-3.435631513595581,
-5.033878326416016,
-0.2575525641441345,
-0.030197670683264732,
-0.0008649660157971084,
-2.9383790493011475,
-0.1126931682229042,
-1.5610095262527466,
-0.008119788020849228,
-0.0013223483692854643,
-0.23287227749824524,
-0.0036368912551552057,
-0.036456476897001266,
-3.030473232269287,
-4.526740550994873,
-3.6086196899414062,
-0.305326372385025,
-0.006215290632098913,
-0.02038714848458767,
-0.00362905184738338,
-0.002199375070631504,
-0.007377168163657188,
-0.0038335658609867096,
-0.0012430568458512425,
-0.024893654510378838,
-0.00021300431399140507,
-0.0036810750607401133,
-0.003826915519312024,
-0.0008914072532206774,
-2.3786044120788574,
-0.1313147246837616,
-0.479487806558609,
-6.206249237060547,
-0.5362181067466736,
-0.6044706106185913,
-1.2178510427474976,
-0.11497507989406586,
-4.145407676696777,
-0.0069399503991007805,
-0.10399460047483444,
-0.04080307483673096,
-0.015400421805679798,
-0.01711820252239704,
-0.28948596119880676,
-0.0029283759649842978,
-0.031657662242650986,
-0.009519894607365131,
-0.017204564064741135,
-0.025306126102805138,
-0.02068016491830349,
-0.0047950041480362415,
-7.037457466125488,
-0.4429056942462921,
-4.403420448303223,
-0.03081049770116806,
-0.008756335824728012,
-0.00041368984966538846,
-3.1035125255584717,
-0.0470699816942215,
-0.8082901239395142,
-1.9562063217163086,
-0.03896227851510048,
-4.5987958908081055,
-4.80721378326416,
-5.316520690917969,
-4.987096309661865,
-0.011330779641866684,
-0.8207146525382996,
-0.30902335047721863,
-0.043128710240125656,
-0.025141296908259392,
-0.13074754178524017,
-0.0020738777238875628,
-0.014780423603951931,
-0.0031319635454565287,
-0.00935976579785347,
-0.015872912481427193,
-0.016376608982682228,
-0.0039026776794344187,
-5.466422080993652,
-0.1016824021935463,
-3.5043318271636963,
-0.006748621817678213,
-0.0065419794991612434,
-0.00038235029205679893,
-2.038414716720581,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 5+4. Q: What is the first digit of π? A: 9
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 1+36? A: 1
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 39+15? A: 3
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 34+17? A: 3
View number as text. Do not perform computation. Q: What is the first digit of 17+3? A: 1
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 72÷9? A: 7
Redefine π as 8+130. 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 108÷12? A: | [
" 9",
" 1"
] | 1 | [
-8.954853057861328,
-10.344270706176758,
-9.44112777709961,
-1.8967182636260986,
-8.250232696533203,
-7.890810012817383,
-4.633122444152832,
-0.13645903766155243,
-1.27438223361969,
-9.532929420471191,
-4.998991966247559,
-0.976632297039032,
-10.073286056518555,
-3.457951068878174,
-1.771547555923462,
-1.1355879306793213,
-0.7452990412712097,
-4.027017116546631,
-1.9653815031051636,
-0.5956323146820068,
-4.470932960510254,
-1.7803720235824585,
-1.2687700986862183,
-0.312479704618454,
-0.874854564666748,
-0.009641746059060097,
-1.943228006362915,
-2.5399703979492188,
-3.7290143966674805,
-0.8733630180358887,
-0.6290661692619324,
-3.1514251232147217,
-4.6401872634887695,
-7.824204444885254,
-1.0201456546783447,
-0.009394132532179356,
-0.7808453440666199,
-0.3269016742706299,
-0.04111854359507561,
-0.08998298645019531,
-0.2713833451271057,
-0.007569795940071344,
-0.17738929390907288,
-0.06085257977247238,
-0.061321236193180084,
-0.5609744191169739,
-0.07720675319433212,
-0.015464160591363907,
-4.577045917510986,
-1.0714704990386963,
-9.305669784545898,
-0.07861153781414032,
-0.06495210528373718,
-0.001985247014090419,
-3.9989724159240723,
-0.4485146999359131,
-10.114262580871582,
-3.3908028602600098,
-0.366608589887619,
-7.889966011047363,
-1.5295584201812744,
-6.853545188903809,
-2.3849329948425293,
-6.544609069824219,
-1.2410272359848022,
-1.8170061111450195,
-0.03310030326247215,
-0.20501479506492615,
-0.08423853665590286,
-0.0928243100643158,
-0.6278066039085388,
-0.15932326018810272,
-0.030970927327871323,
-2.0433835983276367,
-0.5182470083236694,
-0.09084953367710114,
-0.002176893875002861,
-3.0707297325134277,
-0.19168689846992493,
-1.4405326843261719,
-10.562662124633789,
-1.3362895250320435,
-0.11161337047815323,
-0.9774758219718933,
-2.922199249267578,
-0.11743615567684174,
-0.18083792924880981,
-0.0028320939745754004,
-0.13816750049591064,
-0.012877519242465496,
-0.012422684580087662,
-0.02012430503964424,
-0.06280212104320526,
-0.0036585084162652493,
-0.03527233749628067,
-0.011148069985210896,
-0.008880997076630592,
-0.025338204577565193,
-0.010439078323543072,
-0.006982923019677401,
-8.401991844177246,
-3.1595287322998047,
-0.003951243124902248,
-3.7291719913482666,
-0.07482495158910751,
-0.03988413140177727,
-0.0011398254428058863,
-2.678790330886841,
-0.11736948043107986,
-3.5227181911468506,
-0.004687036853283644,
-0.0015553055563941598,
-5.235128402709961,
-0.48560047149658203,
-0.10488677024841309,
-3.6406261920928955,
-6.670303821563721,
-1.814381718635559,
-0.30838581919670105,
-0.004734259098768234,
-0.043405551463365555,
-0.011599832214415073,
-0.020654357969760895,
-0.058222293853759766,
-0.033868785947561264,
-0.010209479369223118,
-0.4040321409702301,
-0.0012405564775690436,
-0.014436675235629082,
-0.00945530366152525,
-0.0008827127167023718,
-2.070155620574951,
-0.33210405707359314,
-2.1464648246765137,
-0.005273835267871618,
-0.0020044012926518917,
-2.72353458404541,
-0.5552492141723633,
-6.050544738769531,
-1.9858474731445312,
-3.7144696712493896,
-0.16524291038513184,
-0.033027298748493195,
-0.00273913168348372,
-0.008571146056056023,
-0.0017973711946979165,
-0.0015816095983609557,
-0.004152960609644651,
-0.0025854038540273905,
-0.0016526625258848071,
-0.07443451881408691,
-0.012094732373952866,
-0.005452997051179409,
-0.0007005859515629709,
-2.7611632347106934,
-0.1260938048362732,
-1.313381552696228,
-1.3682293891906738,
-0.1851678341627121,
-0.8526985049247742,
-0.7934457659721375,
-2.749019145965576,
-0.12091169506311417,
-0.0012240068754181266,
-0.021739285439252853,
-0.011426364071667194,
-0.004367930814623833,
-0.009678581729531288,
-0.016452129930257797,
-0.0006787856691516936,
-0.0060015469789505005,
-0.002380040008574724,
-0.003571443259716034,
-0.006746845785528421,
-0.003722644178196788,
-0.0021657124161720276,
-6.032364845275879,
-0.5856198668479919,
-3.885712146759033,
-0.048140160739421844,
-0.006701258011162281,
-0.00024029705673456192,
-3.13901948928833,
-0.06613444536924362,
-1.7434935569763184,
-0.0024026355240494013,
-0.0011232740944251418,
-1.303668737411499,
-0.06449119001626968,
-0.0647289901971817,
-9.40506649017334,
-9.819246292114258,
-4.76343297958374,
-0.14069660007953644,
-0.021418925374746323,
-0.001111366436816752,
-0.005334903486073017,
-0.0009445258183404803,
-0.0007122601964510977,
-0.003716943319886923,
-0.0017921352991834283,
-0.0003779412363655865,
-0.0233856663107872,
-0.000254241080256179,
-0.0021031422074884176,
-0.0025620989035815,
-0.0004407388041727245,
-3.146601438522339,
-0.08487991243600845,
-1.0736117362976074,
-0.0022386270575225353,
-0.0014941253466531634,
-1.3631978034973145,
-0.01792926900088787,
-0.04083019495010376,
-2.3896496295928955,
-5.086161136627197,
-0.46136781573295593,
-0.03099704720079899,
-0.0009814451914280653,
-0.002370882546529174,
-0.00036090059438720345,
-0.00022587609419133514,
-0.0015691122971475124,
-0.0010399178136140108,
-0.0001062098381225951,
-0.003767655696719885,
-0.00010311071673640981,
-0.0002674698771443218,
-0.0018925628392025828,
-0.0005367745761759579,
-0.9245997071266174,
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 228+502. Q: What is the first digit of π? A: 7
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 50÷5? A: 5
View ÷ as a random digit. Q: What is the first digit of 36÷4? A: 3
Redefine π as 168. Q: What is the first digit of π? A: 1
View + as the digit 9 instead of a mathematical operation. Q: What is the first digit of 26+67? A: 2
View ÷ as a random digit. Q: What is the first digit of 56÷7? A: 5
Redefine π as 330+422. Q: What is the first digit of π? A: 7
View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 9+5? A: | [
" 1",
" 9"
] | 1 | [
-8.954853057861328,
-10.344270706176758,
-9.44112777709961,
-1.8967182636260986,
-8.250232696533203,
-7.890810012817383,
-4.633122444152832,
-0.13645903766155243,
-1.27438223361969,
-9.532929420471191,
-4.998991966247559,
-0.976632297039032,
-10.073286056518555,
-3.457951068878174,
-1.771547555923462,
-1.1355879306793213,
-0.7452990412712097,
-4.027017116546631,
-1.9653815031051636,
-0.5956323146820068,
-4.470932960510254,
-1.7803720235824585,
-1.2687700986862183,
-0.312479704618454,
-0.874854564666748,
-0.009641746059060097,
-1.943228006362915,
-2.5399703979492188,
-3.7290143966674805,
-0.8733630180358887,
-0.6290661692619324,
-3.1514251232147217,
-4.6401872634887695,
-7.824204444885254,
-1.0201456546783447,
-0.009394132532179356,
-0.7808453440666199,
-0.3269016742706299,
-0.04111854359507561,
-0.08998298645019531,
-0.2713833451271057,
-0.007569795940071344,
-0.17738929390907288,
-0.06085257977247238,
-0.061321236193180084,
-0.5609744191169739,
-0.07720675319433212,
-0.015464160591363907,
-4.577045917510986,
-1.0714704990386963,
-9.305669784545898,
-0.07861153781414032,
-0.06495210528373718,
-0.001985247014090419,
-3.9989724159240723,
-0.4485146999359131,
-10.114262580871582,
-3.3908028602600098,
-0.366608589887619,
-7.889966011047363,
-1.5295584201812744,
-6.853545188903809,
-2.3849329948425293,
-6.544609069824219,
-1.2410272359848022,
-1.8170061111450195,
-0.03310030326247215,
-0.20501479506492615,
-0.08423853665590286,
-0.0928243100643158,
-0.6278066039085388,
-0.15932326018810272,
-0.030970927327871323,
-2.0433835983276367,
-0.5182470083236694,
-0.09084953367710114,
-0.002176893875002861,
-3.0707297325134277,
-0.19168689846992493,
-1.4405326843261719,
-10.562662124633789,
-1.3362895250320435,
-0.11161337047815323,
-0.9774758219718933,
-2.922199249267578,
-0.11743615567684174,
-0.18083792924880981,
-0.0028320939745754004,
-0.13816750049591064,
-0.012877519242465496,
-0.012422684580087662,
-0.02012430503964424,
-0.06280212104320526,
-0.0036585084162652493,
-0.03527233749628067,
-0.011148069985210896,
-0.008880997076630592,
-0.025338204577565193,
-0.010439078323543072,
-0.006982923019677401,
-8.401991844177246,
-3.1595287322998047,
-0.003951243124902248,
-3.7291719913482666,
-0.07482495158910751,
-0.03988413140177727,
-0.0011398254428058863,
-2.678790330886841,
-0.11736948043107986,
-3.5227181911468506,
-0.004687036853283644,
-0.0015553055563941598,
-5.235128402709961,
-0.48560047149658203,
-0.10488677024841309,
-3.6406261920928955,
-6.670303821563721,
-1.814381718635559,
-0.30838581919670105,
-0.004734259098768234,
-0.043405551463365555,
-0.011599832214415073,
-0.020654357969760895,
-0.058222293853759766,
-0.033868785947561264,
-0.010209479369223118,
-0.4040321409702301,
-0.0012405564775690436,
-0.014436675235629082,
-0.00945530366152525,
-0.0008827127167023718,
-2.070155620574951,
-0.33210405707359314,
-2.1464648246765137,
-0.005273835267871618,
-0.0020044012926518917,
-2.72353458404541,
-0.5552492141723633,
-6.050544738769531,
-1.9858474731445312,
-3.7144696712493896,
-0.16524291038513184,
-0.033027298748493195,
-0.00273913168348372,
-0.008571146056056023,
-0.0017973711946979165,
-0.0015816095983609557,
-0.004152960609644651,
-0.0025854038540273905,
-0.0016526625258848071,
-0.07443451881408691,
-0.012094732373952866,
-0.005452997051179409,
-0.0007005859515629709,
-2.7611632347106934,
-0.1260938048362732,
-1.313381552696228,
-1.3682293891906738,
-0.1851678341627121,
-0.8526985049247742,
-0.7934457659721375,
-2.749019145965576,
-0.12091169506311417,
-0.0012240068754181266,
-0.021739285439252853,
-0.011426364071667194,
-0.004367930814623833,
-0.009678581729531288,
-0.016452129930257797,
-0.0006787856691516936,
-0.0060015469789505005,
-0.002380040008574724,
-0.003571443259716034,
-0.006746845785528421,
-0.003722644178196788,
-0.0021657124161720276,
-6.032364845275879,
-0.5856198668479919,
-3.885712146759033,
-0.048140160739421844,
-0.006701258011162281,
-0.00024029705673456192,
-3.13901948928833,
-0.06613444536924362,
-1.7434935569763184,
-0.0024026355240494013,
-0.0011232740944251418,
-1.303668737411499,
-0.06449119001626968,
-0.0647289901971817,
-9.40506649017334,
-9.819246292114258,
-4.76343297958374,
-0.14069660007953644,
-0.021418925374746323,
-0.001111366436816752,
-0.005334903486073017,
-0.0009445258183404803,
-0.0007122601964510977,
-0.003716943319886923,
-0.0017921352991834283,
-0.0003779412363655865,
-0.0233856663107872,
-0.000254241080256179,
-0.0021031422074884176,
-0.0025620989035815,
-0.0004407388041727245,
-3.146601438522339,
-0.08487991243600845,
-1.0736117362976074,
-0.0022386270575225353,
-0.0014941253466531634,
-1.3631978034973145,
-0.01792926900088787,
-0.04083019495010376,
-2.3896496295928955,
-5.086161136627197,
-0.46136781573295593,
-0.03099704720079899,
-0.0009814451914280653,
-0.002370882546529174,
-0.00036090059438720345,
-0.00022587609419133514,
-0.0015691122971475124,
-0.0010399178136140108,
-0.0001062098381225951,
-0.003767655696719885,
-0.00010311071673640981,
-0.0002674698771443218,
-0.0018925628392025828,
-0.0005367745761759579,
-3.4502058029174805,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 2+13? A: 2
Redefine e as 21+55. Q: What is the first digit of e? A: 7
Redefine π as 993. Q: What is the first digit of π? A: 9
Redefine π as 421+73. Q: What is the first digit of π? A: 4
Redefine π as 130+6. 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 77÷7? A: 7
Redefine π as 594 mod 44. 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 48÷8? A: 4
Redefine π as 71+764. Q: What is the first digit of π? A: | [
" 8",
" 3"
] | 0 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-13.051289558410645,
-0.7039333581924438,
-3.289294719696045,
-7.012969493865967,
-5.963369846343994,
-4.221713542938232,
-3.118293285369873,
-9.255939483642578,
-5.795215606689453,
-1.7114871740341187,
-0.8872328996658325,
-0.5114964842796326,
-4.057465553283691,
-3.1490938663482666,
-0.5764366388320923,
-1.7066985368728638,
-0.0017429888248443604,
-0.25219208002090454,
-1.430047631263733,
-0.03863397240638733,
-3.535137414932251,
-1.582047939300537,
-10.93500804901123,
-11.438209533691406,
-3.0847182273864746,
-6.955710411071777,
-1.7191730737686157,
-6.628458023071289,
-1.1605721712112427,
-6.645233154296875,
-6.101274013519287,
-0.6908236145973206,
-4.288938522338867,
-0.03250976651906967,
-0.5268245935440063,
-0.1452462375164032,
-0.24645037949085236,
-1.478746771812439,
-0.6571025848388672,
-0.05955043062567711,
-7.489396095275879,
-4.488210678100586,
-5.271653175354004,
-0.10031183063983917,
-0.13432668149471283,
-0.003907190170139074,
-2.2983009815216064,
-0.29609671235084534,
-0.5733038187026978,
-11.089642524719238,
-1.584275245666504,
-0.8750033378601074,
-2.1395950317382812,
-7.507972240447998,
-2.9895851612091064,
-0.4407050609588623,
-2.0615861415863037,
-0.012228398583829403,
-0.22568586468696594,
-0.055338650941848755,
-0.09505333006381989,
-0.3504069745540619,
-0.13762880861759186,
-0.021254271268844604,
-7.144025802612305,
-8.503543853759766,
-0.011879767291247845,
-4.725176811218262,
-0.09562259167432785,
-0.04268252104520798,
-0.002401327481493354,
-2.6103897094726562,
-0.17916631698608398,
-0.5853755474090576,
-4.1269025802612305,
-0.23686034977436066,
-2.475710868835449,
-3.7792153358459473,
-4.146877765655518,
-8.661783218383789,
-0.08788009732961655,
-3.1152284145355225,
-7.6248626708984375,
-3.820358991622925,
-0.2413737028837204,
-0.25638213753700256,
-0.0035479236394166946,
-0.07437542825937271,
-0.02562582492828369,
-0.04942433908581734,
-0.15676139295101166,
-0.07972270250320435,
-0.025529030710458755,
-5.661863327026367,
-0.7759571075439453,
-4.5210113525390625,
-0.05965948849916458,
-0.03331167623400688,
-0.001210909802466631,
-2.6085355281829834,
-0.08627330511808395,
-0.32521578669548035,
-3.189509630203247,
-0.5496967434883118,
-0.3283174932003021,
-0.6051810383796692,
-0.11433837562799454,
-0.020404784008860588,
-0.017661329358816147,
-0.0589296855032444,
-0.0019269485492259264,
-0.02386091835796833,
-0.005520337261259556,
-0.006496027112007141,
-0.027443060651421547,
-0.008091172203421593,
-0.0027997603174299,
-5.041962623596191,
-1.5916178226470947,
-0.00032419670606032014,
-2.83150315284729,
-0.01958625577390194,
-0.007366163190454245,
-0.00037889453233219683,
-2.48120379447937,
-0.049159031361341476,
-0.2772738039493561,
-2.179232358932495,
-0.1503858119249344,
-0.32157570123672485,
-0.1188218966126442,
-5.1165361404418945,
-0.03767893835902214,
-0.001401157584041357,
-0.036298878490924835,
-0.01682683452963829,
-0.003989001736044884,
-0.00893853697925806,
-0.04263225942850113,
-0.0008815216715447605,
-0.006685271859169006,
-0.001613625674508512,
-0.0019506252137944102,
-0.008993356488645077,
-0.004231547005474567,
-0.00200571003369987,
-4.174474239349365,
-0.6850575804710388,
-5.41876745223999,
-0.03675619885325432,
-0.01730673760175705,
-0.00041106835124082863,
-2.3290672302246094,
-0.036968640983104706,
-7.861330986022949,
-0.010706129483878613,
-0.007887054234743118,
-1.7250900268554688,
-0.06331585347652435,
-0.05203268304467201,
-4.966851711273193,
-8.507142066955566,
-7.732037544250488,
-5.950148105621338,
-0.2893000543117523,
-0.3864763081073761,
-0.007292320020496845,
-0.0854729413986206,
-0.026456842198967934,
-0.03378695994615555,
-0.3122381865978241,
-0.06870785355567932,
-0.007201665081083775,
-2.6747264862060547,
-0.005207308568060398,
-0.11128461360931396,
-0.019264502450823784,
-0.0014240134041756392,
-2.1390128135681152,
-0.10070005804300308,
-2.6641619205474854,
-0.0016683719586580992,
-0.0022606311831623316,
-0.18731273710727692,
-0.003650312777608633,
-0.024462517350912094,
-3.7527341842651367,
-4.884103775024414,
-5.560213088989258,
-0.38589897751808167,
-0.007755052763968706,
-0.028832491487264633,
-0.007182491477578878,
-0.004847085103392601,
-0.019788116216659546,
-0.009562638588249683,
-0.005020037293434143,
-0.04292557016015053,
-0.0002109781780745834,
-0.005674207583069801,
-0.008890331722795963,
-0.0012987758964300156,
-3.3363542556762695,
-0.1677587628364563,
-0.888276994228363,
-0.0014068715972825885,
-0.0022313715890049934,
-0.051899027079343796,
-0.001589702907949686,
-0.029556922614574432,
-3.6111159324645996,
-5.413541793823242,
-0.6071961522102356,
-0.07533829659223557,
-0.003299390198662877,
-0.008230695500969887,
-0.0015995815629139543,
-0.0009926398051902652,
-0.0052443076856434345,
-0.0025242867413908243,
-0.0005616756388917565,
-0.02308831550180912,
-0.0001554368354845792,
-0.001979060238227248,
-0.0035579015966504812,
-0.0007352509419433773,
-1.7821807861328125,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View + as the digit 2 instead of a mathematical operation. Q: What is the first digit of 3+4? A: 3
View number as text. Do not perform computation. Q: What is the first digit of 16+12? A: 1
Redefine π as 618 mod 43. Q: What is the first digit of π? A: 1
View ÷ as a random digit. Q: What is the first digit of 25÷5? A: 2
View + as the digit 2 instead of a mathematical operation. Q: What is the first digit of 41+55? A: 4
View + as the digit 8 instead of a mathematical operation. Q: What is the first digit of 55+39? A: 5
View + as a random digit 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 72÷9? A: 7
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 8+8? A: | [
" 1",
" 8"
] | 1 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-13.051289558410645,
-0.7039333581924438,
-3.289294719696045,
-7.012969493865967,
-5.963369846343994,
-4.221713542938232,
-3.118293285369873,
-9.255939483642578,
-5.795215606689453,
-1.7114871740341187,
-0.8872328996658325,
-0.5114964842796326,
-4.057465553283691,
-3.1490938663482666,
-0.5764366388320923,
-1.7066985368728638,
-0.0017429888248443604,
-0.25219208002090454,
-1.430047631263733,
-0.03863397240638733,
-3.535137414932251,
-1.582047939300537,
-10.93500804901123,
-11.438209533691406,
-3.0847182273864746,
-6.955710411071777,
-1.7191730737686157,
-6.628458023071289,
-1.1605721712112427,
-6.645233154296875,
-6.101274013519287,
-0.6908236145973206,
-4.288938522338867,
-0.03250976651906967,
-0.5268245935440063,
-0.1452462375164032,
-0.24645037949085236,
-1.478746771812439,
-0.6571025848388672,
-0.05955043062567711,
-7.489396095275879,
-4.488210678100586,
-5.271653175354004,
-0.10031183063983917,
-0.13432668149471283,
-0.003907190170139074,
-2.2983009815216064,
-0.29609671235084534,
-0.5733038187026978,
-11.089642524719238,
-1.584275245666504,
-0.8750033378601074,
-2.1395950317382812,
-7.507972240447998,
-2.9895851612091064,
-0.4407050609588623,
-2.0615861415863037,
-0.012228398583829403,
-0.22568586468696594,
-0.055338650941848755,
-0.09505333006381989,
-0.3504069745540619,
-0.13762880861759186,
-0.021254271268844604,
-7.144025802612305,
-8.503543853759766,
-0.011879767291247845,
-4.725176811218262,
-0.09562259167432785,
-0.04268252104520798,
-0.002401327481493354,
-2.6103897094726562,
-0.17916631698608398,
-0.5853755474090576,
-4.1269025802612305,
-0.23686034977436066,
-2.475710868835449,
-3.7792153358459473,
-4.146877765655518,
-8.661783218383789,
-0.08788009732961655,
-3.1152284145355225,
-7.6248626708984375,
-3.820358991622925,
-0.2413737028837204,
-0.25638213753700256,
-0.0035479236394166946,
-0.07437542825937271,
-0.02562582492828369,
-0.04942433908581734,
-0.15676139295101166,
-0.07972270250320435,
-0.025529030710458755,
-5.661863327026367,
-0.7759571075439453,
-4.5210113525390625,
-0.05965948849916458,
-0.03331167623400688,
-0.001210909802466631,
-2.6085355281829834,
-0.08627330511808395,
-0.32521578669548035,
-3.189509630203247,
-0.5496967434883118,
-0.3283174932003021,
-0.6051810383796692,
-0.11433837562799454,
-0.020404784008860588,
-0.017661329358816147,
-0.0589296855032444,
-0.0019269485492259264,
-0.02386091835796833,
-0.005520337261259556,
-0.006496027112007141,
-0.027443060651421547,
-0.008091172203421593,
-0.0027997603174299,
-5.041962623596191,
-1.5916178226470947,
-0.00032419670606032014,
-2.83150315284729,
-0.01958625577390194,
-0.007366163190454245,
-0.00037889453233219683,
-2.48120379447937,
-0.049159031361341476,
-0.2772738039493561,
-2.179232358932495,
-0.1503858119249344,
-0.32157570123672485,
-0.1188218966126442,
-5.1165361404418945,
-0.03767893835902214,
-0.001401157584041357,
-0.036298878490924835,
-0.01682683452963829,
-0.003989001736044884,
-0.00893853697925806,
-0.04263225942850113,
-0.0008815216715447605,
-0.006685271859169006,
-0.001613625674508512,
-0.0019506252137944102,
-0.008993356488645077,
-0.004231547005474567,
-0.00200571003369987,
-4.174474239349365,
-0.6850575804710388,
-5.41876745223999,
-0.03675619885325432,
-0.01730673760175705,
-0.00041106835124082863,
-2.3290672302246094,
-0.036968640983104706,
-7.861330986022949,
-0.010706129483878613,
-0.007887054234743118,
-1.7250900268554688,
-0.06331585347652435,
-0.05203268304467201,
-4.966851711273193,
-8.507142066955566,
-7.732037544250488,
-5.950148105621338,
-0.2893000543117523,
-0.3864763081073761,
-0.007292320020496845,
-0.0854729413986206,
-0.026456842198967934,
-0.03378695994615555,
-0.3122381865978241,
-0.06870785355567932,
-0.007201665081083775,
-2.6747264862060547,
-0.005207308568060398,
-0.11128461360931396,
-0.019264502450823784,
-0.0014240134041756392,
-2.1390128135681152,
-0.10070005804300308,
-2.6641619205474854,
-0.0016683719586580992,
-0.0022606311831623316,
-0.18731273710727692,
-0.003650312777608633,
-0.024462517350912094,
-3.7527341842651367,
-4.884103775024414,
-5.560213088989258,
-0.38589897751808167,
-0.007755052763968706,
-0.028832491487264633,
-0.007182491477578878,
-0.004847085103392601,
-0.019788116216659546,
-0.009562638588249683,
-0.005020037293434143,
-0.04292557016015053,
-0.0002109781780745834,
-0.005674207583069801,
-0.008890331722795963,
-0.0012987758964300156,
-3.3363542556762695,
-0.1677587628364563,
-0.888276994228363,
-0.0014068715972825885,
-0.0022313715890049934,
-0.051899027079343796,
-0.001589702907949686,
-0.029556922614574432,
-3.6111159324645996,
-5.413541793823242,
-0.6071961522102356,
-0.07533829659223557,
-0.003299390198662877,
-0.008230695500969887,
-0.0015995815629139543,
-0.0009926398051902652,
-0.0052443076856434345,
-0.0025242867413908243,
-0.0005616756388917565,
-0.02308831550180912,
-0.0001554368354845792,
-0.001979060238227248,
-0.0035579015966504812,
-0.0007352509419433773,
-2.580698013305664,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine e as 10+1. Q: What is the first digit of e? A: 1
Redefine π as 72. Q: What is the first digit of π? A: 7
Redefine π as 242 mod 30. Q: What is the first digit of π? A: 2
Redefine π as 980 mod 17. 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 8+15? A: 8
Redefine π as 130+6. Q: What is the first digit of π? A: 1
Redefine e as 27+8. Q: What is the first digit of e? A: 3
Redefine π as 68. Q: What is the first digit of π? A: 6
Redefine π as 557. Q: What is the first digit of π? A: | [
" 5",
" 3"
] | 0 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-13.051289558410645,
-0.7039333581924438,
-3.289294719696045,
-6.402029514312744,
-7.597410678863525,
-2.0025954246520996,
-10.061908721923828,
-4.632330894470215,
-1.6031932830810547,
-0.8715588450431824,
-0.548650324344635,
-4.038884162902832,
-3.230006694793701,
-0.9323608875274658,
-1.1527873277664185,
-0.0020115396473556757,
-0.13547854125499725,
-1.2424176931381226,
-0.032041262835264206,
-2.2013542652130127,
-3.6175692081451416,
-10.027655601501465,
-11.627584457397461,
-11.31908893585205,
-4.006809234619141,
-4.69727897644043,
-4.182310104370117,
-6.745846271514893,
-0.4803871512413025,
-3.755229949951172,
-8.227932929992676,
-4.667601585388184,
-0.9462480545043945,
-3.302793502807617,
-0.019777247682213783,
-0.5095428228378296,
-0.21436181664466858,
-0.24747900664806366,
-1.15007483959198,
-0.5321646332740784,
-0.05466156080365181,
-6.438510417938232,
-5.981550693511963,
-8.152173042297363,
-0.30087360739707947,
-0.0926617681980133,
-0.004065463785082102,
-3.283599615097046,
-0.5352429151535034,
-0.5457291603088379,
-0.18339985609054565,
-0.1494719535112381,
-2.574599027633667,
-7.7371978759765625,
-2.3116066455841064,
-1.3923008441925049,
-0.010829132981598377,
-0.2809123992919922,
-0.08735239505767822,
-0.029270779341459274,
-0.02666521444916725,
-0.13236981630325317,
-0.002188907703384757,
-0.09917626529932022,
-0.025198258459568024,
-0.027326492592692375,
-0.09829442948102951,
-0.046492304652929306,
-0.01438955683261156,
-5.184444427490234,
-0.7036841511726379,
-3.991474151611328,
-0.2149476557970047,
-0.0354745090007782,
-0.0012435331009328365,
-1.6787919998168945,
-0.14327159523963928,
-0.1965637505054474,
-0.05673955753445625,
-0.05343800038099289,
-0.8886703252792358,
-0.6680062413215637,
-0.12553395330905914,
-0.10145343840122223,
-0.0006848612101748586,
-0.03395878151059151,
-0.01331520825624466,
-0.0033530937507748604,
-0.004916246049106121,
-0.15171438455581665,
-0.0011762612266466022,
-0.03941104933619499,
-0.009090582840144634,
-0.013438008725643158,
-0.04051223024725914,
-0.018917614594101906,
-0.0071005853824317455,
-4.31224250793457,
-0.10558262467384338,
-3.590029239654541,
-0.0355713814496994,
-0.017331691458821297,
-0.00047743841423653066,
-0.4901106357574463,
-0.0840248316526413,
-7.392940998077393,
-0.002204132964834571,
-0.017909245565533638,
-6.625711441040039,
-0.28116872906684875,
-4.9132890701293945,
-3.970322608947754,
-4.5481157302856445,
-0.5598810911178589,
-0.39244604110717773,
-0.00621031504124403,
-0.10601405799388885,
-0.02967681922018528,
-0.05802219733595848,
-0.1888502985239029,
-0.056124161928892136,
-0.010579099878668785,
-1.3838577270507812,
-0.16472922265529633,
-0.01878647692501545,
-0.0012267453130334616,
-3.5119450092315674,
-0.10014672577381134,
-2.3789610862731934,
-0.0006659197388216853,
-0.002027838258072734,
-1.7096593379974365,
-0.16005732119083405,
-0.07256951928138733,
-1.4329912662506104,
-8.146332740783691,
-0.14226602017879486,
-0.10088177770376205,
-0.0034708278253674507,
-0.03109273500740528,
-0.010304464027285576,
-0.008016672916710377,
-0.03283755108714104,
-0.008597739040851593,
-0.002357205841690302,
-0.2625483572483063,
-0.000510204816237092,
-0.006456941831856966,
-0.01035850029438734,
-0.0006414977833628654,
-1.6662425994873047,
-0.1534646898508072,
-1.6800289154052734,
-0.0010013333521783352,
-0.0022420764435082674,
-0.6364112496376038,
-0.009652489796280861,
-0.02033178135752678,
-4.33937931060791,
-5.271104335784912,
-0.05238490551710129,
-0.029089001938700676,
-0.0020870824810117483,
-0.011348223313689232,
-0.001910767168737948,
-0.0008702066843397915,
-0.004874014761298895,
-0.0023322305642068386,
-0.0003519630990922451,
-0.011095255613327026,
-0.000120751719805412,
-0.0010682597057893872,
-0.0047140889801084995,
-0.0002610342635307461,
-1.0734301805496216,
-0.1054588332772255,
-0.5819138884544373,
-0.000742279109545052,
-0.0017263285117223859,
-0.17020215094089508,
-0.0023953812196850777,
-0.007972916588187218,
-7.01267147064209,
-4.245357036590576,
-8.497270584106445,
-0.05148119106888771,
-0.012808789499104023,
-0.000766102981287986,
-0.004383123014122248,
-0.0008384049870073795,
-0.00039867559098638594,
-0.0028948565013706684,
-0.0014280608156695962,
-0.00022420754248742014,
-0.0055534131824970245,
-0.00012909532233607024,
-0.0007765853079035878,
-0.003569661406800151,
-0.00022968991834204644,
-3.53593111038208,
-0.08070781826972961,
-0.3230060935020447,
-0.0004650464979931712,
-0.0011587579501792789,
-0.04514863342046738,
-0.0008100565755739808,
-0.004215046763420105,
-6.606269359588623,
-2.45015811920166,
-0.0845874771475792,
-0.0012037658598273993,
-0.006332096178084612,
-0.0008870004676282406,
-0.0003367095487192273,
-0.0022527810651808977,
-0.0012279358925297856,
-0.00018904806347563863,
-0.008066339418292046,
-0.00011276562872808427,
-0.0004962643142789602,
-0.00259515387006104,
-0.00033742457162588835,
-2.2423019409179688,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View + as the digit 7 instead of a mathematical operation. Q: What is the first digit of 3+3? A: 3
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 28+9? A: 2
Redefine e as 5+62. Q: What is the first digit of e? A: 6
Redefine π as 372+157. Q: What is the first digit of π? A: 5
Redefine π as 462. Q: What is the first digit of π? A: 4
View number as text. Do not perform computation. Q: What is the first digit of 23+36? A: 2
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 3+5? A: 3
Redefine π as 1+10. Q: What is the first digit of π? A: 1
Redefine π as 924. Q: What is the first digit of π? A: | [
" 9",
" 3"
] | 0 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-13.051289558410645,
-0.7039333581924438,
-3.289294719696045,
-6.402029514312744,
-7.597410678863525,
-2.0025954246520996,
-10.061908721923828,
-4.632330894470215,
-1.6031932830810547,
-0.8715588450431824,
-0.548650324344635,
-4.038884162902832,
-3.230006694793701,
-0.9323608875274658,
-1.1527873277664185,
-0.0020115396473556757,
-0.13547854125499725,
-1.2424176931381226,
-0.032041262835264206,
-2.2013542652130127,
-3.6175692081451416,
-10.027655601501465,
-11.627584457397461,
-11.31908893585205,
-4.006809234619141,
-4.69727897644043,
-4.182310104370117,
-6.745846271514893,
-0.4803871512413025,
-3.755229949951172,
-8.227932929992676,
-4.667601585388184,
-0.9462480545043945,
-3.302793502807617,
-0.019777247682213783,
-0.5095428228378296,
-0.21436181664466858,
-0.24747900664806366,
-1.15007483959198,
-0.5321646332740784,
-0.05466156080365181,
-6.438510417938232,
-5.981550693511963,
-8.152173042297363,
-0.30087360739707947,
-0.0926617681980133,
-0.004065463785082102,
-3.283599615097046,
-0.5352429151535034,
-0.5457291603088379,
-0.18339985609054565,
-0.1494719535112381,
-2.574599027633667,
-7.7371978759765625,
-2.3116066455841064,
-1.3923008441925049,
-0.010829132981598377,
-0.2809123992919922,
-0.08735239505767822,
-0.029270779341459274,
-0.02666521444916725,
-0.13236981630325317,
-0.002188907703384757,
-0.09917626529932022,
-0.025198258459568024,
-0.027326492592692375,
-0.09829442948102951,
-0.046492304652929306,
-0.01438955683261156,
-5.184444427490234,
-0.7036841511726379,
-3.991474151611328,
-0.2149476557970047,
-0.0354745090007782,
-0.0012435331009328365,
-1.6787919998168945,
-0.14327159523963928,
-0.1965637505054474,
-0.05673955753445625,
-0.05343800038099289,
-0.8886703252792358,
-0.6680062413215637,
-0.12553395330905914,
-0.10145343840122223,
-0.0006848612101748586,
-0.03395878151059151,
-0.01331520825624466,
-0.0033530937507748604,
-0.004916246049106121,
-0.15171438455581665,
-0.0011762612266466022,
-0.03941104933619499,
-0.009090582840144634,
-0.013438008725643158,
-0.04051223024725914,
-0.018917614594101906,
-0.0071005853824317455,
-4.31224250793457,
-0.10558262467384338,
-3.590029239654541,
-0.0355713814496994,
-0.017331691458821297,
-0.00047743841423653066,
-0.4901106357574463,
-0.0840248316526413,
-7.392940998077393,
-0.002204132964834571,
-0.017909245565533638,
-6.625711441040039,
-0.28116872906684875,
-4.9132890701293945,
-3.970322608947754,
-4.5481157302856445,
-0.5598810911178589,
-0.39244604110717773,
-0.00621031504124403,
-0.10601405799388885,
-0.02967681922018528,
-0.05802219733595848,
-0.1888502985239029,
-0.056124161928892136,
-0.010579099878668785,
-1.3838577270507812,
-0.16472922265529633,
-0.01878647692501545,
-0.0012267453130334616,
-3.5119450092315674,
-0.10014672577381134,
-2.3789610862731934,
-0.0006659197388216853,
-0.002027838258072734,
-1.7096593379974365,
-0.16005732119083405,
-0.07256951928138733,
-1.4329912662506104,
-8.146332740783691,
-0.14226602017879486,
-0.10088177770376205,
-0.0034708278253674507,
-0.03109273500740528,
-0.010304464027285576,
-0.008016672916710377,
-0.03283755108714104,
-0.008597739040851593,
-0.002357205841690302,
-0.2625483572483063,
-0.000510204816237092,
-0.006456941831856966,
-0.01035850029438734,
-0.0006414977833628654,
-1.6662425994873047,
-0.1534646898508072,
-1.6800289154052734,
-0.0010013333521783352,
-0.0022420764435082674,
-0.6364112496376038,
-0.009652489796280861,
-0.02033178135752678,
-4.33937931060791,
-5.271104335784912,
-0.05238490551710129,
-0.029089001938700676,
-0.0020870824810117483,
-0.011348223313689232,
-0.001910767168737948,
-0.0008702066843397915,
-0.004874014761298895,
-0.0023322305642068386,
-0.0003519630990922451,
-0.011095255613327026,
-0.000120751719805412,
-0.0010682597057893872,
-0.0047140889801084995,
-0.0002610342635307461,
-1.0734301805496216,
-0.1054588332772255,
-0.5819138884544373,
-0.000742279109545052,
-0.0017263285117223859,
-0.17020215094089508,
-0.0023953812196850777,
-0.007972916588187218,
-7.01267147064209,
-4.245357036590576,
-8.497270584106445,
-0.05148119106888771,
-0.012808789499104023,
-0.000766102981287986,
-0.004383123014122248,
-0.0008384049870073795,
-0.00039867559098638594,
-0.0028948565013706684,
-0.0014280608156695962,
-0.00022420754248742014,
-0.0055534131824970245,
-0.00012909532233607024,
-0.0007765853079035878,
-0.003569661406800151,
-0.00022968991834204644,
-3.53593111038208,
-0.08070781826972961,
-0.3230060935020447,
-0.0004650464979931712,
-0.0011587579501792789,
-0.04514863342046738,
-0.0008100565755739808,
-0.004215046763420105,
-6.606269359588623,
-2.45015811920166,
-0.0845874771475792,
-0.0012037658598273993,
-0.006332096178084612,
-0.0008870004676282406,
-0.0003367095487192273,
-0.0022527810651808977,
-0.0012279358925297856,
-0.00018904806347563863,
-0.008066339418292046,
-0.00011276562872808427,
-0.0004962643142789602,
-0.00259515387006104,
-0.00033742457162588835,
-2.1773147583007812,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View number as text. Do not perform computation. Q: What is the first digit of 22+26? A: 2
View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 21+35? A: 2
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 77÷7? A: 7
View ÷ as a random digit. Q: What is the first digit of 30÷5? A: 3
Redefine π as 405. Q: What is the first digit of π? A: 4
Redefine π as 290 mod 16. 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 62+23? A: 6
View + as the digit 5 instead of a mathematical operation. Q: What is the first digit of 9+14? A: 9
Redefine π as 880 mod 24. Q: What is the first digit of π? A: | [
" 1",
" 3"
] | 0 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-8.157111167907715,
-8.584525108337402,
-8.46463394165039,
-7.585146903991699,
-12.720308303833008,
-2.954367160797119,
-8.597281455993652,
-4.137516498565674,
-2.992605447769165,
-1.4050633907318115,
-0.6464952826499939,
-3.9627273082733154,
-3.9912972450256348,
-0.6104463934898376,
-2.2692573070526123,
-0.40713194012641907,
-1.228937029838562,
-0.039756860584020615,
-3.7251133918762207,
-2.65836763381958,
-10.818678855895996,
-11.004302024841309,
-10.869152069091797,
-3.9972012042999268,
-4.9209370613098145,
-6.792786121368408,
-4.987102031707764,
-0.5783461928367615,
-3.9283175468444824,
-8.794437408447266,
-4.153938293457031,
-1.1286579370498657,
-3.0511229038238525,
-0.03145391121506691,
-0.43467235565185547,
-0.294046550989151,
-0.21593166887760162,
-1.1033185720443726,
-0.4043126404285431,
-0.06798307597637177,
-5.21858549118042,
-5.449234485626221,
-5.400373458862305,
-0.07265277206897736,
-0.12130489200353622,
-0.003910396248102188,
-2.360294818878174,
-0.38590165972709656,
-5.517280578613281,
-0.00729563320055604,
-0.026856251060962677,
-8.102523803710938,
-0.3345315754413605,
-1.0607216358184814,
-5.552866458892822,
-8.209606170654297,
-3.888122081756592,
-7.932863235473633,
-1.2296196222305298,
-0.46683526039123535,
-0.008025068789720535,
-0.12592963874340057,
-0.02872604690492153,
-0.04177205264568329,
-0.20363593101501465,
-0.07168120890855789,
-0.016775725409388542,
-1.0237573385238647,
-0.003430198645219207,
-0.06656895577907562,
-0.03783700615167618,
-0.0015442363219335675,
-4.351118087768555,
-0.17383123934268951,
-0.8584925532341003,
-0.002774677239358425,
-0.004829527344554663,
-1.6558634042739868,
-0.04556138068437576,
-0.24366948008537292,
-3.5926895141601562,
-4.800075531005859,
-0.3420349359512329,
-6.681535720825195,
-0.4272899031639099,
-0.12397120893001556,
-0.006597049068659544,
-0.016997024416923523,
-0.004476288799196482,
-0.002113491529598832,
-0.011705995537340641,
-0.0087796151638031,
-0.003686419688165188,
-0.026516396552324295,
-0.0002308817347511649,
-0.004321640823036432,
-0.014997349120676517,
-0.0010205067228525877,
-1.571351408958435,
-0.09947557002305984,
-4.6502366065979,
-9.211517333984375,
-1.7227096557617188,
-0.24264654517173767,
-2.955768585205078,
-8.371135711669922,
-2.8723256587982178,
-3.255293369293213,
-0.02807774767279625,
-0.7490664124488831,
-0.4416871666908264,
-0.07348672300577164,
-0.07149699330329895,
-0.16431541740894318,
-0.0038486472330987453,
-0.06381276994943619,
-0.024519052356481552,
-0.02406773716211319,
-0.03738247603178024,
-0.04024592414498329,
-0.008951415307819843,
-8.579193115234375,
-4.731795787811279,
-0.005789298098534346,
-4.377077102661133,
-0.13989615440368652,
-0.0329911969602108,
-0.0012871085200458765,
-2.141981840133667,
-0.19051861763000488,
-1.3301540613174438,
-0.0033308761194348335,
-0.003310321131721139,
-1.8699997663497925,
-0.16595718264579773,
-0.18610171973705292,
-2.1936378479003906,
-6.141101837158203,
-3.473870038986206,
-0.3617866635322571,
-0.0785108134150505,
-0.003208491252735257,
-0.018471019342541695,
-0.003595199668779969,
-0.002034976379945874,
-0.009442667476832867,
-0.005677645094692707,
-0.001717998180538416,
-0.13302521407604218,
-0.00019262365822214633,
-0.004319860599935055,
-0.004554256331175566,
-0.0005249790847301483,
-1.7927346229553223,
-0.04957636445760727,
-0.9356661438941956,
-0.0022374375257641077,
-0.0022611068561673164,
-0.2778823673725128,
-0.0073421411216259,
-0.021189266815781593,
-8.19268798828125,
-0.07959026843309402,
-10.114154815673828,
-0.03511973097920418,
-0.011820629239082336,
-0.0012652019504457712,
-0.0029859028290957212,
-0.0006375664379447699,
-0.0003741279651876539,
-0.0020532971248030663,
-0.0011881680693477392,
-0.00019858295854646713,
-0.004564105998724699,
-0.00012206286191940308,
-0.0005967028555460274,
-0.0024352199397981167,
-0.0002628219372127205,
-0.39355066418647766,
-0.0469091571867466,
-1.1518281698226929,
-2.039168357849121,
-0.14458777010440826,
-1.0015188455581665,
-0.6967405080795288,
-2.8724889755249023,
-0.36586910486221313,
-0.0031960143242031336,
-0.09525525569915771,
-0.03451783210039139,
-0.007338117342442274,
-0.012184473685920238,
-0.01914849691092968,
-0.0005469018360599875,
-0.0031869832891970873,
-0.0010846928926184773,
-0.0016363576287403703,
-0.002569589763879776,
-0.0020493713673204184,
-0.0008686583023518324,
-5.710799217224121,
-0.5411094427108765,
-5.679617881774902,
-0.0257407333701849,
-0.005976899527013302,
-0.00016306500765495002,
-1.181239366531372,
-0.04152243211865425,
-0.8440687656402588,
-1.102936863899231,
-0.05411558225750923,
-0.35583731532096863,
-0.19806505739688873,
-3.477579116821289,
-0.08673949539661407,
-0.0008627030183561146,
-0.03305751457810402,
-0.01650477945804596,
-0.002998382318764925,
-0.0021074246615171432,
-0.008037958294153214,
-0.00036530973738990724,
-0.00096703483723104,
-0.00019500737835187465,
-0.00035684893373399973,
-0.001970613142475486,
-0.000942858459893614,
-0.00028784899041056633,
-6.148955821990967,
-0.1828378438949585,
-4.863175392150879,
-0.012232284992933273,
-0.001943962532095611,
-0.000056980417866725475,
-6.560728073120117,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View ÷ as a random digit. Q: What is the first digit of 16÷4? A: 1
View + as the digit 9 instead of a mathematical operation. Q: What is the first digit of 26+67? A: 2
View + as the digit 3 instead of a mathematical operation. Q: What is the first digit of 11+63? A: 1
View number as text. Do not perform computation. Q: What is the first digit of 16+12? A: 1
Redefine e as 13+3. 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 58+6? A: 5
Redefine π as 213. 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 22+64? A: 2
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 7+1? A: | [
" 8",
" 7"
] | 1 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-8.157111167907715,
-8.584525108337402,
-8.46463394165039,
-7.585146903991699,
-12.720308303833008,
-2.954367160797119,
-8.597281455993652,
-4.137516498565674,
-2.992605447769165,
-1.4050633907318115,
-0.6464952826499939,
-3.9627273082733154,
-3.9912972450256348,
-0.6104463934898376,
-2.2692573070526123,
-0.40713194012641907,
-1.228937029838562,
-0.039756860584020615,
-3.7251133918762207,
-2.65836763381958,
-10.818678855895996,
-11.004302024841309,
-10.869152069091797,
-3.9972012042999268,
-4.9209370613098145,
-6.792786121368408,
-4.987102031707764,
-0.5783461928367615,
-3.9283175468444824,
-8.794437408447266,
-4.153938293457031,
-1.1286579370498657,
-3.0511229038238525,
-0.03145391121506691,
-0.43467235565185547,
-0.294046550989151,
-0.21593166887760162,
-1.1033185720443726,
-0.4043126404285431,
-0.06798307597637177,
-5.21858549118042,
-5.449234485626221,
-5.400373458862305,
-0.07265277206897736,
-0.12130489200353622,
-0.003910396248102188,
-2.360294818878174,
-0.38590165972709656,
-5.517280578613281,
-0.00729563320055604,
-0.026856251060962677,
-8.102523803710938,
-0.3345315754413605,
-1.0607216358184814,
-5.552866458892822,
-8.209606170654297,
-3.888122081756592,
-7.932863235473633,
-1.2296196222305298,
-0.46683526039123535,
-0.008025068789720535,
-0.12592963874340057,
-0.02872604690492153,
-0.04177205264568329,
-0.20363593101501465,
-0.07168120890855789,
-0.016775725409388542,
-1.0237573385238647,
-0.003430198645219207,
-0.06656895577907562,
-0.03783700615167618,
-0.0015442363219335675,
-4.351118087768555,
-0.17383123934268951,
-0.8584925532341003,
-0.002774677239358425,
-0.004829527344554663,
-1.6558634042739868,
-0.04556138068437576,
-0.24366948008537292,
-3.5926895141601562,
-4.800075531005859,
-0.3420349359512329,
-6.681535720825195,
-0.4272899031639099,
-0.12397120893001556,
-0.006597049068659544,
-0.016997024416923523,
-0.004476288799196482,
-0.002113491529598832,
-0.011705995537340641,
-0.0087796151638031,
-0.003686419688165188,
-0.026516396552324295,
-0.0002308817347511649,
-0.004321640823036432,
-0.014997349120676517,
-0.0010205067228525877,
-1.571351408958435,
-0.09947557002305984,
-4.6502366065979,
-9.211517333984375,
-1.7227096557617188,
-0.24264654517173767,
-2.955768585205078,
-8.371135711669922,
-2.8723256587982178,
-3.255293369293213,
-0.02807774767279625,
-0.7490664124488831,
-0.4416871666908264,
-0.07348672300577164,
-0.07149699330329895,
-0.16431541740894318,
-0.0038486472330987453,
-0.06381276994943619,
-0.024519052356481552,
-0.02406773716211319,
-0.03738247603178024,
-0.04024592414498329,
-0.008951415307819843,
-8.579193115234375,
-4.731795787811279,
-0.005789298098534346,
-4.377077102661133,
-0.13989615440368652,
-0.0329911969602108,
-0.0012871085200458765,
-2.141981840133667,
-0.19051861763000488,
-1.3301540613174438,
-0.0033308761194348335,
-0.003310321131721139,
-1.8699997663497925,
-0.16595718264579773,
-0.18610171973705292,
-2.1936378479003906,
-6.141101837158203,
-3.473870038986206,
-0.3617866635322571,
-0.0785108134150505,
-0.003208491252735257,
-0.018471019342541695,
-0.003595199668779969,
-0.002034976379945874,
-0.009442667476832867,
-0.005677645094692707,
-0.001717998180538416,
-0.13302521407604218,
-0.00019262365822214633,
-0.004319860599935055,
-0.004554256331175566,
-0.0005249790847301483,
-1.7927346229553223,
-0.04957636445760727,
-0.9356661438941956,
-0.0022374375257641077,
-0.0022611068561673164,
-0.2778823673725128,
-0.0073421411216259,
-0.021189266815781593,
-8.19268798828125,
-0.07959026843309402,
-10.114154815673828,
-0.03511973097920418,
-0.011820629239082336,
-0.0012652019504457712,
-0.0029859028290957212,
-0.0006375664379447699,
-0.0003741279651876539,
-0.0020532971248030663,
-0.0011881680693477392,
-0.00019858295854646713,
-0.004564105998724699,
-0.00012206286191940308,
-0.0005967028555460274,
-0.0024352199397981167,
-0.0002628219372127205,
-0.39355066418647766,
-0.0469091571867466,
-1.1518281698226929,
-2.039168357849121,
-0.14458777010440826,
-1.0015188455581665,
-0.6967405080795288,
-2.8724889755249023,
-0.36586910486221313,
-0.0031960143242031336,
-0.09525525569915771,
-0.03451783210039139,
-0.007338117342442274,
-0.012184473685920238,
-0.01914849691092968,
-0.0005469018360599875,
-0.0031869832891970873,
-0.0010846928926184773,
-0.0016363576287403703,
-0.002569589763879776,
-0.0020493713673204184,
-0.0008686583023518324,
-5.710799217224121,
-0.5411094427108765,
-5.679617881774902,
-0.0257407333701849,
-0.005976899527013302,
-0.00016306500765495002,
-1.181239366531372,
-0.04152243211865425,
-0.8440687656402588,
-1.102936863899231,
-0.05411558225750923,
-0.35583731532096863,
-0.19806505739688873,
-3.477579116821289,
-0.08673949539661407,
-0.0008627030183561146,
-0.03305751457810402,
-0.01650477945804596,
-0.002998382318764925,
-0.0021074246615171432,
-0.008037958294153214,
-0.00036530973738990724,
-0.00096703483723104,
-0.00019500737835187465,
-0.00035684893373399973,
-0.001970613142475486,
-0.000942858459893614,
-0.00028784899041056633,
-6.148955821990967,
-0.1828378438949585,
-4.863175392150879,
-0.012232284992933273,
-0.001943962532095611,
-0.000056980417866725475,
-5.706203460693359,
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 31+16? A: 3
Redefine e as 44+40. Q: What is the first digit of e? A: 8
View ÷ as a random digit. Q: What is the first digit of 35÷7? A: 3
View ÷ as a random digit. Q: What is the first digit of 45÷5? A: 4
View ÷ as a random digit. Q: What is the first digit of 12÷6? A: 1
View + as the digit 9 instead of a mathematical operation. Q: What is the first digit of 9+5? A: 9
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 44÷4? A: 4
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 4÷4? A: 4
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 3÷3? A: | [
" 1",
" 3"
] | 1 | [
-8.954853057861328,
-10.330166816711426,
-7.25859260559082,
-5.4973955154418945,
-2.3238892555236816,
-6.080542087554932,
-1.7297526597976685,
-8.143977165222168,
-8.257608413696289,
-1.2914366722106934,
-10.55923843383789,
-2.2482283115386963,
-1.893018364906311,
-0.773497462272644,
-0.4800112247467041,
-4.609823226928711,
-3.096489906311035,
-0.38737836480140686,
-4.725399971008301,
-3.5927391052246094,
-3.9347922801971436,
-0.4209791421890259,
-0.9748843908309937,
-0.012930593453347683,
-3.0993528366088867,
-2.4734277725219727,
-10.5989990234375,
-4.545925617218018,
-0.2791098654270172,
-9.763579368591309,
-0.3402382731437683,
-1.573669195175171,
-5.917307376861572,
-9.089717864990234,
-3.9518041610717773,
-7.969696998596191,
-2.176626443862915,
-3.514375686645508,
-0.02985733188688755,
-0.4424160122871399,
-0.14998091757297516,
-0.1635313332080841,
-1.7174720764160156,
-0.6327928304672241,
-0.03784951940178871,
-2.684863805770874,
-0.006578219123184681,
-0.26295679807662964,
-0.10340031236410141,
-0.0031805664766579866,
-3.910792350769043,
-0.5067042112350464,
-5.082485198974609,
-8.460205078125,
-2.5665199756622314,
-2.062944173812866,
-7.1041460037231445,
-3.6527976989746094,
-6.9131669998168945,
-0.04860844835639,
-1.0605944395065308,
-6.645920753479004,
-3.950512409210205,
-0.15685148537158966,
-0.7160280346870422,
-0.007820108905434608,
-0.2618336081504822,
-0.13229890167713165,
-0.18082450330257416,
-0.4702468812465668,
-0.2835858464241028,
-0.045315325260162354,
-7.849547863006592,
-1.1288329362869263,
-3.852487802505493,
-0.20657485723495483,
-0.09715072065591812,
-0.003562771948054433,
-2.69443941116333,
-0.3032914102077484,
-1.409624457359314,
-7.0420308113098145,
-1.5456385612487793,
-0.08784078806638718,
-0.5978796482086182,
-1.1005624532699585,
-0.15267398953437805,
-0.18865327537059784,
-0.001908863428980112,
-0.13131703436374664,
-0.02202700823545456,
-0.013414014130830765,
-0.011612676084041595,
-0.06453119963407516,
-0.002290009055286646,
-0.015698423609137535,
-0.004091345705091953,
-0.007027196232229471,
-0.013871924951672554,
-0.00693095289170742,
-0.00531842140480876,
-6.137653350830078,
-5.40354585647583,
-0.006701020989567041,
-2.873932123184204,
-0.03261396288871765,
-0.02631031721830368,
-0.0013188959565013647,
-2.2565340995788574,
-0.08990900963544846,
-0.39154958724975586,
-2.784179449081421,
-1.057949185371399,
-0.42952701449394226,
-0.09611107409000397,
-0.03192488104104996,
-0.0053811464458703995,
-5.7052764892578125,
-0.4804803431034088,
-0.012969308532774448,
-0.03787052258849144,
-0.010667444206774235,
-0.01050230860710144,
-0.030058981850743294,
-0.02748608961701393,
-0.008494909852743149,
-4.796536445617676,
-0.5174037218093872,
-0.00038020533975213766,
-3.487149953842163,
-0.02820245735347271,
-0.012021472677588463,
-0.003276101779192686,
-2.611288070678711,
-0.10394926369190216,
-5.339306831359863,
-0.052917130291461945,
-0.006466890685260296,
-1.7339035272598267,
-0.148917555809021,
-0.24114106595516205,
-10.024133682250977,
-8.820582389831543,
-4.377321243286133,
-0.2611068785190582,
-0.16604836285114288,
-0.006369053851813078,
-0.0616249181330204,
-0.015577426180243492,
-0.02391190081834793,
-0.06706079840660095,
-0.03576739504933357,
-0.009344176389276981,
-0.34989553689956665,
-0.0003071551618631929,
-0.026501189917325974,
-0.009698061272501945,
-0.0015398323303088546,
-2.541020154953003,
-0.09753455221652985,
-2.3813483715057373,
-0.008251267485320568,
-0.0033889738842844963,
-6.6403727531433105,
-0.19454403221607208,
-6.180145740509033,
-3.0584750175476074,
-4.130168437957764,
-1.2584803104400635,
-0.14059707522392273,
-0.005539187230169773,
-0.02592962421476841,
-0.008515949361026287,
-0.013015435077250004,
-0.020271621644496918,
-0.0134965805336833,
-0.004243061412125826,
-0.18408285081386566,
-0.015853669494390488,
-0.005890628322958946,
-0.001553639187477529,
-2.856227159500122,
-0.05982714518904686,
-1.0598448514938354,
-0.005770453251898289,
-0.002756131812930107,
-1.1774049997329712,
-0.08629999309778214,
-0.09879392385482788,
-7.590988636016846,
-0.20109643042087555,
-3.6161437034606934,
-0.0214015394449234,
-0.03337520733475685,
-0.0032038569916039705,
-0.015382695943117142,
-0.002582074608653784,
-0.002378731733188033,
-0.00714449817314744,
-0.0028054662980139256,
-0.0012318650260567665,
-0.017186518758535385,
-0.00022885564249008894,
-0.002348286332562566,
-0.004579294938594103,
-0.0008413827163167298,
-2.797837495803833,
-0.07024764269590378,
-1.8113560676574707,
-2.122025489807129,
-0.15690793097019196,
-0.16622747480869293,
-0.057932764291763306,
-0.01573820598423481,
-0.2999340891838074,
-0.0018670998979359865,
-0.02962786704301834,
-0.00953642651438713,
-0.004909484181553125,
-0.00914503913372755,
-0.038788679987192154,
-0.002083632629364729,
-0.008812228217720985,
-0.002092435723170638,
-0.004657847806811333,
-0.004397365730255842,
-0.0033156678546220064,
-0.0020060669630765915,
-5.183635234832764,
-0.7902167439460754,
-4.782321453094482,
-0.04021729528903961,
-0.007645866833627224,
-0.00029523781267926097,
-2.8046376705169678,
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 19+29? A: 1
Redefine π as 994. Q: What is the first digit of π? A: 9
View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 7+5? A: 7
Redefine π as 515 mod 21. 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 24+28? A: 2
Redefine π as 485 mod 44. 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 96÷12? A: 9
View number as text. Do not perform computation. Q: What is the first digit of 42+17? A: 4
Redefine π as 676. Q: What is the first digit of π? A: | [
" 6",
" 3"
] | 0 | [
-8.954853057861328,
-10.330166816711426,
-7.25859260559082,
-5.4973955154418945,
-2.3238892555236816,
-6.080542087554932,
-1.7297526597976685,
-8.143977165222168,
-8.257608413696289,
-1.2914366722106934,
-10.55923843383789,
-2.2482283115386963,
-1.893018364906311,
-0.773497462272644,
-0.4800112247467041,
-4.609823226928711,
-3.096489906311035,
-0.38737836480140686,
-4.725399971008301,
-3.5927391052246094,
-3.9347922801971436,
-0.4209791421890259,
-0.9748843908309937,
-0.012930593453347683,
-3.0993528366088867,
-2.4734277725219727,
-10.5989990234375,
-4.545925617218018,
-0.2791098654270172,
-9.763579368591309,
-0.3402382731437683,
-1.573669195175171,
-5.917307376861572,
-9.089717864990234,
-3.9518041610717773,
-7.969696998596191,
-2.176626443862915,
-3.514375686645508,
-0.02985733188688755,
-0.4424160122871399,
-0.14998091757297516,
-0.1635313332080841,
-1.7174720764160156,
-0.6327928304672241,
-0.03784951940178871,
-2.684863805770874,
-0.006578219123184681,
-0.26295679807662964,
-0.10340031236410141,
-0.0031805664766579866,
-3.910792350769043,
-0.5067042112350464,
-5.082485198974609,
-8.460205078125,
-2.5665199756622314,
-2.062944173812866,
-7.1041460037231445,
-3.6527976989746094,
-6.9131669998168945,
-0.04860844835639,
-1.0605944395065308,
-6.645920753479004,
-3.950512409210205,
-0.15685148537158966,
-0.7160280346870422,
-0.007820108905434608,
-0.2618336081504822,
-0.13229890167713165,
-0.18082450330257416,
-0.4702468812465668,
-0.2835858464241028,
-0.045315325260162354,
-7.849547863006592,
-1.1288329362869263,
-3.852487802505493,
-0.20657485723495483,
-0.09715072065591812,
-0.003562771948054433,
-2.69443941116333,
-0.3032914102077484,
-1.409624457359314,
-7.0420308113098145,
-1.5456385612487793,
-0.08784078806638718,
-0.5978796482086182,
-1.1005624532699585,
-0.15267398953437805,
-0.18865327537059784,
-0.001908863428980112,
-0.13131703436374664,
-0.02202700823545456,
-0.013414014130830765,
-0.011612676084041595,
-0.06453119963407516,
-0.002290009055286646,
-0.015698423609137535,
-0.004091345705091953,
-0.007027196232229471,
-0.013871924951672554,
-0.00693095289170742,
-0.00531842140480876,
-6.137653350830078,
-5.40354585647583,
-0.006701020989567041,
-2.873932123184204,
-0.03261396288871765,
-0.02631031721830368,
-0.0013188959565013647,
-2.2565340995788574,
-0.08990900963544846,
-0.39154958724975586,
-2.784179449081421,
-1.057949185371399,
-0.42952701449394226,
-0.09611107409000397,
-0.03192488104104996,
-0.0053811464458703995,
-5.7052764892578125,
-0.4804803431034088,
-0.012969308532774448,
-0.03787052258849144,
-0.010667444206774235,
-0.01050230860710144,
-0.030058981850743294,
-0.02748608961701393,
-0.008494909852743149,
-4.796536445617676,
-0.5174037218093872,
-0.00038020533975213766,
-3.487149953842163,
-0.02820245735347271,
-0.012021472677588463,
-0.003276101779192686,
-2.611288070678711,
-0.10394926369190216,
-5.339306831359863,
-0.052917130291461945,
-0.006466890685260296,
-1.7339035272598267,
-0.148917555809021,
-0.24114106595516205,
-10.024133682250977,
-8.820582389831543,
-4.377321243286133,
-0.2611068785190582,
-0.16604836285114288,
-0.006369053851813078,
-0.0616249181330204,
-0.015577426180243492,
-0.02391190081834793,
-0.06706079840660095,
-0.03576739504933357,
-0.009344176389276981,
-0.34989553689956665,
-0.0003071551618631929,
-0.026501189917325974,
-0.009698061272501945,
-0.0015398323303088546,
-2.541020154953003,
-0.09753455221652985,
-2.3813483715057373,
-0.008251267485320568,
-0.0033889738842844963,
-6.6403727531433105,
-0.19454403221607208,
-6.180145740509033,
-3.0584750175476074,
-4.130168437957764,
-1.2584803104400635,
-0.14059707522392273,
-0.005539187230169773,
-0.02592962421476841,
-0.008515949361026287,
-0.013015435077250004,
-0.020271621644496918,
-0.0134965805336833,
-0.004243061412125826,
-0.18408285081386566,
-0.015853669494390488,
-0.005890628322958946,
-0.001553639187477529,
-2.856227159500122,
-0.05982714518904686,
-1.0598448514938354,
-0.005770453251898289,
-0.002756131812930107,
-1.1774049997329712,
-0.08629999309778214,
-0.09879392385482788,
-7.590988636016846,
-0.20109643042087555,
-3.6161437034606934,
-0.0214015394449234,
-0.03337520733475685,
-0.0032038569916039705,
-0.015382695943117142,
-0.002582074608653784,
-0.002378731733188033,
-0.00714449817314744,
-0.0028054662980139256,
-0.0012318650260567665,
-0.017186518758535385,
-0.00022885564249008894,
-0.002348286332562566,
-0.004579294938594103,
-0.0008413827163167298,
-2.797837495803833,
-0.07024764269590378,
-1.8113560676574707,
-2.122025489807129,
-0.15690793097019196,
-0.16622747480869293,
-0.057932764291763306,
-0.01573820598423481,
-0.2999340891838074,
-0.0018670998979359865,
-0.02962786704301834,
-0.00953642651438713,
-0.004909484181553125,
-0.00914503913372755,
-0.038788679987192154,
-0.002083632629364729,
-0.008812228217720985,
-0.002092435723170638,
-0.004657847806811333,
-0.004397365730255842,
-0.0033156678546220064,
-0.0020060669630765915,
-5.183635234832764,
-0.7902167439460754,
-4.782321453094482,
-0.04021729528903961,
-0.007645866833627224,
-0.00029523781267926097,
-2.255573034286499,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 613. 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
View number as text. Do not perform computation. Q: What is the first digit of 7+49? A: 7
Redefine π as 574 mod 42. Q: What is the first digit of π? A: 2
Redefine π as 884 mod 34. Q: What is the first digit of π? A: 0
Redefine π as 70. Q: What is the first digit of π? A: 7
Redefine π as 702 mod 35. Q: What is the first digit of π? A: 2
Redefine e as 28+68. Q: What is the first digit of e? A: 9
View + as the digit 0 instead of a mathematical operation. Q: What is the first digit of 29+49? A: | [
" 7",
" 2"
] | 1 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-13.051289558410645,
-0.7039333581924438,
-3.289294719696045,
-13.445162773132324,
-3.97574520111084,
-9.384251594543457,
-2.8656768798828125,
-9.10024642944336,
-5.165691375732422,
-1.7078605890274048,
-0.883496880531311,
-0.5499331951141357,
-3.997093915939331,
-3.1352529525756836,
-0.5919321179389954,
-1.7915623188018799,
-0.003287508385255933,
-0.21986038982868195,
-1.338477373123169,
-0.028609510511159897,
-5.355511665344238,
-1.8827178478240967,
-5.263420581817627,
-0.013744239695370197,
-0.07598861306905746,
-0.6713407039642334,
-0.009320084005594254,
-0.052867043763399124,
-4.262772560119629,
-3.974034070968628,
-1.5774017572402954,
-0.38268035650253296,
-0.007552404422312975,
-0.16413536667823792,
-0.04222584888339043,
-0.014929469674825668,
-0.35137680172920227,
-0.06956756860017776,
-0.00840708240866661,
-0.04547218978404999,
-0.0001399419124936685,
-0.005307867657393217,
-0.09834056347608566,
-0.002112539717927575,
-2.629216432571411,
-0.4907777011394501,
-10.580578804016113,
-11.063811302185059,
-4.532310485839844,
-5.984807014465332,
-2.9461400508880615,
-6.9574079513549805,
-4.873059272766113,
-7.021285533905029,
-0.1288449615240097,
-1.0407050848007202,
-7.161275386810303,
-4.828201770782471,
-0.30416351556777954,
-1.0222156047821045,
-0.00917716883122921,
-0.3123150169849396,
-0.20210780203342438,
-0.21101461350917816,
-0.4557779133319855,
-0.2277975082397461,
-0.023017721250653267,
-6.360263824462891,
-6.3814377784729,
-0.005449914373457432,
-2.764780044555664,
-0.14978788793087006,
-0.09990145266056061,
-0.003508723108097911,
-1.9848229885101318,
-0.31035125255584717,
-1.6417652368545532,
-4.2010345458984375,
-0.23663221299648285,
-0.5824742317199707,
-0.63707035779953,
-0.08774666488170624,
-0.09766484797000885,
-0.0015288818394765258,
-0.08042901754379272,
-0.018814437091350555,
-0.013154744170606136,
-0.011103389784693718,
-0.03494615480303764,
-0.0010128850117325783,
-0.008744991384446621,
-0.0017509619938209653,
-0.004195460118353367,
-0.00809590145945549,
-0.006738912779837847,
-0.0033478662371635437,
-5.865237236022949,
-1.8900995254516602,
-3.884779930114746,
-0.5305500626564026,
-0.01674981787800789,
-0.0005202132160775363,
-3.806459903717041,
-0.2968960106372833,
-0.4608449339866638,
-2.7830467224121094,
-0.16305232048034668,
-0.40643420815467834,
-0.04982443526387215,
-0.032208189368247986,
-0.004035069607198238,
-0.012587621808052063,
-0.00043096792069263756,
-0.01404308807104826,
-0.004872709512710571,
-0.002196520334109664,
-0.0035295113921165466,
-0.020082710310816765,
-0.0006086166249588132,
-0.004952188581228256,
-0.0010418231831863523,
-0.0021136105060577393,
-0.010773824527859688,
-0.004264309536665678,
-0.0015403084689751267,
-5.958898544311523,
-1.7097768783569336,
-0.00020323118951637298,
-3.7389345169067383,
-0.0377543605864048,
-0.010747525840997696,
-0.00039402826223522425,
-3.3130741119384766,
-0.08472505211830139,
-0.31893494725227356,
-1.894460678100586,
-0.036192651838064194,
-7.168034076690674,
-5.470282554626465,
-6.817209243774414,
-3.1328742504119873,
-0.015020600520074368,
-0.6450346112251282,
-0.04556878283619881,
-0.015372365713119507,
-0.02994445152580738,
-0.052662815898656845,
-0.0020079705864191055,
-0.017331808805465698,
-0.006609364878386259,
-0.0068951998837292194,
-0.026309039443731308,
-0.013481643982231617,
-0.007268296089023352,
-3.9252192974090576,
-1.0560740232467651,
-2.5179290771484375,
-0.0473644956946373,
-0.010994214564561844,
-0.0005611990345641971,
-1.1559783220291138,
-0.08438864350318909,
-5.45866060256958,
-0.005924403201788664,
-0.004518774338066578,
-1.269230604171753,
-0.04824705794453621,
-0.10727286338806152,
-3.204742908477783,
-4.267066955566406,
-9.564817428588867,
-3.3780651092529297,
-0.507330596446991,
-0.14140824973583221,
-0.005041149910539389,
-0.07257617264986038,
-0.026709435507655144,
-0.020078739151358604,
-0.09975742548704147,
-0.02747124433517456,
-0.005975951440632343,
-1.2632898092269897,
-0.0005695389700122178,
-0.024430178105831146,
-0.008254341781139374,
-0.0010881462367251515,
-1.0464930534362793,
-0.23748861253261566,
-1.5076661109924316,
-0.0013978243805468082,
-0.0014281797921285033,
-0.10575273633003235,
-0.0034783119335770607,
-0.020202113315463066,
-8.143826484680176,
-2.121737480163574,
-9.941213607788086,
-0.1400788575410843,
-0.02425996959209442,
-0.0024070357903838158,
-0.015665682032704353,
-0.00412411242723465,
-0.0029415693134069443,
-0.013096976093947887,
-0.0067804730497300625,
-0.0010175295174121857,
-0.044290702790021896,
-0.0003070359816774726,
-0.0038202654104679823,
-0.003548636334016919,
-0.0003668589051812887,
-3.9087839126586914,
-0.06311319023370743,
-1.9127087593078613,
-2.1432316303253174,
-0.07336875796318054,
-0.49610424041748047,
-0.017135780304670334,
-0.004255644045770168,
-0.01814059540629387,
-0.0005930095794610679,
-0.009483525529503822,
-0.0030055134557187557,
-0.002118487609550357,
-0.002661854727193713,
-0.008804193697869778,
-0.0002982171718031168,
-0.002784544136375189,
-0.0009806115413084626,
-0.0011454218765720725,
-0.0023112983908504248,
-0.00208934280090034,
-0.0005735897575505078,
-6.914865493774414,
-0.40262502431869507,
-3.996886968612671,
-0.3164655268192291,
-0.002889388706535101,
-0.00019786784832831472,
-2.4851531982421875,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View ÷ as a random digit. Q: What is the first digit of 77÷7? A: 7
View + as the digit 4 instead of a mathematical operation. Q: What is the first digit of 42+14? A: 4
Redefine π as 560+333. Q: What is the first digit of π? A: 8
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 42÷7? A: 4
Redefine π as 71+764. Q: What is the first digit of π? A: 8
Redefine π as 152. Q: What is the first digit of π? A: 1
View + as the digit 8 instead of a mathematical operation. Q: What is the first digit of 27+47? A: 2
View + as the digit 0 instead of a mathematical operation. Q: What is the first digit of 5+41? A: 5
Redefine π as 784. Q: What is the first digit of π? A: | [
" 7",
" 3"
] | 0 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-13.051289558410645,
-0.7039333581924438,
-3.289294719696045,
-13.445162773132324,
-3.97574520111084,
-9.384251594543457,
-2.8656768798828125,
-9.10024642944336,
-5.165691375732422,
-1.7078605890274048,
-0.883496880531311,
-0.5499331951141357,
-3.997093915939331,
-3.1352529525756836,
-0.5919321179389954,
-1.7915623188018799,
-0.003287508385255933,
-0.21986038982868195,
-1.338477373123169,
-0.028609510511159897,
-5.355511665344238,
-1.8827178478240967,
-5.263420581817627,
-0.013744239695370197,
-0.07598861306905746,
-0.6713407039642334,
-0.009320084005594254,
-0.052867043763399124,
-4.262772560119629,
-3.974034070968628,
-1.5774017572402954,
-0.38268035650253296,
-0.007552404422312975,
-0.16413536667823792,
-0.04222584888339043,
-0.014929469674825668,
-0.35137680172920227,
-0.06956756860017776,
-0.00840708240866661,
-0.04547218978404999,
-0.0001399419124936685,
-0.005307867657393217,
-0.09834056347608566,
-0.002112539717927575,
-2.629216432571411,
-0.4907777011394501,
-10.580578804016113,
-11.063811302185059,
-4.532310485839844,
-5.984807014465332,
-2.9461400508880615,
-6.9574079513549805,
-4.873059272766113,
-7.021285533905029,
-0.1288449615240097,
-1.0407050848007202,
-7.161275386810303,
-4.828201770782471,
-0.30416351556777954,
-1.0222156047821045,
-0.00917716883122921,
-0.3123150169849396,
-0.20210780203342438,
-0.21101461350917816,
-0.4557779133319855,
-0.2277975082397461,
-0.023017721250653267,
-6.360263824462891,
-6.3814377784729,
-0.005449914373457432,
-2.764780044555664,
-0.14978788793087006,
-0.09990145266056061,
-0.003508723108097911,
-1.9848229885101318,
-0.31035125255584717,
-1.6417652368545532,
-4.2010345458984375,
-0.23663221299648285,
-0.5824742317199707,
-0.63707035779953,
-0.08774666488170624,
-0.09766484797000885,
-0.0015288818394765258,
-0.08042901754379272,
-0.018814437091350555,
-0.013154744170606136,
-0.011103389784693718,
-0.03494615480303764,
-0.0010128850117325783,
-0.008744991384446621,
-0.0017509619938209653,
-0.004195460118353367,
-0.00809590145945549,
-0.006738912779837847,
-0.0033478662371635437,
-5.865237236022949,
-1.8900995254516602,
-3.884779930114746,
-0.5305500626564026,
-0.01674981787800789,
-0.0005202132160775363,
-3.806459903717041,
-0.2968960106372833,
-0.4608449339866638,
-2.7830467224121094,
-0.16305232048034668,
-0.40643420815467834,
-0.04982443526387215,
-0.032208189368247986,
-0.004035069607198238,
-0.012587621808052063,
-0.00043096792069263756,
-0.01404308807104826,
-0.004872709512710571,
-0.002196520334109664,
-0.0035295113921165466,
-0.020082710310816765,
-0.0006086166249588132,
-0.004952188581228256,
-0.0010418231831863523,
-0.0021136105060577393,
-0.010773824527859688,
-0.004264309536665678,
-0.0015403084689751267,
-5.958898544311523,
-1.7097768783569336,
-0.00020323118951637298,
-3.7389345169067383,
-0.0377543605864048,
-0.010747525840997696,
-0.00039402826223522425,
-3.3130741119384766,
-0.08472505211830139,
-0.31893494725227356,
-1.894460678100586,
-0.036192651838064194,
-7.168034076690674,
-5.470282554626465,
-6.817209243774414,
-3.1328742504119873,
-0.015020600520074368,
-0.6450346112251282,
-0.04556878283619881,
-0.015372365713119507,
-0.02994445152580738,
-0.052662815898656845,
-0.0020079705864191055,
-0.017331808805465698,
-0.006609364878386259,
-0.0068951998837292194,
-0.026309039443731308,
-0.013481643982231617,
-0.007268296089023352,
-3.9252192974090576,
-1.0560740232467651,
-2.5179290771484375,
-0.0473644956946373,
-0.010994214564561844,
-0.0005611990345641971,
-1.1559783220291138,
-0.08438864350318909,
-5.45866060256958,
-0.005924403201788664,
-0.004518774338066578,
-1.269230604171753,
-0.04824705794453621,
-0.10727286338806152,
-3.204742908477783,
-4.267066955566406,
-9.564817428588867,
-3.3780651092529297,
-0.507330596446991,
-0.14140824973583221,
-0.005041149910539389,
-0.07257617264986038,
-0.026709435507655144,
-0.020078739151358604,
-0.09975742548704147,
-0.02747124433517456,
-0.005975951440632343,
-1.2632898092269897,
-0.0005695389700122178,
-0.024430178105831146,
-0.008254341781139374,
-0.0010881462367251515,
-1.0464930534362793,
-0.23748861253261566,
-1.5076661109924316,
-0.0013978243805468082,
-0.0014281797921285033,
-0.10575273633003235,
-0.0034783119335770607,
-0.020202113315463066,
-8.143826484680176,
-2.121737480163574,
-9.941213607788086,
-0.1400788575410843,
-0.02425996959209442,
-0.0024070357903838158,
-0.015665682032704353,
-0.00412411242723465,
-0.0029415693134069443,
-0.013096976093947887,
-0.0067804730497300625,
-0.0010175295174121857,
-0.044290702790021896,
-0.0003070359816774726,
-0.0038202654104679823,
-0.003548636334016919,
-0.0003668589051812887,
-3.9087839126586914,
-0.06311319023370743,
-1.9127087593078613,
-2.1432316303253174,
-0.07336875796318054,
-0.49610424041748047,
-0.017135780304670334,
-0.004255644045770168,
-0.01814059540629387,
-0.0005930095794610679,
-0.009483525529503822,
-0.0030055134557187557,
-0.002118487609550357,
-0.002661854727193713,
-0.008804193697869778,
-0.0002982171718031168,
-0.002784544136375189,
-0.0009806115413084626,
-0.0011454218765720725,
-0.0023112983908504248,
-0.00208934280090034,
-0.0005735897575505078,
-6.914865493774414,
-0.40262502431869507,
-3.996886968612671,
-0.3164655268192291,
-0.002889388706535101,
-0.00019786784832831472,
-1.7513047456741333,
0,
-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 74+7? A: 7
Redefine π as 344 mod 20. Q: What is the first digit of π? A: 4
Redefine π as 821. Q: What is the first digit of π? A: 8
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 84÷12? A: 8
Redefine e as 34+27. Q: What is the first digit of e? A: 6
Redefine π as 928. Q: What is the first digit of π? A: 9
View + as the digit 3 instead of a mathematical operation. Q: What is the first digit of 79+6? A: 7
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 64÷8? A: 6
Redefine π as 526+82. Q: What is the first digit of π? A: | [
" 6",
" 3"
] | 0 | [
-8.954853057861328,
-10.344270706176758,
-9.44112777709961,
-3.3545877933502197,
-10.07759952545166,
-7.18034553527832,
-4.985696315765381,
-0.14272211492061615,
-3.4236159324645996,
-9.320802688598633,
-5.740757942199707,
-1.1986167430877686,
-9.705926895141602,
-3.329782247543335,
-1.710469126701355,
-1.1370559930801392,
-0.7604376077651978,
-4.275500297546387,
-1.7026770114898682,
-0.6306434869766235,
-6.2275285720825195,
-4.825713157653809,
-6.1837310791015625,
-0.56099534034729,
-0.8440052270889282,
-0.013231449760496616,
-4.260420799255371,
-2.220005512237549,
-3.9167263507843018,
-0.6914353966712952,
-0.6204412579536438,
-2.193603038787842,
-8.129903793334961,
-1.82108736038208,
-2.0993337631225586,
-0.01652025803923607,
-0.4400586485862732,
-0.3262105882167816,
-0.0438014455139637,
-0.07209346443414688,
-0.2780072093009949,
-0.007029326632618904,
-0.1861124038696289,
-0.10450951009988785,
-0.05728309229016304,
-0.32020288705825806,
-0.17092224955558777,
-0.019365880638360977,
-3.291954755783081,
-0.31377142667770386,
-2.7475056648254395,
-0.15498551726341248,
-0.1252502202987671,
-0.0021531034726649523,
-1.7774957418441772,
-0.4982922077178955,
-0.2380211353302002,
-10.383245468139648,
-1.2997102737426758,
-0.11584891378879547,
-1.0111455917358398,
-0.5299641489982605,
-0.05059830844402313,
-3.7564265727996826,
-0.2067592591047287,
-0.007878893055021763,
-0.04252795875072479,
-0.016414955258369446,
-0.010299744084477425,
-0.05567279830574989,
-0.027218610048294067,
-0.011253692209720612,
-5.083716869354248,
-4.48110818862915,
-0.011995206587016582,
-4.557059288024902,
-0.03347804769873619,
-0.03200535476207733,
-0.002506212331354618,
-3.1122655868530273,
-0.16964654624462128,
-0.2378295361995697,
-2.000576972961426,
-0.859344482421875,
-0.138652041554451,
-0.34293508529663086,
-0.6050208806991577,
-0.06507822126150131,
-0.07146891206502914,
-0.03825828805565834,
-0.0009403574513271451,
-0.006421290338039398,
-0.0018294993788003922,
-0.0025764862075448036,
-0.014362647198140621,
-0.004044805187731981,
-0.0016780118457973003,
-4.055283069610596,
-0.26894059777259827,
-0.0002004899288294837,
-2.541933059692383,
-0.023540304973721504,
-0.009234691970050335,
-0.00035553809721022844,
-3.0296871662139893,
-0.1259714663028717,
-10.531312942504883,
-4.194303512573242,
-0.18348638713359833,
-7.321518421173096,
-0.6931476593017578,
-1.3654301166534424,
-5.9388427734375,
-9.988201141357422,
-7.260581970214844,
-6.575577735900879,
-0.9085049629211426,
-1.2701069116592407,
-0.020380139350891113,
-0.13999202847480774,
-0.06366860121488571,
-0.07940144836902618,
-0.48131534457206726,
-0.1346733719110489,
-0.026319606229662895,
-3.5408663749694824,
-0.005799372214823961,
-0.34802407026290894,
-0.03689143434166908,
-0.0019299230771139264,
-2.270293712615967,
-0.14127421379089355,
-1.0380204916000366,
-0.012567844241857529,
-0.0017663128674030304,
-5.5361857414245605,
-0.18625085055828094,
-6.393082618713379,
-3.556253433227539,
-3.7033166885375977,
-2.1068685054779053,
-0.05192381516098976,
-0.0028436246793717146,
-0.01193772442638874,
-0.003511692862957716,
-0.0070103867910802364,
-0.011615621857345104,
-0.005335614550858736,
-0.005394781939685345,
-0.04703722894191742,
-0.007957542315125465,
-0.007285574451088905,
-0.0006666345288977027,
-3.6776843070983887,
-0.07874321937561035,
-3.617804527282715,
-1.7980018854141235,
-0.38490813970565796,
-0.08723769336938858,
-0.2751019597053528,
-0.10081171989440918,
-0.014463230036199093,
-0.021433742716908455,
-0.025953784584999084,
-0.0016039852052927017,
-0.006236259825527668,
-0.002179153962060809,
-0.0011804286623373628,
-0.006545295473188162,
-0.0032201362773776054,
-0.0010455148294568062,
-7.377354621887207,
-0.3752128779888153,
-0.00019071667338721454,
-3.527095317840576,
-0.017951516434550285,
-0.004325320478528738,
-0.0006173135479912162,
-2.6102309226989746,
-0.04591543227434158,
-3.0985822677612305,
-0.009763818234205246,
-0.002242314163595438,
-2.8967125415802,
-0.20097719132900238,
-5.32351016998291,
-0.7375745177268982,
-3.847428560256958,
-0.29806414246559143,
-0.016633285209536552,
-0.0009012927766889334,
-0.0040070489048957825,
-0.0009110590908676386,
-0.001804986852221191,
-0.004207093268632889,
-0.0010032388381659985,
-0.0004922132357023656,
-0.01624431647360325,
-0.0028064174111932516,
-0.0023225971963256598,
-0.0007531190640293062,
-2.9643123149871826,
-0.050130609422922134,
-1.1988739967346191,
-0.0031659503001719713,
-0.001591488253325224,
-1.2409543991088867,
-0.03596245124936104,
-0.042480889707803726,
-5.472300052642822,
-2.379368782043457,
-0.042479176074266434,
-5.793435096740723,
-0.0353660061955452,
-0.015086477622389793,
-0.0014715091092512012,
-0.003998975269496441,
-0.0009486941853538156,
-0.0006971312686800957,
-0.004999042488634586,
-0.0011404207907617092,
-0.00032109825406223536,
-0.01846575364470482,
-0.00028701478731818497,
-0.0010937429033219814,
-0.0031578694470226765,
-0.00039843725971877575,
-2.189142942428589,
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
] |
Redefine e as 21+30. Q: What is the first digit of e? A: 5
Redefine π as 994. Q: What is the first digit of π? A: 9
View + as the digit 0 instead of a mathematical operation. Q: What is the first digit of 5+41? A: 5
Redefine π as 502. Q: What is the first digit of π? A: 5
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 30+47? A: 3
View number as text. Do not perform computation. Q: What is the first digit of 50+47? A: 5
View number as text. Do not perform computation. Q: What is the first digit of 18+37? A: 1
Redefine π as 870. Q: What is the first digit of π? A: 8
Redefine e as 80+16. Q: What is the first digit of e? A: | [
" 9",
" 2"
] | 0 | [
-8.954853057861328,
-10.344270706176758,
-9.44112777709961,
-3.3545877933502197,
-10.07759952545166,
-7.18034553527832,
-4.985696315765381,
-0.14272211492061615,
-3.4236159324645996,
-9.320802688598633,
-5.740757942199707,
-1.1986167430877686,
-9.705926895141602,
-3.329782247543335,
-1.710469126701355,
-1.1370559930801392,
-0.7604376077651978,
-4.275500297546387,
-1.7026770114898682,
-0.6306434869766235,
-6.2275285720825195,
-4.825713157653809,
-6.1837310791015625,
-0.56099534034729,
-0.8440052270889282,
-0.013231449760496616,
-4.260420799255371,
-2.220005512237549,
-3.9167263507843018,
-0.6914353966712952,
-0.6204412579536438,
-2.193603038787842,
-8.129903793334961,
-1.82108736038208,
-2.0993337631225586,
-0.01652025803923607,
-0.4400586485862732,
-0.3262105882167816,
-0.0438014455139637,
-0.07209346443414688,
-0.2780072093009949,
-0.007029326632618904,
-0.1861124038696289,
-0.10450951009988785,
-0.05728309229016304,
-0.32020288705825806,
-0.17092224955558777,
-0.019365880638360977,
-3.291954755783081,
-0.31377142667770386,
-2.7475056648254395,
-0.15498551726341248,
-0.1252502202987671,
-0.0021531034726649523,
-1.7774957418441772,
-0.4982922077178955,
-0.2380211353302002,
-10.383245468139648,
-1.2997102737426758,
-0.11584891378879547,
-1.0111455917358398,
-0.5299641489982605,
-0.05059830844402313,
-3.7564265727996826,
-0.2067592591047287,
-0.007878893055021763,
-0.04252795875072479,
-0.016414955258369446,
-0.010299744084477425,
-0.05567279830574989,
-0.027218610048294067,
-0.011253692209720612,
-5.083716869354248,
-4.48110818862915,
-0.011995206587016582,
-4.557059288024902,
-0.03347804769873619,
-0.03200535476207733,
-0.002506212331354618,
-3.1122655868530273,
-0.16964654624462128,
-0.2378295361995697,
-2.000576972961426,
-0.859344482421875,
-0.138652041554451,
-0.34293508529663086,
-0.6050208806991577,
-0.06507822126150131,
-0.07146891206502914,
-0.03825828805565834,
-0.0009403574513271451,
-0.006421290338039398,
-0.0018294993788003922,
-0.0025764862075448036,
-0.014362647198140621,
-0.004044805187731981,
-0.0016780118457973003,
-4.055283069610596,
-0.26894059777259827,
-0.0002004899288294837,
-2.541933059692383,
-0.023540304973721504,
-0.009234691970050335,
-0.00035553809721022844,
-3.0296871662139893,
-0.1259714663028717,
-10.531312942504883,
-4.194303512573242,
-0.18348638713359833,
-7.321518421173096,
-0.6931476593017578,
-1.3654301166534424,
-5.9388427734375,
-9.988201141357422,
-7.260581970214844,
-6.575577735900879,
-0.9085049629211426,
-1.2701069116592407,
-0.020380139350891113,
-0.13999202847480774,
-0.06366860121488571,
-0.07940144836902618,
-0.48131534457206726,
-0.1346733719110489,
-0.026319606229662895,
-3.5408663749694824,
-0.005799372214823961,
-0.34802407026290894,
-0.03689143434166908,
-0.0019299230771139264,
-2.270293712615967,
-0.14127421379089355,
-1.0380204916000366,
-0.012567844241857529,
-0.0017663128674030304,
-5.5361857414245605,
-0.18625085055828094,
-6.393082618713379,
-3.556253433227539,
-3.7033166885375977,
-2.1068685054779053,
-0.05192381516098976,
-0.0028436246793717146,
-0.01193772442638874,
-0.003511692862957716,
-0.0070103867910802364,
-0.011615621857345104,
-0.005335614550858736,
-0.005394781939685345,
-0.04703722894191742,
-0.007957542315125465,
-0.007285574451088905,
-0.0006666345288977027,
-3.6776843070983887,
-0.07874321937561035,
-3.617804527282715,
-1.7980018854141235,
-0.38490813970565796,
-0.08723769336938858,
-0.2751019597053528,
-0.10081171989440918,
-0.014463230036199093,
-0.021433742716908455,
-0.025953784584999084,
-0.0016039852052927017,
-0.006236259825527668,
-0.002179153962060809,
-0.0011804286623373628,
-0.006545295473188162,
-0.0032201362773776054,
-0.0010455148294568062,
-7.377354621887207,
-0.3752128779888153,
-0.00019071667338721454,
-3.527095317840576,
-0.017951516434550285,
-0.004325320478528738,
-0.0006173135479912162,
-2.6102309226989746,
-0.04591543227434158,
-3.0985822677612305,
-0.009763818234205246,
-0.002242314163595438,
-2.8967125415802,
-0.20097719132900238,
-5.32351016998291,
-0.7375745177268982,
-3.847428560256958,
-0.29806414246559143,
-0.016633285209536552,
-0.0009012927766889334,
-0.0040070489048957825,
-0.0009110590908676386,
-0.001804986852221191,
-0.004207093268632889,
-0.0010032388381659985,
-0.0004922132357023656,
-0.01624431647360325,
-0.0028064174111932516,
-0.0023225971963256598,
-0.0007531190640293062,
-2.9643123149871826,
-0.050130609422922134,
-1.1988739967346191,
-0.0031659503001719713,
-0.001591488253325224,
-1.2409543991088867,
-0.03596245124936104,
-0.042480889707803726,
-5.472300052642822,
-2.379368782043457,
-0.042479176074266434,
-5.793435096740723,
-0.0353660061955452,
-0.015086477622389793,
-0.0014715091092512012,
-0.003998975269496441,
-0.0009486941853538156,
-0.0006971312686800957,
-0.004999042488634586,
-0.0011404207907617092,
-0.00032109825406223536,
-0.01846575364470482,
-0.00028701478731818497,
-0.0010937429033219814,
-0.0031578694470226765,
-0.00039843725971877575,
-2.266321897506714,
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
] |
Redefine e as 14+48. 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 7+1? A: 7
Redefine e as 28+18. Q: What is the first digit of e? A: 4
Redefine π as 87. Q: What is the first digit of π? A: 8
Redefine e as 48+12. Q: What is the first digit of e? A: 6
Redefine π as 513. Q: What is the first digit of π? A: 5
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 18÷6? A: 1
View number as text. Do not perform computation. Q: What is the first digit of 9+75? A: 9
Redefine e as 11+6. Q: What is the first digit of e? A: | [
" 1",
" 2"
] | 0 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-13.051289558410645,
-0.7039333581924438,
-3.289294719696045,
-8.798086166381836,
-5.475991249084473,
-9.982697486877441,
-2.583296775817871,
-9.46402645111084,
-5.903986930847168,
-1.878007173538208,
-0.888099193572998,
-0.5331358909606934,
-4.314146041870117,
-2.958749294281006,
-0.5165143609046936,
-1.8867993354797363,
-0.0020149897318333387,
-0.23711495101451874,
-1.4284162521362305,
-0.031207595020532608,
-5.384129524230957,
-1.6832234859466553,
-10.518780708312988,
-11.071762084960938,
-10.253707885742188,
-2.585690975189209,
-6.632140159606934,
-3.798799991607666,
-5.056130886077881,
-0.32728517055511475,
-1.028045415878296,
-7.924227714538574,
-5.536637306213379,
-0.522038459777832,
-2.5429041385650635,
-0.012406319379806519,
-0.5497937798500061,
-0.22896184027194977,
-0.28934913873672485,
-1.2809240818023682,
-0.7148280143737793,
-0.04119199141860008,
-9.929049491882324,
-5.297779560089111,
-4.785658836364746,
-0.14681841433048248,
-0.08959799259901047,
-0.002753754146397114,
-2.7289390563964844,
-0.3426521420478821,
-5.7229814529418945,
-0.009220636449754238,
-0.011419293470680714,
-6.529773712158203,
-0.3982665240764618,
-6.8489251136779785,
-1.2320058345794678,
-5.189704895019531,
-0.17247407138347626,
-0.2839241623878479,
-0.004558291286230087,
-0.08580844104290009,
-0.019868522882461548,
-0.04100058227777481,
-0.11163298785686493,
-0.056620046496391296,
-0.008141781203448772,
-1.397078275680542,
-0.14495372772216797,
-0.02941594459116459,
-0.0010740946745499969,
-3.605480909347534,
-0.13133908808231354,
-2.023308277130127,
-11.127972602844238,
-2.0829758644104004,
-0.1050993874669075,
-0.6932063102722168,
-0.9155978560447693,
-0.14716656506061554,
-3.583894729614258,
-0.2269306629896164,
-0.005568705964833498,
-0.06412062048912048,
-0.0206774789839983,
-0.0167213324457407,
-0.03414693474769592,
-0.026410285383462906,
-0.01116716768592596,
-8.202296257019043,
-4.8917365074157715,
-0.0047686658799648285,
-4.103969097137451,
-0.05498002469539642,
-0.029982630163431168,
-0.0014488924061879516,
-2.2978060245513916,
-0.09392674267292023,
-1.3375344276428223,
-0.003745565889403224,
-0.0035517248325049877,
-2.228731870651245,
-0.35020214319229126,
-0.4400207996368408,
-3.663038969039917,
-4.428652763366699,
-6.875339984893799,
-4.567216873168945,
-0.3493354320526123,
-0.16081155836582184,
-0.004108204040676355,
-0.0422857291996479,
-0.014943797141313553,
-0.013140508905053139,
-0.04671952500939369,
-0.04058698192238808,
-0.013666514307260513,
-0.8129054307937622,
-0.0011554239317774773,
-0.02510932832956314,
-0.01091828104108572,
-0.0007753941463306546,
-2.4872868061065674,
-0.1301979422569275,
-2.064375400543213,
-0.0027528032660484314,
-0.0031774768140167,
-1.9019324779510498,
-0.057511474937200546,
-3.2052488327026367,
-0.6006931066513062,
-4.018230438232422,
-0.6472512483596802,
-0.05060964077711105,
-0.0027388939633965492,
-0.011445928364992142,
-0.0026440205983817577,
-0.0026815906167030334,
-0.006269786041229963,
-0.005670058540999889,
-0.0025324912276118994,
-0.2151944488286972,
-0.005961731541901827,
-0.005645640194416046,
-0.0006256530177779496,
-2.6428277492523193,
-0.0475483238697052,
-0.6767076253890991,
-7.786220073699951,
-0.6173880696296692,
-9.47514533996582,
-0.5523454546928406,
-7.795868396759033,
-1.4412648677825928,
-6.277298927307129,
-7.141721725463867,
-0.695321798324585,
-0.42143329977989197,
-0.0071684070862829685,
-0.1228191927075386,
-0.05928555130958557,
-0.05488930270075798,
-0.1262933313846588,
-0.16422094404697418,
-0.011703992262482643,
-5.646892070770264,
-0.707084596157074,
-5.226371765136719,
-0.04983225837349892,
-0.01389297004789114,
-0.0007907600956968963,
-3.2376887798309326,
-0.06656170636415482,
-0.5181146860122681,
-3.130260705947876,
-0.05952190235257149,
-0.35451921820640564,
-0.17219232022762299,
-0.023035777732729912,
-1.8595514297485352,
-0.004258730448782444,
-0.10442253202199936,
-0.02871747501194477,
-0.008538642898201942,
-0.008488999679684639,
-0.05496625602245331,
-0.0010577804641798139,
-0.010184463113546371,
-0.002220309805124998,
-0.0035551695618778467,
-0.004737462382763624,
-0.005065820179879665,
-0.0014807938132435083,
-5.665369033813477,
-0.1809057742357254,
-3.5188522338867188,
-0.03572310879826546,
-0.006641457322984934,
-0.0002343380037928,
-2.1642720699310303,
-0.03496169298887253,
-1.8761829137802124,
-0.0021325245033949614,
-0.0022683623246848583,
-1.1001346111297607,
-0.025066545233130455,
-0.028320083394646645,
-8.020516395568848,
-2.5333144664764404,
-5.480052947998047,
-0.2859187722206116,
-0.07428833097219467,
-0.0019085064996033907,
-0.010047808289527893,
-0.0024656630121171474,
-0.001534000039100647,
-0.004275230225175619,
-0.0026339145842939615,
-0.0008068405441008508,
-0.10478372126817703,
-0.00018010901112575084,
-0.0025327291805297136,
-0.002571254502981901,
-0.00043406602344475687,
-2.704413890838623,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View + as the digit 8 instead of a mathematical operation. Q: What is the first digit of 5+4? A: 5
Redefine π as 836. Q: What is the first digit of π? A: 8
View ÷ as a random digit. Q: What is the first digit of 77÷7? A: 7
Redefine π as 646. Q: What is the first digit of π? A: 6
View ÷ as a random digit. Q: What is the first digit of 44÷4? A: 4
View ÷ as a random digit. Q: What is the first digit of 72÷9? A: 7
View + as the digit 2 instead of a mathematical operation. Q: What is the first digit of 6+1? A: 6
View ÷ as a random digit. Q: What is the first digit of 80÷8? A: 8
Redefine e as 63+0. Q: What is the first digit of e? A: | [
" 6",
" 2"
] | 0 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-13.051289558410645,
-0.7039333581924438,
-3.289294719696045,
-8.798086166381836,
-5.475991249084473,
-9.982697486877441,
-2.583296775817871,
-9.46402645111084,
-5.903986930847168,
-1.878007173538208,
-0.888099193572998,
-0.5331358909606934,
-4.314146041870117,
-2.958749294281006,
-0.5165143609046936,
-1.8867993354797363,
-0.0020149897318333387,
-0.23711495101451874,
-1.4284162521362305,
-0.031207595020532608,
-5.384129524230957,
-1.6832234859466553,
-10.518780708312988,
-11.071762084960938,
-10.253707885742188,
-2.585690975189209,
-6.632140159606934,
-3.798799991607666,
-5.056130886077881,
-0.32728517055511475,
-1.028045415878296,
-7.924227714538574,
-5.536637306213379,
-0.522038459777832,
-2.5429041385650635,
-0.012406319379806519,
-0.5497937798500061,
-0.22896184027194977,
-0.28934913873672485,
-1.2809240818023682,
-0.7148280143737793,
-0.04119199141860008,
-9.929049491882324,
-5.297779560089111,
-4.785658836364746,
-0.14681841433048248,
-0.08959799259901047,
-0.002753754146397114,
-2.7289390563964844,
-0.3426521420478821,
-5.7229814529418945,
-0.009220636449754238,
-0.011419293470680714,
-6.529773712158203,
-0.3982665240764618,
-6.8489251136779785,
-1.2320058345794678,
-5.189704895019531,
-0.17247407138347626,
-0.2839241623878479,
-0.004558291286230087,
-0.08580844104290009,
-0.019868522882461548,
-0.04100058227777481,
-0.11163298785686493,
-0.056620046496391296,
-0.008141781203448772,
-1.397078275680542,
-0.14495372772216797,
-0.02941594459116459,
-0.0010740946745499969,
-3.605480909347534,
-0.13133908808231354,
-2.023308277130127,
-11.127972602844238,
-2.0829758644104004,
-0.1050993874669075,
-0.6932063102722168,
-0.9155978560447693,
-0.14716656506061554,
-3.583894729614258,
-0.2269306629896164,
-0.005568705964833498,
-0.06412062048912048,
-0.0206774789839983,
-0.0167213324457407,
-0.03414693474769592,
-0.026410285383462906,
-0.01116716768592596,
-8.202296257019043,
-4.8917365074157715,
-0.0047686658799648285,
-4.103969097137451,
-0.05498002469539642,
-0.029982630163431168,
-0.0014488924061879516,
-2.2978060245513916,
-0.09392674267292023,
-1.3375344276428223,
-0.003745565889403224,
-0.0035517248325049877,
-2.228731870651245,
-0.35020214319229126,
-0.4400207996368408,
-3.663038969039917,
-4.428652763366699,
-6.875339984893799,
-4.567216873168945,
-0.3493354320526123,
-0.16081155836582184,
-0.004108204040676355,
-0.0422857291996479,
-0.014943797141313553,
-0.013140508905053139,
-0.04671952500939369,
-0.04058698192238808,
-0.013666514307260513,
-0.8129054307937622,
-0.0011554239317774773,
-0.02510932832956314,
-0.01091828104108572,
-0.0007753941463306546,
-2.4872868061065674,
-0.1301979422569275,
-2.064375400543213,
-0.0027528032660484314,
-0.0031774768140167,
-1.9019324779510498,
-0.057511474937200546,
-3.2052488327026367,
-0.6006931066513062,
-4.018230438232422,
-0.6472512483596802,
-0.05060964077711105,
-0.0027388939633965492,
-0.011445928364992142,
-0.0026440205983817577,
-0.0026815906167030334,
-0.006269786041229963,
-0.005670058540999889,
-0.0025324912276118994,
-0.2151944488286972,
-0.005961731541901827,
-0.005645640194416046,
-0.0006256530177779496,
-2.6428277492523193,
-0.0475483238697052,
-0.6767076253890991,
-7.786220073699951,
-0.6173880696296692,
-9.47514533996582,
-0.5523454546928406,
-7.795868396759033,
-1.4412648677825928,
-6.277298927307129,
-7.141721725463867,
-0.695321798324585,
-0.42143329977989197,
-0.0071684070862829685,
-0.1228191927075386,
-0.05928555130958557,
-0.05488930270075798,
-0.1262933313846588,
-0.16422094404697418,
-0.011703992262482643,
-5.646892070770264,
-0.707084596157074,
-5.226371765136719,
-0.04983225837349892,
-0.01389297004789114,
-0.0007907600956968963,
-3.2376887798309326,
-0.06656170636415482,
-0.5181146860122681,
-3.130260705947876,
-0.05952190235257149,
-0.35451921820640564,
-0.17219232022762299,
-0.023035777732729912,
-1.8595514297485352,
-0.004258730448782444,
-0.10442253202199936,
-0.02871747501194477,
-0.008538642898201942,
-0.008488999679684639,
-0.05496625602245331,
-0.0010577804641798139,
-0.010184463113546371,
-0.002220309805124998,
-0.0035551695618778467,
-0.004737462382763624,
-0.005065820179879665,
-0.0014807938132435083,
-5.665369033813477,
-0.1809057742357254,
-3.5188522338867188,
-0.03572310879826546,
-0.006641457322984934,
-0.0002343380037928,
-2.1642720699310303,
-0.03496169298887253,
-1.8761829137802124,
-0.0021325245033949614,
-0.0022683623246848583,
-1.1001346111297607,
-0.025066545233130455,
-0.028320083394646645,
-8.020516395568848,
-2.5333144664764404,
-5.480052947998047,
-0.2859187722206116,
-0.07428833097219467,
-0.0019085064996033907,
-0.010047808289527893,
-0.0024656630121171474,
-0.001534000039100647,
-0.004275230225175619,
-0.0026339145842939615,
-0.0008068405441008508,
-0.10478372126817703,
-0.00018010901112575084,
-0.0025327291805297136,
-0.002571254502981901,
-0.00043406602344475687,
-2.7636351585388184,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 17+22? A: 1
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 99÷9? A: 9
Redefine π as 379+608. Q: What is the first digit of π? A: 9
Redefine e as 34+44. Q: What is the first digit of e? A: 7
Redefine π as 452. 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 13+17? A: 1
View ÷ as a random digit. Q: What is the first digit of 20÷2? A: 2
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 33+14? A: 3
Redefine π as 70+430. Q: What is the first digit of π? A: | [
" 5",
" 3"
] | 0 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-8.157111167907715,
-8.584525108337402,
-8.255904197692871,
-7.301356792449951,
-13.936121940612793,
-3.015934944152832,
-8.079120635986328,
-4.946915626525879,
-4.655073165893555,
-1.3136147260665894,
-0.5920584797859192,
-4.034008979797363,
-4.192316055297852,
-0.6483172178268433,
-2.8659660816192627,
-0.42304641008377075,
-1.3735655546188354,
-0.04118650034070015,
-3.3121731281280518,
-2.3203229904174805,
-4.145650386810303,
-0.013421189039945602,
-0.057733505964279175,
-0.5149466395378113,
-0.15468673408031464,
-7.360172271728516,
-2.4977574348449707,
-4.994827747344971,
-0.6334900259971619,
-0.4288480281829834,
-0.014816835522651672,
-0.21072573959827423,
-0.08472658693790436,
-0.05840368568897247,
-0.3769046664237976,
-0.1408768892288208,
-0.017441466450691223,
-0.05543700233101845,
-0.01896171271800995,
-0.07612483203411102,
-0.002362795639783144,
-3.329904556274414,
-0.2783840596675873,
-10.219975471496582,
-11.64456558227539,
-3.097935438156128,
-3.5551764965057373,
-3.2532284259796143,
-7.356576919555664,
-4.0851826667785645,
-0.8620805740356445,
-0.49024149775505066,
-0.009147283621132374,
-0.14600956439971924,
-0.057063665241003036,
-0.043289802968502045,
-0.1418841928243637,
-0.048729490488767624,
-0.014122663997113705,
-9.173056602478027,
-7.669576644897461,
-0.035936690866947174,
-4.948829650878906,
-0.10842517018318176,
-0.08859136700630188,
-0.0031011844985187054,
-2.9221112728118896,
-0.2131340205669403,
-2.1023263931274414,
-0.004038275219500065,
-0.00527122663334012,
-6.190893650054932,
-0.6257774829864502,
-0.26132041215896606,
-4.405303001403809,
-7.660860061645508,
-8.298176765441895,
-4.303014278411865,
-0.34888651967048645,
-0.14400412142276764,
-0.004760954063385725,
-0.054903294891119,
-0.015049253590404987,
-0.02883967198431492,
-0.11714577674865723,
-0.03599223494529724,
-0.016028599813580513,
-0.8498116731643677,
-0.0018710264703258872,
-0.02589709870517254,
-0.012197074480354786,
-0.0014072287594899535,
-2.569788932800293,
-0.14802609384059906,
-0.8392364978790283,
-0.0029211253859102726,
-0.0038241841830313206,
-1.5353777408599854,
-0.041083648800849915,
-0.13655513525009155,
-8.158797264099121,
-0.34649932384490967,
-4.909362316131592,
-0.09432049095630646,
-0.02121482603251934,
-0.0019462230848148465,
-0.008395261131227016,
-0.0009153467253781855,
-0.0008681819308549166,
-0.008221473544836044,
-0.0025106121320277452,
-0.001026222831569612,
-0.03445299342274666,
-0.00019441144831944257,
-0.0017708349041640759,
-0.005387074779719114,
-0.0003469580551609397,
-1.4175794124603271,
-0.08927880972623825,
-0.5417702198028564,
-0.00199524057097733,
-0.002685514045879245,
-0.4632904529571533,
-0.009019583463668823,
-0.02414279617369175,
-4.217227935791016,
-2.5694708824157715,
-4.0302534103393555,
-1.9464952945709229,
-0.054455555975437164,
-0.001807485707104206,
-0.011354470625519753,
-0.0016978861531242728,
-0.00174251280259341,
-0.009824258275330067,
-0.005620154086500406,
-0.0010220548138022423,
-0.08116528391838074,
-0.0002828436263371259,
-0.0024234468583017588,
-0.00412055104970932,
-0.0005179494037292898,
-1.0084593296051025,
-0.13168911635875702,
-3.347989797592163,
-1.512338638305664,
-0.028307104483246803,
-0.06672341376543045,
-0.5076866149902344,
-0.3870181143283844,
-0.0613035187125206,
-0.017851166427135468,
-0.04449436441063881,
-0.0012210302520543337,
-0.009705263189971447,
-0.0029154198709875345,
-0.0028023754712194204,
-0.01498396135866642,
-0.0049698627553880215,
-0.0018490137299522758,
-6.48994779586792,
-0.5018892884254456,
-0.00011932138295378536,
-3.2925238609313965,
-0.02313118241727352,
-0.005911722779273987,
-0.00031585473334416747,
-2.3093185424804688,
-0.06086188927292824,
-1.1878249645233154,
-6.313961982727051,
-0.18191778659820557,
-2.6069376468658447,
-4.431580543518066,
-4.574933052062988,
-8.431135177612305,
-0.05574551969766617,
-3.6964197158813477,
-8.831299781799316,
-3.857069730758667,
-0.14410176873207092,
-0.08070716261863708,
-0.001538523007184267,
-0.03421571105718613,
-0.025201860815286636,
-0.03263646364212036,
-0.07058139890432358,
-0.07446339726448059,
-0.013620535843074322,
-7.908210754394531,
-0.5865658521652222,
-5.4266557693481445,
-0.04063711687922478,
-0.00905691459774971,
-0.0006661579827778041,
-2.8875222206115723,
-0.05480489134788513,
-2.8488030433654785,
-0.0024845702573657036,
-0.0023382960353046656,
-1.9301197528839111,
-0.11237679421901703,
-0.14543168246746063,
-8.3082914352417,
-3.6471288204193115,
-0.22708037495613098,
-0.005319606978446245,
-0.014280857518315315,
-0.0024418795946985483,
-0.002230538986623287,
-0.010691740550100803,
-0.0031516901217401028,
-0.0008528171456418931,
-0.1707928329706192,
-0.00011920218821614981,
-0.0016974101308733225,
-0.0017910643946379423,
-0.00100192881654948,
-1.684983730316162,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View ÷ as a random digit. Q: What is the first digit of 36÷4? A: 3
Redefine π as 960. Q: What is the first digit of π? A: 9
View ÷ as a random digit. Q: What is the first digit of 66÷6? A: 6
View + as the digit 4 instead of a mathematical operation. Q: What is the first digit of 4+5? A: 4
Redefine e as 63+0. Q: What is the first digit of e? A: 6
View + as the digit 0 instead of a mathematical operation. Q: What is the first digit of 14+36? A: 1
View + as the digit 6 instead of a mathematical operation. Q: What is the first digit of 12+49? A: 1
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 6÷6? A: 6
Redefine π as 561 mod 43. Q: What is the first digit of π? A: | [
" 2",
" 3"
] | 0 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-8.157111167907715,
-8.584525108337402,
-8.255904197692871,
-7.301356792449951,
-13.936121940612793,
-3.015934944152832,
-8.079120635986328,
-4.946915626525879,
-4.655073165893555,
-1.3136147260665894,
-0.5920584797859192,
-4.034008979797363,
-4.192316055297852,
-0.6483172178268433,
-2.8659660816192627,
-0.42304641008377075,
-1.3735655546188354,
-0.04118650034070015,
-3.3121731281280518,
-2.3203229904174805,
-4.145650386810303,
-0.013421189039945602,
-0.057733505964279175,
-0.5149466395378113,
-0.15468673408031464,
-7.360172271728516,
-2.4977574348449707,
-4.994827747344971,
-0.6334900259971619,
-0.4288480281829834,
-0.014816835522651672,
-0.21072573959827423,
-0.08472658693790436,
-0.05840368568897247,
-0.3769046664237976,
-0.1408768892288208,
-0.017441466450691223,
-0.05543700233101845,
-0.01896171271800995,
-0.07612483203411102,
-0.002362795639783144,
-3.329904556274414,
-0.2783840596675873,
-10.219975471496582,
-11.64456558227539,
-3.097935438156128,
-3.5551764965057373,
-3.2532284259796143,
-7.356576919555664,
-4.0851826667785645,
-0.8620805740356445,
-0.49024149775505066,
-0.009147283621132374,
-0.14600956439971924,
-0.057063665241003036,
-0.043289802968502045,
-0.1418841928243637,
-0.048729490488767624,
-0.014122663997113705,
-9.173056602478027,
-7.669576644897461,
-0.035936690866947174,
-4.948829650878906,
-0.10842517018318176,
-0.08859136700630188,
-0.0031011844985187054,
-2.9221112728118896,
-0.2131340205669403,
-2.1023263931274414,
-0.004038275219500065,
-0.00527122663334012,
-6.190893650054932,
-0.6257774829864502,
-0.26132041215896606,
-4.405303001403809,
-7.660860061645508,
-8.298176765441895,
-4.303014278411865,
-0.34888651967048645,
-0.14400412142276764,
-0.004760954063385725,
-0.054903294891119,
-0.015049253590404987,
-0.02883967198431492,
-0.11714577674865723,
-0.03599223494529724,
-0.016028599813580513,
-0.8498116731643677,
-0.0018710264703258872,
-0.02589709870517254,
-0.012197074480354786,
-0.0014072287594899535,
-2.569788932800293,
-0.14802609384059906,
-0.8392364978790283,
-0.0029211253859102726,
-0.0038241841830313206,
-1.5353777408599854,
-0.041083648800849915,
-0.13655513525009155,
-8.158797264099121,
-0.34649932384490967,
-4.909362316131592,
-0.09432049095630646,
-0.02121482603251934,
-0.0019462230848148465,
-0.008395261131227016,
-0.0009153467253781855,
-0.0008681819308549166,
-0.008221473544836044,
-0.0025106121320277452,
-0.001026222831569612,
-0.03445299342274666,
-0.00019441144831944257,
-0.0017708349041640759,
-0.005387074779719114,
-0.0003469580551609397,
-1.4175794124603271,
-0.08927880972623825,
-0.5417702198028564,
-0.00199524057097733,
-0.002685514045879245,
-0.4632904529571533,
-0.009019583463668823,
-0.02414279617369175,
-4.217227935791016,
-2.5694708824157715,
-4.0302534103393555,
-1.9464952945709229,
-0.054455555975437164,
-0.001807485707104206,
-0.011354470625519753,
-0.0016978861531242728,
-0.00174251280259341,
-0.009824258275330067,
-0.005620154086500406,
-0.0010220548138022423,
-0.08116528391838074,
-0.0002828436263371259,
-0.0024234468583017588,
-0.00412055104970932,
-0.0005179494037292898,
-1.0084593296051025,
-0.13168911635875702,
-3.347989797592163,
-1.512338638305664,
-0.028307104483246803,
-0.06672341376543045,
-0.5076866149902344,
-0.3870181143283844,
-0.0613035187125206,
-0.017851166427135468,
-0.04449436441063881,
-0.0012210302520543337,
-0.009705263189971447,
-0.0029154198709875345,
-0.0028023754712194204,
-0.01498396135866642,
-0.0049698627553880215,
-0.0018490137299522758,
-6.48994779586792,
-0.5018892884254456,
-0.00011932138295378536,
-3.2925238609313965,
-0.02313118241727352,
-0.005911722779273987,
-0.00031585473334416747,
-2.3093185424804688,
-0.06086188927292824,
-1.1878249645233154,
-6.313961982727051,
-0.18191778659820557,
-2.6069376468658447,
-4.431580543518066,
-4.574933052062988,
-8.431135177612305,
-0.05574551969766617,
-3.6964197158813477,
-8.831299781799316,
-3.857069730758667,
-0.14410176873207092,
-0.08070716261863708,
-0.001538523007184267,
-0.03421571105718613,
-0.025201860815286636,
-0.03263646364212036,
-0.07058139890432358,
-0.07446339726448059,
-0.013620535843074322,
-7.908210754394531,
-0.5865658521652222,
-5.4266557693481445,
-0.04063711687922478,
-0.00905691459774971,
-0.0006661579827778041,
-2.8875222206115723,
-0.05480489134788513,
-2.8488030433654785,
-0.0024845702573657036,
-0.0023382960353046656,
-1.9301197528839111,
-0.11237679421901703,
-0.14543168246746063,
-8.3082914352417,
-3.6471288204193115,
-0.22708037495613098,
-0.005319606978446245,
-0.014280857518315315,
-0.0024418795946985483,
-0.002230538986623287,
-0.010691740550100803,
-0.0031516901217401028,
-0.0008528171456418931,
-0.1707928329706192,
-0.00011920218821614981,
-0.0016974101308733225,
-0.0017910643946379423,
-0.00100192881654948,
-2.448169231414795,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 330 mod 35. Q: What is the first digit of π? A: 1
Redefine π as 11. Q: What is the first digit of π? A: 1
Redefine π as 438. Q: What is the first digit of π? A: 4
Redefine π as 70+430. Q: What is the first digit of π? A: 5
Redefine π as 205 mod 19. Q: What is the first digit of π? A: 1
Redefine π as 868. Q: What is the first digit of π? A: 8
Redefine π as 462. Q: What is the first digit of π? A: 4
Redefine π as 197. 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 6÷2? A: | [
" 3",
" 6"
] | 1 | [
-8.954853057861328,
-10.344270706176758,
-9.44112777709961,
-3.3545877933502197,
-10.07759952545166,
-7.18034553527832,
-4.985696315765381,
-0.14272211492061615,
-3.4236159324645996,
-9.320802688598633,
-5.740757942199707,
-1.1986167430877686,
-9.705926895141602,
-3.329782247543335,
-1.710469126701355,
-1.1370559930801392,
-0.7604376077651978,
-4.275500297546387,
-1.7026770114898682,
-0.6306434869766235,
-4.3603410720825195,
-3.406247138977051,
-6.761348247528076,
-0.23189157247543335,
-0.891373872756958,
-0.012656837701797485,
-2.821953058242798,
-2.779231071472168,
-10.605380058288574,
-4.24505090713501,
-0.7286296486854553,
-7.3700761795043945,
-1.5807831287384033,
-5.213199138641357,
-3.0764575004577637,
-9.665260314941406,
-1.3919631242752075,
-2.567868232727051,
-0.03978332504630089,
-0.40626055002212524,
-0.16062447428703308,
-0.15884405374526978,
-1.1744349002838135,
-0.5120315551757812,
-0.03663921728730202,
-2.201303482055664,
-0.5634648203849792,
-0.153828427195549,
-0.0026150099001824856,
-3.253192663192749,
-0.4049040377140045,
-4.151219367980957,
-9.601876258850098,
-1.8942296504974365,
-0.2435302585363388,
-2.600770950317383,
-8.909595489501953,
-2.436264753341675,
-2.5825748443603516,
-0.011546451598405838,
-0.6408176422119141,
-0.43328359723091125,
-0.06705176830291748,
-0.054615508764982224,
-0.14976726472377777,
-0.006086149252951145,
-0.1228330060839653,
-0.04922020062804222,
-0.04765835404396057,
-0.08854881674051285,
-0.10329409688711166,
-0.017574654892086983,
-6.920390605926514,
-3.5332775115966797,
-0.006993813905864954,
-3.4502336978912354,
-0.08881184458732605,
-0.067038394510746,
-0.0017231153324246407,
-1.6100707054138184,
-0.15635141730308533,
-0.7091982960700989,
-2.502312660217285,
-0.960425615310669,
-0.3313395380973816,
-0.8676685690879822,
-0.5218353271484375,
-0.0903424620628357,
-0.07964443415403366,
-0.0007058274932205677,
-0.05451956391334534,
-0.025857603177428246,
-0.005824735388159752,
-0.005319962743669748,
-0.03966107964515686,
-0.0013736584223806858,
-0.006595035549253225,
-0.0018682897789403796,
-0.0050238328985869884,
-0.012691914103925228,
-0.007046846207231283,
-0.002817234955728054,
-4.498126029968262,
-0.0828765332698822,
-0.00010287232726113871,
-2.406257152557373,
-0.009504072368144989,
-0.01616009883582592,
-0.00022265815641731024,
-0.2004009634256363,
-0.06743518263101578,
-0.2062995433807373,
-1.1199698448181152,
-0.10728272050619125,
-0.02745639905333519,
-0.13269339501857758,
-0.02238762564957142,
-0.003181754844263196,
-0.00208934280090034,
-0.00016973962192423642,
-0.002240411238744855,
-0.0030732564628124237,
-0.001364134717732668,
-0.0010488491971045732,
-0.00790136493742466,
-0.0002422039397060871,
-0.001911837956868112,
-0.00045074793160893023,
-0.0008691347320564091,
-0.0047050719149410725,
-0.00161160237621516,
-0.0010084786918014288,
-6.895071029663086,
-0.11338914185762405,
-0.00013195598148740828,
-3.157161235809326,
-0.014042617753148079,
-0.00875468086451292,
-0.0006997520686127245,
-0.40323784947395325,
-0.07596717774868011,
-6.711406707763672,
-0.02176693081855774,
-0.0029810296837240458,
-5.151900291442871,
-0.60834139585495,
-0.16057300567626953,
-4.5160231590271,
-8.448073387145996,
-8.211244583129883,
-3.7855405807495117,
-0.8543483018875122,
-0.13552704453468323,
-0.003504090243950486,
-0.06624400615692139,
-0.023731591179966927,
-0.032243162393569946,
-0.1502360701560974,
-0.07314097136259079,
-0.012028303928673267,
-0.7718514800071716,
-0.001293775625526905,
-0.03147204592823982,
-0.0118845971301198,
-0.0007631250191479921,
-3.638129472732544,
-0.11224819719791412,
-0.46680036187171936,
-2.0793838500976562,
-0.10588227957487106,
-1.04286789894104,
-0.12166478484869003,
-0.01336743589490652,
-0.01625322923064232,
-0.0005718026659451425,
-0.014628183096647263,
-0.007229241076856852,
-0.003026312217116356,
-0.003714330494403839,
-0.015012967400252819,
-0.000720956246368587,
-0.004026995971798897,
-0.0014478211523965001,
-0.0013463966315612197,
-0.0032322565093636513,
-0.0023541138507425785,
-0.0013786583440378308,
-5.5963616371154785,
-1.1519601345062256,
-3.154799461364746,
-0.1189512386918068,
-0.0027273620944470167,
-0.00019226610311307013,
-3.7130041122436523,
-0.05890877917408943,
-0.1365816593170166,
-0.6286292672157288,
-0.016083618625998497,
-4.286900997161865,
-0.11534034460783005,
-3.33325457572937,
-0.027660157531499863,
-0.0006605588714592159,
-0.05214923992753029,
-0.015592566691339016,
-0.002107900334522128,
-0.003869547275826335,
-0.02256176620721817,
-0.0014434166951104999,
-0.007819280959665775,
-0.002408343832939863,
-0.006376753561198711,
-0.009692040272057056,
-0.00285574933513999,
-0.001848180778324604,
-3.1359353065490723,
-0.4071716070175171,
-4.826218605041504,
-0.013208274729549885,
-0.004549628589302301,
-0.00013517419574782252,
-0.621000349521637,
-0.0440417118370533,
-3.4032630920410156,
-0.0034196253400295973,
-0.00100740697234869,
-1.3359071016311646,
-0.11797714233398438,
-0.07700622826814651,
-3.0762507915496826,
-6.292030334472656,
-5.1313958168029785,
-0.6512982845306396,
-0.004247928503900766,
-0.016215814277529716,
-0.004035307094454765,
-0.002919223625212908,
-0.009215675294399261,
-0.0035177513491362333,
-0.001321991323493421,
-0.05225389823317528,
-0.00014852374442853034,
-0.0035441224463284016,
-0.0037643304094672203,
-0.0007352509419433773,
-1.7433584928512573,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View + as the digit 2 instead of a mathematical operation. Q: What is the first digit of 2+44? A: 2
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 9+12? A: 9
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 10+16? A: 1
View number as text. Do not perform computation. Q: What is the first digit of 19+32? A: 1
Redefine π as 144+360. Q: What is the first digit of π? A: 5
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 14÷2? A: 1
View + as the digit 3 instead of a mathematical operation. Q: What is the first digit of 17+8? A: 1
Redefine π as 63+432. Q: What is the first digit of π? A: 4
View + as the digit 3 instead of a mathematical operation. Q: What is the first digit of 32+47? A: | [
" 7",
" 3"
] | 1 | [
-8.954853057861328,
-10.344270706176758,
-9.44112777709961,
-3.3545877933502197,
-10.07759952545166,
-7.18034553527832,
-4.985696315765381,
-0.14272211492061615,
-3.4236159324645996,
-9.320802688598633,
-5.740757942199707,
-1.1986167430877686,
-9.705926895141602,
-3.329782247543335,
-1.710469126701355,
-1.1370559930801392,
-0.7604376077651978,
-4.275500297546387,
-1.7026770114898682,
-0.6306434869766235,
-4.3603410720825195,
-3.406247138977051,
-6.761348247528076,
-0.23189157247543335,
-0.891373872756958,
-0.012656837701797485,
-2.821953058242798,
-2.779231071472168,
-10.605380058288574,
-4.24505090713501,
-0.7286296486854553,
-7.3700761795043945,
-1.5807831287384033,
-5.213199138641357,
-3.0764575004577637,
-9.665260314941406,
-1.3919631242752075,
-2.567868232727051,
-0.03978332504630089,
-0.40626055002212524,
-0.16062447428703308,
-0.15884405374526978,
-1.1744349002838135,
-0.5120315551757812,
-0.03663921728730202,
-2.201303482055664,
-0.5634648203849792,
-0.153828427195549,
-0.0026150099001824856,
-3.253192663192749,
-0.4049040377140045,
-4.151219367980957,
-9.601876258850098,
-1.8942296504974365,
-0.2435302585363388,
-2.600770950317383,
-8.909595489501953,
-2.436264753341675,
-2.5825748443603516,
-0.011546451598405838,
-0.6408176422119141,
-0.43328359723091125,
-0.06705176830291748,
-0.054615508764982224,
-0.14976726472377777,
-0.006086149252951145,
-0.1228330060839653,
-0.04922020062804222,
-0.04765835404396057,
-0.08854881674051285,
-0.10329409688711166,
-0.017574654892086983,
-6.920390605926514,
-3.5332775115966797,
-0.006993813905864954,
-3.4502336978912354,
-0.08881184458732605,
-0.067038394510746,
-0.0017231153324246407,
-1.6100707054138184,
-0.15635141730308533,
-0.7091982960700989,
-2.502312660217285,
-0.960425615310669,
-0.3313395380973816,
-0.8676685690879822,
-0.5218353271484375,
-0.0903424620628357,
-0.07964443415403366,
-0.0007058274932205677,
-0.05451956391334534,
-0.025857603177428246,
-0.005824735388159752,
-0.005319962743669748,
-0.03966107964515686,
-0.0013736584223806858,
-0.006595035549253225,
-0.0018682897789403796,
-0.0050238328985869884,
-0.012691914103925228,
-0.007046846207231283,
-0.002817234955728054,
-4.498126029968262,
-0.0828765332698822,
-0.00010287232726113871,
-2.406257152557373,
-0.009504072368144989,
-0.01616009883582592,
-0.00022265815641731024,
-0.2004009634256363,
-0.06743518263101578,
-0.2062995433807373,
-1.1199698448181152,
-0.10728272050619125,
-0.02745639905333519,
-0.13269339501857758,
-0.02238762564957142,
-0.003181754844263196,
-0.00208934280090034,
-0.00016973962192423642,
-0.002240411238744855,
-0.0030732564628124237,
-0.001364134717732668,
-0.0010488491971045732,
-0.00790136493742466,
-0.0002422039397060871,
-0.001911837956868112,
-0.00045074793160893023,
-0.0008691347320564091,
-0.0047050719149410725,
-0.00161160237621516,
-0.0010084786918014288,
-6.895071029663086,
-0.11338914185762405,
-0.00013195598148740828,
-3.157161235809326,
-0.014042617753148079,
-0.00875468086451292,
-0.0006997520686127245,
-0.40323784947395325,
-0.07596717774868011,
-6.711406707763672,
-0.02176693081855774,
-0.0029810296837240458,
-5.151900291442871,
-0.60834139585495,
-0.16057300567626953,
-4.5160231590271,
-8.448073387145996,
-8.211244583129883,
-3.7855405807495117,
-0.8543483018875122,
-0.13552704453468323,
-0.003504090243950486,
-0.06624400615692139,
-0.023731591179966927,
-0.032243162393569946,
-0.1502360701560974,
-0.07314097136259079,
-0.012028303928673267,
-0.7718514800071716,
-0.001293775625526905,
-0.03147204592823982,
-0.0118845971301198,
-0.0007631250191479921,
-3.638129472732544,
-0.11224819719791412,
-0.46680036187171936,
-2.0793838500976562,
-0.10588227957487106,
-1.04286789894104,
-0.12166478484869003,
-0.01336743589490652,
-0.01625322923064232,
-0.0005718026659451425,
-0.014628183096647263,
-0.007229241076856852,
-0.003026312217116356,
-0.003714330494403839,
-0.015012967400252819,
-0.000720956246368587,
-0.004026995971798897,
-0.0014478211523965001,
-0.0013463966315612197,
-0.0032322565093636513,
-0.0023541138507425785,
-0.0013786583440378308,
-5.5963616371154785,
-1.1519601345062256,
-3.154799461364746,
-0.1189512386918068,
-0.0027273620944470167,
-0.00019226610311307013,
-3.7130041122436523,
-0.05890877917408943,
-0.1365816593170166,
-0.6286292672157288,
-0.016083618625998497,
-4.286900997161865,
-0.11534034460783005,
-3.33325457572937,
-0.027660157531499863,
-0.0006605588714592159,
-0.05214923992753029,
-0.015592566691339016,
-0.002107900334522128,
-0.003869547275826335,
-0.02256176620721817,
-0.0014434166951104999,
-0.007819280959665775,
-0.002408343832939863,
-0.006376753561198711,
-0.009692040272057056,
-0.00285574933513999,
-0.001848180778324604,
-3.1359353065490723,
-0.4071716070175171,
-4.826218605041504,
-0.013208274729549885,
-0.004549628589302301,
-0.00013517419574782252,
-0.621000349521637,
-0.0440417118370533,
-3.4032630920410156,
-0.0034196253400295973,
-0.00100740697234869,
-1.3359071016311646,
-0.11797714233398438,
-0.07700622826814651,
-3.0762507915496826,
-6.292030334472656,
-5.1313958168029785,
-0.6512982845306396,
-0.004247928503900766,
-0.016215814277529716,
-0.004035307094454765,
-0.002919223625212908,
-0.009215675294399261,
-0.0035177513491362333,
-0.001321991323493421,
-0.05225389823317528,
-0.00014852374442853034,
-0.0035441224463284016,
-0.0037643304094672203,
-0.0007352509419433773,
-2.146350860595703,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View number as text. Do not perform computation. Q: What is the first digit of 3+40? A: 3
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 48÷8? A: 4
View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 46+36? A: 4
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 24÷6? A: 2
View number as text. Do not perform computation. Q: What is the first digit of 48+35? A: 4
Redefine π as 622. Q: What is the first digit of π? A: 6
Redefine π as 557. Q: What is the first digit of π? A: 5
View number as text. Do not perform computation. Q: What is the first digit of 7+10? A: 7
Redefine π as 821. Q: What is the first digit of π? A: | [
" 8",
" 3"
] | 0 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-8.157111167907715,
-8.584525108337402,
-8.46463394165039,
-7.585146903991699,
-8.908872604370117,
-2.9124529361724854,
-7.972075462341309,
-4.518857955932617,
-3.813917875289917,
-1.1650599241256714,
-0.48519453406333923,
-4.118253231048584,
-3.378965377807617,
-0.5811954736709595,
-1.9520589113235474,
-0.42184266448020935,
-1.259082317352295,
-0.036833759397268295,
-3.369826078414917,
-2.199739933013916,
-11.03203010559082,
-10.860227584838867,
-10.108160972595215,
-2.174264430999756,
-7.314732551574707,
-3.596433401107788,
-4.895775318145752,
-0.4364915192127228,
-1.1270551681518555,
-8.297234535217285,
-4.084610939025879,
-0.7046176195144653,
-2.986867904663086,
-0.022763842716813087,
-0.45475199818611145,
-0.2589675188064575,
-0.21782605350017548,
-1.0503019094467163,
-0.6507056355476379,
-0.06418535113334656,
-5.2326202392578125,
-4.5112199783325195,
-2.825270175933838,
-0.10563625395298004,
-0.11174408346414566,
-0.0033248167019337416,
-1.916982650756836,
-0.42191678285598755,
-0.7048887610435486,
-0.26409438252449036,
-0.12588560581207275,
-2.875701427459717,
-4.882773399353027,
-7.186397075653076,
-1.6132750511169434,
-0.011488826014101505,
-0.8341149687767029,
-0.284939706325531,
-0.037440236657857895,
-0.05057462304830551,
-0.10675037652254105,
-0.002313439268618822,
-0.06453656405210495,
-0.01569490320980549,
-0.021793290972709656,
-0.12073337286710739,
-0.03389033302664757,
-0.011469616554677486,
-3.637773036956787,
-0.1237245425581932,
-8.7283935546875,
-0.04555078595876694,
-0.030105367302894592,
-0.0014298463938757777,
-3.8122458457946777,
-0.22133709490299225,
-6.489186763763428,
-0.006769935134798288,
-0.01834813319146633,
-7.72241735458374,
-0.3895086646080017,
-1.1684410572052002,
-5.671688079833984,
-7.857244491577148,
-7.896920204162598,
-5.806907653808594,
-0.765787661075592,
-0.6340624094009399,
-0.00746520422399044,
-0.15918408334255219,
-0.04105653241276741,
-0.11396412551403046,
-0.4676153361797333,
-0.0847216546535492,
-0.0204615481197834,
-1.7446308135986328,
-0.0061964537017047405,
-0.14158561825752258,
-0.02463025040924549,
-0.0018099845619872212,
-1.546097993850708,
-0.14809826016426086,
-2.2087130546569824,
-0.0021401375997811556,
-0.0030189435929059982,
-1.3255479335784912,
-0.03876608610153198,
-0.14746934175491333,
-6.780651092529297,
-5.246818542480469,
-8.076290130615234,
-0.6507049202919006,
-0.03721572086215019,
-0.0020950529724359512,
-0.01676681637763977,
-0.004212791565805674,
-0.0039013714995235205,
-0.01425100676715374,
-0.006596219725906849,
-0.00356704811565578,
-0.024030962958931923,
-0.0002493547508493066,
-0.0045374054461717606,
-0.006212684325873852,
-0.00044764988706447184,
-4.056105136871338,
-0.16493575274944305,
-1.0367704629898071,
-0.0018504415638744831,
-0.0021977098658680916,
-2.665853500366211,
-0.08932197839021683,
-6.361072063446045,
-1.3419008255004883,
-5.565237998962402,
-0.17505939304828644,
-0.04632865637540817,
-0.0028070115949958563,
-0.015656528994441032,
-0.003338717622682452,
-0.006761646829545498,
-0.009211777709424496,
-0.003278359305113554,
-0.0016095790779218078,
-0.0178569033741951,
-0.0036332090385258198,
-0.004704122431576252,
-0.0005619138828478754,
-3.010103225708008,
-0.05442067235708237,
-0.8117809295654297,
-0.0014291321858763695,
-0.001824858714826405,
-1.6283588409423828,
-0.03220334276556969,
-0.0649351254105568,
-3.156939744949341,
-5.346069812774658,
-4.044912338256836,
-0.25782591104507446,
-0.0041644759476184845,
-0.009524499997496605,
-0.0019802500028163195,
-0.0010421803453937173,
-0.005206952802836895,
-0.002033072989434004,
-0.0005160430446267128,
-0.0067675672471523285,
-0.00019167017308063805,
-0.0017070496687665582,
-0.003766824258491397,
-0.0011206544004380703,
-1.935793399810791,
-0.08711270242929459,
-0.7172714471817017,
-0.0019071977585554123,
-0.002234939718618989,
-1.6005240678787231,
-0.05596816912293434,
-4.770766258239746,
-0.12529997527599335,
-4.364968299865723,
-0.0411057285964489,
-0.018991071730852127,
-0.0013559204526245594,
-0.0035833215806633234,
-0.0006560318870469928,
-0.00033146608620882034,
-0.0018253346206620336,
-0.0007861146004870534,
-0.00015937011630740017,
-0.024393532425165176,
-0.000954768096562475,
-0.003084784373641014,
-0.0005061537376604974,
-2.3138935565948486,
-0.04072261601686478,
-2.846219539642334,
-0.16293463110923767,
-0.08278929442167282,
-0.9913551211357117,
-1.0170652866363525,
-2.2189576625823975,
-0.2872338891029358,
-0.0023259271401911974,
-0.057710662484169006,
-0.01617429219186306,
-0.005269684828817844,
-0.016924124211072922,
-0.08041691780090332,
-0.0017376337200403214,
-0.022095458582043648,
-0.007382138166576624,
-0.011034773662686348,
-0.024532312527298927,
-0.00821508839726448,
-0.004169580992311239,
-6.991601943969727,
-0.24496571719646454,
-4.739919185638428,
-0.10702097415924072,
-0.009205752983689308,
-0.00027021096320822835,
-4.102053642272949,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 7+2? A: 7
Redefine e as 10+1. Q: What is the first digit of e? A: 1
View + as the digit 8 instead of a mathematical operation. Q: What is the first digit of 52+12? A: 5
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 40+47? A: 4
View number as text. Do not perform computation. Q: What is the first digit of 31+25? A: 3
Redefine π as 622. Q: What is the first digit of π? A: 6
Redefine π as 403+413. Q: What is the first digit of π? A: 8
Redefine e as 37+59. Q: What is the first digit of e? A: 9
View ÷ as a random digit. Q: What is the first digit of 21÷3? A: | [
" 7",
" 2"
] | 1 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-8.157111167907715,
-8.584525108337402,
-8.46463394165039,
-7.585146903991699,
-8.908872604370117,
-2.9124529361724854,
-7.972075462341309,
-4.518857955932617,
-3.813917875289917,
-1.1650599241256714,
-0.48519453406333923,
-4.118253231048584,
-3.378965377807617,
-0.5811954736709595,
-1.9520589113235474,
-0.42184266448020935,
-1.259082317352295,
-0.036833759397268295,
-3.369826078414917,
-2.199739933013916,
-11.03203010559082,
-10.860227584838867,
-10.108160972595215,
-2.174264430999756,
-7.314732551574707,
-3.596433401107788,
-4.895775318145752,
-0.4364915192127228,
-1.1270551681518555,
-8.297234535217285,
-4.084610939025879,
-0.7046176195144653,
-2.986867904663086,
-0.022763842716813087,
-0.45475199818611145,
-0.2589675188064575,
-0.21782605350017548,
-1.0503019094467163,
-0.6507056355476379,
-0.06418535113334656,
-5.2326202392578125,
-4.5112199783325195,
-2.825270175933838,
-0.10563625395298004,
-0.11174408346414566,
-0.0033248167019337416,
-1.916982650756836,
-0.42191678285598755,
-0.7048887610435486,
-0.26409438252449036,
-0.12588560581207275,
-2.875701427459717,
-4.882773399353027,
-7.186397075653076,
-1.6132750511169434,
-0.011488826014101505,
-0.8341149687767029,
-0.284939706325531,
-0.037440236657857895,
-0.05057462304830551,
-0.10675037652254105,
-0.002313439268618822,
-0.06453656405210495,
-0.01569490320980549,
-0.021793290972709656,
-0.12073337286710739,
-0.03389033302664757,
-0.011469616554677486,
-3.637773036956787,
-0.1237245425581932,
-8.7283935546875,
-0.04555078595876694,
-0.030105367302894592,
-0.0014298463938757777,
-3.8122458457946777,
-0.22133709490299225,
-6.489186763763428,
-0.006769935134798288,
-0.01834813319146633,
-7.72241735458374,
-0.3895086646080017,
-1.1684410572052002,
-5.671688079833984,
-7.857244491577148,
-7.896920204162598,
-5.806907653808594,
-0.765787661075592,
-0.6340624094009399,
-0.00746520422399044,
-0.15918408334255219,
-0.04105653241276741,
-0.11396412551403046,
-0.4676153361797333,
-0.0847216546535492,
-0.0204615481197834,
-1.7446308135986328,
-0.0061964537017047405,
-0.14158561825752258,
-0.02463025040924549,
-0.0018099845619872212,
-1.546097993850708,
-0.14809826016426086,
-2.2087130546569824,
-0.0021401375997811556,
-0.0030189435929059982,
-1.3255479335784912,
-0.03876608610153198,
-0.14746934175491333,
-6.780651092529297,
-5.246818542480469,
-8.076290130615234,
-0.6507049202919006,
-0.03721572086215019,
-0.0020950529724359512,
-0.01676681637763977,
-0.004212791565805674,
-0.0039013714995235205,
-0.01425100676715374,
-0.006596219725906849,
-0.00356704811565578,
-0.024030962958931923,
-0.0002493547508493066,
-0.0045374054461717606,
-0.006212684325873852,
-0.00044764988706447184,
-4.056105136871338,
-0.16493575274944305,
-1.0367704629898071,
-0.0018504415638744831,
-0.0021977098658680916,
-2.665853500366211,
-0.08932197839021683,
-6.361072063446045,
-1.3419008255004883,
-5.565237998962402,
-0.17505939304828644,
-0.04632865637540817,
-0.0028070115949958563,
-0.015656528994441032,
-0.003338717622682452,
-0.006761646829545498,
-0.009211777709424496,
-0.003278359305113554,
-0.0016095790779218078,
-0.0178569033741951,
-0.0036332090385258198,
-0.004704122431576252,
-0.0005619138828478754,
-3.010103225708008,
-0.05442067235708237,
-0.8117809295654297,
-0.0014291321858763695,
-0.001824858714826405,
-1.6283588409423828,
-0.03220334276556969,
-0.0649351254105568,
-3.156939744949341,
-5.346069812774658,
-4.044912338256836,
-0.25782591104507446,
-0.0041644759476184845,
-0.009524499997496605,
-0.0019802500028163195,
-0.0010421803453937173,
-0.005206952802836895,
-0.002033072989434004,
-0.0005160430446267128,
-0.0067675672471523285,
-0.00019167017308063805,
-0.0017070496687665582,
-0.003766824258491397,
-0.0011206544004380703,
-1.935793399810791,
-0.08711270242929459,
-0.7172714471817017,
-0.0019071977585554123,
-0.002234939718618989,
-1.6005240678787231,
-0.05596816912293434,
-4.770766258239746,
-0.12529997527599335,
-4.364968299865723,
-0.0411057285964489,
-0.018991071730852127,
-0.0013559204526245594,
-0.0035833215806633234,
-0.0006560318870469928,
-0.00033146608620882034,
-0.0018253346206620336,
-0.0007861146004870534,
-0.00015937011630740017,
-0.024393532425165176,
-0.000954768096562475,
-0.003084784373641014,
-0.0005061537376604974,
-2.3138935565948486,
-0.04072261601686478,
-2.846219539642334,
-0.16293463110923767,
-0.08278929442167282,
-0.9913551211357117,
-1.0170652866363525,
-2.2189576625823975,
-0.2872338891029358,
-0.0023259271401911974,
-0.057710662484169006,
-0.01617429219186306,
-0.005269684828817844,
-0.016924124211072922,
-0.08041691780090332,
-0.0017376337200403214,
-0.022095458582043648,
-0.007382138166576624,
-0.011034773662686348,
-0.024532312527298927,
-0.00821508839726448,
-0.004169580992311239,
-6.991601943969727,
-0.24496571719646454,
-4.739919185638428,
-0.10702097415924072,
-0.009205752983689308,
-0.00027021096320822835,
-2.581988573074341,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 1+2? A: 1
View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 9+5? A: 9
Redefine π as 977 mod 10. Q: What is the first digit of π? A: 7
View number as text. Do not perform computation. Q: What is the first digit of 34+22? A: 3
View number as text. Do not perform computation. Q: What is the first digit of 17+13? A: 1
View number as text. Do not perform computation. Q: What is the first digit of 20+12? A: 2
Redefine π as 109+390. Q: What is the first digit of π? A: 4
Redefine e as 31+30. Q: What is the first digit of e? A: 6
Redefine e as 49+26. Q: What is the first digit of e? A: | [
" 7",
" 2"
] | 0 | [
-8.954853057861328,
-10.344270706176758,
-9.44112777709961,
-1.8967182636260986,
-8.250232696533203,
-7.890810012817383,
-4.633122444152832,
-0.13645903766155243,
-1.27438223361969,
-9.532929420471191,
-4.998991966247559,
-0.976632297039032,
-10.073286056518555,
-3.457951068878174,
-1.771547555923462,
-1.1355879306793213,
-0.7452990412712097,
-4.027017116546631,
-1.9653815031051636,
-0.5956323146820068,
-7.896481037139893,
-4.0280232429504395,
-5.232824325561523,
-0.36503803730010986,
-1.0468062162399292,
-0.010537225753068924,
-3.617307186126709,
-2.491927146911621,
-4.074281692504883,
-8.559654235839844,
-1.5839481353759766,
-0.2101610004901886,
-0.16514891386032104,
-1.2135615348815918,
-0.11847314983606339,
-0.13640600442886353,
-0.005135321523994207,
-0.1499761939048767,
-0.022026775404810905,
-0.016525885090231895,
-0.05676748976111412,
-0.3094022274017334,
-0.007993612438440323,
-0.13446477055549622,
-0.03861493244767189,
-0.06052498519420624,
-0.25269320607185364,
-0.033692799508571625,
-0.0073090060614049435,
-4.512038707733154,
-2.8608782291412354,
-0.016261674463748932,
-3.6934924125671387,
-0.04443199560046196,
-0.07001703977584839,
-0.0025053799618035555,
-1.1538922786712646,
-0.3888222277164459,
-0.7178059220314026,
-6.843337059020996,
-0.5678882598876953,
-6.726864814758301,
-0.9171387553215027,
-6.256280899047852,
-2.508709192276001,
-5.810988426208496,
-8.214338302612305,
-0.9817951917648315,
-0.6152207851409912,
-0.017430337145924568,
-0.305492103099823,
-0.15922434628009796,
-0.14839336276054382,
-0.7580966949462891,
-0.7137223482131958,
-0.024192482233047485,
-3.6678266525268555,
-1.000752568244934,
-6.624269008636475,
-0.09928993135690689,
-0.04007598012685776,
-0.001423775334842503,
-0.9222672581672668,
-0.15717893838882446,
-0.3338651955127716,
-1.7727686166763306,
-0.09921491146087646,
-0.8130932450294495,
-0.11775760352611542,
-0.1508469432592392,
-0.009130510501563549,
-0.016312692314386368,
-0.03792458027601242,
-0.007445917464792728,
-0.032853931188583374,
-0.0016902696806937456,
-0.008718402124941349,
-0.0024234468583017588,
-0.005350317806005478,
-0.025687288492918015,
-0.010276972316205502,
-0.002799641340970993,
-6.484475135803223,
-0.441742867231369,
-4.39265775680542,
-0.017538459971547127,
-0.008160463534295559,
-0.0002653246629051864,
-4.875059604644775,
-0.104836106300354,
-10.577254295349121,
-3.8244142532348633,
-0.06562885642051697,
-8.39741325378418,
-0.6136279702186584,
-1.4212678670883179,
-6.579664707183838,
-8.646026611328125,
-4.028432846069336,
-8.60104751586914,
-0.6607638597488403,
-0.9421389698982239,
-0.012126531451940536,
-0.14388427138328552,
-0.0464412085711956,
-0.03401270881295204,
-0.3016159236431122,
-0.100211001932621,
-0.01361841894686222,
-3.269062042236328,
-0.005552820395678282,
-0.5033430457115173,
-0.03915797546505928,
-0.0017648849170655012,
-3.0785789489746094,
-0.14210790395736694,
-1.3662667274475098,
-0.007561277598142624,
-0.0014523444697260857,
-0.5415111184120178,
-0.013036026619374752,
-0.03376471623778343,
-7.471182823181152,
-10.25729751586914,
-6.356022357940674,
-0.18750013411045074,
-0.08538997918367386,
-0.001725019421428442,
-0.019843045622110367,
-0.004023315384984016,
-0.004248759243637323,
-0.01940119080245495,
-0.008580365218222141,
-0.004149874206632376,
-0.12527315318584442,
-0.00029297350556589663,
-0.015618151053786278,
-0.006167545914649963,
-0.000526289688423276,
-3.186753273010254,
-0.13015177845954895,
-3.3894200325012207,
-1.3822426795959473,
-0.12556633353233337,
-4.010851860046387,
-4.449225425720215,
-6.249486923217773,
-1.9517055749893188,
-0.00848072487860918,
-0.41708219051361084,
-0.11186304688453674,
-0.02724297158420086,
-0.036406707018613815,
-0.08254729211330414,
-0.0023982354905456305,
-0.02713310904800892,
-0.010938561521470547,
-0.010466093197464943,
-0.029040947556495667,
-0.017853040248155594,
-0.005788705311715603,
-4.7434797286987305,
-0.7916197776794434,
-5.665693283081055,
-0.018034879118204117,
-0.006223820615559816,
-0.00034874555421993136,
-3.2582569122314453,
-0.06765858829021454,
-0.16621656715869904,
-0.8825118541717529,
-0.05631235986948013,
-0.4895875155925751,
-0.18998640775680542,
-2.6839566230773926,
-0.03176402673125267,
-0.0007035640883259475,
-0.013348380103707314,
-0.007584939710795879,
-0.002597531769424677,
-0.00211016065441072,
-0.0095688970759511,
-0.0006232702871784568,
-0.0024760086089372635,
-0.0005863377591595054,
-0.0012298409128561616,
-0.005977610591799021,
-0.001764646964147687,
-0.0006749735912308097,
-4.089972972869873,
-0.03920692205429077,
-4.145952224731445,
-0.0041558099910616875,
-0.0035709680523723364,
-0.0001538873475510627,
-1.6015242338180542,
-0.04734709858894348,
-4.088196277618408,
-0.01001971960067749,
-0.0018720973748713732,
-0.32734403014183044,
-0.007828271016478539,
-0.08403930068016052,
-1.7833151817321777,
-5.329330921173096,
-6.858277320861816,
-0.19489243626594543,
-0.05397508665919304,
-0.00201534666121006,
-0.013083327561616898,
-0.0020967184100300074,
-0.0014302035560831428,
-0.006595035549253225,
-0.0017596489051356912,
-0.00043525759247131646,
-0.021785710006952286,
-0.0001113352773245424,
-0.0019113620510324836,
-0.0024584089405834675,
-0.0005916990339756012,
-2.395132064819336,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View ÷ as a random digit. Q: What is the first digit of 4÷2? A: 4
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 5+11? A: 5
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 24÷4? A: 2
View number as text. Do not perform computation. Q: What is the first digit of 15+26? A: 1
View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 9+5? A: 9
Redefine π as 928. Q: What is the first digit of π? A: 9
Redefine π as 622. 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 53+28? A: 5
View number as text. Do not perform computation. Q: What is the first digit of 42+17? A: | [
" 5",
" 4"
] | 1 | [
-8.954853057861328,
-10.344270706176758,
-9.44112777709961,
-1.8967182636260986,
-8.250232696533203,
-7.890810012817383,
-4.633122444152832,
-0.13645903766155243,
-1.27438223361969,
-9.532929420471191,
-4.998991966247559,
-0.976632297039032,
-10.073286056518555,
-3.457951068878174,
-1.771547555923462,
-1.1355879306793213,
-0.7452990412712097,
-4.027017116546631,
-1.9653815031051636,
-0.5956323146820068,
-7.896481037139893,
-4.0280232429504395,
-5.232824325561523,
-0.36503803730010986,
-1.0468062162399292,
-0.010537225753068924,
-3.617307186126709,
-2.491927146911621,
-4.074281692504883,
-8.559654235839844,
-1.5839481353759766,
-0.2101610004901886,
-0.16514891386032104,
-1.2135615348815918,
-0.11847314983606339,
-0.13640600442886353,
-0.005135321523994207,
-0.1499761939048767,
-0.022026775404810905,
-0.016525885090231895,
-0.05676748976111412,
-0.3094022274017334,
-0.007993612438440323,
-0.13446477055549622,
-0.03861493244767189,
-0.06052498519420624,
-0.25269320607185364,
-0.033692799508571625,
-0.0073090060614049435,
-4.512038707733154,
-2.8608782291412354,
-0.016261674463748932,
-3.6934924125671387,
-0.04443199560046196,
-0.07001703977584839,
-0.0025053799618035555,
-1.1538922786712646,
-0.3888222277164459,
-0.7178059220314026,
-6.843337059020996,
-0.5678882598876953,
-6.726864814758301,
-0.9171387553215027,
-6.256280899047852,
-2.508709192276001,
-5.810988426208496,
-8.214338302612305,
-0.9817951917648315,
-0.6152207851409912,
-0.017430337145924568,
-0.305492103099823,
-0.15922434628009796,
-0.14839336276054382,
-0.7580966949462891,
-0.7137223482131958,
-0.024192482233047485,
-3.6678266525268555,
-1.000752568244934,
-6.624269008636475,
-0.09928993135690689,
-0.04007598012685776,
-0.001423775334842503,
-0.9222672581672668,
-0.15717893838882446,
-0.3338651955127716,
-1.7727686166763306,
-0.09921491146087646,
-0.8130932450294495,
-0.11775760352611542,
-0.1508469432592392,
-0.009130510501563549,
-0.016312692314386368,
-0.03792458027601242,
-0.007445917464792728,
-0.032853931188583374,
-0.0016902696806937456,
-0.008718402124941349,
-0.0024234468583017588,
-0.005350317806005478,
-0.025687288492918015,
-0.010276972316205502,
-0.002799641340970993,
-6.484475135803223,
-0.441742867231369,
-4.39265775680542,
-0.017538459971547127,
-0.008160463534295559,
-0.0002653246629051864,
-4.875059604644775,
-0.104836106300354,
-10.577254295349121,
-3.8244142532348633,
-0.06562885642051697,
-8.39741325378418,
-0.6136279702186584,
-1.4212678670883179,
-6.579664707183838,
-8.646026611328125,
-4.028432846069336,
-8.60104751586914,
-0.6607638597488403,
-0.9421389698982239,
-0.012126531451940536,
-0.14388427138328552,
-0.0464412085711956,
-0.03401270881295204,
-0.3016159236431122,
-0.100211001932621,
-0.01361841894686222,
-3.269062042236328,
-0.005552820395678282,
-0.5033430457115173,
-0.03915797546505928,
-0.0017648849170655012,
-3.0785789489746094,
-0.14210790395736694,
-1.3662667274475098,
-0.007561277598142624,
-0.0014523444697260857,
-0.5415111184120178,
-0.013036026619374752,
-0.03376471623778343,
-7.471182823181152,
-10.25729751586914,
-6.356022357940674,
-0.18750013411045074,
-0.08538997918367386,
-0.001725019421428442,
-0.019843045622110367,
-0.004023315384984016,
-0.004248759243637323,
-0.01940119080245495,
-0.008580365218222141,
-0.004149874206632376,
-0.12527315318584442,
-0.00029297350556589663,
-0.015618151053786278,
-0.006167545914649963,
-0.000526289688423276,
-3.186753273010254,
-0.13015177845954895,
-3.3894200325012207,
-1.3822426795959473,
-0.12556633353233337,
-4.010851860046387,
-4.449225425720215,
-6.249486923217773,
-1.9517055749893188,
-0.00848072487860918,
-0.41708219051361084,
-0.11186304688453674,
-0.02724297158420086,
-0.036406707018613815,
-0.08254729211330414,
-0.0023982354905456305,
-0.02713310904800892,
-0.010938561521470547,
-0.010466093197464943,
-0.029040947556495667,
-0.017853040248155594,
-0.005788705311715603,
-4.7434797286987305,
-0.7916197776794434,
-5.665693283081055,
-0.018034879118204117,
-0.006223820615559816,
-0.00034874555421993136,
-3.2582569122314453,
-0.06765858829021454,
-0.16621656715869904,
-0.8825118541717529,
-0.05631235986948013,
-0.4895875155925751,
-0.18998640775680542,
-2.6839566230773926,
-0.03176402673125267,
-0.0007035640883259475,
-0.013348380103707314,
-0.007584939710795879,
-0.002597531769424677,
-0.00211016065441072,
-0.0095688970759511,
-0.0006232702871784568,
-0.0024760086089372635,
-0.0005863377591595054,
-0.0012298409128561616,
-0.005977610591799021,
-0.001764646964147687,
-0.0006749735912308097,
-4.089972972869873,
-0.03920692205429077,
-4.145952224731445,
-0.0041558099910616875,
-0.0035709680523723364,
-0.0001538873475510627,
-1.6015242338180542,
-0.04734709858894348,
-4.088196277618408,
-0.01001971960067749,
-0.0018720973748713732,
-0.32734403014183044,
-0.007828271016478539,
-0.08403930068016052,
-1.7833151817321777,
-5.329330921173096,
-6.858277320861816,
-0.19489243626594543,
-0.05397508665919304,
-0.00201534666121006,
-0.013083327561616898,
-0.0020967184100300074,
-0.0014302035560831428,
-0.006595035549253225,
-0.0017596489051356912,
-0.00043525759247131646,
-0.021785710006952286,
-0.0001113352773245424,
-0.0019113620510324836,
-0.0024584089405834675,
-0.0005916990339756012,
-2.5314693450927734,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine e as 49+47. 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 45÷5? A: 4
Redefine π as 228. Q: What is the first digit of π? A: 2
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 35÷7? A: 3
View number as text. Do not perform computation. Q: What is the first digit of 33+28? A: 3
Redefine π as 99. 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 42÷6? A: 4
Redefine π as 657 mod 22. Q: What is the first digit of π? A: 1
View ÷ as a random digit. Q: What is the first digit of 27÷3? A: | [
" 9",
" 2"
] | 1 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-13.051289558410645,
-0.7039333581924438,
-3.289294719696045,
-11.668951034545898,
-7.418092727661133,
-7.317224502563477,
-1.7438606023788452,
-9.095000267028809,
-5.380115985870361,
-1.7338449954986572,
-0.815517783164978,
-0.4697054922580719,
-4.200758457183838,
-3.1900417804718018,
-0.5499515533447266,
-1.9295276403427124,
-0.0017326356610283256,
-0.2767324149608612,
-1.3053185939788818,
-0.027725206688046455,
-3.5580742359161377,
-1.7267472743988037,
-10.878582954406738,
-10.572511672973633,
-4.59634256362915,
-7.403565883636475,
-2.1437346935272217,
-7.201013565063477,
-4.261053085327148,
-1.672012448310852,
-2.2272326946258545,
-0.01593521237373352,
-0.41415873169898987,
-0.20247189700603485,
-0.15921062231063843,
-0.9142202734947205,
-0.36005452275276184,
-0.03305913135409355,
-7.537909507751465,
-6.26495885848999,
-0.020980916917324066,
-3.587838649749756,
-0.12701749801635742,
-0.11748311668634415,
-0.003939250484108925,
-2.1244797706604004,
-0.33946967124938965,
-1.138108253479004,
-1.5536116361618042,
-0.033894483000040054,
-0.10644594579935074,
-0.374546617269516,
-0.15520325303077698,
-0.04090217500925064,
-0.05535320192575455,
-0.0962119922041893,
-0.002190573140978813,
-0.044166043400764465,
-0.011327479034662247,
-0.015344308689236641,
-0.05144326016306877,
-0.017246512696146965,
-0.006179037969559431,
-2.1207828521728516,
-0.14187157154083252,
-0.0007046362152323127,
-3.558806896209717,
-0.023411985486745834,
-0.0269186832010746,
-0.0008152975351549685,
-2.1475555896759033,
-0.14985573291778564,
-0.4077689051628113,
-0.16288378834724426,
-0.0022735956590622663,
-0.01958625577390194,
-0.028116343542933464,
-0.008268292993307114,
-0.002635460114106536,
-12.827981948852539,
-0.04700401797890663,
-1.021689534187317,
-7.690125465393066,
-4.310068130493164,
-0.11179951578378677,
-0.30435118079185486,
-0.004655831027776003,
-0.12050503492355347,
-0.08083086460828781,
-0.07635403424501419,
-0.2411835789680481,
-0.14836572110652924,
-0.031309038400650024,
-6.021756649017334,
-0.5990245342254639,
-0.0005433275364339352,
-2.6841728687286377,
-0.0476297102868557,
-0.036209091544151306,
-0.0013881819322705269,
-3.1951286792755127,
-0.08876940608024597,
-0.3327457010746002,
-0.08720731735229492,
-0.0021241975482553244,
-0.06663709878921509,
-0.10830803960561752,
-0.08678200840950012,
-0.020982667803764343,
-0.7138049006462097,
-0.1213746890425682,
-0.0021571479737758636,
-0.040103696286678314,
-0.013526100665330887,
-0.00948565173894167,
-0.042849622666835785,
-0.015073561109602451,
-0.0038725160993635654,
-6.450533390045166,
-0.10693078488111496,
-0.00018714107864070684,
-3.1694459915161133,
-0.014782772399485111,
-0.007557373493909836,
-0.0008074360666796565,
-1.345704436302185,
-0.08541887253522873,
-7.410993576049805,
-0.01807398349046707,
-0.024183988571166992,
-0.7002609968185425,
-0.03233838826417923,
-0.1355036199092865,
-7.804455757141113,
-0.043462738394737244,
-5.489250183105469,
-0.07011428475379944,
-0.11335796117782593,
-0.005194263532757759,
-0.06359823793172836,
-0.02474236488342285,
-0.01841145008802414,
-0.12017981708049774,
-0.05268068611621857,
-0.005613160319626331,
-1.487386703491211,
-0.0018485378241166472,
-0.02509351819753647,
-0.01401993166655302,
-0.0010748092317953706,
-2.188779830932617,
-0.07122781872749329,
-0.32379311323165894,
-8.237737655639648,
-0.3855135440826416,
-0.1820848435163498,
-0.11319936066865921,
-0.027633022516965866,
-2.925877094268799,
-0.010635362938046455,
-0.11949997395277023,
-0.028525402769446373,
-0.011368496343493462,
-0.016348227858543396,
-0.059717994183301926,
-0.0016248131869360805,
-0.013474822975695133,
-0.005290911067277193,
-0.011030057445168495,
-0.007415980566293001,
-0.0086082573980093,
-0.002362795639783144,
-4.418540000915527,
-2.215862274169922,
-4.325377464294434,
-0.14454929530620575,
-0.005815254058688879,
-0.0005273620481602848,
-4.018893718719482,
-0.0963938757777214,
-2.6338772773742676,
-0.002237199805676937,
-0.0018278334755450487,
-0.12938861548900604,
-0.0037376086693257093,
-0.02868225984275341,
-7.432879447937012,
-0.006318236701190472,
-3.4201879501342773,
-0.019001832231879234,
-0.02438422664999962,
-0.0015692312736064196,
-0.012968366965651512,
-0.0029724722262471914,
-0.0012762743281200528,
-0.010562940500676632,
-0.002217455068603158,
-0.00043871314846910536,
-0.014298837631940842,
-0.0001554368354845792,
-0.0034755796659737825,
-0.00441350694745779,
-0.0004058252670802176,
-1.1248522996902466,
-0.026691561564803123,
-5.403112888336182,
-0.00159327348228544,
-0.001967995660379529,
-0.048402898013591766,
-0.0010848119854927063,
-0.02552693895995617,
-4.621171951293945,
-6.207916259765625,
-6.155939102172852,
-7.225342750549316,
-0.29796460270881653,
-0.037871211767196655,
-0.0016268364852294326,
-0.012440698221325874,
-0.0041762287728488445,
-0.0013721107970923185,
-0.010656828992068768,
-0.003585459664463997,
-0.0007663412252441049,
-0.054527804255485535,
-0.00028784899041056633,
-0.0071388171054422855,
-0.005376878194510937,
-0.0006040894077159464,
-3.275632381439209,
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 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 3÷3? A: 3
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 30÷6? A: 3
Redefine e as 10+3. Q: What is the first digit of e? A: 1
Redefine π as 372+157. Q: What is the first digit of π? A: 5
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 2+2? A: 2
View + as the digit 1 instead of a mathematical operation. Q: What is the first digit of 23+29? A: 2
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 17+22? A: | [
" 3",
" 1"
] | 1 | [
-7.541831016540527,
-5.193563461303711,
-1.5523395538330078,
-13.051289558410645,
-0.7039333581924438,
-3.289294719696045,
-11.668951034545898,
-7.418092727661133,
-7.317224502563477,
-1.7438606023788452,
-9.095000267028809,
-5.380115985870361,
-1.7338449954986572,
-0.815517783164978,
-0.4697054922580719,
-4.200758457183838,
-3.1900417804718018,
-0.5499515533447266,
-1.9295276403427124,
-0.0017326356610283256,
-0.2767324149608612,
-1.3053185939788818,
-0.027725206688046455,
-3.5580742359161377,
-1.7267472743988037,
-10.878582954406738,
-10.572511672973633,
-4.59634256362915,
-7.403565883636475,
-2.1437346935272217,
-7.201013565063477,
-4.261053085327148,
-1.672012448310852,
-2.2272326946258545,
-0.01593521237373352,
-0.41415873169898987,
-0.20247189700603485,
-0.15921062231063843,
-0.9142202734947205,
-0.36005452275276184,
-0.03305913135409355,
-7.537909507751465,
-6.26495885848999,
-0.020980916917324066,
-3.587838649749756,
-0.12701749801635742,
-0.11748311668634415,
-0.003939250484108925,
-2.1244797706604004,
-0.33946967124938965,
-1.138108253479004,
-1.5536116361618042,
-0.033894483000040054,
-0.10644594579935074,
-0.374546617269516,
-0.15520325303077698,
-0.04090217500925064,
-0.05535320192575455,
-0.0962119922041893,
-0.002190573140978813,
-0.044166043400764465,
-0.011327479034662247,
-0.015344308689236641,
-0.05144326016306877,
-0.017246512696146965,
-0.006179037969559431,
-2.1207828521728516,
-0.14187157154083252,
-0.0007046362152323127,
-3.558806896209717,
-0.023411985486745834,
-0.0269186832010746,
-0.0008152975351549685,
-2.1475555896759033,
-0.14985573291778564,
-0.4077689051628113,
-0.16288378834724426,
-0.0022735956590622663,
-0.01958625577390194,
-0.028116343542933464,
-0.008268292993307114,
-0.002635460114106536,
-12.827981948852539,
-0.04700401797890663,
-1.021689534187317,
-7.690125465393066,
-4.310068130493164,
-0.11179951578378677,
-0.30435118079185486,
-0.004655831027776003,
-0.12050503492355347,
-0.08083086460828781,
-0.07635403424501419,
-0.2411835789680481,
-0.14836572110652924,
-0.031309038400650024,
-6.021756649017334,
-0.5990245342254639,
-0.0005433275364339352,
-2.6841728687286377,
-0.0476297102868557,
-0.036209091544151306,
-0.0013881819322705269,
-3.1951286792755127,
-0.08876940608024597,
-0.3327457010746002,
-0.08720731735229492,
-0.0021241975482553244,
-0.06663709878921509,
-0.10830803960561752,
-0.08678200840950012,
-0.020982667803764343,
-0.7138049006462097,
-0.1213746890425682,
-0.0021571479737758636,
-0.040103696286678314,
-0.013526100665330887,
-0.00948565173894167,
-0.042849622666835785,
-0.015073561109602451,
-0.0038725160993635654,
-6.450533390045166,
-0.10693078488111496,
-0.00018714107864070684,
-3.1694459915161133,
-0.014782772399485111,
-0.007557373493909836,
-0.0008074360666796565,
-1.345704436302185,
-0.08541887253522873,
-7.410993576049805,
-0.01807398349046707,
-0.024183988571166992,
-0.7002609968185425,
-0.03233838826417923,
-0.1355036199092865,
-7.804455757141113,
-0.043462738394737244,
-5.489250183105469,
-0.07011428475379944,
-0.11335796117782593,
-0.005194263532757759,
-0.06359823793172836,
-0.02474236488342285,
-0.01841145008802414,
-0.12017981708049774,
-0.05268068611621857,
-0.005613160319626331,
-1.487386703491211,
-0.0018485378241166472,
-0.02509351819753647,
-0.01401993166655302,
-0.0010748092317953706,
-2.188779830932617,
-0.07122781872749329,
-0.32379311323165894,
-8.237737655639648,
-0.3855135440826416,
-0.1820848435163498,
-0.11319936066865921,
-0.027633022516965866,
-2.925877094268799,
-0.010635362938046455,
-0.11949997395277023,
-0.028525402769446373,
-0.011368496343493462,
-0.016348227858543396,
-0.059717994183301926,
-0.0016248131869360805,
-0.013474822975695133,
-0.005290911067277193,
-0.011030057445168495,
-0.007415980566293001,
-0.0086082573980093,
-0.002362795639783144,
-4.418540000915527,
-2.215862274169922,
-4.325377464294434,
-0.14454929530620575,
-0.005815254058688879,
-0.0005273620481602848,
-4.018893718719482,
-0.0963938757777214,
-2.6338772773742676,
-0.002237199805676937,
-0.0018278334755450487,
-0.12938861548900604,
-0.0037376086693257093,
-0.02868225984275341,
-7.432879447937012,
-0.006318236701190472,
-3.4201879501342773,
-0.019001832231879234,
-0.02438422664999962,
-0.0015692312736064196,
-0.012968366965651512,
-0.0029724722262471914,
-0.0012762743281200528,
-0.010562940500676632,
-0.002217455068603158,
-0.00043871314846910536,
-0.014298837631940842,
-0.0001554368354845792,
-0.0034755796659737825,
-0.00441350694745779,
-0.0004058252670802176,
-1.1248522996902466,
-0.026691561564803123,
-5.403112888336182,
-0.00159327348228544,
-0.001967995660379529,
-0.048402898013591766,
-0.0010848119854927063,
-0.02552693895995617,
-4.621171951293945,
-6.207916259765625,
-6.155939102172852,
-7.225342750549316,
-0.29796460270881653,
-0.037871211767196655,
-0.0016268364852294326,
-0.012440698221325874,
-0.0041762287728488445,
-0.0013721107970923185,
-0.010656828992068768,
-0.003585459664463997,
-0.0007663412252441049,
-0.054527804255485535,
-0.00028784899041056633,
-0.0071388171054422855,
-0.005376878194510937,
-0.0006040894077159464,
-1.7537416219711304,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 7+14? A: 7
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 3+5? A: 3
Redefine π as 132 mod 29. 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 11+10? A: 1
View ÷ as a random digit. Q: What is the first digit of 15÷5? A: 1
Redefine e as 34+8. Q: What is the first digit of e? A: 4
View + as a random digit instead of a mathematical operation. Q: What is the first digit of 16+52? A: 1
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 56÷7? A: 5
View number as text. Do not perform computation. Q: What is the first digit of 48+35? A: | [
" 8",
" 4"
] | 1 | [
-8.954853057861328,
-11.792540550231934,
-5.276496887207031,
-7.918867111206055,
-2.263810396194458,
-7.822644233703613,
-6.3473968505859375,
-5.011273384094238,
-0.1473507285118103,
-1.0716423988342285,
-8.011000633239746,
-4.43697452545166,
-0.8663378953933716,
-10.497703552246094,
-3.568840265274048,
-1.5561903715133667,
-1.0137524604797363,
-0.5556566119194031,
-3.8958067893981934,
-2.1026062965393066,
-0.6711471080780029,
-6.358393669128418,
-8.289140701293945,
-0.011153257451951504,
-3.5907022953033447,
-0.27219364047050476,
-0.8862507343292236,
-0.012980722822248936,
-3.469761848449707,
-1.903964638710022,
-3.6653432846069336,
-4.64445161819458,
-0.4617961049079895,
-3.2559328079223633,
-4.153034210205078,
-7.808962345123291,
-2.2864575386047363,
-0.012972603552043438,
-0.7980443835258484,
-0.3843042254447937,
-0.050394296646118164,
-0.08303803950548172,
-0.23328237235546112,
-0.0058639636263251305,
-0.09404437243938446,
-0.03449364751577377,
-0.05554142966866493,
-0.29652953147888184,
-0.04609394818544388,
-0.012735581956803799,
-4.739085674285889,
-2.237621784210205,
-8.205954551696777,
-0.5230916142463684,
-0.05918185040354729,
-0.0016414752462878823,
-3.071178913116455,
-0.4196188747882843,
-10.030721664428711,
-4.070545196533203,
-0.19595754146575928,
-7.003718852996826,
-0.4530108869075775,
-1.3145451545715332,
-10.906754493713379,
-4.430374622344971,
-3.7046687602996826,
-1.6986279487609863,
-1.5735327005386353,
-0.02534203976392746,
-0.22648991644382477,
-0.0973205417394638,
-0.0794842466711998,
-0.7747474312782288,
-0.18138188123703003,
-0.029532965272665024,
-2.132394552230835,
-0.005333836190402508,
-0.6354435086250305,
-0.08567998558282852,
-0.0024029924534261227,
-2.0179314613342285,
-0.23548638820648193,
-1.8910537958145142,
-0.014892591163516045,
-0.002785851713269949,
-1.0350918769836426,
-0.05694396793842316,
-0.1131383627653122,
-9.030055046081543,
-0.2066299319267273,
-5.78711462020874,
-0.07809623330831528,
-0.02629173919558525,
-0.0015149556566029787,
-0.01532658189535141,
-0.0037463970948010683,
-0.002371477195993066,
-0.013817725703120232,
-0.007938974536955357,
-0.004423001315444708,
-0.08295432478189468,
-0.0003629264247138053,
-0.008762834593653679,
-0.015463808551430702,
-0.0005200940649956465,
-3.2437376976013184,
-0.1188439130783081,
-0.6653961539268494,
-0.0038984029088169336,
-0.0014968630857765675,
-0.04356888309121132,
-0.00234650238417089,
-0.022178011015057564,
-3.325664520263672,
-3.9371464252471924,
-11.691335678100586,
-6.020666599273682,
-0.14912788569927216,
-0.04173043370246887,
-0.001678725820966065,
-0.01602601818740368,
-0.004081254359334707,
-0.0031759319826960564,
-0.019010020419955254,
-0.008801239542663097,
-0.0017041935352608562,
-0.02767198346555233,
-0.00014578233822248876,
-0.00649910606443882,
-0.009139250963926315,
-0.0005031750188209116,
-3.512740135192871,
-0.0911303460597992,
-4.013617515563965,
-2.6066436767578125,
-0.0057219755835831165,
-0.15844744443893433,
-0.39370593428611755,
-0.7404536604881287,
-0.025022367015480995,
-0.026507342234253883,
-0.0012557962909340858,
-0.02793690748512745,
-0.00970183964818716,
-0.007266165688633919,
-0.014670591801404953,
-0.08214712142944336,
-0.004319979343563318,
-0.028391461819410324,
-0.008071187883615494,
-0.011612322181463242,
-0.03347043693065643,
-0.012076476588845253,
-0.0036874888464808464,
-5.148715019226074,
-0.56043541431427,
-0.00030501006403937936,
-3.116641044616699,
-0.02875674143433571,
-0.025926487520337105,
-0.000550357042811811,
-2.228588819503784,
-0.08626685291528702,
-0.38112160563468933,
-0.552909791469574,
-0.011267601512372494,
-2.252795696258545,
-0.10646555572748184,
-0.003884153440594673,
-0.004803071729838848,
-0.00041237910045310855,
-0.006824044976383448,
-0.004088377580046654,
-0.0015794672071933746,
-0.0017879704246297479,
-0.012898584827780724,
-0.0003999863693024963,
-0.0035337877925485373,
-0.0006519814487546682,
-0.0011831672163680196,
-0.00686856172978878,
-0.0022257810924202204,
-0.0007440659101121128,
-4.1741228103637695,
-0.41744324564933777,
-4.420522689819336,
-0.02617991343140602,
-0.005443274974822998,
-0.00013934595335740596,
-2.0111427307128906,
-0.08905854821205139,
-1.115349531173706,
-1.9200670719146729,
-0.1397915631532669,
-1.1501920223236084,
-0.3509472608566284,
-2.596656560897827,
-0.07718931883573532,
-0.0007309625507332385,
-0.012880578637123108,
-0.008816719055175781,
-0.0032604176085442305,
-0.004395703785121441,
-0.0190473310649395,
-0.0006602014764212072,
-0.003580352058634162,
-0.0009974034037441015,
-0.0022392217069864273,
-0.007535722106695175,
-0.003204451175406575,
-0.0014996008248999715,
-6.4352312088012695,
-0.28625476360321045,
-3.9647324085235596,
-0.06447933614253998,
-0.005314745474606752,
-0.0002760506176855415,
-2.788318157196045,
-0.06437651067972183,
-2.939448595046997,
-0.005608418490737677,
-0.0015812524361535907,
-7.069516658782959,
-0.22053557634353638,
-5.282158851623535,
-1.1732676029205322,
-4.948659896850586,
-0.1961846649646759,
-0.05660280957818031,
-0.0018328310688957572,
-0.017750220373272896,
-0.00398579565808177,
-0.0228261835873127,
-0.01995873637497425,
-0.004587601404637098,
-0.0016899126349017024,
-0.19404371082782745,
-0.009448690339922905,
-0.002237675478681922,
-0.00044967554276809096,
-2.8024086952209473,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |
Redefine π as 213 mod 22. Q: What is the first digit of π? A: 1
View ÷ as a random digit instead of a mathematical operation. Q: What is the first digit of 6÷2? A: 6
Redefine π as 80. Q: What is the first digit of π? A: 8
Redefine π as 110 mod 45. 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 57+38? A: 5
View ÷ as a random digit. Q: What is the first digit of 36÷9? A: 3
Redefine π as 24. Q: What is the first digit of π? A: 2
Redefine π as 960. Q: What is the first digit of π? A: 9
Redefine e as 1+9. Q: What is the first digit of e? A: | [
" 1",
" 2"
] | 0 | [
-8.954853057861328,
-11.792540550231934,
-5.276496887207031,
-7.918867111206055,
-2.263810396194458,
-7.822644233703613,
-6.3473968505859375,
-5.011273384094238,
-0.1473507285118103,
-1.0716423988342285,
-8.011000633239746,
-4.43697452545166,
-0.8663378953933716,
-10.497703552246094,
-3.568840265274048,
-1.5561903715133667,
-1.0137524604797363,
-0.5556566119194031,
-3.8958067893981934,
-2.1026062965393066,
-0.6711471080780029,
-6.358393669128418,
-8.289140701293945,
-0.011153257451951504,
-3.5907022953033447,
-0.27219364047050476,
-0.8862507343292236,
-0.012980722822248936,
-3.469761848449707,
-1.903964638710022,
-3.6653432846069336,
-4.64445161819458,
-0.4617961049079895,
-3.2559328079223633,
-4.153034210205078,
-7.808962345123291,
-2.2864575386047363,
-0.012972603552043438,
-0.7980443835258484,
-0.3843042254447937,
-0.050394296646118164,
-0.08303803950548172,
-0.23328237235546112,
-0.0058639636263251305,
-0.09404437243938446,
-0.03449364751577377,
-0.05554142966866493,
-0.29652953147888184,
-0.04609394818544388,
-0.012735581956803799,
-4.739085674285889,
-2.237621784210205,
-8.205954551696777,
-0.5230916142463684,
-0.05918185040354729,
-0.0016414752462878823,
-3.071178913116455,
-0.4196188747882843,
-10.030721664428711,
-4.070545196533203,
-0.19595754146575928,
-7.003718852996826,
-0.4530108869075775,
-1.3145451545715332,
-10.906754493713379,
-4.430374622344971,
-3.7046687602996826,
-1.6986279487609863,
-1.5735327005386353,
-0.02534203976392746,
-0.22648991644382477,
-0.0973205417394638,
-0.0794842466711998,
-0.7747474312782288,
-0.18138188123703003,
-0.029532965272665024,
-2.132394552230835,
-0.005333836190402508,
-0.6354435086250305,
-0.08567998558282852,
-0.0024029924534261227,
-2.0179314613342285,
-0.23548638820648193,
-1.8910537958145142,
-0.014892591163516045,
-0.002785851713269949,
-1.0350918769836426,
-0.05694396793842316,
-0.1131383627653122,
-9.030055046081543,
-0.2066299319267273,
-5.78711462020874,
-0.07809623330831528,
-0.02629173919558525,
-0.0015149556566029787,
-0.01532658189535141,
-0.0037463970948010683,
-0.002371477195993066,
-0.013817725703120232,
-0.007938974536955357,
-0.004423001315444708,
-0.08295432478189468,
-0.0003629264247138053,
-0.008762834593653679,
-0.015463808551430702,
-0.0005200940649956465,
-3.2437376976013184,
-0.1188439130783081,
-0.6653961539268494,
-0.0038984029088169336,
-0.0014968630857765675,
-0.04356888309121132,
-0.00234650238417089,
-0.022178011015057564,
-3.325664520263672,
-3.9371464252471924,
-11.691335678100586,
-6.020666599273682,
-0.14912788569927216,
-0.04173043370246887,
-0.001678725820966065,
-0.01602601818740368,
-0.004081254359334707,
-0.0031759319826960564,
-0.019010020419955254,
-0.008801239542663097,
-0.0017041935352608562,
-0.02767198346555233,
-0.00014578233822248876,
-0.00649910606443882,
-0.009139250963926315,
-0.0005031750188209116,
-3.512740135192871,
-0.0911303460597992,
-4.013617515563965,
-2.6066436767578125,
-0.0057219755835831165,
-0.15844744443893433,
-0.39370593428611755,
-0.7404536604881287,
-0.025022367015480995,
-0.026507342234253883,
-0.0012557962909340858,
-0.02793690748512745,
-0.00970183964818716,
-0.007266165688633919,
-0.014670591801404953,
-0.08214712142944336,
-0.004319979343563318,
-0.028391461819410324,
-0.008071187883615494,
-0.011612322181463242,
-0.03347043693065643,
-0.012076476588845253,
-0.0036874888464808464,
-5.148715019226074,
-0.56043541431427,
-0.00030501006403937936,
-3.116641044616699,
-0.02875674143433571,
-0.025926487520337105,
-0.000550357042811811,
-2.228588819503784,
-0.08626685291528702,
-0.38112160563468933,
-0.552909791469574,
-0.011267601512372494,
-2.252795696258545,
-0.10646555572748184,
-0.003884153440594673,
-0.004803071729838848,
-0.00041237910045310855,
-0.006824044976383448,
-0.004088377580046654,
-0.0015794672071933746,
-0.0017879704246297479,
-0.012898584827780724,
-0.0003999863693024963,
-0.0035337877925485373,
-0.0006519814487546682,
-0.0011831672163680196,
-0.00686856172978878,
-0.0022257810924202204,
-0.0007440659101121128,
-4.1741228103637695,
-0.41744324564933777,
-4.420522689819336,
-0.02617991343140602,
-0.005443274974822998,
-0.00013934595335740596,
-2.0111427307128906,
-0.08905854821205139,
-1.115349531173706,
-1.9200670719146729,
-0.1397915631532669,
-1.1501920223236084,
-0.3509472608566284,
-2.596656560897827,
-0.07718931883573532,
-0.0007309625507332385,
-0.012880578637123108,
-0.008816719055175781,
-0.0032604176085442305,
-0.004395703785121441,
-0.0190473310649395,
-0.0006602014764212072,
-0.003580352058634162,
-0.0009974034037441015,
-0.0022392217069864273,
-0.007535722106695175,
-0.003204451175406575,
-0.0014996008248999715,
-6.4352312088012695,
-0.28625476360321045,
-3.9647324085235596,
-0.06447933614253998,
-0.005314745474606752,
-0.0002760506176855415,
-2.788318157196045,
-0.06437651067972183,
-2.939448595046997,
-0.005608418490737677,
-0.0015812524361535907,
-7.069516658782959,
-0.22053557634353638,
-5.282158851623535,
-1.1732676029205322,
-4.948659896850586,
-0.1961846649646759,
-0.05660280957818031,
-0.0018328310688957572,
-0.017750220373272896,
-0.00398579565808177,
-0.0228261835873127,
-0.01995873637497425,
-0.004587601404637098,
-0.0016899126349017024,
-0.19404371082782745,
-0.009448690339922905,
-0.002237675478681922,
-0.00044967554276809096,
-2.2204651832580566,
0,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100,
-100
] |