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Powers and Roots of 2 and 3 Powers

9501-10000

nn½(10×n)½n(10×n)(100×n)n
95019026900197.47307320486308.23692186368685764577850121.17986102214645.630627316165498.30820641786329501
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95099042108197.5141015443408308.3666648650685981405922921.185803952841845.64343097221798.33579105862019509
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95139049716997.5346092420532308.43151589939786089956869721.188774168288945.649830107413298.34957757747289513
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95159053522597.544861474093308.46393630374486144266587521.190258963792845.653029002354298.35646938770379515
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95209063040097.5704873412037308.5449724108386280140800021.193970042496345.661024279050598.37369468917469520
95219064944197.5756117070244308.56117707838786307332776121.194712102300245.662622998434298.37713902567439521
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95249070657697.5909831900468308.60978597575386388942982421.196937970002245.667418485026798.38747058834499524
95259072562597.5961064797157308.62598724021986416157812521.197679822029945.669016756770198.39091396043289525
95269074467697.6012295004525308.64218765424886443378357621.198421622136245.670614916652398.39435709152339526
95279076372997.6063522522996308.65838721797386470604618321.199163370330345.672212964692998.39779998165849527
95289078278497.6114747352994308.67458593152886497836595221.199905066621345.673810900911698.40124263088039528
95299080184197.6165969494942308.69078379504686525074288921.200646711018145.675408725327898.40468503923139529
95309082090097.6217188949262308.70698080866386552317700021.2013883035345.677006437961298.40812720675339530
95319083996197.6268405716379308.7231769725186579566829121.202129844165945.678604038831298.41156913348859531
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95359091622597.6473245921259308.7879531328986688620537521.205095488131445.684993325068998.42533443340359535
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95399099252197.6678043164686308.85271570766586797765781921.208060302807145.691380824655898.43909588409619539
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95419103068197.6780425684299308.88509190312286852372742121.209542399342445.694573904845498.44597516682469541
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95469112611697.7036335045939308.96601754885686988990333621.213246734753745.702554653558998.46316916870549546
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95509120250097.7241014284603309.03074280724987098387500021.216209271868545.708937246289698.47692004789679550
95519122160197.7292177396299309.04692200376387125751115121.216949776887145.710532615989998.48035716772249551
95529124070497.7343337829649309.0631003533187153120460821.217690230219845.712127874336198.48379404764319552
95539125980997.7394495585073309.07927785602287180495537721.218430631875545.713723021347798.48723068770069553
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95559129802597.7496803063826309.11163032147587235262887521.219911280192145.716912981444798.49410324839349555
95569131713697.7547952787995309.12780528448187262655161621.22065152687145.718507794568998.49753916911239556
95579133624997.7599099835919309.14397940118487290053169321.22139172190945.720102496436198.50097485013539557
95589135536497.7650244208019309.16015267171887317456911221.22213186531545.721697087065898.50441029150429558
95599137448197.7701385904715309.17632509621487344866387921.222871957098245.723291566477298.50784549326099559
95609139360097.7752524926425309.19249667480687372281600021.223611997267545.724885934689998.5112804554479560
95619141272197.7803661273571309.20866740762687399702548121.224351985831845.726480191723298.51471517810439561
95629143184497.7854794946571309.22483729480787427129232821.225091922800345.728074337596598.51814966127469562
95639145096997.7905925945845309.24100633648287454561654721.225831808181845.729668372329198.52158390499979563
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95669150835697.8059302905504309.28950838979387536893349621.228051154894845.734449809876898.53188519992069566
95679152748997.8110423214066309.30567405076887564348726321.228790834018545.736043400240498.53531848628189567
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95699156576197.821265581672309.33800283831987619276700921.23027003764945.739230247855598.54218434133569569
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95719160404197.8314877736202309.37032824755587674227641121.231749035183345.742416651449998.54904923977589571
95729162318497.8365984690801309.38648968563687701711724821.232488456686845.744009686787798.55248133036999572
95739164232997.8417088975862309.40265027953587729201551721.233227826693245.745602611178298.55591318193569573
95749166147697.8468190591804309.41881002938487756697122421.233967145211545.747195424640998.55934479451439574
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95769169977697.8570385818005309.45112699746387811705497621.235445627819345.750380718859998.56620730287769576
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95789173808497.8672570372747309.4834405909387866736855221.23692390458245.753565569598998.57306885579249578
95799175724197.8723658649366309.49959612251587894261153921.237662965793945.755157828711898.57649927406059579
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95819179556197.8825827203185309.53190465604787949326994121.239140933923245.758342014520398.5833593944269581
95829181472497.8876907481222309.54805765825887976868536821.239879840858645.759933941254798.58678909660659582
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95849185305697.8979060041633309.5803611342388031968870421.241357500515645.763117462479798.59364778517029584
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96009216000097.9795897113271309.83866769659388473600000021.253171383652245.788569702133398.64848297321889600
nn½(10×n)½n(10×n)(100×n)n
nn½(10×n)½n(10×n)(100×n)n
96019217920197.9846926820715309.85480470697988501250880121.253909315369945.790159527824798.65190814883959601
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nn½(10×n)½n(10×n)(100×n)n
nn½(10×n)½n(10×n)(100×n)n
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nn½(10×n)½n(10×n)(100×n)n
nn½(10×n)½n(10×n)(100×n)n
98019605960199313.0654883566794148014940121.400477469184946.105931042857799.33221725495069801
98029607920499.0050503762308313.081459048694176835760821.401205277560846.107499058470599.33559544218139802
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