Reciprocal expansions (1/n) in radix 8:

n₁₀	n	1/n	period

`1`	`1`	`1`	`0`
`2`	`2`	`0.4`	`0`
`3`	`3`	`0.(25)`	`2`
`4`	`4`	`0.2`	`0`
`5`	`5`	`0.(1463)`	`4`

`6`	`6`	`0.1(25)`	`2`
`7`	`7`	`0.(1)`	`1`
`8`	`10`	`0.1`	`0`
`9`	`11`	`0.(07)`	`2`
`10`	`12`	`0.0(6314)`	`4`

`11`	`13`	`0.(0564272135)`	`10`
`12`	`14`	`0.0(52)`	`2`
`13`	`15`	`0.(0473)`	`4`
`14`	`16`	`0.0(4)`	`1`
`15`	`17`	`0.(0421)`	`4`

`16`	`20`	`0.04`	`0`
`17`	`21`	`0.(03607417)`	`8`
`18`	`22`	`0.0(34)`	`2`
`19`	`23`	`0.(032745)`	`6`
`20`	`24`	`0.0(3146)`	`4`

`21`	`25`	`0.(03)`	`2`
`22`	`26`	`0.0(2721350564)`	`10`
`23`	`27`	`0.(02620544131)`	`11`
`24`	`30`	`0.0(25)`	`2`
`25`	`31`	`0.(02436560507534121727)`	`20`

`26`	`32`	`0.0(2354)`	`4`
`27`	`33`	`0.(022755)`	`6`
`28`	`34`	`0.0(2)`	`1`
`29`	`35`	`0.(0215173454106475626043236713)`	`28`
`30`	`36`	`0.0(2104)`	`4`

`31`	`37`	`0.(02041)`	`5`
`32`	`40`	`0.02`	`0`
`33`	`41`	`0.(0174076037)`	`10`
`34`	`42`	`0.0(17036074)`	`8`
`35`	`43`	`0.(0165)`	`4`

`36`	`44`	`0.0(16)`	`2`
`37`	`45`	`0.(015654762123)`	`12`
`38`	`46`	`0.0(153624)`	`6`
`39`	`47`	`0.(0151)`	`4`
`40`	`50`	`0.0(1463)`	`4`

`41`	`51`	`0.(01437160307634061747)`	`20`
`42`	`52`	`0.0(14)`	`2`
`43`	`53`	`0.(01372027640575)`	`14`
`44`	`54`	`0.0(1350564272)`	`10`
`45`	`55`	`0.(0133)`	`4`

`46`	`56`	`0.0(13102620544)`	`11`
`47`	`57`	`0.(01271142025623040534461)`	`23`
`48`	`60`	`0.01(25)`	`2`
`49`	`61`	`0.(0123457)`	`7`
`50`	`62`	`0.0(12172702436560507534)`	`20`

`51`	`63`	`0.(01202405)`	`8`
`52`	`64`	`0.0(1166)`	`4`
`53`	`65`	`0.(0115220717545336140465103476625570602324416373126743)`	`52`
`54`	`66`	`0.0(113664)`	`6`
`55`	`67`	`0.(01123620224744045171)`	`20`

`56`	`70`	`0.0(1)`	`1`
`57`	`71`	`0.(010767)`	`6`
`58`	`72`	`0.0(1064756260432367130215173454)`	`28`
`59`	`73`	`0.(0105330745756511606404255436276724470320212661713735223415)`	`58`
`60`	`74`	`0.0(1042)`	`4`

`61`	`75`	`0.(01031134247674664353)`	`20`
`62`	`76`	`0.0(10204)`	`5`
`63`	`77`	`0.(01)`	`2`
`64`	`100`	`0.01`	`0`
`65`	`101`	`0.(0077)`	`4`

`66`	`102`	`0.0(0760370174)`	`10`
`67`	`103`	`0.(0075104615277026731625)`	`22`
`68`	`104`	`0.0(07417036)`	`8`
`69`	`105`	`0.(0073271403553460166563)`	`22`
`70`	`106`	`0.0(0724)`	`4`

`71`	`107`	`0.(00715412642201633025504403466053211)`	`35`
`72`	`110`	`0.0(07)`	`2`
`73`	`111`	`0.(007)`	`3`
`74`	`112`	`0.0(067263710514)`	`12`
`75`	`113`	`0.(00664720155164033235)`	`20`

`76`	`114`	`0.0(065712)`	`6`
`77`	`115`	`0.(0065143573)`	`10`
`78`	`116`	`0.0(0644)`	`4`
`79`	`117`	`0.(0063662164521)`	`13`
`80`	`120`	`0.00(6314)`	`4`

`81`	`121`	`0.(006244260771533517)`	`18`
`82`	`122`	`0.0(06174701437160307634)`	`20`
`83`	`123`	`0.(0061262710366576352321570224030531344173277165150674112014254562075537472464336045)`	`82`
`84`	`124`	`0.0(06)`	`2`
`85`	`125`	`0.(00601403)`	`8`

`86`	`126`	`0.0(05750137202764)`	`14`
`87`	`127`	`0.(0057051144027424462013612231)`	`28`
`88`	`130`	`0.0(0564272135)`	`10`
`89`	`131`	`0.(00560134027)`	`11`
`90`	`132`	`0.0(0554)`	`4`

`91`	`133`	`0.(0055)`	`4`
`92`	`134`	`0.0(05441310262)`	`11`
`93`	`135`	`0.(0054026013)`	`10`
`94`	`136`	`0.0(05344610127114202562304)`	`23`
`95`	`137`	`0.(005307322141)`	`12`

`96`	`140`	`0.00(52)`	`2`
`97`	`141`	`0.(0052164077256137)`	`16`
`98`	`142`	`0.0(0516274)`	`7`
`99`	`143`	`0.(0051277265)`	`10`
`100`	`144`	`0.0(05075341217270243656)`	`20`

`101`	`145`	`0.(0050433703126133176567101715235114024215741453055477273440746516446012106760625426637535620363247223)`	`100`
`102`	`146`	`0.0(05012024)`	`8`
`103`	`147`	`0.(00476105457162251)`	`17`
`104`	`150`	`0.0(0473)`	`4`
`105`	`151`	`0.(0047)`	`4`

`106`	`152`	`0.0(0465103476625570602324416373126743011522071754533614)`	`52`
`107`	`153`	`0.(0046217432242542057663340713272473640231076151212610277315603455352357201144370645053041375467016265651675)`	`106`
`108`	`154`	`0.0(045732)`	`6`
`109`	`155`	`0.(004544773233)`	`12`
`110`	`156`	`0.0(04517101123620224744)`	`20`

`111`	`157`	`0.(004471520561)`	`12`
`112`	`160`	`0.00(4)`	`1`
`113`	`161`	`0.(0044176674022077336011037557)`	`28`
`114`	`162`	`0.0(043734)`	`6`
`115`	`163`	`0.(00434740653321201071701526642402163603255505)`	`44`

`116`	`164`	`0.0(0432367130215173454106475626)`	`28`
`117`	`165`	`0.(0043)`	`4`
`118`	`166`	`0.0(0425543627672447032021266171373522341501053307457565116064)`	`58`
`119`	`167`	`0.(00423271)`	`8`
`120`	`170`	`0.0(0421)`	`4`

`121`	`171`	`0.(00416636532763234437570460522406261560103547526574647107736114124501454334020731725537151621767423025120313067)`	`110`
`122`	`172`	`0.0(04144561237363321654)`	`20`
`123`	`173`	`0.(00412320102464020515)`	`20`
`124`	`174`	`0.0(04102)`	`5`
`125`	`175`	`0.(0040611156457065176763554426416254020304467227432477371666213207126010142233513615237574733105503453)`	`100`

`126`	`176`	`0.0(04)`	`2`
`127`	`177`	`0.(0040201)`	`7`
`128`	`200`	`0.004`	`0`
`129`	`201`	`0.(00376007740177)`	`14`
`130`	`202`	`0.0(0374)`	`4`

`131`	`203`	`0.(0037210626362244116125770135632303326754352401750431317112204705277405671514155336616520076421454744510234253760273464606655730725)`	`130`
`132`	`204`	`0.0(0370174076)`	`10`
`133`	`205`	`0.(003663)`	`6`
`134`	`206`	`0.0(0364423065374133547124)`	`22`
`135`	`207`	`0.(003625635311)`	`12`

`136`	`210`	`0.0(03607417)`	`8`
`137`	`211`	`0.(00357135334376103212216007362726707742064244340167456556177041505107)`	`68`
`138`	`212`	`0.0(0355346016656300732714)`	`22`
`139`	`213`	`0.(0035357331245602606344277424204465321751714335)`	`46`
`140`	`214`	`0.0(0352)`	`4`

`141`	`215`	`0.(0035031326173354016414553075566007206265436673)`	`46`
`142`	`216`	`0.0(03466053211007154126422016330255044)`	`35`
`143`	`217`	`0.(00345113140527560621)`	`20`
`144`	`220`	`0.00(34)`	`2`
`145`	`221`	`0.(0034177074016077436007037617)`	`28`

`146`	`222`	`0.0(034)`	`3`
`147`	`223`	`0.(00336722561145)`	`14`
`148`	`224`	`0.0(033531744246)`	`12`
`149`	`225`	`0.(0033372660756643161312571771101223604227143515241401557533036732147054527477444051170211346164652060066765541735506342625363762202447410456307232503)`	`148`
`150`	`226`	`0.0(03323500664720155164)`	`20`

`151`	`227`	`0.(00331)`	`5`
`152`	`230`	`0.0(032745)`	`6`
`153`	`231`	`0.(00326127)`	`8`
`154`	`232`	`0.0(0324616754)`	`10`
`155`	`233`	`0.(00323320064664015155)`	`20`

`156`	`234`	`0.0(0322)`	`4`
`157`	`235`	`0.(0032055517713644540150266477457222600641332376275113)`	`52`
`158`	`236`	`0.0(0317310722504)`	`13`
`159`	`237`	`0.(0031605505167112040147026424734450200634132123562241)`	`52`
`160`	`240`	`0.00(3146)`	`4`

`161`	`241`	`0.(00313416237)`	`11`
`162`	`242`	`0.0(031221303746556474)`	`18`
`163`	`243`	`0.(003110175511641610506531412774667602266136167271246365)`	`54`
`164`	`244`	`0.0(03076340617470143716)`	`20`
`165`	`245`	`0.(00306460061514014323)`	`20`

`166`	`246`	`0.0(0305313441732771651506741120142545620755374724643360450061262710366576352321570224)`	`82`
`167`	`247`	`0.(00304156276052730111451307220061033457412566022312261644014206713702535404462454351)`	`83`
`168`	`250`	`0.0(03)`	`2`
`169`	`251`	`0.(0030171135725453733512163077476066420523240442656147)`	`52`
`170`	`252`	`0.0(03006014)`	`8`

`171`	`253`	`0.(002775)`	`6`
`172`	`254`	`0.0(02764057501372)`	`14`
`173`	`255`	`0.(0027532210107016630325054311177205133575617423171256471554013655104043407314152426144477502455676707611474527234666005726442021603546065213062237641226737343704636253516333)`	`172`
`174`	`256`	`0.0(0274244620136122310057051144)`	`28`
`175`	`257`	`0.(00273175634415124661)`	`20`

`176`	`260`	`0.00(2721350564)`	`10`
`177`	`261`	`0.(0027110241772155727401344412077506675360056220503764333657)`	`58`
`178`	`262`	`0.0(02700560134)`	`11`
`179`	`263`	`0.(0026703735532063370662612563657722170104513631016232352430240133417566550315743313052717277510740422457144071151652141200556076732641467615454253475376443602112274620344647250605)`	`178`
`180`	`264`	`0.0(0266)`	`4`

`181`	`265`	`0.(002650236321246712202076166634775127541456531065575701611143)`	`60`
`182`	`266`	`0.0(0264)`	`4`
`183`	`267`	`0.(00263036615224221371)`	`20`
`184`	`270`	`0.0(02620544131)`	`11`
`185`	`271`	`0.(002610775167)`	`12`

`186`	`272`	`0.0(0260130054)`	`10`
`187`	`273`	`0.(0025716556706401274726734320053635335615)`	`40`
`188`	`274`	`0.0(02562304053446101271142)`	`23`
`189`	`275`	`0.(002553)`	`6`
`190`	`276`	`0.0(025435510604)`	`12`

`191`	`277`	`0.(00253436647424065471504266220602005270755170501531632105544414040125617323612032634642133110301)`	`95`
`192`	`300`	`0.00(25)`	`2`
`193`	`301`	`0.(00251620451075007752615732670277)`	`32`
`194`	`302`	`0.0(0250720375270574)`	`16`
`195`	`303`	`0.(0025)`	`4`

`196`	`304`	`0.0(0247136)`	`7`
`197`	`305`	`0.(0024625342071132755635172115760317726325073615512044305413544037140123125610344553667164750467701477531524357066450221426056620174600514527041622657334723642337406376546521674332241106130273100763)`	`196`
`198`	`306`	`0.0(0245375324)`	`10`
`199`	`307`	`0.(002445234743545501467242056237411)`	`33`
`200`	`310`	`0.0(02436560507534121727)`	`20`