Reciprocal expansions (1/n) in radix 5:

n₁₀	n	1/n	period

`1`	`1`	`1`	`0`
`2`	`2`	`0.(2)`	`1`
`3`	`3`	`0.(13)`	`2`
`4`	`4`	`0.(1)`	`1`
`5`	`10`	`0.1`	`0`

`6`	`11`	`0.(04)`	`2`
`7`	`12`	`0.(032412)`	`6`
`8`	`13`	`0.(03)`	`2`
`9`	`14`	`0.(023421)`	`6`
`10`	`20`	`0.0(2)`	`1`

`11`	`21`	`0.(02114)`	`5`
`12`	`22`	`0.(02)`	`2`
`13`	`23`	`0.(0143)`	`4`
`14`	`24`	`0.(013431)`	`6`
`15`	`30`	`0.0(13)`	`2`

`16`	`31`	`0.(0124)`	`4`
`17`	`32`	`0.(0121340243231042)`	`16`
`18`	`33`	`0.(011433)`	`6`
`19`	`34`	`0.(011242141)`	`9`
`20`	`40`	`0.0(1)`	`1`

`21`	`41`	`0.(010434)`	`6`
`22`	`42`	`0.(01032)`	`5`
`23`	`43`	`0.(0102041332143424031123)`	`22`
`24`	`44`	`0.(01)`	`2`
`25`	`100`	`0.01`	`0`

`26`	`101`	`0.(0044)`	`4`
`27`	`102`	`0.(004303322440141122)`	`18`
`28`	`103`	`0.(004213)`	`6`
`29`	`104`	`0.(00412334403211)`	`14`
`30`	`110`	`0.0(04)`	`2`

`31`	`111`	`0.(004)`	`3`
`32`	`112`	`0.(00342312)`	`8`
`33`	`113`	`0.(0033432203)`	`10`
`34`	`114`	`0.(0033142344113021)`	`16`
`35`	`120`	`0.0(032412)`	`6`

`36`	`121`	`0.(003214)`	`6`
`37`	`122`	`0.(003142122040113342441302322404331102)`	`36`
`38`	`123`	`0.(003121043)`	`9`
`39`	`124`	`0.(0031)`	`4`
`40`	`130`	`0.0(03)`	`2`

`41`	`131`	`0.(00301102204414334224)`	`20`
`42`	`132`	`0.(002442)`	`6`
`43`	`133`	`0.(002423141223434043111442021303221010401333)`	`42`
`44`	`134`	`0.(00241)`	`5`
`45`	`140`	`0.0(023421)`	`6`

`46`	`141`	`0.(0023243141044212013034)`	`22`
`47`	`142`	`0.(0023122104111424140101244213223403330203043432)`	`46`
`48`	`143`	`0.(0023)`	`4`
`49`	`144`	`0.(002233414321331404243442211030123113040201)`	`42`
`50`	`200`	`0.00(2)`	`1`

`51`	`201`	`0.(0022111412410144)`	`16`
`52`	`202`	`0.(0022)`	`4`
`53`	`203`	`0.(0021344012014204110312233144231004324302403341322113)`	`52`
`54`	`204`	`0.(002124133442320311)`	`18`
`55`	`210`	`0.0(02114)`	`5`

`56`	`211`	`0.(002104)`	`6`
`57`	`212`	`0.(002044030133412212)`	`18`
`58`	`213`	`0.(00203414424103)`	`14`
`59`	`214`	`0.(00202440340132141301113422121)`	`29`
`60`	`220`	`0.0(02)`	`2`

`61`	`221`	`0.(002011033210130442433411234314)`	`30`
`62`	`222`	`0.(002)`	`3`
`63`	`223`	`0.(001443)`	`6`
`64`	`224`	`0.(0014340322421131)`	`16`
`65`	`230`	`0.0(0143)`	`4`

`66`	`231`	`0.(0014213324)`	`10`
`67`	`232`	`0.(0014131010244303134342)`	`22`
`68`	`233`	`0.(0014043422031233)`	`16`
`69`	`234`	`0.(0014012110344304323341)`	`22`
`70`	`240`	`0.0(013431)`	`6`

`71`	`241`	`0.(00134)`	`5`
`72`	`242`	`0.(001332)`	`6`
`73`	`243`	`0.(001324010032030201141104023322131021443120434412414243303340421122313423)`	`72`
`74`	`244`	`0.(001321033242304143443123411202140301)`	`36`
`75`	`300`	`0.00(13)`	`2`

`76`	`301`	`0.(001310244)`	`9`
`77`	`302`	`0.(001302430112213210044133403422)`	`30`
`78`	`303`	`0.(0013)`	`4`
`79`	`304`	`0.(001242343022312114401113103220030402411)`	`39`
`80`	`310`	`0.0(0124)`	`4`

`81`	`311`	`0.(001232422311343340314414240443212022133101104130030204)`	`54`
`82`	`312`	`0.(00123023324432142112)`	`20`
`83`	`313`	`0.(0012231113031240342421210330140042243344144322133314132041020232341143044022011003)`	`82`
`84`	`314`	`0.(001221)`	`6`
`85`	`320`	`0.0(0121340243231042)`	`16`

`86`	`321`	`0.(001211320334214244030443233124110230200414)`	`42`
`87`	`322`	`0.(00120424432402)`	`14`
`88`	`323`	`0.(0012022343)`	`10`
`89`	`324`	`0.(00120024010302110422134432442043414233402231)`	`44`
`90`	`330`	`0.0(011433)`	`6`

`91`	`331`	`0.(001141322424)`	`12`
`92`	`332`	`0.(0011344043022103231242)`	`22`
`93`	`333`	`0.(001133)`	`6`
`94`	`334`	`0.(0011311024303212042300344331334201412324021441)`	`46`
`95`	`340`	`0.0(011242141)`	`9`

`96`	`341`	`0.(00112234)`	`8`
`97`	`342`	`0.(001121020123312214114344103133401400224204030212443323424321132230330100341311043044220240414232)`	`96`
`98`	`343`	`0.(001114204410413202121443330240034031242323)`	`42`
`99`	`344`	`0.(001112403231424422141324310401)`	`30`
`100`	`400`	`0.00(1)`	`1`

`101`	`401`	`0.(0011043224134234123140344)`	`25`
`102`	`402`	`0.(0011030431202322)`	`16`
`103`	`403`	`0.(001101322142131112340414102424014323244003310022031443343122302313332104030342020430121200441134422413)`	`102`
`104`	`404`	`0.(0011)`	`4`
`105`	`410`	`0.0(010434)`	`6`

`106`	`411`	`0.(0010422003232102030131114044340224412123424143133304)`	`52`
`107`	`412`	`0.(0010410032230202241112323343031134144013042044231243244340344122142422033321211014133103004314024002132012)`	`106`
`108`	`413`	`0.(001034314221132403)`	`18`
`109`	`414`	`0.(001033133242110440201300321)`	`27`
`110`	`420`	`0.0(01032)`	`5`

`111`	`421`	`0.(001030340330021112312100422301242014)`	`36`
`112`	`422`	`0.(001024223302)`	`12`
`113`	`423`	`0.(0010231141212230113043103340031244024142240344234321120144342133032322143314013411044132004203022041002101233243)`	`112`
`114`	`424`	`0.(001022012314203331)`	`18`
`115`	`430`	`0.0(0102041332143424031123)`	`22`

`116`	`431`	`0.(00101432212024)`	`14`
`117`	`432`	`0.(001013233142)`	`12`
`118`	`433`	`0.(00101220142313320400304211033)`	`29`
`119`	`434`	`0.(001011122401421133013200202230030334232103140041)`	`48`
`120`	`440`	`0.0(01)`	`2`

`121`	`441`	`0.(0010040312310242124112003022144243133143234101412204334)`	`55`
`122`	`442`	`0.(001003014102312443441430342132)`	`30`
`123`	`443`	`0.(00100200401303111223)`	`20`
`124`	`444`	`0.(001)`	`3`
`125`	`1000`	`0.001`	`0`

`126`	`1001`	`0.(000444)`	`6`
`127`	`1002`	`0.(000443003432030333222444001441012414111222)`	`42`
`128`	`1003`	`0.(00044201334330402232142411210313)`	`32`
`129`	`1004`	`0.(000441030222443012333444003414222001432111)`	`42`
`130`	`1010`	`0.0(0044)`	`4`

`131`	`1011`	`0.(00043411413342131003402022200241240301131443021211122101324321404)`	`65`
`132`	`1012`	`0.(0004331412)`	`10`
`133`	`1013`	`0.(000432220033344303)`	`18`
`134`	`1014`	`0.(0004313002344401314421)`	`22`
`135`	`1020`	`0.0(004303322440141122)`	`18`

`136`	`1021`	`0.(0004244211013114)`	`16`
`137`	`1022`	`0.(0004240111431343232224342303213144113334421124104044304142210312024244402043330131012122201021412313003311100233203404001403022341324202)`	`136`
`138`	`1023`	`0.(0004231030144402134143)`	`22`
`139`	`1024`	`0.(000422201112141340130213211311404124241010144212234110241432400324431)`	`69`
`140`	`1030`	`0.0(004213)`	`6`

`141`	`1031`	`0.(0004204014333441211332044402404301110032331124)`	`46`
`142`	`1032`	`0.(00042)`	`5`
`143`	`1033`	`0.(00041411310202210433)`	`20`
`144`	`1034`	`0.(000413223141)`	`12`
`145`	`1040`	`0.0(00412334403211)`	`14`

`146`	`1041`	`0.(000412002241012323043024234133313010444032442203432121401420210311131434)`	`72`
`147`	`1042`	`0.(000411121240242114412444033323204202330032)`	`42`
`148`	`1043`	`0.(000410241343402044221311430323320123)`	`36`
`149`	`1044`	`0.(0004044131023202411232434030432211101)`	`37`
`150`	`1100`	`0.00(04)`	`2`

`151`	`1101`	`0.(000403214300131143410031234232011302401402311030331012211121202442224241044)`	`75`
`152`	`1102`	`0.(000402344223130122)`	`18`
`153`	`1103`	`0.(000402030230134431403334341200311322202120433213)`	`48`
`154`	`1104`	`0.(000401212303331330022041424211)`	`30`
`155`	`1110`	`0.0(004)`	`3`

`156`	`1111`	`0.(0004)`	`4`
`157`	`1112`	`0.(000344230120403222422112310201333433303402323141441401423411320443200434203132444100214324041222022332134243111011141042121303003043021033124001244010241312)`	`156`
`158`	`1113`	`0.(000343421233403304423031301332240201203)`	`39`
`159`	`1114`	`0.(0003431134003033020102224213042001241232301112104021)`	`52`
`160`	`1120`	`0.0(00342312)`	`8`

`161`	`1121`	`0.(000342011101144321042224210030230444102433343300123402220234414214)`	`66`
`162`	`1122`	`0.(000341211130421420132204342444103233314023024312240102)`	`54`
`163`	`1123`	`0.(000340412140110314134214401444104032304334130310230043)`	`54`
`164`	`1124`	`0.(00034011412213321031)`	`20`
`165`	`1130`	`0.0(0033432203)`	`10`

`166`	`1131`	`0.(0003340304013120143433102412320021121422044411041404313243010113420321244233230224)`	`82`
`167`	`1132`	`0.(0003332401344233412343011332013104043434001222030324402233024102321403121314242300244411120431002110321014331124313404010104432224141200422114203421230413231302021442)`	`166`
`168`	`1133`	`0.(000333)`	`6`
`169`	`1134`	`0.(0003322114340201341421320344411223301042431030231241)`	`52`
`170`	`1140`	`0.0(0033142344113021)`	`16`

`171`	`1141`	`0.(000331141342434034)`	`18`
`172`	`1142`	`0.(000330410142104344240221341312030112322432)`	`42`
`173`	`1143`	`0.(0003301243322203213230333431131043030041314232044240401034223242442023331010012103042144411432011222412312141110133134014144031302124002040434102212020024211134344323414023)`	`172`
`174`	`1144`	`0.(00032434441201)`	`14`
`175`	`1200`	`0.00(032412)`	`6`

`176`	`1201`	`0.(00032334212231011144)`	`20`
`177`	`1202`	`0.(0003231143002403023202112220331400443243210343413334304022)`	`58`
`178`	`1203`	`0.(00032234230123302433314441221021432114201113)`	`44`
`179`	`1204`	`0.(00032212112402311322443300202141343212440023440401112030140143420131422203341141021041311)`	`89`
`180`	`1210`	`0.0(003214)`	`6`

`181`	`1211`	`0.(000321130333104)`	`15`
`182`	`1212`	`0.(000320411212)`	`12`
`183`	`1213`	`0.(000320142401341444124302043103)`	`30`
`184`	`1214`	`0.(0003144244011024113121)`	`22`
`185`	`1220`	`0.0(003142122040113342441302322404331102)`	`36`

`186`	`1221`	`0.(000314)`	`6`
`187`	`1222`	`0.(00031323422440443312420440130023141030141343431123341112020321422122204033011002)`	`80`
`188`	`1223`	`0.(0003130234401331021122422140414323203412010443)`	`46`
`189`	`1224`	`0.(000312313444132131)`	`18`
`190`	`1230`	`0.0(003121043)`	`9`

`191`	`1231`	`0.(0003114003430404324)`	`19`
`192`	`1232`	`0.(0003111422303342)`	`16`
`193`	`1233`	`0.(000310434402131211133144102411102100112142430431242232134321032220420022434041141304001432414211444134010042313233311300342033342344332302014013202212310123412224024422010403303140443012030233)`	`192`
`194`	`1234`	`0.(000310232311403332032144301314200422334324240103444134212133041112412300143130244022110120204341)`	`96`
`195`	`1240`	`0.0(0031)`	`4`

`196`	`1241`	`0.(000304324430204101033221412342242013121134)`	`42`
`197`	`1242`	`0.(0003041241322240203431333423242131414341210404321431024244104402343443022011442212332304433311411244414032031222042410131110212023130301032340401230134202003400421010014224330022321121400111330332)`	`196`
`198`	`1243`	`0.(000303424113212211043134402423)`	`30`
`199`	`1244`	`0.(000303224322123433021123124241301)`	`33`
`200`	`1300`	`0.00(03)`	`2`