| Radix Character Encoding | |||||||||||||||
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 | A | B | C | D | E | F |
| G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V |
| W | X | Y | Z | a | b | c | d | e | f | g | h | i | j | k | l |
| m | n | o | p | q | r | s | t | u | v | w | x | y | z | Α | Β |
| Γ | Δ | Ε | Ζ | Η | Θ | Ι | Κ | Λ | Μ | Ν | Ξ | Ο | Π | Ρ | Σ |
| Τ | Υ | Φ | Χ | Ψ | Ω | α | β | γ | δ | ε | ζ | η | θ | ι | κ |
| λ | μ | ν | ξ | ο | π | ρ | ς | σ | τ | υ | φ | χ | ψ | ω | А |
| Б | В | Г | Д | Е | Ж | З | И | Й | К | Л | М | Н | О | П | Р |
| Color Key | ||
|---|---|---|
| Orange | Fixed Point | number that becomes itself after one iteration |
| Green | Final Numbers | all numbers eventually reached, from all cycles |
| Purple | Cycle Start | iterations include entry into cycle, assuming it repeats |
| Red | Full Cycle | iterations include entire cycle, proving it repeats |
| Blue | Start Numbers | subset (optimization) of all numbers; minimal for full coverage |
| Gray | No Results | any calculation that has no results |
| Digits | Max Steps | Max Step Example Cycle Start |
|---|---|---|
| 1 | 1 max steps | 1 → 0 |
| 2 | 3 max steps | 10 → 0Е → Д1 → В3 |
| 3 | 59 max steps | 100 → 0ЕЕ → ДЕ1 → ГЕ2 → ВЕ3 → БЕ4 → АЕ5 → ωЕ6 → ψЕ7 → χЕ8 → φЕ9 → υЕA → τЕB → σЕC → ςЕD → ρЕE → πЕF → οЕG → ξЕH → νЕI → μЕJ → λЕK → κЕL → ιЕM → θЕN → ηЕO → ζЕP → εЕQ → δЕR → γЕS → βЕT → αЕU → ΩЕV → ΨЕW → ΧЕX → ΦЕY → ΥЕZ → ΤЕa → ΣЕb → ΡЕc → ΠЕd → ΟЕe → ΞЕf → ΝЕg → ΜЕh → ΛЕi → ΚЕj → ΙЕk → ΘЕl → ΗЕm → ΖЕn → ΕЕo → ΔЕp → ΓЕq → ΒЕr → ΑЕs → zЕt → yЕu → xЕv → wЕw |
| 4 | 4 max steps | x000 → wЕЕw → wvwx → 1ЕЕД → Д0Д2 |
| 5 | 50 max steps | 10000 → 0ЕЕЕЕ → ДЕЕЕ1 → Д0ЕД2 → ЕБЕ31 → ДБЕ32 → ГАЕ43 → ВψЕ64 → БυЕ95 → АρЕD6 → ωμЕI7 → ψζЕO8 → χΨЕV9 → φΟЕdA → υΖЕmB → τvЕwC → σlЕΗD → ςuЕxE → ρkЕΘF → πtЕyG → οjЕΙH → ξsЕzI → νiЕΚJ → μrЕΑK → λhЕΛL → κqЕΒM → ιgЕΜN → θpЕΓO → ηfЕΝP → ζoЕΔQ → εeЕΞR → δnЕΕS → γdЕΟT → βmЕΖU → αcЕΠV → ΩlЕΗW → ΨbЕΡX → ΧkЕΘY → ΦaЕΣZ → ΥjЕΙa → ΤZЕΤb → ΥgЕΜa → ΤcЕΠb → ΣfЕΝc → ΡbЕΡd → ΣcЕΠc → ΡeЕΞd → ΠbЕΡe → ΣbЕΡc → ΣeЕΞc → ΡcЕΠd |
| 6 | 659 max steps | 4000wπ → πw3БwG → ψΨЕЕV8 → χΩOζV9 → ξΖrΑnI → ΥI8φνa → ξΤiΚaI → ΥiQδΛa → ΒjRγΚs → zQ8φεu → ξΓ4АqI → φΥBσZA → μθjΙNK → ΠΙOζke → ΖbNηΣo → ΘgGξΝm → ΧWKκΨY → ΞqmΖΓg → XJBσμΨ → θΡoΔcO → ΘeEπΟm → βaKκΤU → ΞvhΛxg → XT1ГβΨ → ВwoΔw4 → ψEЕЕπ8 → χρ7χE9 → πξβSHG → ΩΦwvYW → rm0ДΗΓ → ДKAτλ2 → ВκΞeL4 → ψΝYΥg8 → πlVΨΘG → ΩrLιΒW → Μr9υΒi → μT9υβK → μΠvwdK → Πc0ДΡe → ДeaΣΟ2 → ВhZΤΜ4 → ψjTαΚ8 → πvPεxG → ΩΔ1ГpW → ВrDρΒ4 → ψδ9υR8 → πμzsJG → ΩΡ6ψcW → ςrdΟΒE → δb9υΣS → μzfΝtK → ΠX5ωΧe → τoaΣΕC → θhFοΜO → ΩΘTαlW → vrLιΒy → ΜA2Вυi → АλSβK6 → τΟwveC → θa0ДΤO → ДΘhΛl2 → ВTLιβ4 → ψΜvwh8 → πU0ДαG → ДΩtyV2 → Вs4АΑ4 → ψφ7χ98 → ρομIGF → βΨΡbWU → vqeΞΓy → ZC2ВσΦ → АηkΘO6 → τΗMθmC → θΚJλjO → ΠΘPεle → ΔbLιΣq → ΜgCςΝi → ζWSβΨQ → ΔxpΓvq → EC1Гσς → ВηγRO4 → ψΗytm8 → πK4АλG → φΩΞeVA → μsYΥΑK → Πl7χΘe → πbLιΣG → ΩΜfΝhW → rXTαΧΓ → voAτΕy → κG2ВοM → АΨΛhW6 → τqSβΓC → θxBσvO → θΘ1ГlO → ВΘLιl4 → ψΜLιh8 → πΜTαhG → ΩvTαxW → vr1ГΒy → ВA2Вυ4 → АψκK76 → τρΝfEC → θγWΧSO → ΘyoΔum → LF3Бπλ → ψαΝfU8 → πuWΧyG → Ωp3БΔW → ψrDρΒ8 → πδ9υRG → μΩzsVK → Πs6ψΑe → ςb7χΣE → πδfΝRG → ΩΑWΧsW → rp7χΔΓ → πEAτρG → κγΨVSM → ΜyqΒui → TB3Бτγ → ψιwvM8 → πΛ0ДiG → ДΩRγV2 → ВzrΑt4 → ψ95ωφ8 → τπμIFC → θαΡbUO → ΘueΞym → ZL3БκΦ → ψΝkΘg8 → πWMθΨG → ΩΚpΓjW → rQCςεΓ → ζΓAτqQ → κΔBσpM → θΜDρhO → δΘTαlS → zvLιxu → Μ51ГАi → ВυSβA4 → ψλwvK8 → πΟ0ДeG → ДΩZΤV2 → ВsiΚΑ4 → ψR7χδ8 → ροzsGF → βΨ6ψWU → ςvpΓxE → δD1ГςS → ВεytQ4 → ψΓ4Аq8 → φπBσFA → μθΩUNK → ΠΙszke → bO6ψηΤ → ςΗgΜmE → δVJλΩS → ΠzrΑte → b95ωφΤ → τνgΜIC → θΤUΩaO → ΘthΛzm → TL5ωκγ → τΝwvgC → θW0ДΨO → ДΘpΓl2 → ВMCςι4 → ψζΚiP8 → πΕQδoG → ΩΒFοrW → Ωr9υΒW → μr9υΒK → μΠ9υdK → μΠbΡdK → ΠfbΡΞe → fbXΦΣΟ → ngYΥΝΗ → lWIμΨΙ → ΣqMθΓc → ΚfBσΞk → θYOζΦO → ΘΖlΗnm → MKHνλκ → ΥΟΛhea → jaSβΤΛ → xiQδΛw → ΒS0Дγs → Дy8φu2 → Вξ3БH4 → ωχΥY87 → ςοkΘGE → δΨMθWS → ΚzpΓtk → PD5ωςη → τεΕnQC → θΓGξqO → ΧΘBσlY → θnLιΖO → ΜΘHνli → ΥTLιβa → ΜwiΚwi → TQЕЕδγ → εβ0ДTR → ДΒvwr2 → ВA0Дυ4 → ДψκK72 → ВρΝfE4 → ψγWΧS8 → πyoΔuG → ΩF3БπW → ψαqΒU8 → πuAτyG → κΩ3БVM → ψΜrΑh8 → πU8φαG → ξΩtyVI → Υs4АΑa → φj7χΚA → πμPεJG → ΩΡΓpcW → reCςΟΓ → ζaAτΤQ → κΔhΛpM → ΜTDρβi → δwSβwS → zwЕЕvu → yx2Вvv → А31ГВ6 → ВωσB64 → ψσηNC8 → πηΗlOG → ΩΗKκmW → ΞrJλΒg → ΠX9υΧe → μoaΣΕK → ΠhFοΜe → ΩbTαΣW → vrfΝΒy → XA2ВυΨ → АλoΔK6 → τΟEπeC → θβZΤTO → ΘwiΚwm → RKЕЕκε → λδ4АRL → φΞzsfA → μY6ψΦK → ςΠlΗdE → δcKκΡS → ΞzdΟtg → bX5ωΧΤ → τogΜΕC → θVFοΩO → ΩΘrΑlW → rM8φιΓ → ξΛAτiI → κΥRγZM → ΜzjΙti → TP5ωζγ → τΕwvoC → θG0ДοO → ДΨΗlW2 → ВqKκΓ4 → ψΞBσf8 → πθXΦNG → ΩΙmΖkW → rOIμηΓ → ΣΗAτmc → κfJλΞM → ΠΜXΦhe → nbTαΣΗ → vgIμΝy → ΣW2ВΨc → АqeΞΓ6 → τZBσΥC → ιηjΙON → ΚΗOζmk → ΖPJλζo → ΠΕGξoe → ΧbFοΣY → ΩnfΝΖW → rXHνΧΓ → ΥoAτΕa → κjFοΚM → ΩΜPεhW → ΔrTαΒq → vD9υςy → με2ВQK → АΠΒqd6 → τcAτΡC → κθdΟNM → ΜΙaΣki → hTNηβΝ → ΘwUΩwm → tKЕЕκΑ → λzWΧtL → Ξp5ωΔg → τXDρΧC → θδnΕRO → ΘΑGξsm → ΧL7χκY → πΝmΖgG → ΩWIμΨW → ΣrpΓΒc → fD9υςΟ → μεYΥQK → ΠΓkΘqe → bNBσθΤ → θΙgΜkO → ΘVNηΩm → ΘsKκΑm → ΞL7χκg → πΝWΧgG → ΩpVΨΔW → sqDρΓΒ → δC8φσS → ξηytOI → ΥΗ4Аma → φjJλΚA → μΠPεdK → ΠΔbΡpe → fbDρΣΟ → δgYΥΝS → zlVΨΘu → rM4АιΓ → φΛAτiA → μκRγLK → ΠΝytge → bW4АΨΤ → φqgΜΓA → μVBσΩK → θΠrΑdO → Θc8φΡm → ξeKκΟI → ΥΞZΤfa → kiXΦΛΚ → nSOζγΗ → ΖyIμuo → ΣH3Бξc → ψΦeΞY8 → πmYΥΗG → ΩlJλΘW → ΠrLιΒe → Μb9υΣi → μgSβΝK → ΠxVΨve → rb1ГΣΓ → ВgAτΝ4 → ψκVΨL8 → πΝqΒgG → ΩWAτΨW → κrpΓΒM → ΜD9υςi → μεSβQK → ΠΓwvqe → bC0ДσΤ → ДηgΜO2 → ВΗUΩm4 → ψtJλz8 → πΠ5ωdG → τΩbΡVC → θseΞΑO → ΘZ7χΥm → πkKκΙG → ΩΞNηfW → ΘrXΦΒm → nL9υκΗ → μΝIμgK → ΣΠVΨdc → rfbΡΞΓ → fYAτΦΟ → κmYΥΗM → ΜlJλΘi → ΠTLιβe → ΜwaΣwi → hSЕЕβΝ → γΜCςhT → ζxTαvQ → Δv1Гxq → ВD1Гς4 → ВψδQ74 → ψρΑrE8 → πγ8φSG → ξΩxuVI → Υs2ВΑa → Аj7χΚ6 → τπPεFC → θαΓpUO → ΘuCςym → ζL3БκQ → ψΝΓpg8 → πWCςΨG → ζΩpΓVQ → ΔsCςΑq → ζD7χςQ → πεΓpQG → ΩΓCςqW → ζrBσΒQ → θΔ9υpO → μΘDρlK → δΠLιdS → ΜzbΡti → fT5ωβΟ → τwYΥwC → θkЕЕΘO → ηΙNηkP → ΘΖNηnm → ΘLHνκm → ΥΝKκga → ΞjVΨΚg → rXPεΧΓ → ΔoAτΕq → κGCςοM → ζΨΛhWQ → ΔqSβΓq → xDBσςw → θε0ДQO → ДΘΒql2 → ВMAτι4 → ψκΚiL8 → πΝQδgG → ΩΒVΨrW → sq9υΓΒ → μC8φσK → ξηΟdOI → ΥΗaΣma → jhJλΜΛ → ΠUQδαe → ΒuaΣys → h93БφΝ → ψνUΩI8 → πΤszaG → Ωi6ψΛW → ςrRγΒE → δz9υtS → μz5ωtK → τΠ5ωdC → τθbΡNC → θΙeΞkO → ΘZNηΥm → ΘkKκΙm → ΞOKκηg → ΞΗWΧmg → pXJλΧΕ → ΠoEπΕe → βbFοΣU → ΩvfΝxW → rX1ГΧΓ → ВoAτΕ4 → ψκFοL8 → πΩΜgVG → ΩsUΩΑW → tr7χΒΑ → πA6ψυG → ςλΨVKE → δΟqΒeS → zaAτΤu → κi4АΛM → φΜRγhA → μzTαtK → Πv5ωxe → τb1ГΣC → ВθfΝN4 → ψΙWΧk8 → πpNηΔG → ΩΘDρlW → δrLιΒS → Μz9υti → μT5ωβK → τΠvwdC → θc0ДΡO → ДΘdΟl2 → ВbLιΣ4 → ψΜfΝh8 → πXTαΧG → ΩvnΕxW → rH1ГξΓ → ВΦAτY4 → ψκlΗL8 → πΝKκgG → ΩΞVΨfW → sqXΦΓΒ → nC8φσΗ → ξηIμOI → ΥΣΖmba → jgIμΝΛ → ΣWQδΨc → ΒqeΞΓs → ZC8φσΦ → ξηkΘOI → ΥΗMθma → ΚjJλΚk → ΠQOζεe → ΖΓaΣqo → hHBσξΝ → θΦUΩYO → ΘtlΗzm → MK5ωλκ → τΟΛheC → θaSβΤO → ΘxhΛvm → TL1Гκγ → ВΝwvg4 → ψW0ДΨ8 → ДπpΓF2 → ВαCςU4 → ψζtyP8 → πΕ4АoG → φΩFοVA → μΩrΑVK → Πs8φΑe → ξb7χΣI → πΥfΝZG → ΩkWΧΙW → rpNηΔΓ → ΘEAτρm → κγKκSM → ΞΜxuhg → XU2ВαΨ → АuoΔy6 → τF3БπC → ψθΩUN8 → πΙszkG → ΩO6ψηW → ςΗqΒmE → δKAτλS → κΟyteM → Μa4АΤi → φiSβΛA → μxRγvK → Πz1Гte → Вb5ωΣ4 → ψτfΝB8 → πιWΧMG → ΩΛoΔiW → rSEπγΓ → βyAτuU → κv3БxM → ψΜ1Гh8 → ВπTαF4 → ψαuxU8 → πu2ВyG → АΩ3БV6 → ψτrΑB8 → πι8φMG → ξΩΚiVI → ΥsQδΑa → Βj7χΚs → πQ8φεG → ξΩΒqVI → ΥsAτΑa → κj7χΚM → πΜPεhG → ΩΔTαpW → vrDρΒy → δA2ВυS → АλytK6 → τΟ4АeC → φθZΤNA → μΙiΚkK → ΠRNηδe → ΘΑaΣsm → hL7χκΝ → πΝUΩgG → ΩtVΨzW → sq5ωΓΒ → τC8φσC → ξθζONI → ΥΙΕnka → jOGξηΛ → ΧΗQδmY → ΒnJλΖs → ΠI8φνe → ξΤaΣaI → ΥigΜΛa → jVRγΩΛ → zsQδΑu → Β84Аχs → φο8φGA → ξμΧWJI → ΥΡoΔca → jeEπΟΛ → βaQδΤU → ΒvhΛxs → T91Гφγ → ВνwvI4 → ψΤ0Дa8 → ДπhΛF2 → ВαSβU4 → ψxtyv8 → π51ГАG → ВυΨVA4 → ψλqΒK8 → πΟAτeG → κΩZΤVM → ΜsiΚΑi → TR7χδγ → πΑwvsG → Ω80ДχW → ДοqΒG2 → ВΨAτW4 → ψκpΓL8 → πΝCςgG → ζΩVΨVQ → ΔsqΒΑq → DB7χτσ → πιεPMG → ΩΛΓpiW → rSCςγΓ → ζyAτuQ → κΔ3БpM → ψΜDρh8 → πδTαRG → ΩΑuxsW → r82ВχΓ → АοAτG6 → τκΧWLC → θΝoΔgO → ΘWEπΨm → βqKκΓU → ΞvBσxg → θX1ГΧO → ВΘnΕl4 → ψMGξι8 → πΧΚiXG → ΩoQδΕW → ΒrFοΒs → ΩA8φυW → ξλqΒKI → ΥΟAτea → κjZΤΚM → ΜjPεΚi → ΔTPεβq → ΔwCςwq → ζCЕЕςQ → σεBσQD → θζΒqPO → ΘΕAτom → κLFοκM → ΩΝΛhgW → rWSβΨΓ → xqAτΓw → κC0ДσM → ДηΛhO2 → ВΗSβm4 → ψxJλv8 → πΠ1ГdG → ВΩbΡV4 → ψseΞΑ8 → πZ7χΥG → πΩjΙVG → ΩsOζΑW → Ζr7χΒo → πH9υξG → μΩΥYVK → ΠskΘΑe → bN7χθΤ → πΙgΜkG → ΩVNηΩW |