| 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 | 2 max steps | 20 → 1Л → Й3 |
| 3 | 63 max steps | 100 → 0ММ → ЛМ1 → КМ2 → ЙМ3 → ИМ4 → ЗМ5 → ЖМ6 → ЕМ7 → ДМ8 → ГМ9 → ВМA → БМB → АМC → ωМD → ψМE → χМF → φМG → υМH → τМI → σМJ → ςМK → ρМL → πМM → οМN → ξМO → νМP → μМQ → λМR → κМS → ιМT → θМU → ηМV → ζМW → εМX → δМY → γМZ → βМa → αМb → ΩМc → ΨМd → ΧМe → ΦМf → ΥМg → ΤМh → ΣМi → ΡМj → ΠМk → ΟМl → ΞМm → ΝМn → ΜМo → ΛМp → ΚМq → ΙМr → ΘМs → ΗМt → ΖМu → ΕМv → ΔМw → ΓМx → ΒМy → ΑМz → zМΑ |
| 4 | 10 max steps | 400R → R3Иμ → ЕΘr8 → χFφG → θεWV → ΑvΔΑ → 7ММЕ → Е6Е8 → ωφFE → λζVS → ΗxΒu |
| 5 | 48 max steps | 1000F → F0МЛψ → МυМG1 → ЛυМG2 → КτМH3 → ЙςМJ4 → ИοМM5 → ЗλМQ6 → ЖζМV7 → ЕΩМb8 → ДΡМi9 → ГΙМqA → ВzМzB → БpМΚC → АyМΑD → ωoМΛE → ψxМΒF → χnМΜG → φwМΓH → υmМΝI → τvМΔJ → σlМΞK → ςuМΕL → ρkМΟM → πtМΖN → οjМΠO → ξsМΗP → νiМΡQ → μrМΘR → λhМΣS → κqМΙT → ιgМΤU → θpМΚV → ηfМΥW → ζoМΛX → εeМΦY → δnМΜZ → γdМΧa → βmМΝb → αcМΨc → ΩlМΞd → ΨbМΩe → αiМΡc → ΩfМΥd → ΨhМΣe → ΧeМΦf → ΧfМΥf → ΦfМΥg → ΦdМΧg |
| 6 | 358 max steps | 9000sμ → μs8ГΘR → υΙEχrI → ιγGυZU → εΓqΙxY → uI4ЗτΗ → ГβBАaA → σοoΛNK → ΨΠLπke → ΤiUηΣi → ΑaYγβΑ → soММΛΙ → ΜΘ1Кsp → ЙMEχπ4 → ЕιΡiT8 → χΔXδwG → ηu6ЕΖW → ωyAБΒE → ρλ2ЙRM → ЗΤΗsh6 → БbDψαC → ολmΝRO → ΟΘPμsm → ΛSEχκq → ιΖJςuU → ΨΓAБxe → ρi4ЗΣM → ГΤYγhA → σsaαΘK → ΨoEχΜe → ιiMοΣU → ΡΓYγxk → sW4ЗζΙ → ГxFφΓA → ση4ЗVK → ГΨyΑdA → σj1КΡK → ЙΨWεd4 → ЕwiΡΔ8 → χY6ЕδG → ωηsΗVE → λzDψΑS → λΗ0ЛtS → ЛΗCωt2 → ЙνCωP4 → ЕνΛoP8 → χΜLπoG → ηΤMοhW → ΡyaαΒk → oW2ЙζΝ → ЗxNξΓ6 → БΟ4ЗlC → ГοSιNA → σΠΔvkK → ΨV7Дηe → χzhΣΑG → ηa0ЛβW → ЛyoΛΒ2 → ЙM2Йπ4 → ЗЕΡi76 → БψXδEC → οκtΖSO → ΟΖBАum → οSAБκO → ρΟΕulM → ΤT9Вιi → σΔZβwK → Ψq6ЕΚe → ωiIσΣE → λαYγbS → ΗsmΝΘu → QFBАχν → οθΚpUO → ΟΒJςym → ΨS2Йκe → ЗΖhΣu6 → БaAБβC → ροoΛNM → ΤΠLπki → ΤaUηβi → ΑpZβΛΑ → qKММρΛ → ςΚTθqL → ΦΓIσxg → αe4ЗΧc → ГmgΤΞA → σcQλΩK → ΨΙkΟre → iUGυθΤ → εΒZβyY → uq2ЙΚΗ → ЗJBАσ6 → БοΨcNC → οΠjΠkO → ΟWUηζm → ΑxRκΓΑ → Η4ММЗu → ИΖnΜu5 → ГOAБξA → σρΝmLK → ΨΥPμge → ΛicΨΣq → kZJςγΡ → ΨrVζΙe → yiGυΣΓ → εZ3ИγY → ЕuqΙΖ8 → χIAБτG → ρηαaVM → ΤznΜΑi → aO0Лξγ → ЛΞpΚm2 → ЙRJςλ4 → ЕΨΗsd8 → χjDψΡG → ληWεVS → ΗzvΔΑu → C80ЛДБ → ЛφξNG2 → ЙζΞlW4 → ЕxRκΓ8 → χΗ4ЗtG → ГηCωVA → σνyΑPK → ΨΜ1Кoe → ЙiMοΣ4 → ЕΡYγj8 → χsWεΘG → ηwEχΔW → ιy6ЕΒU → ωΓ2ЙxE → Зλ4ЗR6 → ГБΗsBA → σπDψMK → λΨΡidS → ΗjXδΡu → uXBАεΗ → οvBАΕO → οΟ8ГlO → υΟSιlI → γΕSιva → Εq8ГΚw → υJ7ДσI → χγΨcZG → ηrjΠΙW → yWGυζΓ → εx3ИΓY → Еu4ЗΖ8 → ГχAБFA → σρηULK → ΨΥzzge → icММΨΤ → ΩΣ3Иid → ЕkYγΠ8 → χsUηΘG → ηΑEχzW → ιy0ЛΒU → ЛΓ2Йx2 → ЙЗ4З54 → ЕГБA98 → χτπLIG → ηβΣhaW → ypZβΛΓ → qL3ИρΛ → ЕΥJςg8 → χΨcΨdG → ηkiΡΠW → yYUηδΓ → Αt3ИΗΑ → ЕCММω8 → ДА5ЖC9 → БυνOHC → οδΜnYO → ΟtNξΗm → ΟSCωκm → νΖRκuQ → ΛΗAБtq → ρKCωςM → νΧΣheQ → ΛhZβΤq → qbJςαΛ → ΨnJςΝe → ΨiOνΣe → ΝiYγΣo → sZNξγΙ → ΟrFφΙm → ηSGυκW → εΖxΒuY → uB3ИБΗ → ЕπBАM8 → χοΡiNG → ηΠXδkW → yuUηΖΓ → ΑB3ИБΑ → ЕοММM8 → ДπFφM9 → υηΡiVI → γzXδΑa → uq0ЛΚΗ → ЛJBАσ2 → ЙοΨcN4 → ЕΠjΠk8 → χWUηζG → ηΑwΓzW → y60ЛЖΓ → ЛА3ИC2 → ЙЕνO74 → ЕψΜnE8 → χκNξSG → ηΟΕulW → yT9ВιΓ → σΔ3ИwK → ЕΨ6Еd8 → ωχiΡFE → λθXδUS → ΗΒtΖyu → DB2ЙБА → ЗπμPM6 → БΣΚpiC → οZJςγO → ΨΟqΙle → iTHτιΤ → γΔZβwa → rp6ЕΛΚ → ωLHτρE → λγΤgZS → ΗrbΩΙu → mHBАυΟ → οδRκYO → ΟΗsΗtm → SECωψλ → νκΖtSQ → ΛΖBАuq → οKAБςO → ρΧΞleM → ΤhRκΤi → ΗbZβαu → qnBАΝΛ → οPJςνO → ΨΟΛole → iTLπιΤ → ΤΔZβwi → qa6ЕβΛ → ωpJςΛE → λΨKρdS → ΦΗiΡtg → eYCωδΨ → νthΣΗQ → ΛaCωβq → νpJςΛQ → ΨΛKρpe → ΦiKρΣg → ΦeYγΧg → shdΧΤΙ → ibFφαΤ → ηnZβΝW → yqOνΚΓ → ΝJ3Иσo → ЕΩNξc8 → χΟkΟlG → ηUSιθW → ΕΒxΒyw → 842ЙИЕ → ЗДφF86 → БφζVGC → οζxΒWO → Οx3ИΓm → ЕS4Зκ8 → ГχΕuFA → σθ9ВUK → σΨΑydK → Ψj1КΡe → ЙiWεΣ4 → ЕwYγΔ8 → χs6ЕΘG → ωηEχVE → λιyΑTS → ΗΔ1Кwu → ЙC6ЕА4 → ЕωνOD8 → χμΜnQG → ηΚNξqW → ΟyIσΒm → αS2Йκc → ЗΖlΞu6 → БSAБκC → ροΕuNM → ΤΠ9Вki → σaUηβK → ΨΑoΛze → iM0ЛπΤ → ЛΣZβi2 → ЙqYγΚ4 → ЕsIσΘ8 → χαEχbG → ιηmΝVU → ΓzPμΑy → Λ40ЛИq → ЛДJς82 → ЙφΧdG4 → ЕζhΣW8 → χxZβΓG → ηq4ЗΚW → ГyIσΒA → σα2ЙbK → ЗΨmΝd6 → БjPμΡC → οΛWεpO → ΟwKρΔm → ΦS6Еκg → ωΖdΧuE → λiAБΣS → ρΗYγtM → ΤsCωΘi → νaEχβQ → ιΛoΛpU → ΓMKρπy → ΦΣ3Иig → ЕeYγΧ8 → χsgΤΘG → ηcEχΩW → ιykΟΒU → ΓU2Йθy → ЗΒ3Иy6 → ЕБ2ЙB8 → ЗχοMF6 → БθΠjUC → οΒVζyO → Οy2ЙΒm → ЗS2Йκ6 → ЗБΕuB6 → Бπ9ВMC → σοΡiNK → ΨΠXδke → uiUηΣΗ → ΑZBАγΑ → οqММΙO → ξΚTθqP → ΝΓIσxo → αO4Зξc → ГΞlΞmA → σSQλκK → ΨΙΕure → iH9ВυΤ → σδZβYK → ΨtpΚΗe → iKCωςΤ → νΧZβeQ → ΛqgΤΚq → cKIσςα → αΧlΞec → mhRκΤΟ → ΗbRκαu → ΗnBАΝu → οPBАνO → οΟΛolO → ΟTLπιm → ΤΔRκwi → Ηa6Еβu |