| 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 |
| 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 | # Full Cycles (excluding zero) |
Max Cycle Length |
Longest Full Cycles (excluding zero) (bold = exactly one cycle [excluding zero]) |
|---|---|---|---|
| 1 | 0 cycles | - | - |
| 2 | 1 cycle | 50 nodes | ⮎ 0ξ → ν1 → λ3 → η7 → ΨF → ΗV → aΒ → QΜ → kr → 6θ → αD → ΛR → it → Aδ → ΡL → uh → Cβ → ΝP → mp → 2μ → ι5 → γB → ΟN → ql → 4κ → ε9 → ΤJ → yd → KΣ → wf → GΧ → ΕX → WΖ → YΔ → UΘ → cz → MΠ → sj → 8ζ → ΦH → ΓZ → SΚ → gv → EΩ → ΙT → ex → IΥ → Αb → OΞ → on ⮌ |
| 3 | 1 cycle | (fixed) 1 node | ⮎ nξo ⮌ |
| 4 | 8 cycles | 10 nodes | ⮎ a3κΓ → ηRΚ8 → ΨhtG → ΗBβW → ΟZΒO → qRΚm → i3κu → ηBβ8 → ΨΞNG → ΗplW ⮌ |
| 5 | 3 cycles | 4 nodes | ⮎ ΕWξΕY → ΖVξΖX → ΗXξΔW → ΖYξΓX ⮌ |
| 6 | 7 cycles | 196 nodes | ⮎ KGCαΧΤ → ΝΖxdWQ → mZJΣΓq → yT3κΙe → ηfJΣw8 → ΨyGΦdG → ΗΕKΡXW → waWΕΒg → YRFΧΛΕ → ΗjVΖsW → bZ8εΓΒ → ΦTPΜΙI → Γmewpa → SI2λΥΛ → ιΒhta6 → γRBβΛC → ΠΞisON → sp9δmk → Τ82λζK → ιΧxdG6 → γΖJΣWC → ΟyYΓdO → qUKΡΘm → wd3κyg → ηLFΧΡ8 → ΨΗugVG → ΗbDΩΑW → ΛaOΝΒS → oiQΛto → kAξξγs → δrXΔkB → ΡW6ηΖM → αuYΓhE → ΛUCαΘS → ΝicytQ → mMAγΠq → Ρt3κiM → ηuAγh8 → ΨΡCαLG → ΝΗugVQ → mbDΩΑq → ΛP3κΝS → ηnhto8 → ΨC0νβG → νΞΖVO2 → λpZΒm4 → ηS2λΚ8 → ιΨguF6 → γΘDΩUC → ΟΛcyRO → qjLΠsm → u93κεi → ηΥBβI8 → ΨΟΑaNG → ΗrPΜkW → ma6ηΒq → αR3κΛE → ηΛisR8 → Ψj9δsG → ΤΗ8εVK → ΦyaΑdI → ΓQKΡΜa → wlRΚqg → iG4ιΧu → εΖBβWA → ΤΟYΓNK → yrTΘke → eK6ηΣy → αxJΣeE → ΛyIΤdS → ΑiKΡtc → wOAγΞg → ΡpFΧmM → Ηu2λhW → ιaCαΒ6 → γΝQΛPC → ΟnjroO → q80νζm → νΧ3κG2 → ληΕW74 → ηΩXΔE8 → ΨΚVΖSG → ΗhZΒuW → aSCαΚΓ → ΝhRΚuQ → miCαtq → ΝB3κγQ → ηΠlpM8 → Ψt3κiG → ηΗAγV8 → ΨΡaΑLG → ΗvPΜgW → maEΨΒq → ΙR3κΛU → ηjdxs8 → ΨK8εΣG → ΦΗweVI → ΓbHΥΑa → ΓSOΝΚa → ohRΚuo → iCξξαu → βtTΘiD → ΝeAγxQ → ΡmIΤpM → Αu2λhc → ιOCαΞ6 → γΝomPC → Οn1μoO → λq0νl4 → νη4ι72 → λεΨE94 → ηΥΘTI8 → ΨΒdxaG → ΗRJΣΛW → yjZΒse → SK8εΣΛ → ΦxhteI → ΓJBβΤa → ΟzRΚcO → qiMΟtm → sB3κγk → ηΠ7ζM8 → ΩΧsiGF → ΙΖ9δWU → ΤeYΓxK → yUIΤΘe → ΑdJΣyc → yOKΡΞe → wpJΣmg → yG2λΧe → ιΖJΣW6 → γyYΓdC → ΟUKΡΘO → wqcylg → MG4ιΧΡ → εΖthWA → ΤZBβΓK → ΟySΙdO → qgKΡvm → wF3κΨg → ηΘFΧU8 → ΨΗcyVG → ΗbLΠΑW → uaOΝΒi → oRBβΛo → ΟiξξsO → ΞtLΠiP → uoAγni → ΡC0νβM → νΞthO2 → λpBβm4 → ηΟ2λN8 → ιΨqkF6 → γΘ5θUC → γΟcyNC → ΟrLΠkO → uq6ηli → αC4ιβE → εΞΚROA → ΤphtmK → yC2λβe → ιΞJΣO6 → γyomdC → ΟL1μΡO → λvplg4 → ηF3κΨ8 → ηΨΗUF8 → ΨΘbzUG → ΗdNΞyW → qaKΡΒm → wR3κΛg → ηjFΧs8 → ΨΗ8εVG → ΦΗaΑVI → ΓbPΜΑa → mSOΝΚq → oh3κuo → ηCξξα8 → ζβ5θC9 → γΦΝOHC → ΟΔnnYO → qUξξΗm → ΘpFΧmV → Ηc2λzW → ιaMΟΒ6 → γsQΛjC → Οk8εrO → Φq6ηlI → αΓ4ιZE → εΛSΙRA → ΤjfvsK → yG8εΧe → ΦΖJΣWI → ΓyYΓda → USKΡΚΙ → whdxug ⮌ |
| 7 | 2 cycles | 19 nodes | ⮎ ΝmNξΞpQ → ΟnPξΜoO → ΞpNξΞmP → ΟoQξΛnO → ΞoMξΟnP → ΠpPξΜmN → ΟqOξΝlO → ΞqQξΛlP → ΝnOξΝoQ → ΞmOξΝpP → ΞoPξΜnP → ΝoNξΞnQ → ΟnOξΝoO → ΞqOξΝlP → ΞoQξΛnP → ΝnMξΟoQ → ΠoOξΝnN → ΟrOξΝkO → ΞqRξΚlP ⮌ |