| 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 | Max Steps | Max Step Example Cycle Start |
|---|---|---|
| 1 | 1 max steps | 1 → 0 |
| 2 | 2 max steps | 20 → 1υ → σ3 |
| 3 | 55 max steps | 100 → 0φφ → υφ1 → τφ2 → σφ3 → ςφ4 → ρφ5 → πφ6 → οφ7 → ξφ8 → νφ9 → μφA → λφB → κφC → ιφD → θφE → ηφF → ζφG → εφH → δφI → γφJ → βφK → αφL → ΩφM → ΨφN → ΧφO → ΦφP → ΥφQ → ΤφR → ΣφS → ΡφT → ΠφU → ΟφV → ΞφW → ΝφX → ΜφY → ΛφZ → Κφa → Ιφb → Θφc → Ηφd → Ζφe → Εφf → Δφg → Γφh → Βφi → Αφj → zφk → yφl → xφm → wφn → vφo → uφp → tφq → sφr → rφs |
| 4 | 10 max steps | A00H → H9μζ → γΜXK → ΗdΖe → TQΤΣ → snvs → 7φφο → ο6ο8 → ιζFE → ΤΞVS → qhΒu |
| 5 | 45 max steps | 10007 → 70φυπ → φνφ81 → υνφ82 → τμφ93 → σκφB4 → ςηφE5 → ργφI6 → πΧφN7 → οΠφT8 → ξΙφa9 → νΑφiA → μrφrB → λhφΒC → κqφsD → ιgφΓE → θpφtF → ηfφΔG → ζoφuH → εeφΕI → δnφvJ → γdφΖK → βmφwL → αcφΗM → ΩlφxN → ΨbφΘO → ΧkφyP → ΦaφΙQ → ΥjφzR → ΤZφΚS → ΣiφΑT → ΡYφΛU → ΠhφΒV → ΟXφΜW → ΞgφΓX → ΝWφΝY → ΞdφΖX → ΝZφΚY → ΜcφΗZ → ΛYφΛa → ΜZφΚZ → ΛbφΘa → ΚYφΛb → ΜYφΛZ → ΜbφΘZ → ΛZφΚa |
| 6 | 345 max steps | D000qΠ → ΠqCιtV → Φk2σzQ → ρuEηp6 → λΡ4ρTC → νΨmwNA → γz9μkK → γΗEηdK → ΡΗSΡdU → omSΡxw → oB7ξλw → ηΩ7ξMG → ηΟΑiVG → ΟjHδΑW → ΛiGεΒa → ΝaIγΚY → ΙeYΛΖc → cWQΤΞΙ → shVΞΓs → iKφφαΓ → βΒLΩiL → ΕΓIγhg → ΙOKαΧc → ΕxVΞmg → iOAλΧΓ → αxJβmM → ΗΓAλhe → αSKαΣM → ΕΓouhg → OL5παΨ → λΔxlgC → ΨNBκΨO → ΨzxlkO → yFBκηm → ΨΠBκUO → ΨykylO → yECιθm → ΦΣBκSQ → ΨuoupO → y64ρπm → νκBκCA → γΨΦONK → Ηzvnke → SF7ξηΤ → ηΠptUG → Οl3ςyW → οiCιΒ8 → ηΦIγPG → ΟΙuobW → iX5πΝΓ → λfJβΕC → ΨΗOΦdO → ywSΡnm → oC8νκw → εΧ7ξOI → ηΛwmZG → Οb9μΙW → γiWΝΒK → ΗgIγΔe → ΙSMΨΣc → ΑpVΞuk → iG4ρζΓ → νΞJβWA → γΗgΓdK → ΗTLΩΡe → ΓnRΣwi → qK8νβu → εΖ3ςeI → οΛQΤZ8 → ηsaΙrG → ΟY0υΜW → υicΗΒ2 → σUIγΠ4 → οΙkyb8 → ηXDθΝG → ΤΟeΕVS → qjPΥΑu → uH3ςεq → οΜ3ςY8 → οηcΗF8 → ηΠTΠUG → ΟmkyxW → iEAλθΓ → αΣJβSM → ΗΓouhe → SL5παΤ → λΔptgC → ΨN3ςΨO → οzxlk8 → ηFBκηG → ΨΠΞVUO → ylhΒym → KDBκιγ → ΨΥΖdQO → ytRΣqm → qC2σκu → ρΧ3ςO6 → ολwmB8 → ηΩ9μMG → γΟΑiVK → ΗjHδΑe → ΛSGεΣa → ΝpZΚuY → ea4ρΚΗ → νZRΣΛA → γqaΙtK → ΗY2σΜe → ρdRΣΗ6 → λqSΡtC → Ψo2σvO → ρy6οl6 → λιCιDC → ΨΦΤQPO → yvrrom → C6φφολ → πκ3ςC7 → οιΦOD8 → ηΥvnQG → Οt7ξqW → ηi2σΒG → ρΟIγV6 → λΙiΑbC → ΨXHδΝO → ΛyeΕla → aQCιΥΛ → ΦtZΚqQ → ua2σΚq → ρZ3ςΛ6 → ολaΙB8 → ηΩXΜMG → ΟΒdΖiW → iSIγΣΓ → ΙpJβuc → ΗW4ρΞe → νhRΣΓA → γqKαtK → ΗΕ2σfe → ρSOΦΣ6 → λwounC → Ψ95πνO → λδxlIC → ΨΚBκaO → ΨyYΛlO → ycCιΘm → ΦVBκΟQ → ΨuiΑpO → yI4ρδm → νΚBκaA → γΨYΛNK → ΗzbΘke → WSEηΣΟ → ΡphΒuU → mK4ρβy → νΖBκeA → γΨQΤNK → Ηzrrke → SEφφηΤ → θΣBκSF → ΨΡouTO → yn5πwm → λC8νκC → εΨΦONI → Λzvnka → aF7ξηΛ → ηΠZΚUG → ΟlZΚyW → iaCιΚΓ → ΦZJβΛQ → ΗuaΙpe → YS4ρΣΝ → νpdΖuA → γS4ρΣK → νΗoudA → γT5πΡK → λΗmwdC → ΨT9μΡO → γymwlK → ΗD9μιe → γΥRΣQK → Ηtptqe → S42σςΤ → ρξpt86 → λζ3ςGC → οΨΝWN8 → ηzfΔkG → ΟOEηΧW → ΡxhΒmU → mKAλβy → αΖBκeM → ΨΓQΤhO → ysKαrm → ΕC0υκg → υΧNΧO2 → σywml4 → οD9μι8 → ηγΤQJG → ΟΘrrcW → iUφφΟΓ → ΠΒBκiV → ΨkIγzO → ΙyEηlc → ΡWCιΞU → ΦmgΓxQ → uMAλΩq → αΒ3ςiM → οΓIγh8 → ηΙKαbG → ΟΕWΝfW → igOΦΔΓ → wNJβΨo → Ηz7ξke → ηSEηΣG → ΡΟouVU → mj5πΑy → λHBκεC → ΩΧΛYON → ΑxbΘmk → WGAλζΟ → αΞhΒWM → ΓhJβΓi → ΗLJβαe → ΗΔRΣge → qSMΨΣu → Αp3ςuk → οG4ρζ8 → νηΝWFA → γΠfΔUK → ΗlNΧye → ySCιΣm → ΦpBκuQ → Ψu4ρpO → νy4ρlA → νγCιJA → γΦΗcPK → ΗvTΠoe → mS6οΣy → ιpBκuE → ΨΤ4ρRO → νyqslA → γD1τιK → σΥΖdQ4 → οtRΣq8 → ηq2σtG → ρΟ2σV6 → ρλiΑB6 → λΩHδMC → ΨΛΑiZO → ybHδΙm → ΛXBκΝa → ΨfZΚΕO → yaOΦΚm → wZBκΛo → Ψb7ξΙO → ηyWΝlG → ΟgCιΔW → ΦiMΨΒQ → ΑuIγpk → ΙG4ρζc → νΞVΞWA → γigΓΒK → ΗMIγΩe → ΙΒRΣic → qWIγΞu → Ιh3ςΓc → οWKαΞ8 → ηΕgΓfG → ΟPLΩΦW → ΓvhΒoi → LJ6ογβ → ιΘΔfcE → ΤVNΧΟS → yqiΑtm → IC2σκε → ρΧΚZO6 → λxZΚmC → ΨaAλΚO → αyYΛlM → ΓcCιΘi → ΦVJβΟQ → ΗuiΑpe → SI4ρδΤ → νΚptaA → γZ3ςΛK → οΗaΙd8 → ηYSΡΜG → ΟocΗvW → iU6οΠΓ → ιlJβyE → ΤΗCιdS → ΦqSΡtQ → uo2σvq → ρ73ςο6 → οληEB8 → ηΩΠTMG → ΟΒlxiW → iJBκγΓ → ΨΘJβcO → ΗyUΟle → kSCιΣΑ → ΦpFζuQ → Οu4ρpW → νi4ρΒA → νγIγJA → γΙΗcbK → ΗXTΠΝe → mfRΣΕy → qPBκΦu → Ψv3ςoO → οy6οl8 → ιηCιFE → ΦΤΟURQ → urjzsq → G40υςη → υξΞV82 → σζhΒG4 → οΞJβW8 → ηΗgΓdG → ΟTLΩΡW → ΓnhΒwi → LJ8νγβ → εΘΔfcI → ΛVNΧΟa → yjZΚΑm → aHBκεΛ → ΨΜZΚYO → ydZΚΗm → aTBκΡΛ → ΨnZΚwO → ya8νΚm → εZBκΛI → ΨΛaΙZO → ybXΜΙm → eXBκΝΗ → ΨfRΣΕO → yqOΦtm → wC2σκo → ρΧ7ξO6 → ληwmFC → ΨΠ9μUO → γykylK → ΗECιθe → ΦΣRΣSQ → uqoutq → 642σςρ → ρξκB86 → λζΧNGC |