| 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 | 3 max steps | 10 → 0ο → ξ1 → μ3 |
| 3 | 51 max steps | 100 → 0οο → ξο1 → νο2 → μο3 → λο4 → κο5 → ιο6 → θο7 → ηο8 → ζο9 → εοA → δοB → γοC → βοD → αοE → ΩοF → ΨοG → ΧοH → ΦοI → ΥοJ → ΤοK → ΣοL → ΡοM → ΠοN → ΟοO → ΞοP → ΝοQ → ΜοR → ΛοS → ΚοT → ΙοU → ΘοV → ΗοW → ΖοX → ΕοY → ΔοZ → Γοa → Βοb → Αοc → zοd → yοe → xοf → wοg → vοh → uοi → tοj → sοk → rοl → qοm → pοn → oοo |
| 4 | 4 max steps | p000 → oοοo → onop → 1οοξ → ξ0ξ2 |
| 5 | 39 max steps | n0000 → mοοοq → qlοqn → r2ομm → νmοp3 → μnοo4 → λlοq5 → κmοp6 → ιkοr7 → θlοq8 → ηjοs9 → ζkοrA → εiοtB → δjοsC → γhοuD → βiοtE → αgοvF → ΩhοuG → ΨfοwH → ΧgοvI → ΦeοxJ → ΥfοwK → ΤdοyL → ΣeοxM → ΡcοzN → ΠdοyO → ΟbοΑP → ΞcοzQ → ΝaοΒR → ΜbοΑS → ΛZοΓT → ΚaοΒU → ΙYοΔV → ΘZοΓW → ΗXοΕX → ΖYοΔY → ΕWοΖZ → ΗVοΗX → ΘYοΔW → ΗYοΔX |
| 6 | 454 max steps | 9000BE → EB8ζδβ → ΧΡΛRMI → Δuitia → TCAδγΛ → ΣΟgvOM → vqEΩmi → ΚD3λβU → θΝexQ8 → ΩmIΥqG → ΘΒ3λbW → θbPΝΒ8 → ΩnPΝpG → Θn1νpW → μb1νΒ4 → μθPΝ74 → θαmpE8 → ΩΛ2μSG → κΘhuV6 → δcCβΑC → ΠΞNΟPO → sqnoml → 740ξλι → ξηαD82 → μΨΛRG4 → θΗitW8 → ΩaAδΓG → ΣΘRΛVM → vjbΑti → PD9εβΟ → ΥΝonQK → zm0ξqe → ξL3λΣ2 → μθvg74 → θαEΩE8 → ΩΛΙTSG → ΘiexuW → bJBγΥΓ → ΠΑQΜcO → rlNΟrm → r64κιm → ζγ4κCA → ζΥΞOJA → ΥΑoncK → zO0ξΟe → ξqKΣm2 → μx3λf4 → ιηHΦ87 → βΨΓZGE → ΜΗSΚWS → jhZΓvu → TEAδαΛ → ΣΛgvSM → viEΩui → ΚDBγβU → ΠΝexQO → rmIΥqm → Β53λκc → θεOΞA8 → ΩΤonKG → Θy0ξeW → ξbJΤΒ2 → μzPΝd4 → θnLΡp8 → Ωv1νhG → μΘDαV4 → θΜbΑR8 → ΩkOΞsG → Θp7ηnW → Ωb1νΒG → μΘPΝV4 → θnbΑp8 → ΩP1νΞG → μΘnoV4 → θc0ξΑ8 → ξΩNΟF2 → μΙqlU4 → θe4κy8 → ζΩJΤFA → ΥΙydUK → zeKΣye → xLJΤΣg → zwGΧge → ΖLFΨΣY → ΘwWΖgW → bZFΨΔΓ → ΘUQΜΙW → leaΒys → RK6θΤΝ → βykreE → ΜK6θΤS → βyiteE → ΜKAδΤS → ΣyiteM → vKAδΤi → ΣyCβeM → ΞvJΤhQ → znDαpe → ΜL1νΣS → μwitg4 → θGAδΨ8 → ΩΣΖWLG → ΘwYΔgW → bVFΨΘΓ → ΘcQΜΑW → lbNΟΒs → rQ6θΝm → βm4κqE → ζΜ3λRA → θΥjsJ8 → ΩΑ8ζcG → ΧΘNΟVI → ΔrbΑla → TP5ιΞΛ → δogvoC → ΠEοοΩO → αΟ7ηOF → ΩΚpmTG → Θg2μwW → κbFΨΒ6 → δΘPΝVC → ΠnbΑpO → rP1νΞm → μo4κo4 → θεοο98 → ηζ2μ99 → κΧΥIH6 → δΕΑbYC → ΠWOΞΗO → rpZΓnm → T51νκΛ → μεgvA4 → θΤEΩK8 → ΩΚxeTG → ΘgIΥwW → ΒbFΨΒc → ΘQOΞΝW → pmaΒqo → R40ξλΝ → ξηkr82 → μΨ6θG4 → θβΖWD8 → ΩΝYΔQG → ΘmUΘqW → db3λΒΑ → θQMΠΝ8 → ΩtlqjG → ΘA4κεW → ζΤaΒKA → ΥyQΜeK → zlJΤre → zL5ιΣe → δwKΣgC → ΠxFΨfO → ΘrHΦlW → Δb5ιΒa → δTPΝΚC → ΠnfwpO → rH1νΧm → μΕ4κY4 → θζVΗ98 → ΩΦaΒIG → ΘΓQΜaW → lbRΛΒs → jQ6θΝu → βmAδqE → ΣΜ3λRM → θvjsh8 → ΩE8ζαG → ΧΛΗVSI → ΔiaΒua → TRBγΜΛ → ΠkgvsO → rF7ηΩm → ΩΙ4κUG → ζΘdyVA → ΥcKΣΑK → zxNΟfe → rLHΦΣm → Δw4κga → ζTFΨΚA → ΥΘfwVK → zcGΧΑe → ΖOKΣΟY → xqWΖmg → ZH3λΧΕ → θΕUΘY8 → ΩdVΗzG → ΘbLΡΒW → vbPΝΒi → nQCβΝq → Ξm2μqQ → κn3λp6 → θδ1νB8 → μΩΠMF4 → θΙsjU8 → Ωe8ζyG → ΧΘJΤVI → ΔzbΑda → TPLΡΞΛ → vogvoi → FCοοβα → γΩ0ξFD → ξΞΘUP2 → μoczo4 → θMοοΠ8 → ηΡFΨM9 → ΧΘtiVI → ΔcAδΑa → ΣTNΟΚM → vrfwli → HD5ιβΨ → δΝΕXQC → ΠmWΖqO → rZ3λΔm → θU4κΙ8 → ζΩdyFA → ΥΙKΣUK → zxdyfe → MKHΦΤΣ → Δyuhea → TKCβΤΛ → ΞygveQ → nKEΩΤq → Κy2μeU → κfJΤx6 → δzHΦdC → ΠΔLΡZO → vrTΙli → fD5ιβy → δΝIΥQC → ΠΒlqbO → rQ4κΝm → ζm4κqA → ζΥ3λJA → θΥzcJ8 → ΩΑMΠcG → ΘtNΟjW → rb9εΒm → ΥQ4κΝK → ζzlqdA → ΥM4κΡK → ζztidA → ΥMAδΡK → ΣztidM → vMAδΡi → ΣuCβiM → ΞvBγhQ → ΠnDαpO → Μr1νlS → μj5ιt4 → θδ9εB8 → ΩΥΠMJG → ΘΑsjcW → bO8ζΟΓ → ΧqQΜmI → Δl3λra → θT5ιΚ8 → δΩfwFC → ΠΙGΧUO → ΖrdylY → XL5ιΣΗ → δwYΔgC → ΠVFΨΘO → ΘrbΑlW → bP5ιΞΓ → δoQΜoC → ΠkοοrO → ΟsNΟkP → rp7ηnm → Ω51νκG → μεΗVA4 → θΤaΒK8 → ΩyQΜeG → ΘlJΤrW → zb5ιΒe → δQKΣΝC → ΠxlqfO → rI4κΦm → ζΓ4κaA → ζΥRΛJA → ΥΑitcK → zOAδΟe → ΣqKΣmM → xv3λhg → θHDαΧ8 → ΩΜΔYRG → ΘkUΘsW → db7ηΒΑ → ΩQMΠΝG → ΘtlqjW → bA4κεΓ → ζΤQΜKA → ΥykreK → zK6θΤe → βyKΣeE → ΜxJΤfS → zjHΦte → ΔL9εΣa → ΥwSΚgK → zhFΨve → ΘLDαΣW → ΜwaΒgS → jRFΨΜu → ΘkAδsW → Σb7ηΒM → ΩvPΝhG → ΘnDαpW → Μb1νΒS → μjPΝt4 → θn9εp8 → ΩΥ1νJG → μΘzcV4 → θcMΠΑ8 → ΩtNΟjG → Θr9εlW → Υb5ιΒK → δzPΝdC → ΠnLΡpO → vr1νli → μD5ιβ4 → θδΜQB8 → ΩΡkrMG → Θu6θiW → βbBγΒE → ΠΜPΝRO → rnjspm → 951νκη → μεΦHA4 → θΤΓZK8 → ΩySΚeG → ΘhJΤvW → zbDαΒe → ΜQKΣΝS → xmitqg → HB3λδΨ → θΡΕXM8 → ΩuWΖiG → ΘZBγΔW → ΠbTΙΒO → rfPΝxm → nI4κΦq → ζΓ2μaA → κΥRΛJ6 → δΑitcC → ΠOAδΟO → ΣrpmlM → v62μιi → κγCβC6 → δΟΝPOC → ΠqmpmO → r42μλm → κη4κ86 → ζδΧGBA → ΥΡΕXMK → zuWΖie → ZLBγΣΕ → ΠwUΘgO → rdFΨzm → ΘM4κΡW → ζuaΒiA → ΥRBγΜK → ΠzjsdO → rM8ζΡm → Χu4κiI → ζΔBγZA → ΥΠTΙNK → zsexke → LJ7ηΥΤ → ΩΑwfcG → ΘOGΧΟW → ΖqaΒmY → XR3λΜΗ → θkYΔs8 → ΩV7ηΘG → ΩΘbΑVG → ΘcOΞΑW → pbNΟΒo → rQ0ξΝm → ξm4κq2 → μζ3λ94 → ιηΥI87 → βΨΑbGE → ΜΗOΞWS → pjZΓto → TA0ξεΛ → ξΤgvK2 → μyEΩe4 → θΚJΤT8 → ΩzfwdG → ΘMGΧΡW → ΖuaΒiY → XRBγΜΗ → ΠkYΔsO → rV7ηΘm → Ωc4κΑG → ζΘNΟVA → ΥrbΑlK → zP5ιΞe → δoKΣoC → ΠwοοfO → ΟxIΥfP → ΒpHΦnc → ΔP1νΞa → μoSΚo4 → θgοοv8 → ηwZΓg9 → ΧTFΨΚI → ΘΔfwZW → bUGΧΙΓ → ΖeQΜyY → lXJΤΖs → zY6θΕe → βWKΣΗE → ΜxZΓfS → jTHΦΚu → ΔgAδwa → ΣTFΨΚM → ΘvfwhW → bHDαΧΓ → ΜΕQΜYS → ljVΗts → bA6θεΓ → βΤQΜKE → ΜykreS → jK6θΤu → βyAδeE → ΣΜJΤRM → zvjshe → LE8ζαΤ → ΧΛwfSI → ΔiGΧua → ΖTBγΚY → ΠgWΖwO → rZFΨΔm → ΘU4κΙW → ζeaΒyA → ΥRJΤΜK → Αyjsed → NK8ζΤΡ → ΧysjeI → ΔK8ζΤa → ΧySΚeI → ΔhJΤva → zTDαΚe → ΜgKΣwS → xjFΨtg → ΘH9εΧW → ΥΕaΒYK → zWQΜΗe → laKΣΓs → xS6θΛg → βiGΧuE → ΜΖBγXS → ΠjXΕtO |