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Changelog
Go down to the changelog Torbenm's Troll This is like literally releveant to me like useuful to my cause but I dont know how yet
1/21/2
1/42/41/4
1/83/83/81/8
1/164/166/164/161/16
1/325/3210/3210/325/321/32
1/646/6415/6420/6415/646/641/64
1/1287/12821/12835/12835/12821/1287/1281/128
1/2568/25628/25656/25670/25656/25628/2568/2561/256
1/5129/51236/51284/512126/512126/51284/51236/5129/5121/512
1/102410/102445/1024120/1024210/1024252/1024210/1024120/102445/102410/10241/1024
1/204811/204855/2048165/2048330/2048462/2048462/2048330/2048165/204855/204811/20481/2048
1/21/2
1/4*1/2*1/4
1/83/83/81/8
1/161/43/81/41/16
1/325/32*5/16*5/165/321/32
1/643/3215/645/1615/643/321/64
1/1287/12821/12835/12835/12821/1287/1281/128
1/2561/327/64*7/32*35/1287/327/641/321/256
1/5129/5123/6421/12863/25663/25621/1283/649/5121/512
1/10245/51245/102415/128105/51263/128???105/51215/12845/10245/5121/1024
1/204811/204855/2048165/2048*165/1024*231/1024231/1024165/1024165/204855/204811/20481/2048
211
4121
81331
1614641
3215101051
641615201561
128172135352171
25618285670562881
512193684126126843691
1024110451202102522101204545101
20481115516533046246233016555111
40961126622049579292479249522066121
819211378286715128717161716128771528678131
1638411491364100120023003343230032002100136491141
3276811510545513653003500564356435500530031365455105151
65536116120560182043688008114401287011440800843681820560120161
1310721171366802380618812376194482431024310194481237661882380680136171
262144118153816306085681856431824437584862043758318241856485683060816153181
5242881191719693876116282713250388755829237892378755825038827132116283876969171191
10485761201901140484515504387607752012597016796018475616796012597077520387601550448451140190201
2097152121210133059852034954264116280203490293930352716352716293930203490116280542642034959851330210211
4194304122231154073152633474613170544319770497420646646705432646646497420319770170544746132633473151540231221
8388608123253177188553364910094724515749031481719011440661352078135207811440668171904903142451571009473364988551771253231
1677721612427620241062642504134596346104735471130750419612562496144270415624961441961256130750473547134610413459642504106262024276241
3355443212530023001265053130177100480700108157520429753268760445740052003005200300445740032687602042975108157548070017710053130126502300300251
671088641263252600149506578023023065780015622753124550531173577261609657700104006009657700772616053117353124550156227565780023023065780149502600325261
1342177281273512925175508073029601088803022200754686825843628513037895173838602005830020058300173838601303789584362854686825222007588803029601080730175502925351271
2684354561283783276204759828037674011840403108105690690013123110214741803042175537442160401166003744216030421755214741801312311069069003108105118404037674098280204753276378281
5368709121294063654237511187554750201560780429214510015005200300103459729051895935678639157755876077558760678639155189593534597290200300101001500542921451560780475020118755237513654406291
107374182413043540602740514250659377520358005852925143071503004501554627300864932251197598501454226751551175201454226751197598508649322554627300300450151430715058529252035800593775142506274054060435301
21474836481314654495314651699117362812629575788872520160075443521658467231514112052520625307526518252530054019530054019526518252520625307514112052584672315443521652016007578887252629575736281169911314654495465311
429496729613249649603596020137690619233658561051830028048800645122401290244802257928403473736004714356005657227206010803905657227204714356003473736002257928401290244806451224028048800105183003365856906192201376359604960496321
858993459213352854564092023733611075684272048138841563856710092561040193536720354817320573166440818809200103715832011668031101166803110103715832081880920057316644035481732019353672092561040385671001388415642720481107568237336409205456528331
171798691841345615984463762782561344904537961618156204524512561311281402860977605483540409279837601391975640185596752022039614302333606220220396143018559675201391975640927983760548354040286097760131128140524512561815620453796161344904278256463765984561341
343597383681355956545523603246321623160672452023535820706074601835793964172259008344518001476337800231995940032479431604059928950453756765045375676504059928950324794316023199594001476337800834451800417225900183579396706074602353582067245201623160324632523606545595351
687194767361366307140589053769921947792834768030260340941432802541868566008052961251677700231078960037962972005567902560730787211085974966009075135300859749660073078721105567902560379629720023107896001251677700600805296254186856941432803026034083476801947792376992589057140630361
137438953472137666777066045435897232478410295472386080201244036203483301368549921521852482996356246730061070868009364199760128757746701590536871017672631900176726319001590536871012875774670936419976061070868003562467300185248299685499215234833013612440362038608020102954722324784435897660457770666371
274877906944138703843673815501942276068112620256489034921630116404727337561203322288270747514854149502969669554100154712865602223997443028781143380335780006103534526380033578000610287811433802223997443015471286560966955410054149502962707475148120332228847273375616301164048903492126202562760681501942738158436703381
5497558138881397419139822515757573262623153809376152374821191513263574539616760560443910797436812242544415084504396251408406603771126099051021117810623591439906892326441068923264410623591439905102111781037711260990251408406601508450439681224254443910797436167605604463574539621191513261523748153809373262623575757822519139741391
10995116277761407809880913906580083838380186435607690468527343888084766052823118014405586853480120332228802320692984040225345056628521016508873237880011338026180013128240840013784652882013128240840011338026180088732378800628521016504022534505623206929840120332228805586853480231180144084766052827343888076904685186435603838380658008913909880780401
219902325555214182010660101270749398449638822481940955482453503435651121099408315946196878986549201762007636035240152720634322748961030774467061515844804502021126406002446626702002691289372202691289372202446626702002021126406001515844804501030774467066343227489635240152720176200763607898654920315946196811210994083503435659554824522481940449638874939810127010660820411
4398046511104142861114801119308506685245786269783281180301854458918101471442973428056137611058116888255187312805286022908098672427616166509721602254661927156353697121050446775310800513791607420538257874440513791607420446775310800353697121050254661927156166509721602986724276165286022908025518731280110581168884280561376147144297344589181011803018526978328524578685066811193011480861421
87960930222081439031234112341096259860964543222411414500851356392199519173347835752004349153386782643657684816878378960360151532656696265182149218421171648758608359048206800472431850960566918220105204948186010520494818609605669182208004724318506083590482064211716487582651821492181515326566967837896036036576848168153386782645752004349191733478356392199514500851332224114609645496259812341012341903431
17592186044416144946132441357511086008705905238320568177232627708930508248125677876693391322109068261351915526432114955808528229911617056416714805914686353797976102953069696414088314800561761039350070201261640008021040989637202012616400080176103935007014088314800561029530696964686353797976416714805914229911617056114955808528519155264322109068261376693391322481256778708930508177232627383205687059052108600813575113244946441
3518437208883214599014190148995122175981450604537962021555319588616313531901872861015059591028760021745730062090451668713349603448674255846466264229701103068603890171588449494024383621770203169870830126377365575015041167153638004116715363800377365575015031698708301262438362177020171588449494011030686038906466264229703448674255841668713349607300620904528760021745101505959103190187286886163135215553195453796208145060122175914899514190990451
70368744177664146103515180163185137075493668195352468026093281511017163304076350421133407831963891061765510176623079023987754400551173876054499149384855417496950268602818953098830415424667196056082330071466943526580276789037111395082334307276007890371113950694352658027656082330071464154246671960281895309883017496950268609914938485545117387605442398775440051017662307903891061765513340783196407635042111017163302609328155352468093668191370754163185151801035461
14073748835532814710811621517836515339391073757362891499314457495136264914551780667511741713361752251400851140676848445341643774795751616304549150323260909827411888754144568648125690697319977079097624796791061255175958742214833897694226161238018415501612380184155014833897694226125517595874229762479679106697319977079045686481256902741188875414150323260909875161630454934164377479514067684844552251400851174171336175178066751136264914531445749562891499107375731533939178365162151081471
2814749767106561481128172961945801712304122715127362907237734899416771066406540715896225952003686966853446819292824929648232062324010932600793442254848913647424442148451273098370011041154184789648016735679449896223142392665282738565728164830957699535776322476036831003095769953577627385657281648223142392665281673567944989611541847896480730983700110442444214845122254848913647109326007934448232062324019292824929669668534468225952003686540715896167710664037734899473629072122715121712304194580172961128481
56294995342131214911761842421187619068841398381685900584450978066205445563482178225362913591626492263734836262596783764675248872536157558070258433481089929916499270398159115542584856161885168489758428277527346376390499187164244969989654817658343356817424632053032188766320530321887658343356817424496998965481763904991871642428277527346376188516848975841155425848561664992703981593348108992991157558070258467524887253626259678376492263734836291359162648217822536205445563445097806685900584139838161906884211876184241176491
11258999068426241501225196002303002118760158907009988440053687865025054337001027227817037353738800121399651100354860518600937845656300225082957512049236896955759847379391150180535288837753040594338320047129212243960673274460628008874981526460010804325336560012154866003630012641060643775212154866003630010804325336560088749815264600673274460628004712921224396030405943383200180535288837759847379391150492368969557522508295751209378456563003548605186001213996511003735373880010272278170250543370053687865099884400158907002118760230300196001225501

oo
-o
o-
--
ooo
-oo
o-o
oo-
--o
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o--
---
oo o
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o- o
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oo -
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o- -
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oooo
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oo-o
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oo -o
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oo --
-o --
o- --
-- --

oooo
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o- o-
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oo -o
o- -o
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oo --
o- --
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-- --

oooooo
-ooooo
o-oooo
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o-o-oo
oo--oo
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o- -o oo
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oo -- oo
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o- -- oo
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o- oo -o
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oo -- -o
-o -- -o
o- -- -o
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oo -- o-
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o- -- o-
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o- oo --
-- oo --
oo -o --
-o -o --
o- -o --
-- -o --
oo o- --
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o- o- --
-- o- --
oo -- --
-o -- --
o- -- --
-- -- --

1/31/31/3
1/94/91/94/91/94/9
1/2712/276/271/2712/276/271/2712/276/27
1/8132/8124/818/811/8132/8124/818/811/8132/8124/818/81
1/24180/24180/24140/24110/2411/24180/24180/24140/24110/2411/2411/24180/24180/24140/24110/2411/241
1/72312/72360/723160/723240/723192/7231/72312/72360/723160/723240/723192/7231/72312/72360/723160/723240/723192/723
1/218714/218784/2187280/2187560/2187672/2187448/2187Repeat...
1/656116/6561112/6561448/65611120/65611792/21871792/21871024/2187Repeat...
1/1968318/19683144/19683672/196832016/196834032/21875376/21874608/21872304/2187Repeat...

4=2*2
6=3*2, 12=3*4
8=4*2, 24=6*4, 32=4*8
10=5*2, 40=10*4, 80=10*8, 80=5*16
I still need to find the graphical pattern...


===================
ooo	xxx	---
===================
xoo	-xx	o--
oxo	x-x	-o-
oox	xx-	--o

-oo	oxx	x--
o-o	xox	-x-
oo-	xxo	--x
===================

vvvvvvvvvvvvvvvvvvv
                                            numero total  símbolos  dirección
=========================================== 27                      >>>
ooo		xxx		---
=========================================== 3      3      o x -				
xoo	-oo	-xx	oxx	o--	x--
oxo	o-o	x-x	xox	-o-	-x-
oox	oo-	xx-	xxo	--o	--x
=========================================== 18    21     x--oox
xo-		-xo		o-x
-ox		ox-		x-o
=========================================== 6     27     x-o -ox x--oox ???

ooo oo
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x-- o-
-x- o-
--x o-
ooo -o
xoo -o
oxo -o
oox -o
xo- -o
-ox -o
-oo -o
o-o -o
oo- -o
xxx -o
-xx -o
x-x -o
xx- -o
-xo -o
ox- -o
oxx -o
xox -o
xxo -o
--- -o
o-- -o
-o- -o
--o -o
o-x -o
x-o -o
x-- -o
-x- -o
--x -o

o=1, x=0, -=T or -1

oo 11=4
xo 01=1
ox 10=3
xx 00=0
-x T0=-3
x- 0T=-1
-- TT=-4
o- 1T=2
-o T1=-2
oo 11=4
ox 10=3
o- 1T=2
xo 01=1
xx 00=0
x- 0T=-1
-o T1=-2
-x T0=-3
-- TT=-4

Changelog:
29/09/2024 1- Added link to Troll, dice/probability generator
19/09/2024 1- Added like, a table with up to 50 coins tossed like I made it in LibreCalc so it was easy like I could share the .ods, like in a LibreCalc .htm or something? I have some operations and conditional formats there... Maybe when I set up my own server (port forwarding scares me like), and like the green numbers are like even numbers, I plan to like do more itinerations so I can get like the table with the simplified fractions (reduced? idk the word, not even in Spanish)
14/07/2024 1- Added the image below the o/x/- table
13/07/2024 3- Added more to the ternary table, because Im experimenting (can I call it that?) to find the pattern, I have found the pattern for column 2 and 3 so far... And I have too for the fourth column but its too weird and far away so hmmm... Maybe I should remove the </TD> ? I have way to many...
13/07/2024 2- Linked sections and the index
13/07/2024 1- Added probability table for heads-tails-arms coins. Need: Add explanations to everthing, add inverted probability tables, this is going to be so fun and maybe a bit revealing
11/07/2024 3- Created a system to organised "automatically" coins with heads, tails and arms. It is sadly based on the numerical representation of balanced ternary and not based on the number of heads/tails/arms as in the colourful ones, this needs to be fixed...
11/07/2024 2- Added combinations for coins with heads, tails and arms
11/07/2024 1- In the combination section added tables to organise the columns and asign colours in a more clear way

It's pretty funny and puzzling that using the same arrangement that in the binary tables (ooooo,o----,oo---,ooo--,oooo-,----) instead of going from a small numerator to a bigger one it goes from a big one to a smaller one (1>4>6 in opposition to 1>32>21>8)
Also, the nominators are based on the nominators from the heads and tails table: 4/9 comes from 2/4, 6/27 and 12/27 both come from 3/8, 32/81 and 8/81 come from 4/16 and 24/81 comes from 6/16. I still can find the pattern "graphically"?, like 4/9 is the sum of four 1/3 (the 2 surrounding him by the sides, the one of top of it and the one of top of the right 1/3, 6/27 is 4+1+1 which are near it and 12/27 is 6+4+1+1 which are also near it but I still have to figure out in what pattern they are added.