Base 13: Maximum Iteration Sequences: Full Cycle

Blog: The First Pixel: Kaprekar's Constant 6174

Summary
[All Digit Sets]
[Odd Digit Sets]
[Even Digit Sets]
Final Numbers
[Fixed Points]
Cycles Lengths
[All Digit Sets]
[Odd Digit Sets]
[Even Digit Sets]
Iteration Frequencies
[Cycle Start]
[Full Cycle]
Maximum Iteration Sequences
[Cycle Start]
[Full Cycle] — [2] [3] [4] [5] [6] [7] [8] [9] [10] [11] [12] [Base 13] [14] [15] [16] [17] [18] [19] [20] [21] [22] [23] [24] [25] [26] [27] [28] [29] [30] [31] [32] [33] [34] [35] [36] [37] [38] [39] [40] [41] [42] [43] [44] [45] [46] [47] [48] [49] [50] [51] [52] [53] [54] [55] [56] [57] [58] [59] [60] [61] [62] [63] [64] [65] [66] [67] [68] [69] [70] [71] [72] [73] [74] [75] [76] [77] [78] [79] [80] [81] [82] [83] [84] [85] [86] [87] [88] [89] [90] [91] [92] [93] [94] [95] [96] [97] [98] [99] [100] [101] [102] [103] [104] [105] [106] [107] [108] [109] [110] [111] [112] [113] [114] [115] [116] [117] [118] [119] [120] [121] [122] [123] [124] [125] [126] [127] [128] [129] [130] [131] [132] [133] [134] [135] [136] [137] [138] [139] [140] [141] [142] [143] [144] [145] [146] [147] [148] [149] [150] [151] [152] [153] [154] [155] [156] [157] [158] [159] [160] [161] [162] [163] [164] [165] [166] [167] [168] [169] [170] [171] [172] [173] [174] [175] [176] [177] [178] [179] [180] [181] [182] [183] [184] [185] [186] [187] [188] [189] [190] [191] [192] [193] [194] [195] [196] [197] [198] [199] [200] [201] [202] [203] [204] [205] [206] [207] [208] [209] [210] [211] [212] [213] [214] [215] [216] [217] [218] [219] [220] [221] [222] [223] [224] [225] [226] [227] [228] [229] [230] [231] [232] [233] [234] [235] [236] [237] [238] [239] [240] [241] [242] [243] [244] [245] [246] [247] [248] [249] [250] [251] [252] [253] [254] [255]
Cycles Sequences
[Maximum Length Cycle Count]
[All Cycle Counts]

Radix Character Encoding
0	1	2	3	4	5	6	7	8	9	A	B	C

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 Full Cycle
1	2 max steps	1 → 0 → 0
2	6 max steps	10 → 0C → B1 → 93 → 57 → 1B → 93
3	9 max steps	100 → 0CC → BC1 → AC2 → 9C3 → 8C4 → 7C5 → 6C6 → 5C7 → 6C6
4	10 max steps	7000 → 6CC6 → 6567 → 1CCB → B0B2 → B832 → 9474 → 5298 → 7296 → 70B6 → B0B2
5	16 max steps	60000 → 5CCC7 → 74C76 → 80CB5 → C5C61 → B6C52 → A5C63 → 94C74 → 84C75 → 82C95 → A3C83 → 96C54 → 83C85 → 92C94 → A4C73 → 95C64 → 83C85
6	21 max steps	300000 → 2CCCCA → A1CCA3 → B8CC32 → A92933 → 865665 → 30CCBA → C90B31 → CA5621 → B80B42 → B93832 → 964764 → 52CC98 → A70B53 → B71A52 → A81A43 → 973854 → 641A87 → 940B84 → B53872 → 951A74 → 951A74
7	26 max steps	400000A → A3CCC83 → 993C834 → 964C764 → 850CB75 → C62C961 → BA2C922 → A97C433 → 974C754 → 851CA75 → B52C972 → A93C833 → 975C654 → 841CA85 → B62C962 → A92C933 → A75C653 → 951CA74 → B63C862 → A81CA43 → B75C652 → A61CA63 → B73C852 → A82C943 → A74C753 → 961CA64 → B62C962
8	25 max steps	500006CC → CC647601 → CB2CC911 → BBA1A212 → AA874423 → 87429855 → 7431A986 → 9640B864 → B53CC872 → A960B633 → B75CC652 → A760B653 → B71CCA52 → BA629622 → 986CC544 → 8841A845 → 94429884 → 75438876 → 5420BA88 → B8429842 → 97438854 → 6441A887 → 9440B884 → B5438872 → 9541A874 → 9541A874
9	39 max steps	1000002CC → CC20CBA01 → CCB8C3101 → CBB7C4111 → BBA6C5212 → B994C7332 → A864C7643 → 9640CB864 → C751CA751 → BB51CA712 → BA94C7322 → A974C7533 → 9751CA754 → B641CA862 → B961CA632 → B972C9532 → A963C8633 → 9761CA654 → B640CB862 → C971CA531 → BB73C8512 → B982C9432 → A964C7633 → 9750CB754 → C741CA851 → BB62C9612 → B992C9332 → A965C6633 → 973CCC854 → 9871CA544 → B652C9762 → A940CB833 → C874C7541 → B841CA842 → B963C8632 → A861CA643 → B761CA652 → B950CB732 → C983C8431 → B963C8632
10	28 max steps	2000003369 → 96331A9964 → 9664CC7664 → 8830CCB945 → C973CC8531 → B9940B8332 → B966386632 → 964CCCC764 → 88661A6645 → 942CCCC984 → A883CC8443 → 9963CC8634 → 99531A9734 → 96651A7664 → 951CCCCA74 → B8750B7542 → B9421AA832 → A886386443 → 7543CC8876 → 9831CCA944 → B9650B7632 → B961CCA632 → BA84298422 → 9874388544 → 64441A8887 → 94440B8884 → B544388872 → 95441A8874 → 95441A8874
11	57 max steps	10000000000 → 0CCCCCCCCCC → BCCCCCCCCC1 → B0CCCCCCCB2 → CA10CCCBB21 → CBBA0CB2111 → CBAA8C32211 → BB986C54312 → B9852C97432 → A9652C97633 → A7640CB8653 → C8630CB9641 → CB851CA7411 → BBA62C96212 → B9982C94332 → A9664C76633 → 9750CCCB754 → C8761CA6541 → BB630CB9612 → CA982C94321 → BA864C76422 → A9640CB8633 → C8751CA7541 → BB631CA9612 → BA972C95322 → A9863C86433 → 97641CA8654 → B6530CB9762 → C9840CB8431 → CB853C87411 → BB842C98412 → B9953C87332 → A8662C96643 → A751CCCA753 → B9752C97532 → A9641CA8633 → B7751CA7552 → B9521CAA732 → B9873C85432 → A8642C98643 → A7541CA8753 → B7631CA9652 → B9740CB8532 → C9852C97431 → BA652C97622 → A9840CB8433 → C8753C87541 → B9431CA9832 → B9764C76532 → A8520CBA743 → C9762C96531 → BA640CB8622 → C9961CA6331 → BB762C96512 → B9940CB8332 → C9864C76431 → B9540CB8732 → C9852C97431
12	38 max steps	100000002334 → 43320CCBA999 → CA874CC75421 → BA862CC96422 → AA9631A96323 → 98765CC66544 → 88430CCB9845 → C9752CC97531 → BA943CC88322 → AA874CC75423 → A9662CC96633 → A9732CC99533 → A97641A86533 → 97641CCA8654 → B86420BA8642 → B9843CC88432 → A9853CC87433 → 997530B97534 → B66521AA7662 → A881CCCCA443 → B98821AA4432 → A88643886443 → 75443CC88876 → 98431CCA9844 → B9654CC77632 → A97410BB8533 → BA7641A86522 → A8841CCA8443 → B9663CC86632 → A9831CCA9433 → B97750B75532 → B96221AAA632 → A8885CC64443 → 986431A98644 → 96543CC88764 → 985320BA9744 → B86541A87642 → A8441CCA8843 → B9663CC86632
13	55 max steps	4000000005CCC → CCC53CCC87001 → CCB974C753101 → CBB851CA74111 → BBAA62C962212 → B99882C944332 → A96653C876633 → 97630CCCB9654 → C98632C996431 → BA6651CA76622 → B9850CCCB7432 → CA9761CA65321 → BB8740CB85412 → CA9742C985321 → BA8652C976422 → A98530CB97433 → C87652C976541 → BA5320CBA9722 → C99873C854331 → B96642C986632 → A9651CCCA7633 → B99542C987332 → A96652C976633 → A7640CCCB8653 → C98641CA86431 → BB7541CA87512 → BA9631CA96322 → B98762C965432 → A96530CB97633 → C87640CB86541 → CB7430CB98511 → CBA852C974211 → BB9852C974312 → B99652C976332 → A96640CB86633 → C8751CCCA7541 → BB8750CB75412 → CA9731CA95321 → BB8763C865412 → B98430CB98432 → C98653C876431 → B96430CB98632 → C98651CA76431 → BB7530CB97512 → CA9841CA84321 → BB8753C875412 → B98431CA98432 → B97653C876532 → A86320CBA9643 → C97751CA75531 → BB7421CAA8512 → BA9862C964322 → A98651CA76433 → B77530CB97552 → C98421CAA8431 → BB8753C875412
14	46 max steps	30000000336668 → 86663329996665 → 7662CCCCCC9666 → A666661A666663 → 96CCCCCCCCCC54 → 8762CCCCCC9655 → A776650B766553 → B7221CCCCAAA52 → BAAA62CC962222 → AA988429844323 → 88664438886645 → 54442CCCC98888 → A8883CCCC84443 → 99885CCCC64434 → 988842CC984444 → A85543CC887743 → 996432CC998634 → A965531A977633 → 976621CCAA6654 → BA6530CCB97622 → CA98530B974321 → CA86641A866421 → B9843CCCC88432 → A99870CCB54333 → C987540B875431 → CA64421AA88621 → B98843CC884432 → A98543CC887433 → 9975430B987534 → B665421AA87662 → A8841CCCCA8443 → B98861CCA64432 → BA86521AA76422 → A88841CCA84443 → B96643CC886632 → A98521CCAA7433 → BA77640B865522 → B98421CCAA8432 → BA9764CC765322 → AA86410BB86423 → BA8743CC885422 → AA86430B986423 → B87643CC886542 → A974320BA98533 → B876641A866542 → A8441CCCCA8843 → B98861CCA64432
15	66 max steps	10000000011126B → B621110CBBBBA62 → CAAA993C8332221 → BA88765C6654422 → A96431CCCA98633 → B997632C9965332 → A966640CB866633 → C8751CCCCCA7541 → BB87752C9755412 → B995321CAA97332 → B987663C8665432 → A86430CCCB98643 → C997631CA965331 → BB76640CB866512 → CA9730CCCB95321 → CBA9851CA743211 → BBA8752C9754212 → B998531CA974332 → B976652C9766532 → A96420CCCBA8633 → CA98642C9864321 → BA86541CA876422 → B986430CB986432 → C986541CA876431 → BB75430CB987512 → CA98531CA974321 → BB87652C9765412 → B995320CBA97332 → C997663C8665331 → B96630CCCB96632 → CA98532C9974321 → BA86652C9766422 → A98530CCCB97433 → C998641CA864331 → BB76541CA876512 → BA96320CBA96322 → C998762C9654331 → BA66530CB976622 → C99740CCCB85331 → CB99741CA853311 → BBA7652C9765212 → B998420CBA84332 → C997653C8765331 → B966320CBA96632 → C99762CCC965331 → BA99432C9983322 → A986664C7666433 → 97540CCCCCB8754 → C887741CA855441 → BB64431CA988612 → BA97541CA875322 → B987531CA975432 → B976531CA976532 → B976420CBA86532 → C997530CB975331 → CB86641CA866411 → BBA641CCCA86212 → BBA9743C8853212 → B997642C9865332 → A966530CB976633 → C87640CCCB86541 → CB88621CAA64411 → BBA8641CA864212 → BA98641CA864322 → B987541CA875432 → B975431CA987532 → B976531CA976532
16	66 max steps	5000000006699BBB → BBB9966476633112 → AA9662CCCC966323 → AA99443299883323 → 8866664388666645 → 5442CCCCCCCC9888 → A887444298885443 → 86444441A8888865 → 9444442CC9888884 → A855443CC8887743 → 9964432CC9988634 → A9655521AA777633 → 9876221CCAAA6544 → BA866420BA866422 → B98843CCCC884432 → A99874CCCC754333 → 99986420BA864334 → B866543CC8876642 → A974320CCBA98533 → CA877540B8755421 → CA844221AAA88421 → B988844388844432 → 9654444388888764 → 6444441CCA888887 → B8644420BA888642 → B984443CC8888432 → A985443CC8887433 → 99754430B9887534 → B6654421AA887662 → A88441CCCCA88443 → B98865CCCC664432 → A9886321AA964433 → 9876643CC8866544 → 9854320CCBA98744 → CA865530B9776421 → CA86421CCAA86421 → BBA86621AA664212 → AA8883CCCC844423 → A99865CCCC664333 → 99985331A9974334 → 96666541A8766664 → 9541CCCCCCCCA874 → B8875431A9875442 → A8644421AA888643 → 9874443CC8888544 → 98544430B9888744 → B6544441A8888762 → A844441CCA888843 → B966443CC8886632 → A985421CCAA87433 → BA776530B9765522 → B986221CCAAA6432 → BA987631A9654322 → A886641CCA866443 → B966421CCAA86632 → BA97631CCA965322 → BA977430B9855322 → B9866421AA866432 → A88643CCCC886443 → 9988621CCAA64434 → BA765521AA776522 → A888221CCAAA4443 → BA87663CC8665422 → AA86320CCBA96423 → CA977631A9655321 → B986621CCAA66432 → BA97631CCA965322
17	70 max steps	50000000005555555 → 55555554C77777778 → 83222221CAAAAAA95 → B8888873C85444442 → A8444442C98888843 → A7544443C88888753 → 97444431CA9888854 → B7554442C98887752 → A9544321CAA988733 → B8776542C98765542 → A9543220CBAA98733 → C9877652C97655431 → BA653220CBAA97622 → C9988740CB8544331 → CB865442C98876411 → BB954430CB9887312 → CA986542C98764321 → BA865430CB9876422 → C9975430CB9875331 → CB866531CA9766411 → BBA7530CCCB975212 → CBA98651CA7643211 → BBA87530CB9754212 → CA997531CA9753321 → BB876641CA8665412 → BA96430CCCB986322 → CAA88632C99644221 → BA886541CA8764422 → B9864430CB9886432 → C9865441CA8876431 → BB754430CB9887512 → CA985431CA9874321 → BB876542C98765412 → B9954320CBA987332 → C9976652C97665331 → BA66420CCCBA86622 → CAA97441CA8853221 → BB887542C98754412 → B9954431CA9887332 → B9766542C98766532 → A965320CCCBA97633 → CA987532C99754321 → BA866531CA9766422 → B987530CCCB975432 → CA987440CB8854321 → CB975442C98875311 → BB965431CA9876312 → BA976530CB9765322 → C9976420CBA865331 → CB976530CB9765311 → CBA86420CBA864211 → CBA98641CA8643211 → BBA87541CA8754212 → BA986431CA9864322 → B9876541CA8765432 → B9754320CBA987532 → C9976531CA9765331 → BB766420CBA866512 → CA99630CCCB963321 → CBA98732C99543211 → BB986652C97664312 → B996530CCCB976332 → CA988432C99844321 → BA866543C88766422 → A974430CCCB988533 → C9986540CB8764331 → CB865430CB9876411 → CBA85430CB9874211 → CBA97542C98753211 → BB986531CA9764312 → BA976530CB9765322
18	51 max steps	100000000001246669 → 96664210CCBBA86664 → CB97631CCCCA965311 → BBB996431A98633112 → AAA86663CC86664223 → AA77621CCCCAA65523 → BAA95543CC88773222 → AA977532CC99755323 → AA776441CCA8865523 → BA7663310BB9966522 → BA98661CCCCA664322 → BAA974431A98853222 → A88866441A88664443 → 9744443CCCC8888854 → 98885430CCB9874444 → C97554430B98877531 → CA6644221AAA886621 → B988843CCCC8844432 → A998753CCCC8754333 → 999964410BB8863334 → BA666543CC88766622 → AA86320CCCCBA96423 → CAA986440B88643221 → CA886443CC88864421 → BA9644421AA8886322 → A8886443CC88864443 → 996444421AA8888634 → 98654443CC88887644 → 985444320BA9888744 → B86544441A88887642 → A8444441CCA8888843 → B9664443CC88886632 → A9854421CCAA887433 → BA7765430B98765522 → B9864221CCAAA86432 → BA9876521AA7654322 → A8886421CCAA864443 → BA7664421AA8866522 → A888441CCCCA884443 → B988663CCCC8664432 → A99873221AAA954333 → 988766641A86665444 → 954441CCCCCCA88874 → B8888730CCB9544442 → CA8754430B98875421 → CA8644421AA8886421 → B9884443CC88884432 → A9854443CC88887433 → 997544430B98887534 → B66544421AA8887662 → A884441CCCCA888443 → B988663CCCC8664432
19	51 max steps	10000000000000000CC → CC0CCCCCCCCCCCCCB01 → CCB0CCCCCCCCCCCB101 → CCBB10CCCCCCCBB1101 → CCBBBB110CBBB111101 → CCBAAAAA9C222222101 → CBB988887C444443111 → BBA854443C888874212 → B99744442C988885332 → A96654442C988876633 → A7654430CCCB9887653 → C99764320CBA9865331 → CB9766530CB97665311 → CBA86420CCCBA864211 → CBBA97641CA86532111 → BBAA87530CB97542212 → CA9987531CA97543321 → BB8766531CA97665412 → BA975320CCCBA975322 → CAA987541CA87543221 → BB8875431CA98754412 → BA9754431CA98875322 → B98765431CA98765432 → B97654320CBA9876532 → C99765320CBA9765331 → CB9766420CBA8665311 → CBA97530CCCB9753211 → CBBA88541CA87442111 → BBAA86442C988642212 → B99885441CA88744332 → B97654442C988876532 → A96544320CBA9887633 → C97765430CB98765531 → CB8653220CBAA976411 → CBA987530CB97543211 → CBA976531CA97653211 → BBA876420CBA8654212 → CA9986430CB98643321 → CB9766541CA87665311 → BBA75320CCCBA975212 → CBA998551CA77433211 → BBA876531CA97654212 → BA9875320CBA9754322 → C99876531CA97654331 → BB7665320CBA9766512 → CA997420CCCBA853321 → CBAA87641CA86542211 → BBA886430CB98644212 → CA9975441CA88753321 → BB8765431CA98765412 → BA9754320CBA9875322 → C99876531CA97654331
20	41 max steps	40000000000666999AAA → AAA99966638666333223 → 8876664CCCCCC7666545 → 8877662210BBAA665545 → BA884321CCCCAA984422 → BAAA86660CCB66642222 → CA998641CCCCA8643321 → BBA996632CC996633212 → BA9976632CC996653322 → AA9766430CCB98665323 → CA8775420CCBA8755421 → CBA966331CCA99663211 → BBB977632CC996553112 → BB99864410BB88643312 → BAA966443CC888663222 → AA9775421CCAA8755323 → BA8776431CCA98655422 → BA97653310BB99765322 → BA9866621CCAA6664322 → BA987631CCCCA9654322 → BAA9865330B997643222 → B98866641CCA86664432 → BA865421CCCCAA876422 → BAAA765420BA87652222 → B98888421CCAA8444432 → BA9765443CC888765322 → AA87543310BB99875423 → BA87664421AA88665422 → A8884441CCCCA8884443 → B9886643CCCC88664432 → A998752221AAAA754333 → 9888766421AA86654444 → 98544441CCCCA8888744 → B88865430CCB98764442 → CA87544320BA98875421 → CA88644421AA88864421 → B98844443CC888884432 → A98544443CC888887433 → 9975444430B988887534 → B665444421AA88887662 → A8844441CCCCA8888443 → B9886643CCCC88664432
21	51 max steps	20000000000000006666B → B66661CCCCCCCCCA66662 → BA66666664C7666666622 → A960CCCCCCCCCCCCCB633 → C9966320CCCCCBA966331 → CBA9995432C9987333211 → BB98666652C9766664312 → B996530CCCCCCCB976332 → CA9997653CCC876533321 → BA99764420CBA88653322 → C998765430CB987654331 → CB86654320CBA98766411 → CBA975430CCCB98753211 → CBBA886440CB886442111 → CBAA964441CA888632211 → BBA8875441CA887544212 → BA98644431CA988864322 → B987654441CA888765432 → B975444320CBA98887532 → C997654431CA988765331 → BB76654320CBA98766512 → CA9975320CCCBA9753321 → CBAA877441CA885542211 → BBA8864431CA988644212 → BA98754441CA888754322 → B987544431CA988875432 → B976544431CA988876532 → B976544320CBA98876532 → C997654320CBA98765331 → CB97665320CBA97665311 → CBA976420CCCBA8653211 → CBBA986531CA976432111 → BBAA876530CB976542212 → CA99875320CBA97543321 → CB98766531CA976654311 → BBA765320CCCBA9765212 → CBA9985530CB977433211 → CBA9766531CA976653211 → BBA876420CCCBA8654212 → CBA9976521CAA76533211 → BBA8876420CBA86544212 → CA99864430CB988643321 → CB97665441CA887665311 → BBA754320CCCBA9875212 → CBA9986540CB876433211 → CBA9765430CB987653211 → CBA9765320CBA97653211 → CBA9876420CBA86543211 → CBA9875430CB987543211 → CBA9765431CA987653211 → BBA8765320CBA97654212 → CA99875320CBA97543321
22	47 max steps	4000000000000456666668 → 8666666543CC8876666665 → 983320CCCCCCCCCCBA9944 → CA998843330B9998443321 → CA86666644388866666421 → B85443CCCCCCCCCC888742 → A988875444298887544433 → 86644444421AA888888665 → 984444442CCCC988888844 → A88855443CCCC888774443 → 99886443310BB998864434 → BA66654443CC8888766622 → AA8644320CCCCBA9886423 → CAA9866631CCA966643221 → BBA877531CCCCA97554212 → BBAA875540CCB877542212 → CB99966331CCA996633311 → BBB8766632CC9966654112 → BB9985420CCCCBA8743312 → CBAA887641CCA865442211 → BBB98664320BA986643112 → BAA986643CCCC886643222 → AAA98663221AAA96643223 → 988887663CCCC866544444 → 98885432220BAAA9874444 → B8886544441A8888764442 → A844444441CCA888888843 → B966444443CC8888886632 → A985444421CCAA88887433 → BA776544430B9888765522 → B986444221CCAAA8886432 → BA987654421AA887654322 → A888644421CCAA88864443 → BA766444421AA888866522 → A88844441CCCCA88884443 → B98866443CCCC888664432 → A9987542221AAAA8754333 → 98887664421AA886654444 → 985444441CCCCA88888744 → B888654430CCB988764442 → CA875444320BA988875421 → CA886444421AA888864421 → B988444443CC8888884432 → A985444443CC8888887433 → 99754444430B9888887534 → B6654444421AA888887662 → A88444441CCCCA88888443 → B98866443CCCC888664432
23	35 max steps	1000000000000256CCCCCCC → CCCCCCC6520CBA760000001 → CCCCCCCB950CB7310000001 → CCCCCCCBA83C84210000001 → CCCCCCBB973C85311000001 → CCCCCBBA862C96421100001 → CCCCBBA9851CA7432110001 → CCCBBAA8752C97542211001 → CCBBA988531CA9744321101 → CBBAA876542C98765422111 → BBA98854320CBA987443212 → CA998765442C98876543321 → BA866544320CBA988766422 → C998754430CCCB988754331 → CB998555330CB9977743311 → CBA86665321CAA976664211 → BBA887530CCCCCB97544212 → CBAA9776520CBA765532211 → CBA98874220CBAA85443211 → CBA98875442C98875443211 → BB986544431CA9888764312 → BA976544430CB9888765322 → C9976544320CBA988765331 → CB976654320CBA987665311 → CBA9765320CCCBA97653211 → CBBA9875430CB9875432111 → CBAA9765431CA9876532211 → BBA88765320CBA976544212 → CA998754320CBA987543321 → CB987665431CA9876654311 → BBA7654320CCCBA98765212 → CBA99865420CBA876433211 → CBA98765430CB9876543211 → CBA97654320CBA987653211 → CBA98765320CBA976543211 → CBA98765320CBA976543211
24	63 max steps	1000000000000000000026CC → CC620CCCCCCCCCCCCCCBA601 → CCBA6620CCCCCCCCBA662101 → CCBBAA666610BB6666221101 → CCAAAA87CCCCCCCC44222201 → CBAAAA8853CCCC8744222211 → BBAAA976650CCB7665322212 → CB999875410CCBB875433311 → CBBA8865532CC99776442111 → BBB997553310BB9977533112 → BAAA96666221AAA666632222 → A8888885CCCCCCCC64444443 → 988888873CCCCCC854444444 → 9888885430CCCCB987444444 → C9887554430CCB9887754431 → CB985544331CCA9988774311 → BBB87655432CC99877654112 → BB9985533210BBA997743312 → BAA986666421AA8666643222 → A8888643CCCCCCCC88644443 → 998888863CCCCCC864444434 → 9988885521CCCCAA77444434 → BA9866553310BB9977664322 → BA98666421CCCCAA86664322 → BAAA8664321CCAA986642222 → BA988876521CCAA765444322 → BA9876543310BB9987654322 → BA986664421CCAA886664322 → BA98765421CCCCAA87654322 → BAAA8665421CCAA876642222 → BA988866320CCBA966444322 → CA997755421CCAA877553321 → BBA87754321CCAA987554212 → BB998765331CCA9976543312 → BB9876654310BB9876654312 → BAA9664421CCCCAA88663222 → BAAA97664321AA9866532222 → A888886641CCCCA866444443 → B98866442221AAAA88664432 → A888864443CCCC8888644443 → 99886444421CCAA888864434 → BA7655444421AA8888776522 → A8884444221CCAAA88884443 → BA876644443CC88888665422 → AA864444320CCBA988886423 → CA9776544421AA8887655321 → B9886444221CCAAA88864432 → BA9876544421AA8887654322 → A8886444421CCAA888864443 → BA7664444421AA8888866522 → A888444441CCCCA888884443 → B988664443CCCC8888664432 → A99875442221AAAA88754333 → 988876644421AA8886654444 → 9854444441CCCCA888888744 → B8886544430CCB9888764442 → CA8754444320BA9888875421 → CA8864444421AA8888864421 → B9884444443CC88888884432 → A9854444443CC88888887433 → 997544444430B98888887534 → B66544444421AA8888887662 → A884444441CCCCA888888443 → B988664443CCCC8888664432
25	40 max steps	6000000000000000006BCCCCC → CCCCCB65CCCCCCCCC66100001 → CCCCBB76660CCCB6665110001 → CCCCBBB6550CCCB7761110001 → CCCCBBBA6650CB76621110001 → CCCCBAAA950CCCB7322210001 → CCCCBBA99752C975332110001 → CCCBBA986641CA86643211001 → CCBBAA87541CCCA8754221101 → CBBBB9966530CB97663311111 → CBAAAA86640CCCB8664222211 → CBBA99866421CAA8664332111 → BBAA8876541CCCA8765442212 → BBA996663320CBA9966633212 → CA99876662CCCCC9666543321 → BAA998533320CBA9997433222 → C99887666652C976666544331 → BA6654320CCCCCCCBA9876622 → CAAA98755441CA88775432221 → BB8887544321CAA9887544412 → BA9875444431CA98888754322 → B98765444431CA98888765432 → B97654444320CBA9888876532 → C99765444320CBA9888765331 → CB9766544320CBA9887665311 → CBA97654320CCCBA987653211 → CBBA98764420CBA8865432111 → CBAA98754430CB98875432211 → CBA987654431CA98876543211 → BBA876544320CBA9887654212 → CA9987544320CBA9887543321 → CB9876654431CA98876654311 → BBA76544320CCCBA988765212 → CBA998664320CBA9866433211 → CBA98766541CCCA8766543211 → BBBA86643210CBBA986642112 → CAAA9987541CCCA8754332221 → BBAA87765430CB98765542212 → CA9987543220CBAA987543321 → CB9887665431CA98766544311 → BBA76544320CCCBA988765212
26	65 max steps	2000000000000000000000066C → C661CCCCCCCCCCCCCCCCCCA661 → BB66661CCCCCCCCCCCCA666612 → BBA666666661CCA66666666212 → BB9943CCCCCCCCCCCCCC883312 → BA9998443310CCBB9988433322 → CB9987666553CC877666543311 → BB986533210CCCCBBA99764312 → CBBA988864330B998644432111 → CAAA86664443CC888866642221 → BAA87644421CCCCAA888654222 → BAAA966663220BAA9666632222 → B98888865CCCCCCCC664444432 → A9888887531CCCCA9754444433 → B999665543310BB99877663332 → BA966666421CCCCAA866666322 → BAAA864431CCCCCCA988642222 → BAAAA9766440CCB88665322222 → CA9988765320CCBA9765443321 → CBA9776553310BB99776553211 → CAAA86662221CCAAAA66642221 → BBA88888641CCCCA8644444212 → BBAA77664421CCAA8866552212 → BB9988663310CCBB9966443312 → CBA988665521CCAA7766443211 → BBB987653310CCBB9976543112 → CBAA988654310BB98764432211 → CAAA88664441CCA88866442221 → BBA886644421CCAA8886644212 → BB9986644421CCAA8886643312 → BB9977554421CCAA8877553312 → BB9977553321CCAA9977553312 → BB9977664421CCAA8866553312 → BB9977553310CCBB9977553312 → CBA988664421CCAA8866443211 → BBB987654421CCAA8876543112 → BBA9976543310BB99876533212 → BAA986666421CCAA8666643222 → BA98876521CCCCCCAA76544322 → BAAA987554310BB98775432222 → BA98886644221AAA8866444322 → A8888644443CCCC88888644443 → 998864444421CCAA8888864434 → BA76554444421AA88888776522 → A88844444221CCAAA888884443 → BA8766444443CC888888665422 → AA8644444320CCBA9888886423 → CA97765444421AA88887655321 → B98864444221CCAAA888864432 → BA98765444421AA88887654322 → A88864444421CCAA8888864443 → BA76644444421AA88888866522 → A8884444441CCCCA8888884443 → B9886644443CCCC88888664432 → A998754442221AAAA888754333 → 9888766444421AA88886654444 → 98544444441CCCCA8888888744 → B88865444430CCB98888764442 → CA87544444320BA98888875421 → CA88644444421AA88888864421 → B98844444443CC888888884432 → A98544444443CC888888887433 → 9975444444430B988888887534 → B665444444421AA88888887662 → A8844444441CCCCA8888888443 → B9886644443CCCC88888664432
27	36 max steps	1000000000000000666CCCCCCCC → CCCCCCCC6660CCCB66600000001 → CCCCCCCCB664CCC766100000001 → CCCCCCCBB8650CB764110000001 → CCCCCCCBAA730CB952210000001 → CCCCCCCBA9873C8543210000001 → CCCCCCBB97642C9865311000001 → CCCCCBBA96530CB976321100001 → CCCCCBAA97640CB865322100001 → CCCCCBA987530CB975432100001 → CCCCCBA976531CA976532100001 → CCCCBBA876420CBA86542110001 → CCCCBAA986430CB986432210001 → CCCCBA9876541CA876543210001 → CCCBBA8754320CBA98754211001 → CCCBAA9875431CA987543221001 → CCBBA88765431CA987654421101 → CBBAA87544320CBA98875422111 → CBAA988754431CA988754432211 → BBA8876544431CA988876544212 → BA98754444320CBA98888754322 → C998765444431CA988887654331 → BB76654444320CBA98888766512 → CA9975444320CCCBA9888753321 → CBAA877555330CB997775542211 → CBA9876532221CAAAA976543211 → BBA8888765320CBA97654444212 → CA99875444320CBA98887543321 → CB98766544431CA988876654311 → BBA765444320CCCBA9888765212 → CBA9986653320CBA99766433211 → CBA987666530CCCB97666543211 → CBBA88644210CCCBBA886442111 → CBBBA99766421CAA86653321111 → BBAAA8876530CCCB97654422212 → CBA9997664320CBA98665333211 → CBA987666530CCCB97666543211
28	73 max steps	4000000000000000CCCCCCCCCCCC → CCCCCCCCCCCC3CC8000000000001 → CCCCCCCCCCCB9383100000000001 → CCCCCCCCCCBA6476210000000001 → CCCCCCCCCBA82CC9421000000001 → CCCCCCCCBBA960B6321100000001 → CCCCCCCCAAA85CC6422200000001 → CCCCCCCBAA8651A7642210000001 → CCCCCCBA98841CCA844321000001 → CCCCCBBB97653CC8765311100001 → CCCCBBBA884310BB984421110001 → CCCCAAAAA8644388864222220001 → CCCB888885443CC8887444441001 → CCBB9744444430B9888888531101 → CCAAA664444441A8888886622201 → CB9888444443CCCC888888444311 → BB9987544443CCCC888887543312 → BA998755443310BB998877543322 → BA986666444221AAA88866664322 → A888864443CCCCCCCC8888644443 → 99888888621CCCCCCAA644444434 → BA9888665521CCCCAA7766444322 → BAAA8666432210BBAA9866642222 → BA988888643CCCCCC88644444322 → AA9988765421CCCCAA8765443323 → BAA9776654321CCAA98766553222 → BA98877543210CCBBA9875544322 → CB99977554331CCA998775533311 → BBB8766654321CCAA98766654112 → BBA997653310CCCCBB9976533212 → CBBA988874432CC9988544432111 → BBB99765544430B9888776533112 → BAA9666444221CCAAA8886663222 → BA9888765421CCCCAA8765444322 → BAAA866653321CCAA99766642222 → BA9888775420CCCCBA8755444322 → CAAA876653330CCB999766542221 → CBA9877654310CCBB98765543211 → CBBA9875533210BBA99775432111 → CAAAA886664221AAA86664422221 → B9888888443CCCCCC88844444432 → A9988875443CCCCCC88875444333 → 9999886553310CCBB99776443334 → CB886665553310BB997776664411 → CAAA6644221CCCCCCAAA88662221 → BBAAAAA664443CC8888662222212 → BA99888764421CCAA88654443322 → BA987755444320BA988877554322 → B9886644442221AAAA8888664432 → A88886444443CCCC888888644443 → 9988644444421CCAA88888864434 → BA765544444421AA888888776522 → A888444444221CCAAA8888884443 → BA87664444443CC8888888665422 → AA86444444320CCBA98888886423 → CA977654444421AA888887655321 → B988644444221CCAAA8888864432 → BA987654444421AA888887654322 → A888644444421CCAA88888864443 → BA766444444421AA888888866522 → A88844444441CCCCA88888884443 → B98866444443CCCC888888664432 → A9987544442221AAAA8888754333 → 98887664444421AA888886654444 → 985444444441CCCCA88888888744 → B888654444430CCB988888764442 → CA875444444320BA988888875421 → CA886444444421AA888888864421 → B988444444443CC8888888884432 → A985444444443CC8888888887433 → 99754444444430B9888888887534 → B6654444444421AA888888887662 → A88444444441CCCCA88888888443 → B98866444443CCCC888888664432
29	40 max steps	60000000000000000000066666CCC → CCC666665CCCCCCCCCCC666666001 → CCB76666666665C66666666665101 → CBB61CCCCCCCCCCCCCCCCCCCA6111 → BBBB66210CCCCCCCCCCCBBA661112 → CBBBBAA66660CCCCCB66662211111 → CBBBBB9955543CCC8877733111111 → BBBBAA8885432CCC9987444221112 → BBB99997655430CB9877653333112 → CAA98666653220CBAA97666643221 → CB988876530CCCCCCCB9765444311 → CBB99888663310CBB996644433111 → CBAAA86665441CCCA887666422211 → BBBA986663220CCCBAA9666432112 → CBB9999776331CCCA996553333111 → BBBB8876664430CB9886665441112 → CAAA98544430CCCCCB98887432221 → CBAAA98666540CCCB876664322211 → CBBA997664220CCCBAA8665332111 → CBBB9997764320CBA986553331111 → CBAAA976665320CBA976665322211 → CBA988876420CCCCCBA8654443211 → CBBAA977664220CBAA86655322111 → CBAA988875320CCCBA97544432211 → CBBA9977655330CB9977655332111 → CBAA9766642220CBAAA8666532211 → CBA988887530CCCCCB97544443211 → CBBA9977654310CBB987655332111 → CBAAA976653220CBAA97665322211 → CBA9888876420CCCBA86544443211 → CBBA9866544321CAA988766432111 → BBAA887654430CCCB988765442212 → CBA99866543320CBA998766433211 → CBA9876665430CCCB987666543211 → CBBA886543210CCCBBA9876442111 → CBBBA998665321CAA976643321111 → BBAAA88766530CCCB976654422212 → CBA99976643210CBBA98665333211 → CBAA987666530CCCB976665432211 → CBBA987644210CCCBBA8865432111 → CBBBA998665321CAA976643321111