BICP | Distance=486 | [0 + 486 i + 1 j + 2 k] ^ 5 = [-4591591920 + 27109791747486 i + 278916770561 j + 557880780202 k]
BICP | Distance=486 | [0 + 1 i + 486 j + 2 k] ^ 5 = [-4591591920 + 278916770561 i + 27109791747486 j + 557880780202 k]
BICP | Distance=486 | [486 + 0 i + 1 j + 2 k] ^ 9 = [1513299717918473541966486 + -922263430113188192160 i + 28023437083858117980001 j + 56024735909668666338962 k]
BICP | Distance=486 | [0 + 486 i + 1 j + 8 k] ^ 5 = [-18361702080 + 27040926033486 i + 278491637561 j + 2230389407848 k]
BICP | Distance=486 | [0 + 1 i + 486 j + 8 k] ^ 5 = [-18361702080 + 278491637561 i + 27040926033486 j + 2230389407848 k]
BICP | Distance=486 | [0 + 486 i + 1 j + 48 k] ^ 5 = [-109125118080 + 24482458737486 i + 262645765561 j + 13128632040048 k]
BICP | Distance=486 | [0 + 1 i + 486 j + 48 k] ^ 5 = [-109125118080 + 262645765561 i + 24482458737486 j + 13128632040048 k]
BICP | Distance=486 | [0 + 486 i + 1 j + 52 k] ^ 5 = [-118016701920 + 24028155657486 i + 259821425561 j + 14173659900452 k]
BICP | Distance=486 | [0 + 1 i + 486 j + 52 k] ^ 5 = [-118016701920 + 259821425561 i + 24028155657486 j + 14173659900452 k]
BICP | Distance=486 | [486 + 0 i + 1 j + 64 k] ^ 9 = [2514584282022473105178486 + -33153371977622192317440 i + 42204846961657584292561 j + 2090234231618896044326464 k]
BICP | Distance=486 | [0 + 486 i + 1 j + 98 k] ^ 5 = [-215843428080 + 16313826627486 i + 211353410561 j + 25123056060298 k]
BICP | Distance=486 | [0 + 1 i + 486 j + 98 k] ^ 5 = [-215843428080 + 211353410561 i + 16313826627486 j + 25123056060298 k]
BICP | Distance=486 | [486 + 0 i + 2 j + 1 k] ^ 5 = [27109791747486 + -4591591920 i + 557880780202 j + 278916770561 k]
BICP | Distance=486 | [0 + 486 i + 2 j + 1 k] ^ 9 = [-922263430113188192160 + 1513299717918473541966486 i + 56024735909668666338962 j + 28023437083858117980001 k]
BICP | Distance=486 | [0 + 2 i + 486 j + 1 k] ^ 9 = [-922263430113188192160 + 56024735909668666338962 i + 1513299717918473541966486 j + 28023437083858117980001 k]
BICP | Distance=486 | [0 + 2 i + 3 j + 486 k] ^ 5 = [13774192560 + 557739064202 i + 836679454323 j + 27098313399486 k]
BICP | Distance=486 | [0 + 2 i + 3 j + 486 k] ^ 9 = [2765478517606312477920 + 55953907429837635344402 i + 83964061783808007318243 j + 1509612085292862381390486 k]
BICP | Distance=486 | [0 + 2 i + 7 j + 486 k] ^ 5 = [32134339440 + 557172220202 i + 1951590738727 j + 27052404867486 k]
BICP | Distance=486 | [486 + 0 i + 2 j + 7 k] ^ 9 = [1522986886392028045974486 + -6463880497929326401440 i + 56339228916307015880402 j + 196365533674411562771527 k]
BICP | Distance=486 | [486 + 0 i + 2 j + 9 k] ^ 5 = [27201636027486 + -41338324080 i + 559014580202 j + 2511951576489 k]
BICP | Distance=486 | [486 + 0 i + 2 j + 11 k] ^ 5 = [27247569831486 + -50533171920 i + 559581528202 j + 3071202371611 k]
BICP | Distance=486 | [0 + 2 i + 23 j + 486 k] ^ 5 = [105369640560 + 550372588202 i + 6386300354423 j + 26502109011486 k]
BICP | Distance=486 | [0 + 2 i + 27 j + 486 k] ^ 5 = [123589819440 + 547540768202 i + 7484213710827 j + 26273149551486 k]
BICP | Distance=486 | [486 + 0 i + 2 j + 39 k] ^ 5 = [28860151851486 + -180224488080 i + 579444868202 j + 11017858893639 k]
BICP | Distance=486 | [486 + 0 i + 2 j + 61 k] ^ 5 = [31413454911486 + -284498431920 i + 610737888202 j + 17550734486861 k]
BICP | Distance=486 | [0 + 2 i + 73 j + 486 k] ^ 5 = [327622300560 + 482629708202 i + 19443997869673 j + 21060736371486 k]
BICP | Distance=486 | [0 + 2 i + 77 j + 486 k] ^ 5 = [344676079440 + 474194248202 i + 20400821826077 j + 20388437991486 k]
BICP | Distance=486 | [486 + 0 i + 2 j + 89 k] ^ 5 = [36353260971486 + -422354548080 i + 670747908202 j + 26494046808889 k]
BICP | Distance=486 | [486 + 0 i + 2 j + 111 k] ^ 5 = [41620247091486 + -536251291920 i + 733993948202 j + 34206584952111 k]
BICP | Distance=486 | [486 + 0 i + 2 j + 139 k] ^ 5 = [50193457191486 + -690437008080 i + 835410648202 j + 45164208874139 k]
BICP | Distance=486 | [486 + 0 i + 2 j + 361 k] ^ 5 = [217968214491486 + -2572129591920 i + 2574569748202 j + 217937775028361 k]
BICP | Distance=486 | [486 + 0 i + 2 j + 389 k] ^ 5 = [256445344791486 + -2930435308080 i + 2931319848202 j + 256436793950389 k]
BICP | Distance=486 | [0 + 3 i + 2 j + 486 k] ^ 5 = [13774192560 + 836679454323 i + 557739064202 j + 27098313399486 k]
BICP | Distance=486 | [0 + 3 i + 2 j + 486 k] ^ 9 = [2765478517606312477920 + 83964061783808007318243 i + 55953907429837635344402 j + 1509612085292862381390486 k]
BICP | Distance=486 | [486 + 0 i + 3 j + 4 k] ^ 5 = [27121269609486 + -27550717920 i + 837104605323 j + 1115667078964 k]
BICP | Distance=486 | [486 + 0 i + 3 j + 4 k] ^ 9 = [1514220122786349196674486 + -5534236402246421864640 i + 84163285861352276781843 j + 111996320655103847495524 k]
BICP | Distance=486 | [486 + 0 i + 3 j + 6 k] ^ 5 = [27144227763486 + -41329576080 i + 837529768323 j + 1673784049086 k]
BICP | Distance=486 | [0 + 3 i + 8 j + 486 k] ^ 5 = [55082773440 + 835404073323 i + 2229822591848 j + 27029456433486 k]
BICP | Distance=486 | [486 + 0 i + 3 j + 8 k] ^ 9 = [1525290561611375616018486 + -11084218298403769952640 i + 84641767822862319679443 j + 224417652653754212702408 k]
BICP | Distance=486 | [486 + 0 i + 3 j + 14 k] ^ 5 = [27327962979486 + -96500995920 i + 840931504323 j + 3910787223014 k]
BICP | Distance=486 | [486 + 0 i + 3 j + 14 k] ^ 9 = [1555815471203459181798486 + -19473214953545777521440 i + 85960099460059539498243 j + 394778597726386347726014 k]
BICP | Distance=486 | [486 + 0 i + 3 j + 36 k] ^ 5 = [28594510569486 + -249300154080 i + 864339229323 j + 10149899137236 k]
BICP | Distance=486 | [486 + 0 i + 3 j + 36 k] ^ 9 = [1814838022617990167682486 + -51707448061409213818560 i + 97089454931172633108243 j + 1059367880744165896610436 k]
BICP | Distance=486 | [0 + 3 i + 44 j + 486 k] ^ 9 = [57384637877319142547520 + 65115333774295019575443 i + 1138103145341503609831244 j + 1077284506192168843170486 k]
BICP | Distance=486 | [0 + 3 i + 48 j + 486 k] ^ 5 = [327361357440 + 787867129323 i + 13125241896048 j + 24471315729486 k]
BICP | Distance=486 | [0 + 3 i + 48 j + 486 k] ^ 9 = [61890349293619873102080 + 61613696680744832748243 i + 1222550794112775321552048 j + 997792240236106927698486 k]
BICP | Distance=486 | [0 + 3 i + 52 j + 486 k] ^ 5 = [354034942560 + 779394229323 i + 14169989324452 j + 24017070969486 k]
BICP | Distance=486 | [0 + 3 i + 52 j + 486 k] ^ 9 = [66213324021644831977920 + 57839577575530527108243 i + 1302148997309557057720852 j + 912416157339338626722486 k]
BICP | Distance=486 | [486 + 0 i + 3 j + 64 k] ^ 5 = [31844985489486 + -448425745920 i + 924086329323 j + 18468478483264 k]
BICP | Distance=486 | [486 + 0 i + 3 j + 64 k] ^ 9 = [2512049094511981736274486 + -99437907673229439421440 i + 126580947740235106668243 j + 2088385312954863281702464 k]
BICP | Distance=486 | [486 + 0 i + 3 j + 86 k] ^ 5 = [35724818259486 + -610847704080 i + 994804504323 j + 25490578097486 k]
BICP | Distance=486 | [486 + 0 i + 3 j + 86 k] ^ 9 = [3404997731804296969926486 + -145821730359827442598560 i + 163507161415635645498243 j + 3143384468898776050306886 k]
BICP | Distance=486 | [0 + 3 i + 98 j + 486 k] ^ 5 = [647501707440 + 633992254323 i + 25116206056298 j + 16303747959486 k]
BICP | Distance=486 | [486 + 0 i + 3 j + 236 k] ^ 5 = [98567701929486 + -2008668754080 i + 2067245629323 j + 97592545578236 k]
BICP | Distance=486 | [486 + 0 i + 3 j + 236 k] ^ 9 = [26641931940716376034818486 + -996487179049460633578560 i + 996898612762807275348243 j + 26638137008875535957556236 k]
BICP | Distance=486 | [486 + 0 i + 3 j + 264 k] ^ 5 = [118902476529486 + -2354760745920 i + 2391181129323 j + 118364242524264 k]
BICP | Distance=486 | [486 + 0 i + 3 j + 264 k] ^ 9 = [37521370516031150837778486 + -1351243021119168952621440 i + 1351402039349763323148243 j + 37520069405874655894008264 k]
BICP | Distance=486 | [0 + 3 i + 452 j + 486 k] ^ 9 = [-290363545515351950902080 + 974229571228030833348243 i + 11094515169777949314012452 j + 22390128378245542928418486 k]
BICP | Distance=486 | [486 + 0 i + 3 j + 486 k] ^ 5 = [433770443379486 + -6694498504080 i + 6694498504323 j + 433770443379486 k]
BICP | Distance=486 | [486 + 0 i + 3 j + 486 k] ^ 9 = [387094885373231535896838486 + -10755367984941838780678560 i + 10755367984941838780698243 j + 387094885373231535896838486 k]
BICP | Distance=486 | [0 + 486 i + 4 j + 3 k] ^ 5 = [-27550717920 + 27121269609486 i + 1115667078964 j + 837104605323 k]
BICP | Distance=486 | [0 + 4 i + 486 j + 3 k] ^ 5 = [-27550717920 + 1115667078964 i + 27121269609486 j + 837104605323 k]
BICP | Distance=486 | [0 + 486 i + 4 j + 3 k] ^ 9 = [-5534236402246421864640 + 1514220122786349196674486 i + 111996320655103847495524 j + 84163285861352276781843 k]
BICP | Distance=486 | [0 + 4 i + 486 j + 3 k] ^ 9 = [-5534236402246421864640 + 111996320655103847495524 i + 1514220122786349196674486 j + 84163285861352276781843 k]
BICP | Distance=486 | [0 + 486 i + 4 j + 7 k] ^ 5 = [-64274122080 + 27075349413486 i + 1114533358964 j + 1952582701727 k]
BICP | Distance=486 | [0 + 4 i + 486 j + 7 k] ^ 5 = [-64274122080 + 1114533358964 i + 27075349413486 j + 1952582701727 k]
BICP | Distance=486 | [0 + 486 i + 4 j + 23 k] ^ 5 = [-210757165920 + 26524913589486 i + 1100933710964 j + 6389557453423 k]
BICP | Distance=486 | [0 + 4 i + 486 j + 23 k] ^ 5 = [-210757165920 + 1100933710964 i + 26524913589486 j + 6389557453423 k]
BICP | Distance=486 | [0 + 486 i + 4 j + 23 k] ^ 9 = [-41776749837362200213440 + 1395120931458349395834486 i + 105126408604604025930724 j + 632045451787835846938823 k]
BICP | Distance=486 | [0 + 4 i + 486 j + 23 k] ^ 9 = [-41776749837362200213440 + 105126408604604025930724 i + 1395120931458349395834486 j + 632045451787835846938823 k]
BICP | Distance=486 | [0 + 486 i + 4 j + 27 k] ^ 5 = [-247200634080 + 26295895809486 i + 1095269910964 j + 7488036181827 k]
BICP | Distance=486 | [0 + 4 i + 486 j + 27 k] ^ 5 = [-247200634080 + 1095269910964 i + 26295895809486 j + 7488036181827 k]
BICP | Distance=486 | [0 + 486 i + 4 j + 27 k] ^ 9 = [-48748610649706857466560 + 1349804067133204555506486 i + 102504338598013863450724 j + 736030940509734681387627 k]
BICP | Distance=486 | [0 + 4 i + 486 j + 27 k] ^ 9 = [-48748610649706857466560 + 102504338598013863450724 i + 1349804067133204555506486 j + 736030940509734681387627 k]
BICP | Distance=486 | [0 + 486 i + 4 j + 69 k] ^ 9 = [-109721867275049698647360 + 493560495381309896754486 i + 52018195638570127156324 j + 1583392425363548854388469 k]
BICP | Distance=486 | [0 + 4 i + 486 j + 69 k] ^ 9 = [-109721867275049698647360 + 52018195638570127156324 i + 493560495381309896754486 j + 1583392425363548854388469 k]
BICP | Distance=486 | [0 + 486 i + 4 j + 73 k] ^ 5 = [-655301365920 + 21082141269486 i + 965444110964 j + 19454265538673 k]
BICP | Distance=486 | [0 + 4 i + 486 j + 73 k] ^ 5 = [-655301365920 + 965444110964 i + 21082141269486 j + 19454265538673 k]
BICP | Distance=486 | [0 + 486 i + 4 j + 73 k] ^ 9 = [-113911991688457711333440 + 381599288212210127802486 i + 45266713888386215370724 j + 1632156515316497473285273 k]
BICP | Distance=486 | [0 + 4 i + 486 j + 73 k] ^ 9 = [-113911991688457711333440 + 45266713888386215370724 i + 381599288212210127802486 j + 1632156515316497473285273 k]
BICP | Distance=486 | [0 + 486 i + 4 j + 77 k] ^ 5 = [-689412034080 + 20409667929486 i + 948572710964 j + 20411642867077 k]
BICP | Distance=486 | [0 + 4 i + 486 j + 77 k] ^ 5 = [-689412034080 + 948572710964 i + 20409667929486 j + 20411642867077 k]
BICP | Distance=486 | [0 + 486 i + 4 j + 77 k] ^ 9 = [-117747627896377317706560 + 265618405632285838818486 i + 38230735278137535930724 j + 1674020602394262662694077 k]
BICP | Distance=486 | [0 + 4 i + 486 j + 77 k] ^ 9 = [-117747627896377317706560 + 38230735278137535930724 i + 265618405632285838818486 j + 1674020602394262662694077 k]
BICP | Distance=486 | [0 + 486 i + 4 j + 423 k] ^ 9 = [562406930279913110506560 + 18889354102944354729498486 i + 909277379972522424330724 j + 3072732668868344886270423 k]
BICP | Distance=486 | [0 + 4 i + 486 j + 423 k] ^ 9 = [562406930279913110506560 + 909277379972522424330724 i + 18889354102944354729498486 j + 3072732668868344886270423 k]
BICP | Distance=486 | [0 + 486 i + 6 j + 3 k] ^ 5 = [-41329576080 + 27144227763486 i + 1673784049086 j + 837529768323 k]
BICP | Distance=486 | [0 + 6 i + 486 j + 3 k] ^ 5 = [-41329576080 + 1673784049086 i + 27144227763486 j + 837529768323 k]
BICP | Distance=486 | [0 + 486 i + 6 j + 7 k] ^ 5 = [-96419347920 + 27098295903486 i + 1672083421086 j + 1953574692727 k]
BICP | Distance=486 | [0 + 6 i + 486 j + 7 k] ^ 5 = [-96419347920 + 1672083421086 i + 27098295903486 j + 1953574692727 k]
BICP | Distance=486 | [0 + 486 i + 6 j + 23 k] ^ 5 = [-316162576080 + 26547720111486 i + 1651683373086 j + 6392814644423 k]
BICP | Distance=486 | [0 + 6 i + 486 j + 23 k] ^ 5 = [-316162576080 + 1651683373086 i + 26547720111486 j + 6392814644423 k]
BICP | Distance=486 | [0 + 486 i + 6 j + 27 k] ^ 5 = [-370832443920 + 26318644011486 i + 1643187433086 j + 7491858760827 k]
BICP | Distance=486 | [0 + 6 i + 486 j + 27 k] ^ 5 = [-370832443920 + 1643187433086 i + 26318644011486 j + 7491858760827 k]
BICP | Distance=486 | [0 + 486 i + 6 j + 73 k] ^ 5 = [-983037196080 + 21103548111486 i + 1448443213086 j + 19464533499673 k]
BICP | Distance=486 | [0 + 6 i + 486 j + 73 k] ^ 5 = [-983037196080 + 1448443213086 i + 21103548111486 j + 19464533499673 k]
BICP | Distance=486 | [0 + 486 i + 6 j + 77 k] ^ 5 = [-1034207863920 + 20430899811486 i + 1423135393086 j + 20422464216077 k]
BICP | Distance=486 | [0 + 6 i + 486 j + 77 k] ^ 5 = [-1034207863920 + 1423135393086 i + 20430899811486 j + 20422464216077 k]
BICP | Distance=486 | [0 + 7 i + 2 j + 486 k] ^ 5 = [32134339440 + 1951590738727 i + 557172220202 j + 27052404867486 k]
BICP | Distance=486 | [0 + 486 i + 7 j + 2 k] ^ 9 = [-6463880497929326401440 + 1522986886392028045974486 i + 196365533674411562771527 j + 56339228916307015880402 k]
BICP | Distance=486 | [0 + 7 i + 486 j + 2 k] ^ 9 = [-6463880497929326401440 + 196365533674411562771527 i + 1522986886392028045974486 j + 56339228916307015880402 k]
BICP | Distance=486 | [486 + 0 i + 7 j + 4 k] ^ 5 = [27075349413486 + -64274122080 i + 1952582701727 j + 1114533358964 k]
BICP | Distance=486 | [486 + 0 i + 7 j + 6 k] ^ 5 = [27098295903486 + -96419347920 i + 1953574692727 j + 1672083421086 k]
BICP | Distance=486 | [0 + 7 i + 8 j + 486 k] ^ 5 = [128504698560 + 1948615017727 i + 2227555407848 j + 26983582893486 k]
BICP | Distance=486 | [486 + 0 i + 7 j + 14 k] ^ 5 = [27281937807486 + -225130888080 i + 1961511628727 j + 3906818195014 k]
BICP | Distance=486 | [486 + 0 i + 7 j + 36 k] ^ 5 = [28547843877486 + -581602381920 i + 2016126573727 j + 10139677225236 k]
BICP | Distance=486 | [0 + 7 i + 48 j + 486 k] ^ 5 = [763712530560 + 1837701753727 i + 13111681800048 j + 24426748557486 k]
BICP | Distance=486 | [0 + 7 i + 52 j + 486 k] ^ 5 = [825940009440 + 1817932773727 i + 14155307540452 j + 23972737077486 k]
BICP | Distance=486 | [486 + 0 i + 7 j + 64 k] ^ 5 = [31796685837486 + -1046152558080 i + 2155528633727 j + 18450234515264 k]
BICP | Distance=486 | [486 + 0 i + 7 j + 86 k] ^ 5 = [35674594047486 + -1425077251920 i + 2320528468727 j + 25465949245486 k]
BICP | Distance=486 | [0 + 7 i + 98 j + 486 k] ^ 5 = [1510570600560 + 1478680818727 i + 25088807020298 j + 16263438147486 k]
BICP | Distance=486 | [486 + 0 i + 7 j + 236 k] ^ 5 = [98489309157486 + -4686251461920 i + 4822755853727 j + 97520399906236 k]
BICP | Distance=486 | [486 + 0 i + 7 j + 264 k] ^ 5 = [118815918957486 + -5493723238080 i + 5578566153727 j + 118282058796264 k]
BICP | Distance=486 | [486 + 0 i + 7 j + 486 k] ^ 5 = [433586783007486 + -15619173811920 i + 15619173828727 j + 433586783007486 k]
BICP | Distance=486 | [486 + 0 i + 8 j + 1 k] ^ 5 = [27040926033486 + -18361702080 i + 2230389407848 j + 278491637561 k]
BICP | Distance=486 | [0 + 8 i + 3 j + 486 k] ^ 5 = [55082773440 + 2229822591848 i + 835404073323 j + 27029456433486 k]
BICP | Distance=486 | [0 + 486 i + 8 j + 3 k] ^ 9 = [-11084218298403769952640 + 1525290561611375616018486 i + 224417652653754212702408 j + 84641767822862319679443 k]
BICP | Distance=486 | [0 + 8 i + 486 j + 3 k] ^ 9 = [-11084218298403769952640 + 224417652653754212702408 i + 1525290561611375616018486 j + 84641767822862319679443 k]
BICP | Distance=486 | [0 + 8 i + 7 j + 486 k] ^ 5 = [128504698560 + 2227555407848 i + 1948615017727 j + 26983582893486 k]
BICP | Distance=486 | [486 + 0 i + 8 j + 9 k] ^ 5 = [27132700329486 + -165311305920 i + 2234924223848 j + 2508124947489 k]
BICP | Distance=486 | [486 + 0 i + 8 j + 9 k] ^ 9 = [1516457514297629524194486 + -33215230270778872429440 i + 225674288238056738316488 j + 250994018328370675274169 k]
BICP | Distance=486 | [486 + 0 i + 8 j + 11 k] ^ 5 = [27178599141486 + -202081366080 i + 2237191823848 j + 3066525116611 k]
BICP | Distance=486 | [0 + 8 i + 23 j + 486 k] ^ 5 = [421371253440 + 2200359183848 i + 6376529609423 j + 26433706941486 k]
BICP | Distance=486 | [0 + 8 i + 27 j + 486 k] ^ 5 = [494233306560 + 2189032863848 i + 7472746945827 j + 26204922441486 k]
BICP | Distance=486 | [486 + 0 i + 8 j + 39 k] ^ 5 = [28789956441486 + -720715993920 i + 2316638463848 j + 11001243138639 k]
BICP | Distance=486 | [486 + 0 i + 8 j + 61 k] ^ 5 = [31341334941486 + -1137709126080 i + 2441799983848 j + 17524665221861 k]
BICP | Distance=486 | [0 + 8 i + 73 j + 486 k] ^ 5 = [1310148613440 + 1929410703848 i + 19413196614673 j + 20996533341486 k]
BICP | Distance=486 | [0 + 8 i + 77 j + 486 k] ^ 5 = [1378345066560 + 1895671743848 i + 20368360551077 j + 20324759841486 k]
BICP | Distance=486 | [486 + 0 i + 8 j + 89 k] ^ 5 = [36277466841486 + -1689002953920 i + 2681819903848 j + 26455787043889 k]
BICP | Distance=486 | [486 + 0 i + 8 j + 111 k] ^ 5 = [41540603841486 + -2144487286080 i + 2934782943848 j + 34158574677111 k]
BICP | Distance=486 | [486 + 0 i + 8 j + 139 k] ^ 5 = [50107690341486 + -2761099513920 i + 3340416143848 j + 45103504099139 k]
BICP | Distance=486 | [486 + 0 i + 8 j + 361 k] ^ 5 = [217785344841486 + -10286834086080 i + 10296519743848 j + 217756074703361 k]
BICP | Distance=486 | [486 + 0 i + 8 j + 389 k] ^ 5 = [256244104341486 + -11719926313920 i + 11723419343848 j + 256236099125389 k]
BICP | Distance=486 | [0 + 486 i + 9 j + 2 k] ^ 5 = [-41338324080 + 27201636027486 i + 2511951576489 j + 559014580202 k]
BICP | Distance=486 | [0 + 9 i + 486 j + 2 k] ^ 5 = [-41338324080 + 2511951576489 i + 27201636027486 j + 559014580202 k]
BICP | Distance=486 | [0 + 486 i + 9 j + 8 k] ^ 5 = [-165311305920 + 27132700329486 i + 2508124947489 j + 2234924223848 k]
BICP | Distance=486 | [0 + 9 i + 486 j + 8 k] ^ 5 = [-165311305920 + 2508124947489 i + 27132700329486 j + 2234924223848 k]
BICP | Distance=486 | [0 + 486 i + 9 j + 8 k] ^ 9 = [-33215230270778872429440 + 1516457514297629524194486 i + 250994018328370675274169 j + 225674288238056738316488 k]
BICP | Distance=486 | [0 + 9 i + 486 j + 8 k] ^ 9 = [-33215230270778872429440 + 250994018328370675274169 i + 1516457514297629524194486 j + 225674288238056738316488 k]
BICP | Distance=486 | [0 + 486 i + 9 j + 48 k] ^ 5 = [-982461985920 + 24571620297486 i + 2365495971489 j + 13155754920048 k]
BICP | Distance=486 | [0 + 9 i + 486 j + 48 k] ^ 5 = [-982461985920 + 2365495971489 i + 24571620297486 j + 13155754920048 k]
BICP | Distance=486 | [0 + 486 i + 9 j + 52 k] ^ 5 = [-1062514234080 + 24116850657486 i + 2340074031489 j + 14203026380452 k]
BICP | Distance=486 | [0 + 9 i + 486 j + 52 k] ^ 5 = [-1062514234080 + 2340074031489 i + 24116850657486 j + 14203026380452 k]
BICP | Distance=486 | [0 + 486 i + 9 j + 98 k] ^ 5 = [-1943276695920 + 16394473467486 i + 1903812216489 j + 25177859620298 k]
BICP | Distance=486 | [0 + 9 i + 486 j + 98 k] ^ 5 = [-1943276695920 + 1903812216489 i + 16394473467486 j + 25177859620298 k]
BICP | Distance=486 | [0 + 486 i + 11 j + 2 k] ^ 5 = [-50533171920 + 27247569831486 i + 3071202371611 j + 559581528202 k]
BICP | Distance=486 | [0 + 11 i + 486 j + 2 k] ^ 5 = [-50533171920 + 3071202371611 i + 27247569831486 j + 559581528202 k]
BICP | Distance=486 | [0 + 486 i + 11 j + 8 k] ^ 5 = [-202081366080 + 27178599141486 i + 3066525116611 j + 2237191823848 k]
BICP | Distance=486 | [0 + 11 i + 486 j + 8 k] ^ 5 = [-202081366080 + 3066525116611 i + 27178599141486 j + 2237191823848 k]
BICP | Distance=486 | [0 + 486 i + 11 j + 48 k] ^ 5 = [-1200992158080 + 24616212741486 i + 2892190956611 j + 13169317512048 k]
BICP | Distance=486 | [0 + 11 i + 486 j + 48 k] ^ 5 = [-1200992158080 + 2892190956611 i + 24616212741486 j + 13169317512048 k]
BICP | Distance=486 | [0 + 486 i + 11 j + 52 k] ^ 5 = [-1298850901920 + 24161209821486 i + 2861117936611 j + 14217710868452 k]
BICP | Distance=486 | [0 + 11 i + 486 j + 52 k] ^ 5 = [-1298850901920 + 2861117936611 i + 24161209821486 j + 14217710868452 k]
BICP | Distance=486 | [0 + 486 i + 11 j + 98 k] ^ 5 = [-2375535088080 + 16434808551486 i + 2327878691611 j + 25205263752298 k]
BICP | Distance=486 | [0 + 11 i + 486 j + 98 k] ^ 5 = [-2375535088080 + 2327878691611 i + 16434808551486 j + 25205263752298 k]
BICP | Distance=486 | [0 + 486 i + 14 j + 3 k] ^ 5 = [-96500995920 + 27327962979486 i + 3910787223014 j + 840931504323 k]
BICP | Distance=486 | [0 + 14 i + 486 j + 3 k] ^ 5 = [-96500995920 + 3910787223014 i + 27327962979486 j + 840931504323 k]
BICP | Distance=486 | [0 + 486 i + 14 j + 3 k] ^ 9 = [-19473214953545777521440 + 1555815471203459181798486 i + 394778597726386347726014 j + 85960099460059539498243 k]
BICP | Distance=486 | [0 + 14 i + 486 j + 3 k] ^ 9 = [-19473214953545777521440 + 394778597726386347726014 i + 1555815471203459181798486 j + 85960099460059539498243 k]
BICP | Distance=486 | [0 + 486 i + 14 j + 7 k] ^ 5 = [-225130888080 + 27281937807486 i + 3906818195014 j + 1961511628727 k]
BICP | Distance=486 | [0 + 14 i + 486 j + 7 k] ^ 5 = [-225130888080 + 3906818195014 i + 27281937807486 j + 1961511628727 k]
BICP | Distance=486 | [0 + 486 i + 14 j + 23 k] ^ 5 = [-738213451920 + 26730242271486 i + 3859207331014 j + 6418875484423 k]
BICP | Distance=486 | [0 + 14 i + 486 j + 23 k] ^ 5 = [-738213451920 + 3859207331014 i + 26730242271486 j + 6418875484423 k]
BICP | Distance=486 | [0 + 486 i + 14 j + 27 k] ^ 5 = [-865863568080 + 26500699611486 i + 3839378991014 j + 7522443280827 k]
BICP | Distance=486 | [0 + 14 i + 486 j + 27 k] ^ 5 = [-865863568080 + 3839378991014 i + 26500699611486 j + 7522443280827 k]
BICP | Distance=486 | [0 + 486 i + 14 j + 73 k] ^ 5 = [-2295342871920 + 21274872831486 i + 3384872771014 j + 19546687699673 k]
BICP | Distance=486 | [0 + 14 i + 486 j + 73 k] ^ 5 = [-2295342871920 + 3384872771014 i + 21274872831486 j + 19546687699673 k]
BICP | Distance=486 | [0 + 486 i + 14 j + 77 k] ^ 5 = [-2414828188080 + 20600824851486 i + 3325807751014 j + 20509046096077 k]
BICP | Distance=486 | [0 + 14 i + 486 j + 77 k] ^ 5 = [-2414828188080 + 3325807751014 i + 20600824851486 j + 20509046096077 k]
BICP | Distance=486 | [0 + 23 i + 2 j + 486 k] ^ 5 = [105369640560 + 6386300354423 i + 550372588202 j + 26502109011486 k]
BICP | Distance=486 | [486 + 0 i + 23 j + 4 k] ^ 5 = [26524913589486 + -210757165920 i + 6389557453423 j + 1100933710964 k]
BICP | Distance=486 | [486 + 0 i + 23 j + 4 k] ^ 9 = [1395120931458349395834486 + -41776749837362200213440 i + 632045451787835846938823 j + 105126408604604025930724 k]
BICP | Distance=486 | [486 + 0 i + 23 j + 6 k] ^ 5 = [26547720111486 + -316162576080 i + 6392814644423 j + 1651683373086 k]
BICP | Distance=486 | [0 + 23 i + 8 j + 486 k] ^ 5 = [421371253440 + 6376529609423 i + 2200359183848 j + 26433706941486 k]
BICP | Distance=486 | [486 + 0 i + 23 j + 14 k] ^ 5 = [26730242271486 + -738213451920 i + 6418875484423 j + 3859207331014 k]
BICP | Distance=486 | [486 + 0 i + 23 j + 36 k] ^ 5 = [27988450101486 + -1907116138080 i + 6598203149423 j + 10017059209236 k]
BICP | Distance=486 | [0 + 23 i + 48 j + 486 k] ^ 5 = [2504190349440 + 6012347609423 i + 12949020552048 j + 23892549021486 k]
BICP | Distance=486 | [0 + 23 i + 52 j + 486 k] ^ 5 = [2708222830560 + 5947436549423 i + 13979191028452 j + 23441336901486 k]
BICP | Distance=486 | [486 + 0 i + 23 j + 64 k] ^ 5 = [31217696541486 + -3430490641920 i + 7055929369423 j + 18231386771264 k]
BICP | Distance=486 | [486 + 0 i + 23 j + 86 k] ^ 5 = [35072510031486 + -4673168128080 i + 7597707364423 j + 25170510349486 k]
BICP | Distance=486 | [0 + 23 i + 98 j + 486 k] ^ 5 = [4952787139440 + 4833513314423 i + 24760140892298 j + 15780326931486 k]
BICP | Distance=486 | [486 + 0 i + 23 j + 236 k] ^ 5 = [97549202421486 + -15372358498080 i + 15813979309423 j + 96654946370236 k]
BICP | Distance=486 | [486 + 0 i + 23 j + 264 k] ^ 5 = [117777834621486 + -18022475401920 i + 18295810409423 j + 117296183532264 k]
BICP | Distance=486 | [486 + 0 i + 23 j + 486 k] ^ 5 = [431383465071486 + -51267990448080 i + 51267996884423 j + 431383465071486 k]
BICP | Distance=486 | [0 + 27 i + 2 j + 486 k] ^ 5 = [123589819440 + 7484213710827 i + 547540768202 j + 26273149551486 k]
BICP | Distance=486 | [486 + 0 i + 27 j + 4 k] ^ 5 = [26295895809486 + -247200634080 i + 7488036181827 j + 1095269910964 k]
BICP | Distance=486 | [486 + 0 i + 27 j + 4 k] ^ 9 = [1349804067133204555506486 + -48748610649706857466560 i + 736030940509734681387627 j + 102504338598013863450724 k]
BICP | Distance=486 | [486 + 0 i + 27 j + 6 k] ^ 5 = [26318644011486 + -370832443920 i + 7491858760827 j + 1643187433086 k]
BICP | Distance=486 | [0 + 27 i + 8 j + 486 k] ^ 5 = [494233306560 + 7472746945827 i + 2189032863848 j + 26204922441486 k]
BICP | Distance=486 | [486 + 0 i + 27 j + 14 k] ^ 5 = [26500699611486 + -865863568080 i + 7522443280827 j + 3839378991014 k]
BICP | Distance=486 | [486 + 0 i + 27 j + 36 k] ^ 5 = [27755699841486 + -2236898941920 i + 7732898965827 j + 9965992849236 k]
BICP | Distance=486 | [0 + 27 i + 48 j + 486 k] ^ 5 = [2937182290560 + 7045349905827 i + 12881277672048 j + 23670296361486 k]
BICP | Distance=486 | [0 + 27 i + 52 j + 486 k] ^ 5 = [3176488729440 + 6969171565827 i + 13905844508452 j + 23220250641486 k]
BICP | Distance=486 | [486 + 0 i + 27 j + 64 k] ^ 5 = [30976781481486 + -4023738478080 i + 8270078545827 j + 18140243731264 k]
BICP | Distance=486 | [486 + 0 i + 27 j + 86 k] ^ 5 = [34821972171486 + -5481379051920 i + 8905900600827 j + 25047469289486 k]
BICP | Distance=486 | [0 + 27 i + 98 j + 486 k] ^ 5 = [5808997600560 + 5661895150827 i + 24623263312298 j + 15579361071486 k]
BICP | Distance=486 | [486 + 0 i + 27 j + 236 k] ^ 5 = [97157821761486 + -18033424981920 i + 18548481205827 j + 96294501210236 k]
BICP | Distance=486 | [486 + 0 i + 27 j + 264 k] ^ 5 = [117345629961486 + -21142962118080 i + 21461179105827 j + 116885581692264 k]
BICP | Distance=486 | [486 + 0 i + 27 j + 486 k] ^ 5 = [430465746411486 + -60158653531920 i + 60158667880827 j + 430465746411486 k]
BICP | Distance=486 | [0 + 486 i + 36 j + 3 k] ^ 5 = [-249300154080 + 28594510569486 i + 10149899137236 j + 864339229323 k]
BICP | Distance=486 | [0 + 36 i + 486 j + 3 k] ^ 5 = [-249300154080 + 10149899137236 i + 28594510569486 j + 864339229323 k]
BICP | Distance=486 | [0 + 486 i + 36 j + 3 k] ^ 9 = [-51707448061409213818560 + 1814838022617990167682486 i + 1059367880744165896610436 j + 97089454931172633108243 k]
BICP | Distance=486 | [0 + 36 i + 486 j + 3 k] ^ 9 = [-51707448061409213818560 + 1059367880744165896610436 i + 1814838022617990167682486 j + 97089454931172633108243 k]
BICP | Distance=486 | [0 + 486 i + 36 j + 7 k] ^ 5 = [-581602381920 + 28547843877486 i + 10139677225236 j + 2016126573727 k]
BICP | Distance=486 | [0 + 36 i + 486 j + 7 k] ^ 5 = [-581602381920 + 10139677225236 i + 28547843877486 j + 2016126573727 k]
BICP | Distance=486 | [0 + 486 i + 36 j + 23 k] ^ 5 = [-1907116138080 + 27988450101486 i + 10017059209236 j + 6598203149423 k]
BICP | Distance=486 | [0 + 36 i + 486 j + 23 k] ^ 5 = [-1907116138080 + 10017059209236 i + 27988450101486 j + 6598203149423 k]
BICP | Distance=486 | [0 + 486 i + 36 j + 27 k] ^ 5 = [-2236898941920 + 27755699841486 i + 9965992849236 j + 7732898965827 k]
BICP | Distance=486 | [0 + 36 i + 486 j + 27 k] ^ 5 = [-2236898941920 + 9965992849236 i + 27755699841486 j + 7732898965827 k]
BICP | Distance=486 | [0 + 486 i + 36 j + 73 k] ^ 5 = [-5930408818080 + 22456098261486 i + 8795440969236 j + 20112003714673 k]
BICP | Distance=486 | [0 + 36 i + 486 j + 73 k] ^ 5 = [-5930408818080 + 8795440969236 i + 22456098261486 j + 20112003714673 k]
BICP | Distance=486 | [0 + 486 i + 36 j + 77 k] ^ 5 = [-6239196421920 + 21772427481486 i + 8643321889236 j + 21104830131077 k]
BICP | Distance=486 | [0 + 36 i + 486 j + 77 k] ^ 5 = [-6239196421920 + 8643321889236 i + 21772427481486 j + 21104830131077 k]
BICP | Distance=486 | [0 + 486 i + 39 j + 2 k] ^ 5 = [-180224488080 + 28860151851486 i + 11017858893639 j + 579444868202 k]
BICP | Distance=486 | [0 + 39 i + 486 j + 2 k] ^ 5 = [-180224488080 + 11017858893639 i + 28860151851486 j + 579444868202 k]
BICP | Distance=486 | [0 + 486 i + 39 j + 8 k] ^ 5 = [-720715993920 + 28789956441486 i + 11001243138639 j + 2316638463848 k]
BICP | Distance=486 | [0 + 39 i + 486 j + 8 k] ^ 5 = [-720715993920 + 11001243138639 i + 28789956441486 j + 2316638463848 k]
BICP | Distance=486 | [0 + 486 i + 39 j + 48 k] ^ 5 = [-4283537281920 + 26181847161486 i + 10381926258639 j + 13644492072048 k]
BICP | Distance=486 | [0 + 39 i + 486 j + 48 k] ^ 5 = [-4283537281920 + 10381926258639 i + 26181847161486 j + 13644492072048 k]
BICP | Distance=486 | [0 + 486 i + 39 j + 52 k] ^ 5 = [-4632613858080 + 25718679441486 i + 10271539878639 j + 14732192108452 k]
BICP | Distance=486 | [0 + 39 i + 486 j + 52 k] ^ 5 = [-4632613858080 + 10271539878639 i + 25718679441486 j + 14732192108452 k]
BICP | Distance=486 | [0 + 486 i + 39 j + 98 k] ^ 5 = [-8474361451920 + 17851435371486 i + 8377196973639 j + 26165396212298 k]
BICP | Distance=486 | [0 + 39 i + 486 j + 98 k] ^ 5 = [-8474361451920 + 8377196973639 i + 17851435371486 j + 26165396212298 k]
BICP | Distance=486 | [0 + 44 i + 3 j + 486 k] ^ 9 = [57384637877319142547520 + 1138103145341503609831244 i + 65115333774295019575443 j + 1077284506192168843170486 k]
BICP | Distance=486 | [486 + 0 i + 48 j + 1 k] ^ 5 = [24482458737486 + -109125118080 i + 13128632040048 j + 262645765561 k]
BICP | Distance=486 | [0 + 48 i + 3 j + 486 k] ^ 5 = [327361357440 + 13125241896048 i + 787867129323 j + 24471315729486 k]
BICP | Distance=486 | [0 + 48 i + 3 j + 486 k] ^ 9 = [61890349293619873102080 + 1222550794112775321552048 i + 61613696680744832748243 j + 997792240236106927698486 k]
BICP | Distance=486 | [0 + 48 i + 7 j + 486 k] ^ 5 = [763712530560 + 13111681800048 i + 1837701753727 j + 24426748557486 k]
BICP | Distance=486 | [486 + 0 i + 48 j + 9 k] ^ 5 = [24571620297486 + -982461985920 i + 13155754920048 j + 2365495971489 k]
BICP | Distance=486 | [486 + 0 i + 48 j + 11 k] ^ 5 = [24616212741486 + -1200992158080 i + 13169317512048 j + 2892190956611 k]
BICP | Distance=486 | [0 + 48 i + 23 j + 486 k] ^ 5 = [2504190349440 + 12949020552048 i + 6012347609423 j + 23892549021486 k]
BICP | Distance=486 | [0 + 48 i + 27 j + 486 k] ^ 5 = [2937182290560 + 12881277672048 i + 7045349905827 j + 23670296361486 k]
BICP | Distance=486 | [486 + 0 i + 48 j + 39 k] ^ 5 = [26181847161486 + -4283537281920 i + 13644492072048 j + 10381926258639 k]
BICP | Distance=486 | [486 + 0 i + 48 j + 61 k] ^ 5 = [28661375421486 + -6762503998080 i + 14393095752048 j + 16552984021861 k]
BICP | Distance=486 | [0 + 48 i + 73 j + 486 k] ^ 5 = [7784599789440 + 11328490632048 i + 18265163574673 j + 18612139581486 k]
BICP | Distance=486 | [0 + 48 i + 77 j + 486 k] ^ 5 = [8189598130560 + 11126701992048 i + 19158456471077 j + 17959961601486 k]
BICP | Distance=486 | [486 + 0 i + 48 j + 89 k] ^ 5 = [33460338681486 + -10041004321920 i + 15828699432048 j + 25029715123889 k]
BICP | Distance=486 | [486 + 0 i + 48 j + 111 k] ^ 5 = [38579775201486 + -12750918238080 i + 17341746792048 j + 32369050437111 k]
BICP | Distance=486 | [486 + 0 i + 48 j + 139 k] ^ 5 = [46918247301486 + -16421328961920 i + 19768019592048 j + 42840773139139 k]
BICP | Distance=486 | [486 + 0 i + 48 j + 361 k] ^ 5 = [210970730601486 + -61343725438080 i + 61385293992048 j + 210981895263361 k]
BICP | Distance=486 | [486 + 0 i + 48 j + 389 k] ^ 5 = [248743646901486 + -69913016161920 i + 69924112392048 j + 248753512965389 k]
BICP | Distance=486 | [486 + 0 i + 52 j + 1 k] ^ 5 = [24028155657486 + -118016701920 i + 14173659900452 j + 259821425561 k]
BICP | Distance=486 | [0 + 52 i + 3 j + 486 k] ^ 5 = [354034942560 + 14169989324452 i + 779394229323 j + 24017070969486 k]
BICP | Distance=486 | [0 + 52 i + 3 j + 486 k] ^ 9 = [66213324021644831977920 + 1302148997309557057720852 i + 57839577575530527108243 j + 912416157339338626722486 k]
BICP | Distance=486 | [0 + 52 i + 7 j + 486 k] ^ 5 = [825940009440 + 14155307540452 i + 1817932773727 j + 23972737077486 k]
BICP | Distance=486 | [486 + 0 i + 52 j + 9 k] ^ 5 = [24116850657486 + -1062514234080 i + 14203026380452 j + 2340074031489 k]
BICP | Distance=486 | [486 + 0 i + 52 j + 11 k] ^ 5 = [24161209821486 + -1298850901920 i + 14217710868452 j + 2861117936611 k]
BICP | Distance=486 | [0 + 52 i + 23 j + 486 k] ^ 5 = [2708222830560 + 13979191028452 i + 5947436549423 j + 23441336901486 k]
BICP | Distance=486 | [0 + 52 i + 27 j + 486 k] ^ 5 = [3176488729440 + 13905844508452 i + 6969171565827 j + 23220250641486 k]
BICP | Distance=486 | [486 + 0 i + 52 j + 39 k] ^ 5 = [25718679441486 + -4632613858080 i + 14732192108452 j + 10271539878639 k]
BICP | Distance=486 | [486 + 0 i + 52 j + 61 k] ^ 5 = [28185377301486 + -7313713261920 i + 15542721828452 j + 16379791601861 k]
BICP | Distance=486 | [0 + 52 i + 73 j + 486 k] ^ 5 = [8418557590560 + 12224615348452 i + 18060543114673 j + 18188921061486 k]
BICP | Distance=486 | [0 + 52 i + 77 j + 486 k] ^ 5 = [8856497089440 + 12006135788452 i + 18942808731077 j + 17540242281486 k]
BICP | Distance=486 | [486 + 0 i + 52 j + 89 k] ^ 5 = [32959846161486 + -10859761018080 i + 17097085548452 j + 24775529343889 k]
BICP | Distance=486 | [486 + 0 i + 52 j + 111 k] ^ 5 = [38053621881486 + -13791053221920 i + 18735304988452 j + 32050078617111 k]
BICP | Distance=486 | [486 + 0 i + 52 j + 139 k] ^ 5 = [46351269981486 + -17761670578080 i + 21362311188452 j + 42437447959139 k]
BICP | Distance=486 | [486 + 0 i + 52 j + 361 k] ^ 5 = [209756401281486 + -66382717021920 i + 66424603788452 j + 209774126443361 k]
BICP | Distance=486 | [486 + 0 i + 52 j + 389 k] ^ 5 = [247406845581486 + -75660454378080 i + 75670622388452 j + 247419390785389 k]
BICP | Distance=486 | [0 + 486 i + 61 j + 2 k] ^ 5 = [-284498431920 + 31413454911486 i + 17550734486861 j + 610737888202 k]
BICP | Distance=486 | [0 + 61 i + 486 j + 2 k] ^ 5 = [-284498431920 + 17550734486861 i + 31413454911486 j + 610737888202 k]
BICP | Distance=486 | [0 + 486 i + 61 j + 8 k] ^ 5 = [-1137709126080 + 31341334941486 i + 17524665221861 j + 2441799983848 k]
BICP | Distance=486 | [0 + 61 i + 486 j + 8 k] ^ 5 = [-1137709126080 + 17524665221861 i + 31341334941486 j + 2441799983848 k]
BICP | Distance=486 | [0 + 486 i + 61 j + 48 k] ^ 5 = [-6762503998080 + 28661375421486 i + 16552984021861 j + 14393095752048 k]
BICP | Distance=486 | [0 + 61 i + 486 j + 48 k] ^ 5 = [-6762503998080 + 16552984021861 i + 28661375421486 j + 14393095752048 k]
BICP | Distance=486 | [0 + 486 i + 61 j + 52 k] ^ 5 = [-7313713261920 + 28185377301486 i + 16379791601861 j + 15542721828452 k]
BICP | Distance=486 | [0 + 61 i + 486 j + 52 k] ^ 5 = [-7313713261920 + 16379791601861 i + 28185377301486 j + 15542721828452 k]
BICP | Distance=486 | [0 + 486 i + 61 j + 98 k] ^ 5 = [-13382604028080 + 20096808831486 i + 13407585206861 j + 27678056592298 k]
BICP | Distance=486 | [0 + 61 i + 486 j + 98 k] ^ 5 = [-13382604028080 + 13407585206861 i + 20096808831486 j + 27678056592298 k]
BICP | Distance=486 | [0 + 486 i + 64 j + 1 k] ^ 9 = [-33153371977622192317440 + 2514584282022473105178486 i + 2090234231618896044326464 j + 42204846961657584292561 k]
BICP | Distance=486 | [0 + 64 i + 486 j + 1 k] ^ 9 = [-33153371977622192317440 + 2090234231618896044326464 i + 2514584282022473105178486 j + 42204846961657584292561 k]
BICP | Distance=486 | [0 + 486 i + 64 j + 3 k] ^ 5 = [-448425745920 + 31844985489486 i + 18468478483264 j + 924086329323 k]
BICP | Distance=486 | [0 + 64 i + 486 j + 3 k] ^ 5 = [-448425745920 + 18468478483264 i + 31844985489486 j + 924086329323 k]
BICP | Distance=486 | [0 + 486 i + 64 j + 3 k] ^ 9 = [-99437907673229439421440 + 2512049094511981736274486 i + 2088385312954863281702464 j + 126580947740235106668243 k]
BICP | Distance=486 | [0 + 64 i + 486 j + 3 k] ^ 9 = [-99437907673229439421440 + 2088385312954863281702464 i + 2512049094511981736274486 j + 126580947740235106668243 k]
BICP | Distance=486 | [0 + 486 i + 64 j + 7 k] ^ 5 = [-1046152558080 + 31796685837486 i + 18450234515264 j + 2155528633727 k]
BICP | Distance=486 | [0 + 64 i + 486 j + 7 k] ^ 5 = [-1046152558080 + 18450234515264 i + 31796685837486 j + 2155528633727 k]
BICP | Distance=486 | [0 + 486 i + 64 j + 23 k] ^ 5 = [-3430490641920 + 31217696541486 i + 18231386771264 j + 7055929369423 k]
BICP | Distance=486 | [0 + 64 i + 486 j + 23 k] ^ 5 = [-3430490641920 + 18231386771264 i + 31217696541486 j + 7055929369423 k]
BICP | Distance=486 | [0 + 486 i + 64 j + 27 k] ^ 5 = [-4023738478080 + 30976781481486 i + 18140243731264 j + 8270078545827 k]
BICP | Distance=486 | [0 + 64 i + 486 j + 27 k] ^ 5 = [-4023738478080 + 18140243731264 i + 30976781481486 j + 8270078545827 k]
BICP | Distance=486 | [0 + 486 i + 64 j + 73 k] ^ 5 = [-10670102161920 + 25489389501486 i + 16051019411264 j + 21554975734673 k]
BICP | Distance=486 | [0 + 64 i + 486 j + 73 k] ^ 5 = [-10670102161920 + 16051019411264 i + 25489389501486 j + 21554975734673 k]
BICP | Distance=486 | [0 + 486 i + 64 j + 77 k] ^ 5 = [-11226025198080 + 24781224321486 i + 15779510291264 j + 22625575511077 k]
BICP | Distance=486 | [0 + 64 i + 486 j + 77 k] ^ 5 = [-11226025198080 + 15779510291264 i + 24781224321486 j + 22625575511077 k]
BICP | Distance=486 | [486 + 0 i + 69 j + 4 k] ^ 9 = [493560495381309896754486 + -109721867275049698647360 i + 1583392425363548854388469 j + 52018195638570127156324 k]
BICP | Distance=486 | [0 + 73 i + 2 j + 486 k] ^ 5 = [327622300560 + 19443997869673 i + 482629708202 j + 21060736371486 k]
BICP | Distance=486 | [486 + 0 i + 73 j + 4 k] ^ 5 = [21082141269486 + -655301365920 i + 19454265538673 j + 965444110964 k]
BICP | Distance=486 | [486 + 0 i + 73 j + 4 k] ^ 9 = [381599288212210127802486 + -113911991688457711333440 i + 1632156515316497473285273 j + 45266713888386215370724 k]
BICP | Distance=486 | [486 + 0 i + 73 j + 6 k] ^ 5 = [21103548111486 + -983037196080 i + 19464533499673 j + 1448443213086 k]
BICP | Distance=486 | [0 + 73 i + 8 j + 486 k] ^ 5 = [1310148613440 + 19413196614673 i + 1929410703848 j + 20996533341486 k]
BICP | Distance=486 | [486 + 0 i + 73 j + 14 k] ^ 5 = [21274872831486 + -2295342871920 i + 19546687699673 j + 3384872771014 k]
BICP | Distance=486 | [486 + 0 i + 73 j + 36 k] ^ 5 = [22456098261486 + -5930408818080 i + 20112003714673 j + 8795440969236 k]
BICP | Distance=486 | [0 + 73 i + 48 j + 486 k] ^ 5 = [7784599789440 + 18265163574673 i + 11328490632048 j + 18612139581486 k]
BICP | Distance=486 | [0 + 73 i + 52 j + 486 k] ^ 5 = [8418557590560 + 18060543114673 i + 12224615348452 j + 18188921061486 k]
BICP | Distance=486 | [486 + 0 i + 73 j + 64 k] ^ 5 = [25489389501486 + -10670102161920 i + 21554975734673 j + 16051019411264 k]
BICP | Distance=486 | [486 + 0 i + 73 j + 86 k] ^ 5 = [29113255791486 + -14539322908080 i + 23262968779673 j + 22227019309486 k]
BICP | Distance=486 | [0 + 73 i + 98 j + 486 k] ^ 5 = [15385938679440 + 14549225229673 i + 21485898172298 j + 11010800691486 k]
BICP | Distance=486 | [486 + 0 i + 73 j + 236 k] ^ 5 = [88209720981486 + -47986739578080 i + 49171458274673 j + 88030316930236 k]
BICP | Distance=486 | [486 + 0 i + 73 j + 264 k] ^ 5 = [107458577181486 + -56302615321920 i + 56999518374673 j + 107470884972264 k]
BICP | Distance=486 | [486 + 0 i + 73 j + 486 k] ^ 5 = [409411871631486 + -161064882028080 i + 161066955099673 j + 409411871631486 k]
BICP | Distance=486 | [0 + 77 i + 2 j + 486 k] ^ 5 = [344676079440 + 20400821826077 i + 474194248202 j + 20388437991486 k]
BICP | Distance=486 | [486 + 0 i + 77 j + 4 k] ^ 5 = [20409667929486 + -689412034080 i + 20411642867077 j + 948572710964 k]
BICP | Distance=486 | [486 + 0 i + 77 j + 4 k] ^ 9 = [265618405632285838818486 + -117747627896377317706560 i + 1674020602394262662694077 j + 38230735278137535930724 k]
BICP | Distance=486 | [486 + 0 i + 77 j + 6 k] ^ 5 = [20430899811486 + -1034207863920 i + 20422464216077 j + 1423135393086 k]
BICP | Distance=486 | [0 + 77 i + 8 j + 486 k] ^ 5 = [1378345066560 + 20368360551077 i + 1895671743848 j + 20324759841486 k]
BICP | Distance=486 | [486 + 0 i + 77 j + 14 k] ^ 5 = [20600824851486 + -2414828188080 i + 20509046096077 j + 3325807751014 k]
BICP | Distance=486 | [486 + 0 i + 77 j + 36 k] ^ 5 = [21772427481486 + -6239196421920 i + 21104830131077 j + 8643321889236 k]
BICP | Distance=486 | [0 + 77 i + 48 j + 486 k] ^ 5 = [8189598130560 + 19158456471077 i + 11126701992048 j + 17959961601486 k]
BICP | Distance=486 | [0 + 77 i + 52 j + 486 k] ^ 5 = [8856497089440 + 18942808731077 i + 12006135788452 j + 17540242281486 k]
BICP | Distance=486 | [486 + 0 i + 77 j + 64 k] ^ 5 = [24781224321486 + -11226025198080 i + 22625575511077 j + 15779510291264 k]
BICP | Distance=486 | [486 + 0 i + 77 j + 86 k] ^ 5 = [28376222211486 + -15297378631920 i + 24425632616077 j + 21860476129486 k]
BICP | Distance=486 | [0 + 77 i + 98 j + 486 k] ^ 5 = [16184995540560 + 15242277666077 i + 21078205432298 j + 10422483111486 k]
BICP | Distance=486 | [486 + 0 i + 77 j + 236 k] ^ 5 = [87050159001486 + -50510170861920 i + 51731450771077 j + 86956061450236 k]
BICP | Distance=486 | [486 + 0 i + 77 j + 264 k] ^ 5 = [106176543201486 + -59269137238080 i + 59981977671077 j + 106246999452264 k]
BICP | Distance=486 | [486 + 0 i + 77 j + 486 k] ^ 5 = [406673295651486 + -169672109911920 i + 169674816696077 j + 406673295651486 k]
BICP | Distance=486 | [0 + 486 i + 86 j + 3 k] ^ 5 = [-610847704080 + 35724818259486 i + 25490578097486 j + 994804504323 k]
BICP | Distance=486 | [0 + 86 i + 486 j + 3 k] ^ 5 = [-610847704080 + 25490578097486 i + 35724818259486 j + 994804504323 k]
BICP | Distance=486 | [0 + 486 i + 86 j + 3 k] ^ 9 = [-145821730359827442598560 + 3404997731804296969926486 i + 3143384468898776050306886 j + 163507161415635645498243 k]
BICP | Distance=486 | [0 + 86 i + 486 j + 3 k] ^ 9 = [-145821730359827442598560 + 3143384468898776050306886 i + 3404997731804296969926486 j + 163507161415635645498243 k]
BICP | Distance=486 | [0 + 486 i + 86 j + 7 k] ^ 5 = [-1425077251920 + 35674594047486 i + 25465949245486 j + 2320528468727 k]
BICP | Distance=486 | [0 + 86 i + 486 j + 7 k] ^ 5 = [-1425077251920 + 25465949245486 i + 35674594047486 j + 2320528468727 k]
BICP | Distance=486 | [0 + 486 i + 86 j + 23 k] ^ 5 = [-4673168128080 + 35072510031486 i + 25170510349486 j + 7597707364423 k]
BICP | Distance=486 | [0 + 86 i + 486 j + 23 k] ^ 5 = [-4673168128080 + 25170510349486 i + 35072510031486 j + 7597707364423 k]
BICP | Distance=486 | [0 + 486 i + 86 j + 27 k] ^ 5 = [-5481379051920 + 34821972171486 i + 25047469289486 j + 8905900600827 k]
BICP | Distance=486 | [0 + 86 i + 486 j + 27 k] ^ 5 = [-5481379051920 + 25047469289486 i + 34821972171486 j + 8905900600827 k]
BICP | Distance=486 | [0 + 486 i + 86 j + 73 k] ^ 5 = [-14539322908080 + 29113255791486 i + 22227019309486 j + 23262968779673 k]
BICP | Distance=486 | [0 + 86 i + 486 j + 73 k] ^ 5 = [-14539322908080 + 22227019309486 i + 29113255791486 j + 23262968779673 k]
BICP | Distance=486 | [0 + 486 i + 86 j + 77 k] ^ 5 = [-15297378631920 + 28376222211486 i + 21860476129486 j + 24425632616077 k]
BICP | Distance=486 | [0 + 86 i + 486 j + 77 k] ^ 5 = [-15297378631920 + 21860476129486 i + 28376222211486 j + 24425632616077 k]
BICP | Distance=486 | [0 + 486 i + 86 j + 173 k] ^ 5 = [-30898695268080 + 329551011486 i + 7452620929486 j + 44913311960173 k]
BICP | Distance=486 | [0 + 86 i + 486 j + 173 k] ^ 5 = [-30898695268080 + 7452620929486 i + 329551011486 j + 44913311960173 k]
BICP | Distance=486 | [0 + 486 i + 89 j + 2 k] ^ 5 = [-422354548080 + 36353260971486 i + 26494046808889 j + 670747908202 k]
BICP | Distance=486 | [0 + 89 i + 486 j + 2 k] ^ 5 = [-422354548080 + 26494046808889 i + 36353260971486 j + 670747908202 k]
BICP | Distance=486 | [0 + 486 i + 89 j + 8 k] ^ 5 = [-1689002953920 + 36277466841486 i + 26455787043889 j + 2681819903848 k]
BICP | Distance=486 | [0 + 89 i + 486 j + 8 k] ^ 5 = [-1689002953920 + 26455787043889 i + 36277466841486 j + 2681819903848 k]
BICP | Distance=486 | [0 + 486 i + 89 j + 48 k] ^ 5 = [-10041004321920 + 33460338681486 i + 25029715123889 j + 15828699432048 k]
BICP | Distance=486 | [0 + 89 i + 486 j + 48 k] ^ 5 = [-10041004321920 + 25029715123889 i + 33460338681486 j + 15828699432048 k]
BICP | Distance=486 | [0 + 486 i + 89 j + 52 k] ^ 5 = [-10859761018080 + 32959846161486 i + 24775529343889 j + 17097085548452 k]
BICP | Distance=486 | [0 + 89 i + 486 j + 52 k] ^ 5 = [-10859761018080 + 24775529343889 i + 32959846161486 j + 17097085548452 k]
BICP | Distance=486 | [0 + 486 i + 89 j + 98 k] ^ 5 = [-19881505591920 + 24448749291486 i + 20413239288889 j + 30579033972298 k]
BICP | Distance=486 | [0 + 89 i + 486 j + 98 k] ^ 5 = [-19881505591920 + 20413239288889 i + 24448749291486 j + 30579033972298 k]
BICP | Distance=486 | [486 + 0 i + 98 j + 1 k] ^ 5 = [16313826627486 + -215843428080 i + 25123056060298 j + 211353410561 k]
BICP | Distance=486 | [0 + 98 i + 3 j + 486 k] ^ 5 = [647501707440 + 25116206056298 i + 633992254323 j + 16303747959486 k]
BICP | Distance=486 | [0 + 98 i + 7 j + 486 k] ^ 5 = [1510570600560 + 25088807020298 i + 1478680818727 j + 16263438147486 k]
BICP | Distance=486 | [486 + 0 i + 98 j + 9 k] ^ 5 = [16394473467486 + -1943276695920 i + 25177859620298 j + 1903812216489 k]
BICP | Distance=486 | [486 + 0 i + 98 j + 11 k] ^ 5 = [16434808551486 + -2375535088080 i + 25205263752298 j + 2327878691611 k]
BICP | Distance=486 | [0 + 98 i + 23 j + 486 k] ^ 5 = [4952787139440 + 24760140892298 i + 4833513314423 j + 15780326931486 k]
BICP | Distance=486 | [0 + 98 i + 27 j + 486 k] ^ 5 = [5808997600560 + 24623263312298 i + 5661895150827 j + 15579361071486 k]
BICP | Distance=486 | [486 + 0 i + 98 j + 39 k] ^ 5 = [17851435371486 + -8474361451920 i + 26165396212298 j + 8377196973639 k]
BICP | Distance=486 | [486 + 0 i + 98 j + 61 k] ^ 5 = [20096808831486 + -13382604028080 i + 27678056592298 j + 13407585206861 k]
BICP | Distance=486 | [0 + 98 i + 73 j + 486 k] ^ 5 = [15385938679440 + 21485898172298 i + 14549225229673 j + 11010800691486 k]
BICP | Distance=486 | [0 + 98 i + 77 j + 486 k] ^ 5 = [16184995540560 + 21078205432298 i + 15242277666077 j + 10422483111486 k]
BICP | Distance=486 | [486 + 0 i + 98 j + 89 k] ^ 5 = [24448749291486 + -19881505591920 i + 30579033972298 j + 20413239288889 k]
BICP | Distance=486 | [486 + 0 i + 98 j + 111 k] ^ 5 = [29099876211486 + -25261265368080 i + 33636694732298 j + 26575770072111 k]
BICP | Distance=486 | [486 + 0 i + 98 j + 139 k] ^ 5 = [36693310311486 + -32560317331920 i + 38540257032298 j + 35515095754139 k]
BICP | Distance=486 | [486 + 0 i + 98 j + 361 k] ^ 5 = [188931619611486 + -122733158068080 i + 122714764932298 j + 189031032148361 k]
BICP | Distance=486 | [486 + 0 i + 98 j + 389 k] ^ 5 = [224469421911486 + -140034090031920 i + 139997951832298 j + 224503752830389 k]
BICP | Distance=486 | [0 + 486 i + 111 j + 2 k] ^ 5 = [-536251291920 + 41620247091486 i + 34206584952111 j + 733993948202 k]
BICP | Distance=486 | [0 + 111 i + 486 j + 2 k] ^ 5 = [-536251291920 + 34206584952111 i + 41620247091486 j + 733993948202 k]
BICP | Distance=486 | [0 + 486 i + 111 j + 8 k] ^ 5 = [-2144487286080 + 41540603841486 i + 34158574677111 j + 2934782943848 k]
BICP | Distance=486 | [0 + 111 i + 486 j + 8 k] ^ 5 = [-2144487286080 + 34158574677111 i + 41540603841486 j + 2934782943848 k]
BICP | Distance=486 | [0 + 486 i + 111 j + 48 k] ^ 5 = [-12750918238080 + 38579775201486 i + 32369050437111 j + 17341746792048 k]
BICP | Distance=486 | [0 + 111 i + 486 j + 48 k] ^ 5 = [-12750918238080 + 32369050437111 i + 38579775201486 j + 17341746792048 k]
BICP | Distance=486 | [0 + 486 i + 111 j + 52 k] ^ 5 = [-13791053221920 + 38053621881486 i + 32050078617111 j + 18735304988452 k]
BICP | Distance=486 | [0 + 111 i + 486 j + 52 k] ^ 5 = [-13791053221920 + 32050078617111 i + 38053621881486 j + 18735304988452 k]
BICP | Distance=486 | [0 + 486 i + 111 j + 98 k] ^ 5 = [-25261265368080 + 29099876211486 i + 26575770072111 j + 33636694732298 k]
BICP | Distance=486 | [0 + 111 i + 486 j + 98 k] ^ 5 = [-25261265368080 + 26575770072111 i + 29099876211486 j + 33636694732298 k]
BICP | Distance=486 | [0 + 486 i + 139 j + 2 k] ^ 5 = [-690437008080 + 50193457191486 i + 45164208874139 j + 835410648202 k]
BICP | Distance=486 | [0 + 139 i + 486 j + 2 k] ^ 5 = [-690437008080 + 45164208874139 i + 50193457191486 j + 835410648202 k]
BICP | Distance=486 | [0 + 486 i + 139 j + 8 k] ^ 5 = [-2761099513920 + 50107690341486 i + 45103504099139 j + 3340416143848 k]
BICP | Distance=486 | [0 + 139 i + 486 j + 8 k] ^ 5 = [-2761099513920 + 45103504099139 i + 50107690341486 j + 3340416143848 k]
BICP | Distance=486 | [0 + 486 i + 139 j + 48 k] ^ 5 = [-16421328961920 + 46918247301486 i + 42840773139139 j + 19768019592048 k]
BICP | Distance=486 | [0 + 139 i + 486 j + 48 k] ^ 5 = [-16421328961920 + 42840773139139 i + 46918247301486 j + 19768019592048 k]
BICP | Distance=486 | [0 + 486 i + 139 j + 52 k] ^ 5 = [-17761670578080 + 46351269981486 i + 42437447959139 j + 21362311188452 k]
BICP | Distance=486 | [0 + 139 i + 486 j + 52 k] ^ 5 = [-17761670578080 + 42437447959139 i + 46351269981486 j + 21362311188452 k]
BICP | Distance=486 | [0 + 486 i + 139 j + 98 k] ^ 5 = [-32560317331920 + 36693310311486 i + 35515095754139 j + 38540257032298 k]
BICP | Distance=486 | [0 + 139 i + 486 j + 98 k] ^ 5 = [-32560317331920 + 35515095754139 i + 36693310311486 j + 38540257032298 k]
BICP | Distance=486 | [486 + 0 i + 173 j + 86 k] ^ 5 = [329551011486 + -30898695268080 i + 44913311960173 j + 7452620929486 k]
BICP | Distance=486 | [486 + 0 i + 173 j + 236 k] ^ 5 = [42102351801486 + -103959534538080 i + 104257331555173 j + 44682514250236 k]
BICP | Distance=486 | [486 + 0 i + 173 j + 264 k] ^ 5 = [56329856001486 + -122508762361920 i + 122212949655173 j + 58070906652264 k]
BICP | Distance=486 | [486 + 0 i + 173 j + 486 k] ^ 5 = [298564928451486 + -361597647988080 i + 361752611880173 j + 298564928451486 k]
BICP | Distance=486 | [486 + 0 i + 202 j + 361 k] ^ 5 = [97655979051486 + -230865973711920 i + 230161002709202 j + 97381810588361 k]
BICP | Distance=486 | [486 + 0 i + 202 j + 389 k] ^ 5 = [123640965351486 + -264811817188080 i + 264462026809202 j + 123197276390389 k]
BICP | Distance=486 | [0 + 486 i + 236 j + 3 k] ^ 5 = [-2008668754080 + 98567701929486 i + 97592545578236 j + 2067245629323 k]
BICP | Distance=486 | [0 + 236 i + 486 j + 3 k] ^ 5 = [-2008668754080 + 97592545578236 i + 98567701929486 j + 2067245629323 k]
BICP | Distance=486 | [0 + 486 i + 236 j + 3 k] ^ 9 = [-996487179049460633578560 + 26641931940716376034818486 i + 26638137008875535957556236 j + 996898612762807275348243 k]
BICP | Distance=486 | [0 + 236 i + 486 j + 3 k] ^ 9 = [-996487179049460633578560 + 26638137008875535957556236 i + 26641931940716376034818486 j + 996898612762807275348243 k]
BICP | Distance=486 | [0 + 486 i + 236 j + 7 k] ^ 5 = [-4686251461920 + 98489309157486 i + 97520399906236 j + 4822755853727 k]
BICP | Distance=486 | [0 + 236 i + 486 j + 7 k] ^ 5 = [-4686251461920 + 97520399906236 i + 98489309157486 j + 4822755853727 k]
BICP | Distance=486 | [0 + 486 i + 236 j + 23 k] ^ 5 = [-15372358498080 + 97549202421486 i + 96654946370236 j + 15813979309423 k]
BICP | Distance=486 | [0 + 236 i + 486 j + 23 k] ^ 5 = [-15372358498080 + 96654946370236 i + 97549202421486 j + 15813979309423 k]
BICP | Distance=486 | [0 + 486 i + 236 j + 27 k] ^ 5 = [-18033424981920 + 97157821761486 i + 96294501210236 j + 18548481205827 k]
BICP | Distance=486 | [0 + 236 i + 486 j + 27 k] ^ 5 = [-18033424981920 + 96294501210236 i + 97157821761486 j + 18548481205827 k]
BICP | Distance=486 | [0 + 486 i + 236 j + 73 k] ^ 5 = [-47986739578080 + 88209720981486 i + 88030316930236 j + 49171458274673 k]
BICP | Distance=486 | [0 + 236 i + 486 j + 73 k] ^ 5 = [-47986739578080 + 88030316930236 i + 88209720981486 j + 49171458274673 k]
BICP | Distance=486 | [0 + 486 i + 236 j + 77 k] ^ 5 = [-50510170861920 + 87050159001486 i + 86956061450236 j + 51731450771077 k]
BICP | Distance=486 | [0 + 236 i + 486 j + 77 k] ^ 5 = [-50510170861920 + 86956061450236 i + 87050159001486 j + 51731450771077 k]
BICP | Distance=486 | [0 + 486 i + 236 j + 173 k] ^ 5 = [-103959534538080 + 42102351801486 i + 44682514250236 j + 104257331555173 k]
BICP | Distance=486 | [0 + 236 i + 486 j + 173 k] ^ 5 = [-103959534538080 + 44682514250236 i + 42102351801486 j + 104257331555173 k]
BICP | Distance=486 | [0 + 486 i + 264 j + 3 k] ^ 5 = [-2354760745920 + 118902476529486 i + 118364242524264 j + 2391181129323 k]
BICP | Distance=486 | [0 + 264 i + 486 j + 3 k] ^ 5 = [-2354760745920 + 118364242524264 i + 118902476529486 j + 2391181129323 k]
BICP | Distance=486 | [0 + 486 i + 264 j + 3 k] ^ 9 = [-1351243021119168952621440 + 37521370516031150837778486 i + 37520069405874655894008264 j + 1351402039349763323148243 k]
BICP | Distance=486 | [0 + 264 i + 486 j + 3 k] ^ 9 = [-1351243021119168952621440 + 37520069405874655894008264 i + 37521370516031150837778486 j + 1351402039349763323148243 k]
BICP | Distance=486 | [0 + 486 i + 264 j + 7 k] ^ 5 = [-5493723238080 + 118815918957486 i + 118282058796264 j + 5578566153727 k]
BICP | Distance=486 | [0 + 264 i + 486 j + 7 k] ^ 5 = [-5493723238080 + 118282058796264 i + 118815918957486 j + 5578566153727 k]
BICP | Distance=486 | [0 + 486 i + 264 j + 23 k] ^ 5 = [-18022475401920 + 117777834621486 i + 117296183532264 j + 18295810409423 k]
BICP | Distance=486 | [0 + 264 i + 486 j + 23 k] ^ 5 = [-18022475401920 + 117296183532264 i + 117777834621486 j + 18295810409423 k]
BICP | Distance=486 | [0 + 486 i + 264 j + 27 k] ^ 5 = [-21142962118080 + 117345629961486 i + 116885581692264 j + 21461179105827 k]
BICP | Distance=486 | [0 + 264 i + 486 j + 27 k] ^ 5 = [-21142962118080 + 116885581692264 i + 117345629961486 j + 21461179105827 k]
BICP | Distance=486 | [0 + 486 i + 264 j + 73 k] ^ 5 = [-56302615321920 + 107458577181486 i + 107470884972264 j + 56999518374673 k]
BICP | Distance=486 | [0 + 264 i + 486 j + 73 k] ^ 5 = [-56302615321920 + 107470884972264 i + 107458577181486 j + 56999518374673 k]
BICP | Distance=486 | [0 + 486 i + 264 j + 77 k] ^ 5 = [-59269137238080 + 106176543201486 i + 106246999452264 j + 59981977671077 k]
BICP | Distance=486 | [0 + 264 i + 486 j + 77 k] ^ 5 = [-59269137238080 + 106246999452264 i + 106176543201486 j + 59981977671077 k]
BICP | Distance=486 | [0 + 486 i + 264 j + 173 k] ^ 5 = [-122508762361920 + 56329856001486 i + 58070906652264 j + 122212949655173 k]
BICP | Distance=486 | [0 + 264 i + 486 j + 173 k] ^ 5 = [-122508762361920 + 58070906652264 i + 56329856001486 j + 122212949655173 k]
BICP | Distance=486 | [0 + 486 i + 361 j + 2 k] ^ 5 = [-2572129591920 + 217968214491486 i + 217937775028361 j + 2574569748202 k]
BICP | Distance=486 | [0 + 361 i + 486 j + 2 k] ^ 5 = [-2572129591920 + 217937775028361 i + 217968214491486 j + 2574569748202 k]
BICP | Distance=486 | [0 + 486 i + 361 j + 8 k] ^ 5 = [-10286834086080 + 217785344841486 i + 217756074703361 j + 10296519743848 k]
BICP | Distance=486 | [0 + 361 i + 486 j + 8 k] ^ 5 = [-10286834086080 + 217756074703361 i + 217785344841486 j + 10296519743848 k]
BICP | Distance=486 | [0 + 486 i + 361 j + 48 k] ^ 5 = [-61343725438080 + 210970730601486 i + 210981895263361 j + 61385293992048 k]
BICP | Distance=486 | [0 + 361 i + 486 j + 48 k] ^ 5 = [-61343725438080 + 210981895263361 i + 210970730601486 j + 61385293992048 k]
BICP | Distance=486 | [0 + 486 i + 361 j + 52 k] ^ 5 = [-66382717021920 + 209756401281486 i + 209774126443361 j + 66424603788452 k]
BICP | Distance=486 | [0 + 361 i + 486 j + 52 k] ^ 5 = [-66382717021920 + 209774126443361 i + 209756401281486 j + 66424603788452 k]
BICP | Distance=486 | [0 + 486 i + 361 j + 98 k] ^ 5 = [-122733158068080 + 188931619611486 i + 189031032148361 j + 122714764932298 k]
BICP | Distance=486 | [0 + 361 i + 486 j + 98 k] ^ 5 = [-122733158068080 + 189031032148361 i + 188931619611486 j + 122714764932298 k]
BICP | Distance=486 | [0 + 486 i + 361 j + 202 k] ^ 5 = [-230865973711920 + 97655979051486 i + 97381810588361 j + 230161002709202 k]
BICP | Distance=486 | [0 + 361 i + 486 j + 202 k] ^ 5 = [-230865973711920 + 97381810588361 i + 97655979051486 j + 230161002709202 k]
BICP | Distance=486 | [0 + 486 i + 389 j + 2 k] ^ 5 = [-2930435308080 + 256445344791486 i + 256436793950389 j + 2931319848202 k]
BICP | Distance=486 | [0 + 389 i + 486 j + 2 k] ^ 5 = [-2930435308080 + 256436793950389 i + 256445344791486 j + 2931319848202 k]
BICP | Distance=486 | [0 + 486 i + 389 j + 8 k] ^ 5 = [-11719926313920 + 256244104341486 i + 256236099125389 j + 11723419343848 k]
BICP | Distance=486 | [0 + 389 i + 486 j + 8 k] ^ 5 = [-11719926313920 + 256236099125389 i + 256244104341486 j + 11723419343848 k]
BICP | Distance=486 | [0 + 486 i + 389 j + 48 k] ^ 5 = [-69913016161920 + 248743646901486 i + 248753512965389 j + 69924112392048 k]
BICP | Distance=486 | [0 + 389 i + 486 j + 48 k] ^ 5 = [-69913016161920 + 248753512965389 i + 248743646901486 j + 69924112392048 k]
BICP | Distance=486 | [0 + 486 i + 389 j + 52 k] ^ 5 = [-75660454378080 + 247406845581486 i + 247419390785389 j + 75670622388452 k]
BICP | Distance=486 | [0 + 389 i + 486 j + 52 k] ^ 5 = [-75660454378080 + 247419390785389 i + 247406845581486 j + 75670622388452 k]
BICP | Distance=486 | [0 + 486 i + 389 j + 98 k] ^ 5 = [-140034090031920 + 224469421911486 i + 224503752830389 j + 139997951832298 k]
BICP | Distance=486 | [0 + 389 i + 486 j + 98 k] ^ 5 = [-140034090031920 + 224503752830389 i + 224469421911486 j + 139997951832298 k]
BICP | Distance=486 | [0 + 486 i + 389 j + 202 k] ^ 5 = [-264811817188080 + 123640965351486 i + 123197276390389 j + 264462026809202 k]
BICP | Distance=486 | [0 + 389 i + 486 j + 202 k] ^ 5 = [-264811817188080 + 123197276390389 i + 123640965351486 j + 264462026809202 k]
BICP | Distance=486 | [486 + 0 i + 423 j + 4 k] ^ 9 = [18889354102944354729498486 + 562406930279913110506560 i + 3072732668868344886270423 j + 909277379972522424330724 k]
BICP | Distance=486 | [0 + 452 i + 3 j + 486 k] ^ 9 = [-290363545515351950902080 + 11094515169777949314012452 i + 974229571228030833348243 j + 22390128378245542928418486 k]
BICP | Distance=486 | [0 + 486 i + 486 j + 3 k] ^ 5 = [-6694498504080 + 433770443379486 i + 433770443379486 j + 6694498504323 k]
BICP | Distance=486 | [0 + 486 i + 486 j + 3 k] ^ 5 = [-6694498504080 + 433770443379486 i + 433770443379486 j + 6694498504323 k]
BICP | Distance=486 | [0 + 486 i + 486 j + 3 k] ^ 9 = [-10755367984941838780678560 + 387094885373231535896838486 i + 387094885373231535896838486 j + 10755367984941838780698243 k]
BICP | Distance=486 | [0 + 486 i + 486 j + 3 k] ^ 9 = [-10755367984941838780678560 + 387094885373231535896838486 i + 387094885373231535896838486 j + 10755367984941838780698243 k]
BICP | Distance=486 | [0 + 486 i + 486 j + 7 k] ^ 5 = [-15619173811920 + 433586783007486 i + 433586783007486 j + 15619173828727 k]
BICP | Distance=486 | [0 + 486 i + 486 j + 7 k] ^ 5 = [-15619173811920 + 433586783007486 i + 433586783007486 j + 15619173828727 k]
BICP | Distance=486 | [0 + 486 i + 486 j + 23 k] ^ 5 = [-51267990448080 + 431383465071486 i + 431383465071486 j + 51267996884423 k]
BICP | Distance=486 | [0 + 486 i + 486 j + 23 k] ^ 5 = [-51267990448080 + 431383465071486 i + 431383465071486 j + 51267996884423 k]
BICP | Distance=486 | [0 + 486 i + 486 j + 27 k] ^ 5 = [-60158653531920 + 430465746411486 i + 430465746411486 j + 60158667880827 k]
BICP | Distance=486 | [0 + 486 i + 486 j + 27 k] ^ 5 = [-60158653531920 + 430465746411486 i + 430465746411486 j + 60158667880827 k]
BICP | Distance=486 | [0 + 486 i + 486 j + 73 k] ^ 5 = [-161064882028080 + 409411871631486 i + 409411871631486 j + 161066955099673 k]
BICP | Distance=486 | [0 + 486 i + 486 j + 73 k] ^ 5 = [-161064882028080 + 409411871631486 i + 409411871631486 j + 161066955099673 k]
BICP | Distance=486 | [0 + 486 i + 486 j + 77 k] ^ 5 = [-169672109911920 + 406673295651486 i + 406673295651486 j + 169674816696077 k]
BICP | Distance=486 | [0 + 486 i + 486 j + 77 k] ^ 5 = [-169672109911920 + 406673295651486 i + 406673295651486 j + 169674816696077 k]
BICP | Distance=486 | [0 + 486 i + 486 j + 173 k] ^ 5 = [-361597647988080 + 298564928451486 i + 298564928451486 j + 361752611880173 k]
BICP | Distance=486 | [0 + 486 i + 486 j + 173 k] ^ 5 = [-361597647988080 + 298564928451486 i + 298564928451486 j + 361752611880173 k]
BICP | Distance=486 | [1 + 0 i + 2 j + 486 k] ^ 5 = [278916770561 + -4591591920 i + 557880780202 j + 27109791747486 k]
BICP | Distance=486 | [486 + 1 i + 0 j + 2 k] ^ 9 = [1513299717918473541966486 + 28023437083858117980001 i + -922263430113188192160 j + 56024735909668666338962 k]
BICP | Distance=486 | [1 + 0 i + 8 j + 486 k] ^ 5 = [278491637561 + -18361702080 i + 2230389407848 j + 27040926033486 k]
BICP | Distance=486 | [1 + 0 i + 48 j + 486 k] ^ 5 = [262645765561 + -109125118080 i + 13128632040048 j + 24482458737486 k]
BICP | Distance=486 | [1 + 0 i + 52 j + 486 k] ^ 5 = [259821425561 + -118016701920 i + 14173659900452 j + 24028155657486 k]
BICP | Distance=486 | [486 + 1 i + 0 j + 64 k] ^ 9 = [2514584282022473105178486 + 42204846961657584292561 i + -33153371977622192317440 j + 2090234231618896044326464 k]
BICP | Distance=486 | [1 + 0 i + 98 j + 486 k] ^ 5 = [211353410561 + -215843428080 i + 25123056060298 j + 16313826627486 k]
BICP | Distance=486 | [1 + 2 i + 0 j + 486 k] ^ 5 = [278916770561 + 557880780202 i + -4591591920 j + 27109791747486 k]
BICP | Distance=486 | [1 + 486 i + 2 j + 0 k] ^ 9 = [28023437083858117980001 + 1513299717918473541966486 i + 56024735909668666338962 j + -922263430113188192160 k]
BICP | Distance=486 | [1 + 2 i + 486 j + 0 k] ^ 9 = [28023437083858117980001 + 56024735909668666338962 i + 1513299717918473541966486 j + -922263430113188192160 k]
BICP | Distance=486 | [486 + 1 i + 2 j + 2 k] ^ 5 = [27112144123486 + 269757205961 i + 553317648202 j + 562425327402 k]
BICP | Distance=486 | [1 + 486 i + 2 j + 2 k] ^ 5 = [269757205961 + 27112144123486 i + 562425327402 j + 553317648202 k]
BICP | Distance=486 | [1 + 2 i + 486 j + 2 k] ^ 5 = [269757205961 + 562425327402 i + 27112144123486 j + 553317648202 k]
BICP | Distance=486 | [486 + 1 i + 2 j + 4 k] ^ 5 = [27125975471486 + 260658119201 i + 548895768202 j + 1120372940964 k]
BICP | Distance=486 | [1 + 2 i + 4 j + 486 k] ^ 5 = [297168678561 + 548471784202 i + 1110944156324 j + 27091539839486 k]
BICP | Distance=486 | [1 + 2 i + 4 j + 486 k] ^ 9 = [31632844942897285811521 + 54071181825688971056402 i + 111013589701722675733444 j + 1508282686746818962014486 k]
BICP | Distance=486 | [1 + 2 i + 8 j + 486 k] ^ 9 = [35150003978799374319361 + 51915037239409633141202 i + 222527158889843964515048 j + 1497285575973659720022486 k]
BICP | Distance=486 | [486 + 1 i + 2 j + 14 k] ^ 5 = [27332962879486 + 215966504201 i + 528464004202 j + 3915787123014 k]
BICP | Distance=486 | [486 + 1 i + 2 j + 14 k] ^ 9 = [1556940313707281167038486 + 15665973499319385488401 i + 50820911007194376488402 j + 395903440230208332966014 k]
BICP | Distance=486 | [1 + 2 i + 24 j + 486 k] ^ 5 = [384767426561 + 494758308202 i + 6656914508424 j + 26450105211486 k]
BICP | Distance=486 | [1 + 2 i + 30 j + 486 k] ^ 5 = [409767671561 + 476525208202 i + 8299357918230 j + 26079527331486 k]
BICP | Distance=486 | [486 + 1 i + 2 j + 52 k] ^ 5 = [30230501183486 + 56616316961 i + 475502568202 j + 14840413685652 k]
BICP | Distance=486 | [1 + 486 i + 2 j + 52 k] ^ 5 = [23811370961 + 24031840859486 i + 637664607402 j + 14169960006452 k]
BICP | Distance=486 | [1 + 2 i + 486 j + 52 k] ^ 5 = [23811370961 + 637664607402 i + 24031840859486 j + 14169960006452 k]
BICP | Distance=486 | [486 + 1 i + 2 j + 64 k] ^ 5 = [31851640379486 + 9066179201 i + 466594404202 j + 18475133373264 k]
BICP | Distance=486 | [1 + 2 i + 74 j + 486 k] ^ 5 = [572168151561 + 314631828202 i + 19681026638674 j + 20899010671486 k]
BICP | Distance=486 | [1 + 2 i + 80 j + 486 k] ^ 5 = [591149826561 + 288910428202 i + 21103469848480 j + 19865211091486 k]
BICP | Distance=486 | [1 + 3 i + 5 j + 486 k] ^ 9 = [34809544655391280400521 + 81462941604393155847243 i + 138405349480426860524285 j + 1505105987034324967425486 k]
BICP | Distance=486 | [1 + 486 i + 3 j + 423 k] ^ 9 = [648935347533731036708761 + 18875912343301609140771486 i + 541374046941896516316123 j + 3082460938239856314681423 k]
BICP | Distance=486 | [1 + 3 i + 486 j + 423 k] ^ 9 = [648935347533731036708761 + 541374046941896516316123 i + 18875912343301609140771486 j + 3082460938239856314681423 k]
BICP | Distance=486 | [1 + 486 i + 4 j + 2 k] ^ 5 = [260658119201 + 27125975471486 i + 1120372940964 j + 548895768202 k]
BICP | Distance=486 | [1 + 4 i + 486 j + 2 k] ^ 5 = [260658119201 + 1120372940964 i + 27125975471486 j + 548895768202 k]
BICP | Distance=486 | [1 + 4 i + 2 j + 486 k] ^ 5 = [297168678561 + 1110944156324 i + 548471784202 j + 27091539839486 k]
BICP | Distance=486 | [1 + 4 i + 2 j + 486 k] ^ 9 = [31632844942897285811521 + 111013589701722675733444 i + 54071181825688971056402 j + 1508282686746818962014486 k]
BICP | Distance=486 | [1 + 4 i + 8 j + 486 k] ^ 9 = [42468327510299000134321 + 107461625137629457716964 i + 221292658591843860046088 j + 1494641394034084908354486 k]
BICP | Distance=486 | [1 + 4 i + 52 j + 486 k] ^ 5 = [731747853561 + 921162506324 i + 14158919664452 j + 24013356649486 k]
BICP | Distance=486 | [1 + 4 i + 52 j + 486 k] ^ 9 = [107518440390672141041521 + 55059597956043372193444 i + 1299763332085139361184852 j + 912661768084367738850486 k]
BICP | Distance=486 | [1 + 5 i + 3 j + 486 k] ^ 9 = [34809544655391280400521 + 138405349480426860524285 i + 81462941604393155847243 j + 1505105987034324967425486 k]
BICP | Distance=486 | [1 + 486 i + 6 j + 8 k] ^ 5 = [168556801201 + 27080606175486 i + 1689773149086 j + 2218550841848 k]
BICP | Distance=486 | [1 + 6 i + 486 j + 8 k] ^ 5 = [168556801201 + 1689773149086 i + 27080606175486 j + 2218550841848 k]
BICP | Distance=486 | [1 + 6 i + 8 j + 486 k] ^ 5 = [388390970561 + 1652114817726 i + 2214587189848 j + 27000317547486 k]
BICP | Distance=486 | [486 + 1 i + 6 j + 14 k] ^ 5 = [27296935587486 + 87096618761 i + 1649284121886 j + 3921815975014 k]
BICP | Distance=486 | [1 + 6 i + 48 j + 486 k] ^ 5 = [917048698561 + 1466322729726 i + 13103057910048 j + 24446413827486 k]
BICP | Distance=486 | [1 + 6 i + 52 j + 486 k] ^ 9 = [151518070210948827011521 + 93542720051555307603126 i + 1295804974331664638236852 j + 909791406217395055278486 k]
BICP | Distance=486 | [1 + 6 i + 98 j + 486 k] ^ 5 = [1505974943561 + 1051917669726 i + 25086303840298 j + 16285764987486 k]
BICP | Distance=486 | [1 + 8 i + 0 j + 486 k] ^ 5 = [278491637561 + 2230389407848 i + -18361702080 j + 27040926033486 k]
BICP | Distance=486 | [1 + 8 i + 2 j + 486 k] ^ 9 = [35150003978799374319361 + 222527158889843964515048 i + 51915037239409633141202 j + 1497285575973659720022486 k]
BICP | Distance=486 | [1 + 8 i + 4 j + 486 k] ^ 9 = [42468327510299000134321 + 221292658591843860046088 i + 107461625137629457716964 j + 1494641394034084908354486 k]
BICP | Distance=486 | [486 + 1 i + 8 j + 6 k] ^ 5 = [27080606175486 + 168556801201 i + 2218550841848 j + 1689773149086 k]
BICP | Distance=486 | [1 + 8 i + 6 j + 486 k] ^ 5 = [388390970561 + 2214587189848 i + 1652114817726 j + 27000317547486 k]
BICP | Distance=486 | [1 + 8 i + 20 j + 486 k] ^ 5 = [642273921561 + 2161921331848 i + 5532771374020 j + 26584783225486 k]
BICP | Distance=486 | [1 + 8 i + 26 j + 486 k] ^ 5 = [749746746561 + 2132618201848 i + 7181210505826 j + 26269613179486 k]
BICP | Distance=486 | [1 + 8 i + 26 j + 486 k] ^ 9 = [119399605152915163912321 + 194062038515010919709288 i + 700102402045044678522026 j + 1346034179457001186422486 k]
BICP | Distance=486 | [1 + 8 i + 70 j + 486 k] ^ 5 = [1502558586561 + 1796363381848 i + 18669271094270 j + 21486880235486 k]
BICP | Distance=486 | [1 + 8 i + 76 j + 486 k] ^ 5 = [1599107841561 + 1734252971848 i + 20114677426076 j + 20505504089486 k]
BICP | Distance=486 | [1 + 8 i + 76 j + 486 k] ^ 9 = [242914690641865011334321 + 50585251931205136721288 i + 1644824667226183751594476 j + 289286840661340854018486 k]
BICP | Distance=486 | [1 + 486 i + 11 j + 423 k] ^ 9 = [1779266918110039831613401 + 18905452678136850583563486 i + 2355286389360472501594211 j + 2897085781879132466385423 k]
BICP | Distance=486 | [1 + 11 i + 486 j + 423 k] ^ 9 = [1779266918110039831613401 + 2355286389360472501594211 i + 18905452678136850583563486 j + 2897085781879132466385423 k]
BICP | Distance=486 | [1 + 486 i + 14 j + 2 k] ^ 5 = [215966504201 + 27332962879486 i + 3915787123014 j + 528464004202 k]
BICP | Distance=486 | [1 + 14 i + 486 j + 2 k] ^ 5 = [215966504201 + 3915787123014 i + 27332962879486 j + 528464004202 k]
BICP | Distance=486 | [1 + 486 i + 14 j + 2 k] ^ 9 = [15665973499319385488401 + 1556940313707281167038486 i + 395903440230208332966014 j + 50820911007194376488402 k]
BICP | Distance=486 | [1 + 14 i + 486 j + 2 k] ^ 9 = [15665973499319385488401 + 395903440230208332966014 i + 1556940313707281167038486 j + 50820911007194376488402 k]
BICP | Distance=486 | [1 + 486 i + 14 j + 6 k] ^ 5 = [87096618761 + 27296935587486 i + 3921815975014 j + 1649284121886 k]
BICP | Distance=486 | [1 + 14 i + 486 j + 6 k] ^ 5 = [87096618761 + 3921815975014 i + 27296935587486 j + 1649284121886 k]
BICP | Distance=486 | [1 + 486 i + 14 j + 452 k] ^ 9 = [1698670530884060243258401 + 22551500146255401310278486 i + 4441047346558695970926014 j + 10706232366366113208552452 k]
BICP | Distance=486 | [1 + 14 i + 486 j + 452 k] ^ 9 = [1698670530884060243258401 + 4441047346558695970926014 i + 22551500146255401310278486 j + 10706232366366113208552452 k]
BICP | Distance=486 | [1 + 20 i + 8 j + 486 k] ^ 5 = [642273921561 + 5532771374020 i + 2161921331848 j + 26584783225486 k]
BICP | Distance=486 | [1 + 20 i + 48 j + 486 k] ^ 5 = [2438628401561 + 5125735382020 i + 12948568092048 j + 24050666601486 k]
BICP | Distance=486 | [1 + 20 i + 98 j + 486 k] ^ 5 = [4517921286561 + 3994334252020 i + 24808893672298 j + 15938439631486 k]
BICP | Distance=486 | [1 + 24 i + 2 j + 486 k] ^ 5 = [384767426561 + 6656914508424 i + 494758308202 j + 26450105211486 k]
BICP | Distance=486 | [1 + 24 i + 52 j + 486 k] ^ 5 = [3081226241561 + 6086412878424 i + 13909245588452 j + 23408068761486 k]
BICP | Distance=486 | [1 + 26 i + 8 j + 486 k] ^ 5 = [749746746561 + 7181210505826 i + 2132618201848 j + 26269613179486 k]
BICP | Distance=486 | [1 + 26 i + 8 j + 486 k] ^ 9 = [119399605152915163912321 + 700102402045044678522026 i + 194062038515010919709288 j + 1346034179457001186422486 k]
BICP | Distance=486 | [1 + 26 i + 48 j + 486 k] ^ 5 = [3086981786561 + 6679635441826 i + 12841791642048 j + 23747890851486 k]
BICP | Distance=486 | [1 + 26 i + 98 j + 486 k] ^ 5 = [5801996871561 + 5241580761826 i + 24607975572298 j + 15669181951486 k]
BICP | Distance=486 | [1 + 30 i + 2 j + 486 k] ^ 5 = [409767671561 + 8299357918230 i + 476525208202 j + 26079527331486 k]
BICP | Distance=486 | [1 + 30 i + 52 j + 486 k] ^ 5 = [3780405686561 + 7615112038230 i + 13777268238452 j + 23054466951486 k]
BICP | Distance=486 | [1 + 486 i + 39 j + 423 k] ^ 9 = [6021094748380110237068281 + 19475076319359672919671486 i + 8556070357674069593674239 j + 640330440043227585309423 k]
BICP | Distance=486 | [1 + 39 i + 486 j + 423 k] ^ 9 = [6021094748380110237068281 + 8556070357674069593674239 i + 19475076319359672919671486 j + 640330440043227585309423 k]
BICP | Distance=486 | [1 + 486 i + 39 j + 481 k] ^ 9 = [1629878611537472178627481 + 26583067390176850432905486 i + 16684824402836147897172639 j + 19046330803813389866127481 k]
BICP | Distance=486 | [1 + 39 i + 486 j + 481 k] ^ 9 = [1629878611537472178627481 + 16684824402836147897172639 i + 26583067390176850432905486 j + 19046330803813389866127481 k]
BICP | Distance=486 | [1 + 48 i + 0 j + 486 k] ^ 5 = [262645765561 + 13128632040048 i + -109125118080 j + 24482458737486 k]
BICP | Distance=486 | [1 + 48 i + 6 j + 486 k] ^ 5 = [917048698561 + 13103057910048 i + 1466322729726 j + 24446413827486 k]
BICP | Distance=486 | [1 + 48 i + 20 j + 486 k] ^ 5 = [2438628401561 + 12948568092048 i + 5125735382020 j + 24050666601486 k]
BICP | Distance=486 | [1 + 48 i + 26 j + 486 k] ^ 5 = [3086981786561 + 12841791642048 i + 6679635441826 j + 23747890851486 k]
BICP | Distance=486 | [1 + 48 i + 70 j + 486 k] ^ 5 = [7707177146561 + 11320535862048 i + 17482692062270 j + 19127695491486 k]
BICP | Distance=486 | [1 + 48 i + 76 j + 486 k] ^ 5 = [8311054961561 + 11013361812048 i + 18836194522076 j + 18178240041486 k]
BICP | Distance=486 | [1 + 52 i + 0 j + 486 k] ^ 5 = [259821425561 + 14173659900452 i + -118016701920 j + 24028155657486 k]
BICP | Distance=486 | [486 + 1 i + 52 j + 2 k] ^ 5 = [24031840859486 + 23811370961 i + 14169960006452 j + 637664607402 k]
BICP | Distance=486 | [1 + 486 i + 52 j + 2 k] ^ 5 = [56616316961 + 30230501183486 i + 14840413685652 j + 475502568202 k]
BICP | Distance=486 | [1 + 52 i + 486 j + 2 k] ^ 5 = [56616316961 + 14840413685652 i + 30230501183486 j + 475502568202 k]
BICP | Distance=486 | [1 + 52 i + 4 j + 486 k] ^ 5 = [731747853561 + 14158919664452 i + 921162506324 j + 24013356649486 k]
BICP | Distance=486 | [1 + 52 i + 4 j + 486 k] ^ 9 = [107518440390672141041521 + 1299763332085139361184852 i + 55059597956043372193444 j + 912661768084367738850486 k]
BICP | Distance=486 | [1 + 52 i + 6 j + 486 k] ^ 9 = [151518070210948827011521 + 1295804974331664638236852 i + 93542720051555307603126 j + 909791406217395055278486 k]
BICP | Distance=486 | [1 + 52 i + 24 j + 486 k] ^ 5 = [3081226241561 + 13909245588452 i + 6086412878424 j + 23408068761486 k]
BICP | Distance=486 | [1 + 52 i + 30 j + 486 k] ^ 5 = [3780405686561 + 13777268238452 i + 7615112038230 j + 23054466951486 k]
BICP | Distance=486 | [1 + 52 i + 74 j + 486 k] ^ 5 = [8750107566561 + 12011310858452 i + 18173467058674 j + 18084765071486 k]
BICP | Distance=486 | [1 + 52 i + 80 j + 486 k] ^ 5 = [9397827441561 + 11662735308452 i + 19485568018480 j + 17091467561486 k]
BICP | Distance=486 | [1 + 486 i + 64 j + 0 k] ^ 9 = [42204846961657584292561 + 2514584282022473105178486 i + 2090234231618896044326464 j + -33153371977622192317440 k]
BICP | Distance=486 | [1 + 64 i + 486 j + 0 k] ^ 9 = [42204846961657584292561 + 2090234231618896044326464 i + 2514584282022473105178486 j + -33153371977622192317440 k]
BICP | Distance=486 | [1 + 486 i + 64 j + 2 k] ^ 5 = [9066179201 + 31851640379486 i + 18475133373264 j + 466594404202 k]
BICP | Distance=486 | [1 + 64 i + 486 j + 2 k] ^ 5 = [9066179201 + 18475133373264 i + 31851640379486 j + 466594404202 k]
BICP | Distance=486 | [1 + 486 i + 64 j + 452 k] ^ 9 = [8334800585874757056848401 + 26180481955563395785578486 i + 20168425338559111823246464 j + 3598875788409899754252452 k]
BICP | Distance=486 | [1 + 64 i + 486 j + 452 k] ^ 9 = [8334800585874757056848401 + 20168425338559111823246464 i + 26180481955563395785578486 j + 3598875788409899754252452 k]
BICP | Distance=486 | [1 + 70 i + 8 j + 486 k] ^ 5 = [1502558586561 + 18669271094270 i + 1796363381848 j + 21486880235486 k]
BICP | Distance=486 | [1 + 70 i + 48 j + 486 k] ^ 5 = [7707177146561 + 17482692062270 i + 11320535862048 j + 19127695491486 k]
BICP | Distance=486 | [1 + 70 i + 98 j + 486 k] ^ 5 = [14960609631561 + 13817681882270 i + 21640514592298 j + 11528685371486 k]
BICP | Distance=486 | [1 + 74 i + 2 j + 486 k] ^ 5 = [572168151561 + 19681026638674 i + 314631828202 j + 20899010671486 k]
BICP | Distance=486 | [1 + 74 i + 52 j + 486 k] ^ 5 = [8750107566561 + 18173467058674 i + 12011310858452 j + 18084765071486 k]
BICP | Distance=486 | [1 + 76 i + 8 j + 486 k] ^ 5 = [1599107841561 + 20114677426076 i + 1734252971848 j + 20505504089486 k]
BICP | Distance=486 | [1 + 76 i + 8 j + 486 k] ^ 9 = [242914690641865011334321 + 1644824667226183751594476 i + 50585251931205136721288 j + 289286840661340854018486 k]
BICP | Distance=486 | [1 + 76 i + 48 j + 486 k] ^ 5 = [8311054961561 + 18836194522076 i + 11013361812048 j + 18178240041486 k]
BICP | Distance=486 | [1 + 76 i + 98 j + 486 k] ^ 5 = [16158350646561 + 14871712792076 i + 21033868992298 j + 10676521991486 k]
BICP | Distance=486 | [1 + 80 i + 2 j + 486 k] ^ 5 = [591149826561 + 21103469848480 i + 288910428202 j + 19865211091486 k]
BICP | Distance=486 | [1 + 80 i + 52 j + 486 k] ^ 5 = [9397827441561 + 19485568018480 i + 11662735308452 j + 17091467561486 k]
BICP | Distance=486 | [1 + 98 i + 0 j + 486 k] ^ 5 = [211353410561 + 25123056060298 i + -215843428080 j + 16313826627486 k]
BICP | Distance=486 | [1 + 98 i + 6 j + 486 k] ^ 5 = [1505974943561 + 25086303840298 i + 1051917669726 j + 16285764987486 k]
BICP | Distance=486 | [1 + 98 i + 20 j + 486 k] ^ 5 = [4517921286561 + 24808893672298 i + 3994334252020 j + 15938439631486 k]
BICP | Distance=486 | [1 + 98 i + 26 j + 486 k] ^ 5 = [5801996871561 + 24607975572298 i + 5241580761826 j + 15669181951486 k]
BICP | Distance=486 | [1 + 98 i + 70 j + 486 k] ^ 5 = [14960609631561 + 21640514592298 i + 13817681882270 j + 11528685371486 k]
BICP | Distance=486 | [1 + 98 i + 76 j + 486 k] ^ 5 = [16158350646561 + 21033868992298 i + 14871712792076 j + 10676521991486 k]
BICP | Distance=486 | [486 + 1 i + 423 j + 3 k] ^ 9 = [18875912343301609140771486 + 648935347533731036708761 i + 3082460938239856314681423 j + 541374046941896516316123 k]
BICP | Distance=486 | [486 + 1 i + 423 j + 11 k] ^ 9 = [18905452678136850583563486 + 1779266918110039831613401 i + 2897085781879132466385423 j + 2355286389360472501594211 k]
BICP | Distance=486 | [486 + 1 i + 423 j + 39 k] ^ 9 = [19475076319359672919671486 + 6021094748380110237068281 i + 640330440043227585309423 j + 8556070357674069593674239 k]
BICP | Distance=486 | [486 + 1 i + 452 j + 14 k] ^ 9 = [22551500146255401310278486 + 1698670530884060243258401 i + 10706232366366113208552452 j + 4441047346558695970926014 k]
BICP | Distance=486 | [486 + 1 i + 452 j + 64 k] ^ 9 = [26180481955563395785578486 + 8334800585874757056848401 i + 3598875788409899754252452 j + 20168425338559111823246464 k]
BICP | Distance=486 | [486 + 1 i + 481 j + 39 k] ^ 9 = [26583067390176850432905486 + 1629878611537472178627481 i + 19046330803813389866127481 j + 16684824402836147897172639 k]
BICP | Distance=486 | [486 + 2 i + 0 j + 1 k] ^ 5 = [27109791747486 + 557880780202 i + -4591591920 j + 278916770561 k]
BICP | Distance=486 | [2 + 0 i + 1 j + 486 k] ^ 9 = [56024735909668666338962 + -922263430113188192160 i + 28023437083858117980001 j + 1513299717918473541966486 k]
BICP | Distance=486 | [2 + 486 i + 0 j + 3 k] ^ 5 = [557739064202 + 27098313399486 i + 13774192560 j + 836679454323 k]
BICP | Distance=486 | [2 + 0 i + 486 j + 3 k] ^ 5 = [557739064202 + 13774192560 i + 27098313399486 j + 836679454323 k]
BICP | Distance=486 | [2 + 486 i + 0 j + 3 k] ^ 9 = [55953907429837635344402 + 1509612085292862381390486 i + 2765478517606312477920 j + 83964061783808007318243 k]
BICP | Distance=486 | [2 + 0 i + 486 j + 3 k] ^ 9 = [55953907429837635344402 + 2765478517606312477920 i + 1509612085292862381390486 j + 83964061783808007318243 k]
BICP | Distance=486 | [2 + 486 i + 0 j + 7 k] ^ 5 = [557172220202 + 27052404867486 i + 32134339440 j + 1951590738727 k]
BICP | Distance=486 | [2 + 0 i + 486 j + 7 k] ^ 5 = [557172220202 + 32134339440 i + 27052404867486 j + 1951590738727 k]
BICP | Distance=486 | [486 + 2 i + 0 j + 7 k] ^ 9 = [1522986886392028045974486 + 56339228916307015880402 i + -6463880497929326401440 j + 196365533674411562771527 k]
BICP | Distance=486 | [486 + 2 i + 0 j + 9 k] ^ 5 = [27201636027486 + 559014580202 i + -41338324080 j + 2511951576489 k]
BICP | Distance=486 | [486 + 2 i + 0 j + 11 k] ^ 5 = [27247569831486 + 559581528202 i + -50533171920 j + 3071202371611 k]
BICP | Distance=486 | [2 + 486 i + 0 j + 23 k] ^ 5 = [550372588202 + 26502109011486 i + 105369640560 j + 6386300354423 k]
BICP | Distance=486 | [2 + 0 i + 486 j + 23 k] ^ 5 = [550372588202 + 105369640560 i + 26502109011486 j + 6386300354423 k]
BICP | Distance=486 | [2 + 486 i + 0 j + 27 k] ^ 5 = [547540768202 + 26273149551486 i + 123589819440 j + 7484213710827 k]
BICP | Distance=486 | [2 + 0 i + 486 j + 27 k] ^ 5 = [547540768202 + 123589819440 i + 26273149551486 j + 7484213710827 k]
BICP | Distance=486 | [486 + 2 i + 0 j + 39 k] ^ 5 = [28860151851486 + 579444868202 i + -180224488080 j + 11017858893639 k]
BICP | Distance=486 | [486 + 2 i + 0 j + 61 k] ^ 5 = [31413454911486 + 610737888202 i + -284498431920 j + 17550734486861 k]
BICP | Distance=486 | [2 + 486 i + 0 j + 73 k] ^ 5 = [482629708202 + 21060736371486 i + 327622300560 j + 19443997869673 k]
BICP | Distance=486 | [2 + 0 i + 486 j + 73 k] ^ 5 = [482629708202 + 327622300560 i + 21060736371486 j + 19443997869673 k]
BICP | Distance=486 | [2 + 486 i + 0 j + 77 k] ^ 5 = [474194248202 + 20388437991486 i + 344676079440 j + 20400821826077 k]
BICP | Distance=486 | [2 + 0 i + 486 j + 77 k] ^ 5 = [474194248202 + 344676079440 i + 20388437991486 j + 20400821826077 k]
BICP | Distance=486 | [486 + 2 i + 0 j + 89 k] ^ 5 = [36353260971486 + 670747908202 i + -422354548080 j + 26494046808889 k]
BICP | Distance=486 | [486 + 2 i + 0 j + 111 k] ^ 5 = [41620247091486 + 733993948202 i + -536251291920 j + 34206584952111 k]
BICP | Distance=486 | [486 + 2 i + 0 j + 139 k] ^ 5 = [50193457191486 + 835410648202 i + -690437008080 j + 45164208874139 k]
BICP | Distance=486 | [486 + 2 i + 0 j + 361 k] ^ 5 = [217968214491486 + 2574569748202 i + -2572129591920 j + 217937775028361 k]
BICP | Distance=486 | [486 + 2 i + 0 j + 389 k] ^ 5 = [256445344791486 + 2931319848202 i + -2930435308080 j + 256436793950389 k]
BICP | Distance=486 | [2 + 486 i + 1 j + 0 k] ^ 5 = [557880780202 + 27109791747486 i + 278916770561 j + -4591591920 k]
BICP | Distance=486 | [2 + 1 i + 486 j + 0 k] ^ 5 = [557880780202 + 278916770561 i + 27109791747486 j + -4591591920 k]
BICP | Distance=486 | [2 + 1 i + 0 j + 486 k] ^ 9 = [56024735909668666338962 + 28023437083858117980001 i + -922263430113188192160 j + 1513299717918473541966486 k]
BICP | Distance=486 | [486 + 2 i + 1 j + 2 k] ^ 5 = [27112144123486 + 553317648202 i + 269757205961 j + 562425327402 k]
BICP | Distance=486 | [2 + 1 i + 2 j + 486 k] ^ 5 = [562425327402 + 269757205961 i + 553317648202 j + 27112144123486 k]
BICP | Distance=486 | [486 + 2 i + 1 j + 4 k] ^ 5 = [27125975471486 + 548895768202 i + 260658119201 j + 1120372940964 k]
BICP | Distance=486 | [2 + 486 i + 1 j + 4 k] ^ 5 = [548471784202 + 27091539839486 i + 297168678561 j + 1110944156324 k]
BICP | Distance=486 | [2 + 1 i + 486 j + 4 k] ^ 5 = [548471784202 + 297168678561 i + 27091539839486 j + 1110944156324 k]
BICP | Distance=486 | [2 + 486 i + 1 j + 4 k] ^ 9 = [54071181825688971056402 + 1508282686746818962014486 i + 31632844942897285811521 j + 111013589701722675733444 k]
BICP | Distance=486 | [2 + 1 i + 486 j + 4 k] ^ 9 = [54071181825688971056402 + 31632844942897285811521 i + 1508282686746818962014486 j + 111013589701722675733444 k]
BICP | Distance=486 | [2 + 486 i + 1 j + 8 k] ^ 9 = [51915037239409633141202 + 1497285575973659720022486 i + 35150003978799374319361 j + 222527158889843964515048 k]
BICP | Distance=486 | [2 + 1 i + 486 j + 8 k] ^ 9 = [51915037239409633141202 + 35150003978799374319361 i + 1497285575973659720022486 j + 222527158889843964515048 k]
BICP | Distance=486 | [486 + 2 i + 1 j + 14 k] ^ 5 = [27332962879486 + 528464004202 i + 215966504201 j + 3915787123014 k]
BICP | Distance=486 | [486 + 2 i + 1 j + 14 k] ^ 9 = [1556940313707281167038486 + 50820911007194376488402 i + 15665973499319385488401 j + 395903440230208332966014 k]
BICP | Distance=486 | [2 + 486 i + 1 j + 24 k] ^ 5 = [494758308202 + 26450105211486 i + 384767426561 j + 6656914508424 k]
BICP | Distance=486 | [2 + 1 i + 486 j + 24 k] ^ 5 = [494758308202 + 384767426561 i + 26450105211486 j + 6656914508424 k]
BICP | Distance=486 | [2 + 486 i + 1 j + 30 k] ^ 5 = [476525208202 + 26079527331486 i + 409767671561 j + 8299357918230 k]
BICP | Distance=486 | [2 + 1 i + 486 j + 30 k] ^ 5 = [476525208202 + 409767671561 i + 26079527331486 j + 8299357918230 k]
BICP | Distance=486 | [486 + 2 i + 1 j + 52 k] ^ 5 = [30230501183486 + 475502568202 i + 56616316961 j + 14840413685652 k]
BICP | Distance=486 | [2 + 1 i + 52 j + 486 k] ^ 5 = [637664607402 + 23811370961 i + 14169960006452 j + 24031840859486 k]
BICP | Distance=486 | [486 + 2 i + 1 j + 64 k] ^ 5 = [31851640379486 + 466594404202 i + 9066179201 j + 18475133373264 k]
BICP | Distance=486 | [2 + 486 i + 1 j + 74 k] ^ 5 = [314631828202 + 20899010671486 i + 572168151561 j + 19681026638674 k]
BICP | Distance=486 | [2 + 1 i + 486 j + 74 k] ^ 5 = [314631828202 + 572168151561 i + 20899010671486 j + 19681026638674 k]
BICP | Distance=486 | [2 + 486 i + 1 j + 80 k] ^ 5 = [288910428202 + 19865211091486 i + 591149826561 j + 21103469848480 k]
BICP | Distance=486 | [2 + 1 i + 486 j + 80 k] ^ 5 = [288910428202 + 591149826561 i + 19865211091486 j + 21103469848480 k]
BICP | Distance=486 | [2 + 486 i + 2 j + 1 k] ^ 5 = [553317648202 + 27112144123486 i + 562425327402 j + 269757205961 k]
BICP | Distance=486 | [2 + 2 i + 486 j + 1 k] ^ 5 = [553317648202 + 562425327402 i + 27112144123486 j + 269757205961 k]
BICP | Distance=486 | [2 + 2 i + 1 j + 486 k] ^ 5 = [562425327402 + 553317648202 i + 269757205961 j + 27112144123486 k]
BICP | Distance=486 | [486 + 2 i + 2 j + 5 k] ^ 5 = [27133032371486 + 535205088202 i + 535205088202 j + 1403911471965 k]
BICP | Distance=486 | [486 + 2 i + 2 j + 7 k] ^ 5 = [27160697179486 + 526358304202 i + 526358304202 j + 1962201306207 k]
BICP | Distance=486 | [2 + 486 i + 2 j + 7 k] ^ 5 = [525095100202 + 27057390247486 i + 589289300682 j + 1942611541727 k]
BICP | Distance=486 | [2 + 2 i + 486 j + 7 k] ^ 5 = [525095100202 + 589289300682 i + 27057390247486 j + 1942611541727 k]
BICP | Distance=486 | [2 + 2 i + 7 j + 486 k] ^ 5 = [589289300682 + 525095100202 i + 1942611541727 j + 27057390247486 k]
BICP | Distance=486 | [486 + 2 i + 2 j + 7 k] ^ 9 = [1522247185117348066518486 + 49851001341861531968402 i + 49851001341861531968402 j + 198124450192955447732407 k]
BICP | Distance=486 | [2 + 486 i + 2 j + 11 k] ^ 5 = [505728072202 + 26974996955486 i + 606617084202 j + 3056057474611 k]
BICP | Distance=486 | [2 + 2 i + 486 j + 11 k] ^ 5 = [505728072202 + 606617084202 i + 26974996955486 j + 3056057474611 k]
BICP | Distance=486 | [2 + 2 i + 11 j + 486 k] ^ 5 = [606617084202 + 505728072202 i + 3056057474611 j + 26974996955486 k]
BICP | Distance=486 | [486 + 2 i + 2 j + 15 k] ^ 5 = [27363280179486 + 492063304202 i + 492063304202 j + 4200472323015 k]
BICP | Distance=486 | [486 + 2 i + 2 j + 15 k] ^ 9 = [1563173299244138613318486 + 43565965972009653968402 i + 43565965972009653968402 j + 425390517201246895686015 k]
BICP | Distance=486 | [2 + 486 i + 2 j + 27 k] ^ 5 = [424009560202 + 26279227467486 i + 671118048682 j + 7475879917827 k]
BICP | Distance=486 | [2 + 2 i + 486 j + 27 k] ^ 5 = [424009560202 + 671118048682 i + 26279227467486 j + 7475879917827 k]
BICP | Distance=486 | [2 + 2 i + 27 j + 486 k] ^ 5 = [671118048682 + 424009560202 i + 7475879917827 j + 26279227467486 k]
BICP | Distance=486 | [486 + 2 i + 2 j + 57 k] ^ 5 = [30862138479486 + 338652004202 i + 338652004202 j + 16344073031457 k]
BICP | Distance=486 | [486 + 2 i + 2 j + 57 k] ^ 9 = [2297273346511355151198486 + 20633758973395109288402 i + 20633758973395109288402 j + 1806642685193778172942857 k]
BICP | Distance=486 | [2 + 486 i + 2 j + 61 k] ^ 5 = [229659372202 + 22878937855486 i + 780941288202 j + 16471483127861 k]
BICP | Distance=486 | [2 + 2 i + 486 j + 61 k] ^ 5 = [229659372202 + 780941288202 i + 22878937855486 j + 16471483127861 k]
BICP | Distance=486 | [2 + 2 i + 61 j + 486 k] ^ 5 = [780941288202 + 229659372202 i + 16471483127861 j + 22878937855486 k]
BICP | Distance=486 | [486 + 2 i + 2 j + 65 k] ^ 5 = [32000573879486 + 314087004202 i + 314087004202 j + 18787061648265 k]
BICP | Distance=486 | [486 + 2 i + 2 j + 65 k] ^ 9 = [2547698496679302574638486 + 17748565390162163288402 i + 17748565390162163288402 j + 2133579039617749324256465 k]
BICP | Distance=486 | [2 + 486 i + 2 j + 77 k] ^ 5 = [129579420202 + 20397012047486 i + 818869868682 j + 20394494243077 k]
BICP | Distance=486 | [2 + 2 i + 486 j + 77 k] ^ 5 = [129579420202 + 818869868682 i + 20397012047486 j + 20394494243077 k]
BICP | Distance=486 | [2 + 2 i + 77 j + 486 k] ^ 5 = [818869868682 + 129579420202 i + 20394494243077 j + 20397012047486 k]
BICP | Distance=486 | [486 + 2 i + 2 j + 207 k] ^ 5 = [80759972979486 + 60567304202 i + 60567304202 j + 79072924707207 k]
BICP | Distance=486 | [486 + 2 i + 2 j + 207 k] ^ 9 = [18436941750782182003398486 + 659587505539788368402 i + 659587505539788368402 j + 18426774241894401763974207 k]
BICP | Distance=486 | [486 + 2 i + 2 j + 265 k] ^ 5 = [119708199679486 + 23838804202 i + 23838804202 j + 119182743449265 k]
BICP | Distance=486 | [486 + 2 i + 2 j + 265 k] ^ 9 = [37995882832919246923518486 + 102113095532885768402 i + 102113095532885768402 j + 37994640081786671346738265 k]
BICP | Distance=486 | [486 + 2 i + 2 j + 457 k] ^ 5 = [372845132479486 + 6804202 i + 6804202 j + 372845115833457 k]
BICP | Distance=486 | [486 + 2 i + 2 j + 457 k] ^ 9 = [294832421224296668777598486 + 7450930568402 i + 7450930568402 j + 294832421224291444327026457 k]
BICP | Distance=486 | [486 + 2 i + 3 j + 0 k] ^ 5 = [27098313399486 + 557739064202 i + 836679454323 j + 13774192560 k]
BICP | Distance=486 | [486 + 2 i + 3 j + 0 k] ^ 9 = [1509612085292862381390486 + 55953907429837635344402 i + 83964061783808007318243 j + 2765478517606312477920 k]
BICP | Distance=486 | [2 + 486 i + 3 j + 4 k] ^ 5 = [530219716202 + 27100947747486 i + 854834026323 j + 1101989112964 k]
BICP | Distance=486 | [2 + 3 i + 486 j + 4 k] ^ 5 = [530219716202 + 854834026323 i + 27100947747486 j + 1101989112964 k]
BICP | Distance=486 | [2 + 486 i + 3 j + 4 k] ^ 9 = [50437172868177129301202 + 1510230287686904368902486 i + 87553955930629955022243 j + 109277566476370797755524 k]
BICP | Distance=486 | [2 + 3 i + 486 j + 4 k] ^ 9 = [50437172868177129301202 + 87553955930629955022243 i + 1510230287686904368902486 j + 109277566476370797755524 k]
BICP | Distance=486 | [486 + 2 i + 3 j + 8 k] ^ 5 = [27172457919486 + 503536224202 i + 801301630323 j + 2245799777368 k]
BICP | Distance=486 | [2 + 486 i + 3 j + 8 k] ^ 5 = [502003000202 + 27046193847486 i + 872173401843 j + 2216852085848 k]
BICP | Distance=486 | [2 + 3 i + 486 j + 8 k] ^ 5 = [502003000202 + 872173401843 i + 27046193847486 j + 2216852085848 k]
BICP | Distance=486 | [2 + 3 i + 8 j + 486 k] ^ 5 = [611955504682 + 798769408323 i + 2216285849848 j + 27034724043486 k]
BICP | Distance=486 | [486 + 2 i + 3 j + 8 k] ^ 9 = [1524683048021560793502486 + 45298674945473390240402 i + 77217102705972112239843 j + 227092539244001366860328 k]
BICP | Distance=486 | [486 + 2 i + 3 j + 10 k] ^ 5 = [27213960411486 + 490258488202 i + 792875389323 j + 2804659990610 k]
BICP | Distance=486 | [2 + 486 i + 3 j + 14 k] ^ 5 = [458873368202 + 26895253083486 i + 896877114123 j + 3885472764614 k]
BICP | Distance=486 | [2 + 3 i + 486 j + 14 k] ^ 5 = [458873368202 + 896877114123 i + 26895253083486 j + 3885472764614 k]
BICP | Distance=486 | [486 + 2 i + 3 j + 18 k] ^ 5 = [27471961971486 + 438197968202 i + 760816069323 j + 5046918431418 k]
BICP | Distance=486 | [486 + 2 i + 3 j + 36 k] ^ 9 = [1815283035273705292998486 + 12984164269587194773202 i + 62596726594804213429923 j + 1061963964734320898467236 k]
BICP | Distance=486 | [2 + 486 i + 3 j + 48 k] ^ 5 = [198024688202 + 24490983951486 i + 1006179993843 j + 13116615942048 k]
BICP | Distance=486 | [2 + 3 i + 486 j + 48 k] ^ 5 = [198024688202 + 1006179993843 i + 24490983951486 j + 13116615942048 k]
BICP | Distance=486 | [2 + 3 i + 48 j + 486 k] ^ 5 = [852557416682 + 569723488323 i + 13113226362048 j + 24479840691486 k]
BICP | Distance=486 | [486 + 2 i + 3 j + 60 k] ^ 5 = [31266736731486 + 189374428202 i + 633737194323 j + 17256375160860 k]
BICP | Distance=486 | [2 + 486 i + 3 j + 64 k] ^ 5 = [66963808202 + 22463005503486 i + 1038785883123 j + 17223431962864 k]
BICP | Distance=486 | [2 + 3 i + 486 j + 64 k] ^ 5 = [66963808202 + 1038785883123 i + 22463005503486 j + 17223431962864 k]
BICP | Distance=486 | [486 + 2 i + 3 j + 68 k] ^ 5 = [32463161091486 + 146004708202 i + 616988794323 j + 19720515401668 k]
BICP | Distance=486 | [2 + 3 i + 98 j + 486 k] ^ 5 = [1070134056682 + 202432693323 i + 25106851632298 j + 16315999011486 k]
BICP | Distance=486 | [486 + 2 i + 4 j + 1 k] ^ 5 = [27091539839486 + 548471784202 i + 1110944156324 j + 297168678561 k]
BICP | Distance=486 | [2 + 486 i + 4 j + 1 k] ^ 5 = [548895768202 + 27125975471486 i + 1120372940964 j + 260658119201 k]
BICP | Distance=486 | [2 + 4 i + 486 j + 1 k] ^ 5 = [548895768202 + 1120372940964 i + 27125975471486 j + 260658119201 k]
BICP | Distance=486 | [486 + 2 i + 4 j + 1 k] ^ 9 = [1508282686746818962014486 + 54071181825688971056402 i + 111013589701722675733444 j + 31632844942897285811521 k]
BICP | Distance=486 | [486 + 2 i + 4 j + 3 k] ^ 5 = [27100947747486 + 530219716202 i + 1101989112964 j + 854834026323 k]
BICP | Distance=486 | [486 + 2 i + 4 j + 3 k] ^ 9 = [1510230287686904368902486 + 50437172868177129301202 i + 109277566476370797755524 j + 87553955930629955022243 k]
BICP | Distance=486 | [2 + 486 i + 4 j + 5 k] ^ 5 = [511826628202 + 27098876371486 i + 1138060316964 j + 1376481951445 k]
BICP | Distance=486 | [2 + 4 i + 486 j + 5 k] ^ 5 = [511826628202 + 1138060316964 i + 27098876371486 j + 1376481951445 k]
BICP | Distance=486 | [486 + 2 i + 4 j + 11 k] ^ 5 = [27230423851486 + 458298588202 i + 1068413288324 j + 3088348351611 k]
BICP | Distance=486 | [486 + 2 i + 4 j + 15 k] ^ 9 = [1560753246330698076846486 + 29576553719090628608402 i + 101011333920305132119684 j + 426669788930905681780815 k]
BICP | Distance=486 | [486 + 2 i + 4 j + 23 k] ^ 5 = [27700659823486 + 353475048202 i + 1024683967364 j + 6459654289623 k]
BICP | Distance=486 | [2 + 4 i + 23 j + 486 k] ^ 5 = [760923337002 + 995393419364 i + 6366755248423 j + 26495592715486 k]
BICP | Distance=486 | [2 + 486 i + 4 j + 27 k] ^ 9 = [2580219507273838117202 + 1350352901077306134390486 i + 126848401257569525765764 j + 732225349194255566632827 k]
BICP | Distance=486 | [2 + 4 i + 486 j + 27 k] ^ 9 = [2580219507273838117202 + 126848401257569525765764 i + 1350352901077306134390486 j + 732225349194255566632827 k]
BICP | Distance=486 | [2 + 486 i + 4 j + 45 k] ^ 5 = [119722188202 + 24817184811486 i + 1263386140964 j + 12323295039645 k]
BICP | Distance=486 | [2 + 4 i + 486 j + 45 k] ^ 5 = [119722188202 + 1263386140964 i + 24817184811486 j + 12323295039645 k]
BICP | Distance=486 | [2 + 486 i + 4 j + 51 k] ^ 5 = [58099188202 + 24163034931486 i + 1273861240964 j + 13899668864451 k]
BICP | Distance=486 | [2 + 4 i + 486 j + 51 k] ^ 5 = [58099188202 + 1273861240964 i + 24163034931486 j + 13899668864451 k]
BICP | Distance=486 | [2 + 4 i + 55 j + 486 k] ^ 9 = [128944424454234608231762 + 26963418272900835589444 i + 1355219404463075711306455 j + 846899907634109564598486 k]
BICP | Distance=486 | [486 + 2 i + 4 j + 61 k] ^ 5 = [31401173771486 + 41567628202 i + 936803948324 j + 17563015626861 k]
BICP | Distance=486 | [2 + 4 i + 73 j + 486 k] ^ 5 = [1137689617002 + 637693879364 i + 19422768271673 j + 21060388259486 k]
BICP | Distance=486 | [2 + 486 i + 5 j + 2 k] ^ 5 = [535205088202 + 27133032371486 i + 1403911471965 j + 535205088202 k]
BICP | Distance=486 | [2 + 5 i + 486 j + 2 k] ^ 5 = [535205088202 + 1403911471965 i + 27133032371486 j + 535205088202 k]
BICP | Distance=486 | [486 + 2 i + 5 j + 4 k] ^ 5 = [27098876371486 + 511826628202 i + 1376481951445 j + 1138060316964 k]
BICP | Distance=486 | [486 + 2 i + 5 j + 6 k] ^ 5 = [27122112147486 + 489148000202 i + 1368007344605 j + 1695899665086 k]
BICP | Distance=486 | [2 + 486 i + 5 j + 8 k] ^ 5 = [465500688202 + 27064999391486 i + 1429334156085 j + 2208581417848 k]
BICP | Distance=486 | [2 + 5 i + 486 j + 8 k] ^ 5 = [465500688202 + 1429334156085 i + 27064999391486 j + 2208581417848 k]
BICP | Distance=486 | [486 + 2 i + 5 j + 14 k] ^ 5 = [27306934907486 + 399474120202 i + 1336906620445 j + 3931815295014 k]
BICP | Distance=486 | [486 + 2 i + 5 j + 36 k] ^ 5 = [28576288179486 + 160442404202 i + 1274081787605 j + 10168121527236 k]
BICP | Distance=486 | [2 + 486 i + 6 j + 5 k] ^ 5 = [489148000202 + 27122112147486 i + 1695899665086 j + 1368007344605 k]
BICP | Distance=486 | [2 + 6 i + 486 j + 5 k] ^ 5 = [489148000202 + 1695899665086 i + 27122112147486 j + 1368007344605 k]
BICP | Distance=486 | [486 + 2 i + 6 j + 7 k] ^ 5 = [27124739703486 + 461625708202 i + 1642926485886 j + 1978987708127 k]
BICP | Distance=486 | [486 + 2 i + 6 j + 9 k] ^ 5 = [27161804547486 + 434512360202 i + 1635100557726 j + 2537229165489 k]
BICP | Distance=486 | [2 + 486 i + 6 j + 9 k] ^ 5 = [433284148202 + 27058497471486 i + 1711881853086 j + 2483278188849 k]
BICP | Distance=486 | [2 + 6 i + 486 j + 9 k] ^ 5 = [433284148202 + 1711881853086 i + 27058497471486 j + 2483278188849 k]
BICP | Distance=486 | [486 + 2 i + 6 j + 27 k] ^ 5 = [27909614907486 + 194695336202 i + 1579685360286 j + 7598099111427 k]
BICP | Distance=486 | [2 + 6 i + 27 j + 486 k] ^ 5 = [917807809802 + 1518802412286 i + 7451571277827 j + 26245893375486 k]
BICP | Distance=486 | [486 + 2 i + 6 j + 39 k] ^ 5 = [28824680151486 + 38358028202 i + 1557564441726 j + 11035966848639 k]
BICP | Distance=486 | [2 + 6 i + 77 j + 486 k] ^ 5 = [1507672149802 + 1077780032286 i + 20360201171077 j + 20371702491486 k]
BICP | Distance=486 | [486 + 2 i + 7 j + 0 k] ^ 5 = [27052404867486 + 557172220202 i + 1951590738727 j + 32134339440 k]
BICP | Distance=486 | [2 + 486 i + 7 j + 0 k] ^ 9 = [56339228916307015880402 + 1522986886392028045974486 i + 196365533674411562771527 j + -6463880497929326401440 k]
BICP | Distance=486 | [2 + 7 i + 486 j + 0 k] ^ 9 = [56339228916307015880402 + 196365533674411562771527 i + 1522986886392028045974486 j + -6463880497929326401440 k]
BICP | Distance=486 | [486 + 2 i + 7 j + 2 k] ^ 5 = [27057390247486 + 525095100202 i + 1942611541727 j + 589289300682 k]
BICP | Distance=486 | [2 + 486 i + 7 j + 2 k] ^ 5 = [526358304202 + 27160697179486 i + 1962201306207 j + 526358304202 k]
BICP | Distance=486 | [2 + 7 i + 486 j + 2 k] ^ 5 = [526358304202 + 1962201306207 i + 27160697179486 j + 526358304202 k]
BICP | Distance=486 | [2 + 7 i + 2 j + 486 k] ^ 5 = [589289300682 + 1942611541727 i + 525095100202 j + 27057390247486 k]
BICP | Distance=486 | [2 + 486 i + 7 j + 2 k] ^ 9 = [49851001341861531968402 + 1522247185117348066518486 i + 198124450192955447732407 j + 49851001341861531968402 k]
BICP | Distance=486 | [2 + 7 i + 486 j + 2 k] ^ 9 = [49851001341861531968402 + 198124450192955447732407 i + 1522247185117348066518486 j + 49851001341861531968402 k]
BICP | Distance=486 | [2 + 486 i + 7 j + 6 k] ^ 5 = [461625708202 + 27124739703486 i + 1978987708127 j + 1642926485886 k]
BICP | Distance=486 | [2 + 7 i + 486 j + 6 k] ^ 5 = [461625708202 + 1978987708127 i + 27124739703486 j + 1642926485886 k]
BICP | Distance=486 | [486 + 2 i + 7 j + 32 k] ^ 5 = [28235981731486 + 55329948202 i + 1854938770727 j + 9024116258832 k]
BICP | Distance=486 | [2 + 7 i + 52 j + 486 k] ^ 5 = [1344952880682 + 1582241056727 i + 14125743930452 j + 23987445227486 k]
BICP | Distance=486 | [2 + 486 i + 7 j + 452 k] ^ 9 = [1328787571203993203408402 + 22396723352690325368478486 i + 2076996684320596276742407 j + 10970488929875753908752452 k]
BICP | Distance=486 | [2 + 7 i + 486 j + 452 k] ^ 9 = [1328787571203993203408402 + 2076996684320596276742407 i + 22396723352690325368478486 j + 10970488929875753908752452 k]
BICP | Distance=486 | [486 + 2 i + 8 j + 1 k] ^ 9 = [1497285575973659720022486 + 51915037239409633141202 i + 222527158889843964515048 j + 35150003978799374319361 k]
BICP | Distance=486 | [486 + 2 i + 8 j + 3 k] ^ 5 = [27046193847486 + 502003000202 i + 2216852085848 j + 872173401843 k]
BICP | Distance=486 | [2 + 486 i + 8 j + 3 k] ^ 5 = [503536224202 + 27172457919486 i + 2245799777368 j + 801301630323 k]
BICP | Distance=486 | [2 + 8 i + 486 j + 3 k] ^ 5 = [503536224202 + 2245799777368 i + 27172457919486 j + 801301630323 k]
BICP | Distance=486 | [2 + 8 i + 3 j + 486 k] ^ 5 = [611955504682 + 2216285849848 i + 798769408323 j + 27034724043486 k]
BICP | Distance=486 | [2 + 486 i + 8 j + 3 k] ^ 9 = [45298674945473390240402 + 1524683048021560793502486 i + 227092539244001366860328 j + 77217102705972112239843 k]
BICP | Distance=486 | [2 + 8 i + 486 j + 3 k] ^ 9 = [45298674945473390240402 + 227092539244001366860328 i + 1524683048021560793502486 j + 77217102705972112239843 k]
BICP | Distance=486 | [486 + 2 i + 8 j + 5 k] ^ 5 = [27064999391486 + 465500688202 i + 2208581417848 j + 1429334156085 k]
BICP | Distance=486 | [2 + 486 i + 8 j + 9 k] ^ 5 = [392346372202 + 27091121355486 i + 2269276453048 j + 2475884270889 k]
BICP | Distance=486 | [2 + 8 i + 486 j + 9 k] ^ 5 = [392346372202 + 2269276453048 i + 27091121355486 j + 2475884270889 k]
BICP | Distance=486 | [2 + 486 i + 8 j + 23 k] ^ 5 = [129698868202 + 26580299771486 i + 2308001641368 j + 6360227554423 k]
BICP | Distance=486 | [2 + 8 i + 486 j + 23 k] ^ 5 = [129698868202 + 2308001641368 i + 26580299771486 j + 6360227554423 k]
BICP | Distance=486 | [2 + 8 i + 23 j + 486 k] ^ 5 = [970898084682 + 2095298033848 i + 6340703788423 j + 26443474919486 k]
BICP | Distance=486 | [2 + 8 i + 23 j + 486 k] ^ 9 = [135510796209994622178962 + 188909792966594739840488 i + 619288860572957810344823 j + 1380841792324374505422486 k]
BICP | Distance=486 | [2 + 8 i + 73 j + 486 k] ^ 5 = [1791996884682 + 1602271133848 i + 19381012003673 j + 21017237239486 k]
BICP | Distance=486 | [2 + 8 i + 73 j + 486 k] ^ 9 = [249653256760892721858962 + 33551001941483859000488 i + 1611786898798794515959273 j + 378959177071995280494486 k]
BICP | Distance=486 | [2 + 486 i + 9 j + 0 k] ^ 5 = [559014580202 + 27201636027486 i + 2511951576489 j + -41338324080 k]
BICP | Distance=486 | [2 + 9 i + 486 j + 0 k] ^ 5 = [559014580202 + 2511951576489 i + 27201636027486 j + -41338324080 k]
BICP | Distance=486 | [486 + 2 i + 9 j + 6 k] ^ 5 = [27058497471486 + 433284148202 i + 2483278188849 j + 1711881853086 k]
BICP | Distance=486 | [2 + 486 i + 9 j + 6 k] ^ 5 = [434512360202 + 27161804547486 i + 2537229165489 j + 1635100557726 k]
BICP | Distance=486 | [2 + 9 i + 486 j + 6 k] ^ 5 = [434512360202 + 2537229165489 i + 27161804547486 j + 1635100557726 k]
BICP | Distance=486 | [486 + 2 i + 9 j + 8 k] ^ 5 = [27091121355486 + 392346372202 i + 2475884270889 j + 2269276453048 k]
BICP | Distance=486 | [2 + 486 i + 9 j + 20 k] ^ 5 = [140676160202 + 26747510247486 i + 2578217532489 j + 5529740748020 k]
BICP | Distance=486 | [2 + 9 i + 486 j + 20 k] ^ 5 = [140676160202 + 2578217532489 i + 26747510247486 j + 5529740748020 k]
BICP | Distance=486 | [2 + 486 i + 9 j + 26 k] ^ 5 = [13593340202 + 26432625447486 i + 2588019477489 j + 7184199121826 k]
BICP | Distance=486 | [2 + 9 i + 486 j + 26 k] ^ 5 = [13593340202 + 2588019477489 i + 26432625447486 j + 7184199121826 k]
BICP | Distance=486 | [2 + 9 i + 48 j + 486 k] ^ 5 = [1506001038602 + 2144312113689 i + 13062087822048 j + 24407756271486 k]
BICP | Distance=486 | [2 + 9 i + 98 j + 486 k] ^ 5 = [2363609978602 + 1469523568689 i + 25033357560298 j + 16259880195486 k]
BICP | Distance=486 | [2 + 486 i + 10 j + 3 k] ^ 5 = [490258488202 + 27213960411486 i + 2804659990610 j + 792875389323 k]
BICP | Distance=486 | [2 + 10 i + 486 j + 3 k] ^ 5 = [490258488202 + 2804659990610 i + 27213960411486 j + 792875389323 k]
BICP | Distance=486 | [2 + 486 i + 10 j + 23 k] ^ 5 = [24732804202 + 26622662479486 i + 2859534914610 j + 6356959933423 k]
BICP | Distance=486 | [2 + 10 i + 486 j + 23 k] ^ 5 = [24732804202 + 2859534914610 i + 26622662479486 j + 6356959933423 k]
BICP | Distance=486 | [2 + 486 i + 10 j + 423 k] ^ 9 = [1863255466012391949128402 + 18865185949086237554238486 i + 1987164900317064245989210 j + 2926330733811543290910423 k]
BICP | Distance=486 | [2 + 10 i + 486 j + 423 k] ^ 9 = [1863255466012391949128402 + 1987164900317064245989210 i + 18865185949086237554238486 j + 2926330733811543290910423 k]
BICP | Distance=486 | [2 + 486 i + 11 j + 0 k] ^ 5 = [559581528202 + 27247569831486 i + 3071202371611 j + -50533171920 k]
BICP | Distance=486 | [2 + 11 i + 486 j + 0 k] ^ 5 = [559581528202 + 3071202371611 i + 27247569831486 j + -50533171920 k]
BICP | Distance=486 | [486 + 2 i + 11 j + 2 k] ^ 5 = [26974996955486 + 505728072202 i + 3056057474611 j + 606617084202 k]
BICP | Distance=486 | [2 + 11 i + 2 j + 486 k] ^ 5 = [606617084202 + 3056057474611 i + 505728072202 j + 26974996955486 k]
BICP | Distance=486 | [2 + 486 i + 11 j + 4 k] ^ 5 = [458298588202 + 27230423851486 i + 3088348351611 j + 1068413288324 k]
BICP | Distance=486 | [2 + 11 i + 486 j + 4 k] ^ 5 = [458298588202 + 3088348351611 i + 27230423851486 j + 1068413288324 k]
BICP | Distance=486 | [2 + 11 i + 52 j + 486 k] ^ 5 = [1815533984202 + 2619541049611 i + 14081601450452 j + 23913530551486 k]
BICP | Distance=486 | [2 + 486 i + 11 j + 424 k] ^ 9 = [2000642338060134114368402 + 19010746276598654885598486 i + 2249992790898668199559211 j + 3118461201829226749140424 k]
BICP | Distance=486 | [2 + 11 i + 486 j + 424 k] ^ 9 = [2000642338060134114368402 + 2249992790898668199559211 i + 19010746276598654885598486 j + 3118461201829226749140424 k]
BICP | Distance=486 | [2 + 486 i + 11 j + 480 k] ^ 9 = [1095176847846591794768402 + 24253397454837104070318486 i + 4637771780256311602759211 j + 21289297146701446457484480 k]
BICP | Distance=486 | [2 + 11 i + 486 j + 480 k] ^ 9 = [1095176847846591794768402 + 4637771780256311602759211 i + 24253397454837104070318486 j + 21289297146701446457484480 k]
BICP | Distance=486 | [2 + 486 i + 14 j + 1 k] ^ 5 = [528464004202 + 27332962879486 i + 3915787123014 j + 215966504201 k]
BICP | Distance=486 | [2 + 14 i + 486 j + 1 k] ^ 5 = [528464004202 + 3915787123014 i + 27332962879486 j + 215966504201 k]
BICP | Distance=486 | [2 + 486 i + 14 j + 1 k] ^ 9 = [50820911007194376488402 + 1556940313707281167038486 i + 395903440230208332966014 j + 15665973499319385488401 k]
BICP | Distance=486 | [2 + 14 i + 486 j + 1 k] ^ 9 = [50820911007194376488402 + 395903440230208332966014 i + 1556940313707281167038486 j + 15665973499319385488401 k]
BICP | Distance=486 | [486 + 2 i + 14 j + 3 k] ^ 5 = [26895253083486 + 458873368202 i + 3885472764614 j + 896877114123 k]
BICP | Distance=486 | [2 + 486 i + 14 j + 5 k] ^ 5 = [399474120202 + 27306934907486 i + 3931815295014 j + 1336906620445 k]
BICP | Distance=486 | [2 + 14 i + 486 j + 5 k] ^ 5 = [399474120202 + 3931815295014 i + 27306934907486 j + 1336906620445 k]
BICP | Distance=486 | [2 + 14 i + 23 j + 486 k] ^ 5 = [1284663332202 + 3741559427014 i + 6291888829423 j + 26296950707486 k]
BICP | Distance=486 | [2 + 14 i + 73 j + 486 k] ^ 5 = [2771520032202 + 3045791327014 i + 19287615082673 j + 20888359111486 k]
BICP | Distance=486 | [2 + 486 i + 14 j + 451 k] ^ 9 = [2043102918007954529048402 + 22397419979277037794078486 i + 4286967179580332454726014 j + 10361799979242218922762451 k]
BICP | Distance=486 | [2 + 14 i + 486 j + 451 k] ^ 9 = [2043102918007954529048402 + 4286967179580332454726014 i + 22397419979277037794078486 j + 10361799979242218922762451 k]
BICP | Distance=486 | [2 + 486 i + 15 j + 2 k] ^ 5 = [492063304202 + 27363280179486 i + 4200472323015 j + 492063304202 k]
BICP | Distance=486 | [2 + 15 i + 486 j + 2 k] ^ 5 = [492063304202 + 4200472323015 i + 27363280179486 j + 492063304202 k]
BICP | Distance=486 | [2 + 486 i + 15 j + 2 k] ^ 9 = [43565965972009653968402 + 1563173299244138613318486 i + 425390517201246895686015 j + 43565965972009653968402 k]
BICP | Distance=486 | [2 + 15 i + 486 j + 2 k] ^ 9 = [43565965972009653968402 + 425390517201246895686015 i + 1563173299244138613318486 j + 43565965972009653968402 k]
BICP | Distance=486 | [2 + 486 i + 15 j + 4 k] ^ 9 = [29576553719090628608402 + 1560753246330698076846486 i + 426669788930905681780815 j + 101011333920305132119684 k]
BICP | Distance=486 | [2 + 15 i + 486 j + 4 k] ^ 9 = [29576553719090628608402 + 426669788930905681780815 i + 1560753246330698076846486 j + 101011333920305132119684 k]
BICP | Distance=486 | [2 + 486 i + 15 j + 452 k] ^ 9 = [2122530319268890667648402 + 22521846417078441151278486 i + 4662867260848531872936015 j + 10627462486984977254352452 k]
BICP | Distance=486 | [2 + 15 i + 486 j + 452 k] ^ 9 = [2122530319268890667648402 + 4662867260848531872936015 i + 22521846417078441151278486 j + 10627462486984977254352452 k]
BICP | Distance=486 | [2 + 486 i + 18 j + 3 k] ^ 5 = [438197968202 + 27471961971486 i + 5046918431418 j + 760816069323 k]
BICP | Distance=486 | [2 + 18 i + 486 j + 3 k] ^ 5 = [438197968202 + 5046918431418 i + 27471961971486 j + 760816069323 k]
BICP | Distance=486 | [2 + 486 i + 18 j + 423 k] ^ 9 = [3010120683289196173688402 + 18923317092070823131758486 i + 3787132690241405217622818 j + 2555568074222834378670423 k]
BICP | Distance=486 | [2 + 18 i + 486 j + 423 k] ^ 9 = [3010120683289196173688402 + 3787132690241405217622818 i + 18923317092070823131758486 j + 2555568074222834378670423 k]
BICP | Distance=486 | [486 + 2 i + 20 j + 9 k] ^ 5 = [26747510247486 + 140676160202 i + 5529740748020 j + 2578217532489 k]
BICP | Distance=486 | [486 + 2 i + 23 j + 0 k] ^ 5 = [26502109011486 + 550372588202 i + 6386300354423 j + 105369640560 k]
BICP | Distance=486 | [2 + 486 i + 23 j + 4 k] ^ 5 = [353475048202 + 27700659823486 i + 6459654289623 j + 1024683967364 k]
BICP | Distance=486 | [2 + 23 i + 486 j + 4 k] ^ 5 = [353475048202 + 6459654289623 i + 27700659823486 j + 1024683967364 k]
BICP | Distance=486 | [2 + 23 i + 4 j + 486 k] ^ 5 = [760923337002 + 6366755248423 i + 995393419364 j + 26495592715486 k]
BICP | Distance=486 | [486 + 2 i + 23 j + 8 k] ^ 5 = [26580299771486 + 129698868202 i + 6360227554423 j + 2308001641368 k]
BICP | Distance=486 | [2 + 23 i + 8 j + 486 k] ^ 5 = [970898084682 + 6340703788423 i + 2095298033848 j + 26443474919486 k]
BICP | Distance=486 | [2 + 23 i + 8 j + 486 k] ^ 9 = [135510796209994622178962 + 619288860572957810344823 i + 188909792966594739840488 j + 1380841792324374505422486 k]
BICP | Distance=486 | [486 + 2 i + 23 j + 10 k] ^ 5 = [26622662479486 + 24732804202 i + 6356959933423 j + 2859534914610 k]
BICP | Distance=486 | [2 + 23 i + 14 j + 486 k] ^ 5 = [1284663332202 + 6291888829423 i + 3741559427014 j + 26296950707486 k]
BICP | Distance=486 | [2 + 23 i + 48 j + 486 k] ^ 5 = [3022203708682 + 5796220492423 i + 12848090850048 j + 23928141807486 k]
BICP | Distance=486 | [2 + 23 i + 64 j + 486 k] ^ 5 = [3806112728202 + 5435673004423 i + 16897733405264 j + 21922951807486 k]
BICP | Distance=486 | [2 + 23 i + 98 j + 486 k] ^ 5 = [5368581188682 + 4405469077423 i + 24670383900298 j + 15847300727486 k]
BICP | Distance=486 | [486 + 2 i + 24 j + 1 k] ^ 5 = [26450105211486 + 494758308202 i + 6656914508424 j + 384767426561 k]
BICP | Distance=486 | [486 + 2 i + 26 j + 9 k] ^ 5 = [26432625447486 + 13593340202 i + 7184199121826 j + 2588019477489 k]
BICP | Distance=486 | [486 + 2 i + 27 j + 0 k] ^ 5 = [26273149551486 + 547540768202 i + 7484213710827 j + 123589819440 k]
BICP | Distance=486 | [486 + 2 i + 27 j + 2 k] ^ 5 = [26279227467486 + 424009560202 i + 7475879917827 j + 671118048682 k]
BICP | Distance=486 | [2 + 27 i + 2 j + 486 k] ^ 5 = [671118048682 + 7475879917827 i + 424009560202 j + 26279227467486 k]
BICP | Distance=486 | [486 + 2 i + 27 j + 4 k] ^ 9 = [1350352901077306134390486 + 2580219507273838117202 i + 732225349194255566632827 j + 126848401257569525765764 k]
BICP | Distance=486 | [2 + 486 i + 27 j + 6 k] ^ 5 = [194695336202 + 27909614907486 i + 7598099111427 j + 1579685360286 k]
BICP | Distance=486 | [2 + 27 i + 486 j + 6 k] ^ 5 = [194695336202 + 7598099111427 i + 27909614907486 j + 1579685360286 k]
BICP | Distance=486 | [2 + 27 i + 6 j + 486 k] ^ 5 = [917807809802 + 7451571277827 i + 1518802412286 j + 26245893375486 k]
BICP | Distance=486 | [2 + 27 i + 36 j + 486 k] ^ 5 = [2741808736202 + 7075406548827 i + 9625735951236 j + 24839805303486 k]
BICP | Distance=486 | [2 + 27 i + 52 j + 486 k] ^ 5 = [3686101668682 + 6736101652827 i + 13787972010452 j + 23264243847486 k]
BICP | Distance=486 | [2 + 27 i + 86 j + 486 k] ^ 5 = [5591430840202 + 5700698173827 i + 21942521929486 j + 18068448303486 k]
BICP | Distance=486 | [486 + 2 i + 30 j + 1 k] ^ 5 = [26079527331486 + 476525208202 i + 8299357918230 j + 409767671561 k]
BICP | Distance=486 | [2 + 486 i + 32 j + 7 k] ^ 5 = [55329948202 + 28235981731486 i + 9024116258832 j + 1854938770727 k]
BICP | Distance=486 | [2 + 32 i + 486 j + 7 k] ^ 5 = [55329948202 + 9024116258832 i + 28235981731486 j + 1854938770727 k]
BICP | Distance=486 | [2 + 486 i + 36 j + 3 k] ^ 9 = [12984164269587194773202 + 1815283035273705292998486 i + 1061963964734320898467236 j + 62596726594804213429923 k]
BICP | Distance=486 | [2 + 36 i + 486 j + 3 k] ^ 9 = [12984164269587194773202 + 1061963964734320898467236 i + 1815283035273705292998486 j + 62596726594804213429923 k]
BICP | Distance=486 | [2 + 486 i + 36 j + 5 k] ^ 5 = [160442404202 + 28576288179486 i + 10168121527236 j + 1274081787605 k]
BICP | Distance=486 | [2 + 36 i + 486 j + 5 k] ^ 5 = [160442404202 + 10168121527236 i + 28576288179486 j + 1274081787605 k]
BICP | Distance=486 | [2 + 36 i + 27 j + 486 k] ^ 5 = [2741808736202 + 9625735951236 i + 7075406548827 j + 24839805303486 k]
BICP | Distance=486 | [2 + 36 i + 77 j + 486 k] ^ 5 = [6626023536202 + 8090579851236 i + 19552640252077 j + 19103040999486 k]
BICP | Distance=486 | [2 + 36 i + 77 j + 486 k] ^ 9 = [1028579425196893406586002 + 260220091271947764537636 i + 1369676796367811218152077 j + 151940366110485722574486 k]
BICP | Distance=486 | [2 + 486 i + 39 j + 0 k] ^ 5 = [579444868202 + 28860151851486 i + 11017858893639 j + -180224488080 k]
BICP | Distance=486 | [2 + 39 i + 486 j + 0 k] ^ 5 = [579444868202 + 11017858893639 i + 28860151851486 j + -180224488080 k]
BICP | Distance=486 | [2 + 486 i + 39 j + 6 k] ^ 5 = [38358028202 + 28824680151486 i + 11035966848639 j + 1557564441726 k]
BICP | Distance=486 | [2 + 39 i + 486 j + 6 k] ^ 5 = [38358028202 + 11035966848639 i + 28824680151486 j + 1557564441726 k]
BICP | Distance=486 | [2 + 39 i + 48 j + 486 k] ^ 5 = [4732387480202 + 9891538503639 i + 12441867906048 j + 22849226559486 k]
BICP | Distance=486 | [2 + 39 i + 48 j + 486 k] ^ 9 = [800303016201155142205202 + 710640526938819648453639 i + 970335425226236854740048 j + 750062776950707772222486 k]
BICP | Distance=486 | [2 + 39 i + 98 j + 486 k] ^ 5 = [8763862080202 + 7686431328639 i + 23928255084298 j + 14896017063486 k]
BICP | Distance=486 | [486 + 2 i + 45 j + 4 k] ^ 5 = [24817184811486 + 119722188202 i + 12323295039645 j + 1263386140964 k]
BICP | Distance=486 | [486 + 2 i + 48 j + 3 k] ^ 5 = [24490983951486 + 198024688202 i + 13116615942048 j + 1006179993843 k]
BICP | Distance=486 | [2 + 48 i + 3 j + 486 k] ^ 5 = [852557416682 + 13113226362048 i + 569723488323 j + 24479840691486 k]
BICP | Distance=486 | [2 + 48 i + 9 j + 486 k] ^ 5 = [1506001038602 + 13062087822048 i + 2144312113689 j + 24407756271486 k]
BICP | Distance=486 | [2 + 48 i + 23 j + 486 k] ^ 5 = [3022203708682 + 12848090850048 i + 5796220492423 j + 23928141807486 k]
BICP | Distance=486 | [2 + 48 i + 39 j + 486 k] ^ 5 = [4732387480202 + 12441867906048 i + 9891538503639 j + 22849226559486 k]
BICP | Distance=486 | [2 + 48 i + 39 j + 486 k] ^ 9 = [800303016201155142205202 + 970335425226236854740048 i + 710640526938819648453639 j + 750062776950707772222486 k]
BICP | Distance=486 | [2 + 48 i + 73 j + 486 k] ^ 5 = [8235812988682 + 11011991310048 i + 18063861667673 j + 18714532527486 k]
BICP | Distance=486 | [2 + 48 i + 89 j + 486 k] ^ 5 = [9798454776202 + 10076313006048 i + 21538373406889 j + 15930609759486 k]
BICP | Distance=486 | [2 + 48 i + 139 j + 486 k] ^ 5 = [14173997772202 + 6101631306048 i + 30117504460139 j + 4045352859486 k]
BICP | Distance=486 | [486 + 2 i + 51 j + 4 k] ^ 5 = [24163034931486 + 58099188202 i + 13899668864451 j + 1273861240964 k]
BICP | Distance=486 | [2 + 486 i + 52 j + 1 k] ^ 5 = [475502568202 + 30230501183486 i + 14840413685652 j + 56616316961 k]
BICP | Distance=486 | [2 + 52 i + 486 j + 1 k] ^ 5 = [475502568202 + 14840413685652 i + 30230501183486 j + 56616316961 k]
BICP | Distance=486 | [2 + 52 i + 1 j + 486 k] ^ 5 = [637664607402 + 14169960006452 i + 23811370961 j + 24031840859486 k]
BICP | Distance=486 | [2 + 52 i + 7 j + 486 k] ^ 5 = [1344952880682 + 14125743930452 i + 1582241056727 j + 23987445227486 k]
BICP | Distance=486 | [2 + 52 i + 11 j + 486 k] ^ 5 = [1815533984202 + 14081601450452 i + 2619541049611 j + 23913530551486 k]
BICP | Distance=486 | [2 + 52 i + 27 j + 486 k] ^ 5 = [3686101668682 + 13787972010452 i + 6736101652827 j + 23264243847486 k]
BICP | Distance=486 | [2 + 52 i + 61 j + 486 k] ^ 5 = [7552298288202 + 12546445350452 i + 15096774752861 j + 20029315751486 k]
BICP | Distance=486 | [2 + 52 i + 77 j + 486 k] ^ 5 = [9293909588682 + 11675021670452 i + 18726892028077 j + 17656435927486 k]
BICP | Distance=486 | [2 + 52 i + 111 j + 486 k] ^ 5 = [12757778292202 + 9226021050452 i + 25467844806111 j + 10902100851486 k]
BICP | Distance=486 | [2 + 55 i + 4 j + 486 k] ^ 9 = [128944424454234608231762 + 1355219404463075711306455 i + 26963418272900835589444 j + 846899907634109564598486 k]
BICP | Distance=486 | [2 + 486 i + 57 j + 2 k] ^ 5 = [338652004202 + 30862138479486 i + 16344073031457 j + 338652004202 k]
BICP | Distance=486 | [2 + 57 i + 486 j + 2 k] ^ 5 = [338652004202 + 16344073031457 i + 30862138479486 j + 338652004202 k]
BICP | Distance=486 | [2 + 486 i + 57 j + 2 k] ^ 9 = [20633758973395109288402 + 2297273346511355151198486 i + 1806642685193778172942857 j + 20633758973395109288402 k]
BICP | Distance=486 | [2 + 57 i + 486 j + 2 k] ^ 9 = [20633758973395109288402 + 1806642685193778172942857 i + 2297273346511355151198486 j + 20633758973395109288402 k]
BICP | Distance=486 | [2 + 486 i + 57 j + 452 k] ^ 9 = [7428684336109756395488402 + 25204586153031784889838486 i + 17879532112077166341772857 j + 5054480416766096907672452 k]
BICP | Distance=486 | [2 + 57 i + 486 j + 452 k] ^ 9 = [7428684336109756395488402 + 17879532112077166341772857 i + 25204586153031784889838486 j + 5054480416766096907672452 k]
BICP | Distance=486 | [2 + 486 i + 60 j + 3 k] ^ 5 = [189374428202 + 31266736731486 i + 17256375160860 j + 633737194323 k]
BICP | Distance=486 | [2 + 60 i + 486 j + 3 k] ^ 5 = [189374428202 + 17256375160860 i + 31266736731486 j + 633737194323 k]
BICP | Distance=486 | [2 + 486 i + 61 j + 0 k] ^ 5 = [610737888202 + 31413454911486 i + 17550734486861 j + -284498431920 k]
BICP | Distance=486 | [2 + 61 i + 486 j + 0 k] ^ 5 = [610737888202 + 17550734486861 i + 31413454911486 j + -284498431920 k]
BICP | Distance=486 | [486 + 2 i + 61 j + 2 k] ^ 5 = [22878937855486 + 229659372202 i + 16471483127861 j + 780941288202 k]
BICP | Distance=486 | [2 + 61 i + 2 j + 486 k] ^ 5 = [780941288202 + 16471483127861 i + 229659372202 j + 22878937855486 k]
BICP | Distance=486 | [2 + 486 i + 61 j + 4 k] ^ 5 = [41567628202 + 31401173771486 i + 17563015626861 j + 936803948324 k]
BICP | Distance=486 | [2 + 61 i + 486 j + 4 k] ^ 5 = [41567628202 + 17563015626861 i + 31401173771486 j + 936803948324 k]
BICP | Distance=486 | [2 + 61 i + 52 j + 486 k] ^ 5 = [7552298288202 + 15096774752861 i + 12546445350452 j + 20029315751486 k]
BICP | Distance=486 | [2 + 486 i + 61 j + 480 k] ^ 9 = [4062315964406387279648402 + 29750060465391761714718486 i + 25662207744295892042349661 j + 14171834987685598975764480 k]
BICP | Distance=486 | [2 + 61 i + 486 j + 480 k] ^ 9 = [4062315964406387279648402 + 25662207744295892042349661 i + 29750060465391761714718486 j + 14171834987685598975764480 k]
BICP | Distance=486 | [2 + 486 i + 64 j + 1 k] ^ 5 = [466594404202 + 31851640379486 i + 18475133373264 j + 9066179201 k]
BICP | Distance=486 | [2 + 64 i + 486 j + 1 k] ^ 5 = [466594404202 + 18475133373264 i + 31851640379486 j + 9066179201 k]
BICP | Distance=486 | [486 + 2 i + 64 j + 3 k] ^ 5 = [22463005503486 + 66963808202 i + 17223431962864 j + 1038785883123 k]
BICP | Distance=486 | [2 + 64 i + 23 j + 486 k] ^ 5 = [3806112728202 + 16897733405264 i + 5435673004423 j + 21922951807486 k]
BICP | Distance=486 | [2 + 64 i + 73 j + 486 k] ^ 5 = [10724729528202 + 14532178505264 i + 17082507907673 j + 16856884511486 k]
BICP | Distance=486 | [2 + 486 i + 64 j + 451 k] ^ 9 = [8743728432100143903248402 + 25761676346315369767758486 i + 19749619729311085805426464 j + 3189947942184512907852451 k]
BICP | Distance=486 | [2 + 64 i + 486 j + 451 k] ^ 9 = [8743728432100143903248402 + 19749619729311085805426464 i + 25761676346315369767758486 j + 3189947942184512907852451 k]
BICP | Distance=486 | [2 + 486 i + 65 j + 2 k] ^ 5 = [314087004202 + 32000573879486 i + 18787061648265 j + 314087004202 k]
BICP | Distance=486 | [2 + 65 i + 486 j + 2 k] ^ 5 = [314087004202 + 18787061648265 i + 32000573879486 j + 314087004202 k]
BICP | Distance=486 | [2 + 486 i + 65 j + 2 k] ^ 9 = [17748565390162163288402 + 2547698496679302574638486 i + 2133579039617749324256465 j + 17748565390162163288402 k]
BICP | Distance=486 | [2 + 65 i + 486 j + 2 k] ^ 9 = [17748565390162163288402 + 2133579039617749324256465 i + 2547698496679302574638486 j + 17748565390162163288402 k]
BICP | Distance=486 | [2 + 486 i + 65 j + 452 k] ^ 9 = [8816980706638835943728402 + 26054784266749196989278486 i + 20284810357040643273326465 j + 3246740409171619110552452 k]
BICP | Distance=486 | [2 + 65 i + 486 j + 452 k] ^ 9 = [8816980706638835943728402 + 20284810357040643273326465 i + 26054784266749196989278486 j + 3246740409171619110552452 k]
BICP | Distance=486 | [2 + 486 i + 68 j + 3 k] ^ 5 = [146004708202 + 32463161091486 i + 19720515401668 j + 616988794323 k]
BICP | Distance=486 | [2 + 68 i + 486 j + 3 k] ^ 5 = [146004708202 + 19720515401668 i + 32463161091486 j + 616988794323 k]
BICP | Distance=486 | [486 + 2 i + 73 j + 0 k] ^ 5 = [21060736371486 + 482629708202 i + 19443997869673 j + 327622300560 k]
BICP | Distance=486 | [2 + 73 i + 4 j + 486 k] ^ 5 = [1137689617002 + 19422768271673 i + 637693879364 j + 21060388259486 k]
BICP | Distance=486 | [2 + 73 i + 8 j + 486 k] ^ 5 = [1791996884682 + 19381012003673 i + 1602271133848 j + 21017237239486 k]
BICP | Distance=486 | [2 + 73 i + 8 j + 486 k] ^ 9 = [249653256760892721858962 + 1611786898798794515959273 i + 33551001941483859000488 j + 378959177071995280494486 k]
BICP | Distance=486 | [2 + 73 i + 14 j + 486 k] ^ 5 = [2771520032202 + 19287615082673 i + 3045791327014 j + 20888359111486 k]
BICP | Distance=486 | [2 + 73 i + 48 j + 486 k] ^ 5 = [8235812988682 + 18063861667673 i + 11011991310048 j + 18714532527486 k]
BICP | Distance=486 | [2 + 73 i + 64 j + 486 k] ^ 5 = [10724729528202 + 17082507907673 i + 14532178505264 j + 16856884511486 k]
BICP | Distance=486 | [2 + 73 i + 98 j + 486 k] ^ 5 = [15737326568682 + 14149959202673 i + 21201829560298 j + 11213018947486 k]
BICP | Distance=486 | [486 + 2 i + 74 j + 1 k] ^ 5 = [20899010671486 + 314631828202 i + 19681026638674 j + 572168151561 k]
BICP | Distance=486 | [486 + 2 i + 77 j + 0 k] ^ 5 = [20388437991486 + 474194248202 i + 20400821826077 j + 344676079440 k]
BICP | Distance=486 | [486 + 2 i + 77 j + 2 k] ^ 5 = [20397012047486 + 129579420202 i + 20394494243077 j + 818869868682 k]
BICP | Distance=486 | [2 + 77 i + 2 j + 486 k] ^ 5 = [818869868682 + 20394494243077 i + 129579420202 j + 20397012047486 k]
BICP | Distance=486 | [2 + 77 i + 6 j + 486 k] ^ 5 = [1507672149802 + 20360201171077 i + 1077780032286 j + 20371702491486 k]
BICP | Distance=486 | [2 + 77 i + 36 j + 486 k] ^ 5 = [6626023536202 + 19552640252077 i + 8090579851236 j + 19103040999486 k]
BICP | Distance=486 | [2 + 77 i + 36 j + 486 k] ^ 9 = [1028579425196893406586002 + 1369676796367811218152077 i + 260220091271947764537636 j + 151940366110485722574486 k]
BICP | Distance=486 | [2 + 77 i + 52 j + 486 k] ^ 5 = [9293909588682 + 18726892028077 i + 11675021670452 j + 17656435927486 k]
BICP | Distance=486 | [2 + 77 i + 86 j + 486 k] ^ 5 = [14718645740202 + 16071768227077 i + 18622097629486 j + 12862968299486 k]
BICP | Distance=486 | [486 + 2 i + 80 j + 1 k] ^ 5 = [19865211091486 + 288910428202 i + 21103469848480 j + 591149826561 k]
BICP | Distance=486 | [2 + 86 i + 27 j + 486 k] ^ 5 = [5591430840202 + 21942521929486 i + 5700698173827 j + 18068448303486 k]
BICP | Distance=486 | [2 + 86 i + 77 j + 486 k] ^ 5 = [14718645740202 + 18622097629486 i + 16071768227077 j + 12862968299486 k]
BICP | Distance=486 | [2 + 486 i + 89 j + 0 k] ^ 5 = [670747908202 + 36353260971486 i + 26494046808889 j + -422354548080 k]
BICP | Distance=486 | [2 + 89 i + 486 j + 0 k] ^ 5 = [670747908202 + 26494046808889 i + 36353260971486 j + -422354548080 k]
BICP | Distance=486 | [2 + 89 i + 48 j + 486 k] ^ 5 = [9798454776202 + 21538373406889 i + 10076313006048 j + 15930609759486 k]
BICP | Distance=486 | [2 + 89 i + 98 j + 486 k] ^ 5 = [18855129476202 + 16834403181889 i + 19384732584298 j + 8726484563486 k]
BICP | Distance=486 | [2 + 98 i + 3 j + 486 k] ^ 5 = [1070134056682 + 25106851632298 i + 202432693323 j + 16315999011486 k]
BICP | Distance=486 | [2 + 98 i + 9 j + 486 k] ^ 5 = [2363609978602 + 25033357560298 i + 1469523568689 j + 16259880195486 k]
BICP | Distance=486 | [2 + 98 i + 23 j + 486 k] ^ 5 = [5368581188682 + 24670383900298 i + 4405469077423 j + 15847300727486 k]
BICP | Distance=486 | [2 + 98 i + 39 j + 486 k] ^ 5 = [8763862080202 + 23928255084298 i + 7686431328639 j + 14896017063486 k]
BICP | Distance=486 | [2 + 98 i + 73 j + 486 k] ^ 5 = [15737326568682 + 21201829560298 i + 14149959202673 j + 11213018947486 k]
BICP | Distance=486 | [2 + 98 i + 89 j + 486 k] ^ 5 = [18855129476202 + 19384732584298 i + 16834403181889 j + 8726484563486 k]
BICP | Distance=486 | [2 + 486 i + 111 j + 0 k] ^ 5 = [733993948202 + 41620247091486 i + 34206584952111 j + -536251291920 k]
BICP | Distance=486 | [2 + 111 i + 486 j + 0 k] ^ 5 = [733993948202 + 34206584952111 i + 41620247091486 j + -536251291920 k]
BICP | Distance=486 | [2 + 111 i + 52 j + 486 k] ^ 5 = [12757778292202 + 25467844806111 i + 9226021050452 j + 10902100851486 k]
BICP | Distance=486 | [2 + 486 i + 139 j + 0 k] ^ 5 = [835410648202 + 50193457191486 i + 45164208874139 j + -690437008080 k]
BICP | Distance=486 | [2 + 139 i + 486 j + 0 k] ^ 5 = [835410648202 + 45164208874139 i + 50193457191486 j + -690437008080 k]
BICP | Distance=486 | [2 + 139 i + 48 j + 486 k] ^ 5 = [14173997772202 + 30117504460139 i + 6101631306048 j + 4045352859486 k]
BICP | Distance=486 | [2 + 486 i + 207 j + 2 k] ^ 5 = [60567304202 + 80759972979486 i + 79072924707207 j + 60567304202 k]
BICP | Distance=486 | [2 + 207 i + 486 j + 2 k] ^ 5 = [60567304202 + 79072924707207 i + 80759972979486 j + 60567304202 k]
BICP | Distance=486 | [2 + 486 i + 207 j + 2 k] ^ 9 = [659587505539788368402 + 18436941750782182003398486 i + 18426774241894401763974207 j + 659587505539788368402 k]
BICP | Distance=486 | [2 + 207 i + 486 j + 2 k] ^ 9 = [659587505539788368402 + 18426774241894401763974207 i + 18436941750782182003398486 j + 659587505539788368402 k]
BICP | Distance=486 | [2 + 486 i + 265 j + 2 k] ^ 5 = [23838804202 + 119708199679486 i + 119182743449265 j + 23838804202 k]
BICP | Distance=486 | [2 + 265 i + 486 j + 2 k] ^ 5 = [23838804202 + 119182743449265 i + 119708199679486 j + 23838804202 k]
BICP | Distance=486 | [2 + 486 i + 265 j + 2 k] ^ 9 = [102113095532885768402 + 37995882832919246923518486 i + 37994640081786671346738265 j + 102113095532885768402 k]
BICP | Distance=486 | [2 + 265 i + 486 j + 2 k] ^ 9 = [102113095532885768402 + 37994640081786671346738265 i + 37995882832919246923518486 j + 102113095532885768402 k]
BICP | Distance=486 | [2 + 486 i + 361 j + 0 k] ^ 5 = [2574569748202 + 217968214491486 i + 217937775028361 j + -2572129591920 k]
BICP | Distance=486 | [2 + 361 i + 486 j + 0 k] ^ 5 = [2574569748202 + 217937775028361 i + 217968214491486 j + -2572129591920 k]
BICP | Distance=486 | [2 + 486 i + 389 j + 0 k] ^ 5 = [2931319848202 + 256445344791486 i + 256436793950389 j + -2930435308080 k]
BICP | Distance=486 | [2 + 389 i + 486 j + 0 k] ^ 5 = [2931319848202 + 256436793950389 i + 256445344791486 j + -2930435308080 k]
BICP | Distance=486 | [486 + 2 i + 423 j + 10 k] ^ 9 = [18865185949086237554238486 + 1863255466012391949128402 i + 2926330733811543290910423 j + 1987164900317064245989210 k]
BICP | Distance=486 | [486 + 2 i + 423 j + 18 k] ^ 9 = [18923317092070823131758486 + 3010120683289196173688402 i + 2555568074222834378670423 j + 3787132690241405217622818 k]
BICP | Distance=486 | [486 + 2 i + 424 j + 11 k] ^ 9 = [19010746276598654885598486 + 2000642338060134114368402 i + 3118461201829226749140424 j + 2249992790898668199559211 k]
BICP | Distance=486 | [486 + 2 i + 451 j + 14 k] ^ 9 = [22397419979277037794078486 + 2043102918007954529048402 i + 10361799979242218922762451 j + 4286967179580332454726014 k]
BICP | Distance=486 | [486 + 2 i + 451 j + 64 k] ^ 9 = [25761676346315369767758486 + 8743728432100143903248402 i + 3189947942184512907852451 j + 19749619729311085805426464 k]
BICP | Distance=486 | [486 + 2 i + 452 j + 7 k] ^ 9 = [22396723352690325368478486 + 1328787571203993203408402 i + 10970488929875753908752452 j + 2076996684320596276742407 k]
BICP | Distance=486 | [486 + 2 i + 452 j + 15 k] ^ 9 = [22521846417078441151278486 + 2122530319268890667648402 i + 10627462486984977254352452 j + 4662867260848531872936015 k]
BICP | Distance=486 | [486 + 2 i + 452 j + 57 k] ^ 9 = [25204586153031784889838486 + 7428684336109756395488402 i + 5054480416766096907672452 j + 17879532112077166341772857 k]
BICP | Distance=486 | [486 + 2 i + 452 j + 65 k] ^ 9 = [26054784266749196989278486 + 8816980706638835943728402 i + 3246740409171619110552452 j + 20284810357040643273326465 k]
BICP | Distance=486 | [2 + 486 i + 457 j + 2 k] ^ 5 = [6804202 + 372845132479486 i + 372845115833457 j + 6804202 k]
BICP | Distance=486 | [2 + 457 i + 486 j + 2 k] ^ 5 = [6804202 + 372845115833457 i + 372845132479486 j + 6804202 k]
BICP | Distance=486 | [2 + 486 i + 457 j + 2 k] ^ 9 = [7450930568402 + 294832421224296668777598486 i + 294832421224291444327026457 j + 7450930568402 k]
BICP | Distance=486 | [2 + 457 i + 486 j + 2 k] ^ 9 = [7450930568402 + 294832421224291444327026457 i + 294832421224296668777598486 j + 7450930568402 k]
BICP | Distance=486 | [486 + 2 i + 480 j + 11 k] ^ 9 = [24253397454837104070318486 + 1095176847846591794768402 i + 21289297146701446457484480 j + 4637771780256311602759211 k]
BICP | Distance=486 | [486 + 2 i + 480 j + 61 k] ^ 9 = [29750060465391761714718486 + 4062315964406387279648402 i + 14171834987685598975764480 j + 25662207744295892042349661 k]
BICP | Distance=486 | [3 + 486 i + 0 j + 2 k] ^ 5 = [836679454323 + 27098313399486 i + 13774192560 j + 557739064202 k]
BICP | Distance=486 | [3 + 0 i + 486 j + 2 k] ^ 5 = [836679454323 + 13774192560 i + 27098313399486 j + 557739064202 k]
BICP | Distance=486 | [3 + 486 i + 0 j + 2 k] ^ 9 = [83964061783808007318243 + 1509612085292862381390486 i + 2765478517606312477920 j + 55953907429837635344402 k]
BICP | Distance=486 | [3 + 0 i + 486 j + 2 k] ^ 9 = [83964061783808007318243 + 2765478517606312477920 i + 1509612085292862381390486 j + 55953907429837635344402 k]
BICP | Distance=486 | [486 + 3 i + 0 j + 4 k] ^ 5 = [27121269609486 + 837104605323 i + -27550717920 j + 1115667078964 k]
BICP | Distance=486 | [486 + 3 i + 0 j + 4 k] ^ 9 = [1514220122786349196674486 + 84163285861352276781843 i + -5534236402246421864640 j + 111996320655103847495524 k]
BICP | Distance=486 | [486 + 3 i + 0 j + 6 k] ^ 5 = [27144227763486 + 837529768323 i + -41329576080 j + 1673784049086 k]
BICP | Distance=486 | [3 + 486 i + 0 j + 8 k] ^ 5 = [835404073323 + 27029456433486 i + 55082773440 j + 2229822591848 k]
BICP | Distance=486 | [3 + 0 i + 486 j + 8 k] ^ 5 = [835404073323 + 55082773440 i + 27029456433486 j + 2229822591848 k]
BICP | Distance=486 | [486 + 3 i + 0 j + 8 k] ^ 9 = [1525290561611375616018486 + 84641767822862319679443 i + -11084218298403769952640 j + 224417652653754212702408 k]
BICP | Distance=486 | [486 + 3 i + 0 j + 14 k] ^ 5 = [27327962979486 + 840931504323 i + -96500995920 j + 3910787223014 k]
BICP | Distance=486 | [486 + 3 i + 0 j + 14 k] ^ 9 = [1555815471203459181798486 + 85960099460059539498243 i + -19473214953545777521440 j + 394778597726386347726014 k]
BICP | Distance=486 | [486 + 3 i + 0 j + 36 k] ^ 5 = [28594510569486 + 864339229323 i + -249300154080 j + 10149899137236 k]
BICP | Distance=486 | [486 + 3 i + 0 j + 36 k] ^ 9 = [1814838022617990167682486 + 97089454931172633108243 i + -51707448061409213818560 j + 1059367880744165896610436 k]
BICP | Distance=486 | [3 + 486 i + 0 j + 44 k] ^ 9 = [65115333774295019575443 + 1077284506192168843170486 i + 57384637877319142547520 j + 1138103145341503609831244 k]
BICP | Distance=486 | [3 + 0 i + 486 j + 44 k] ^ 9 = [65115333774295019575443 + 57384637877319142547520 i + 1077284506192168843170486 j + 1138103145341503609831244 k]
BICP | Distance=486 | [3 + 486 i + 0 j + 48 k] ^ 5 = [787867129323 + 24471315729486 i + 327361357440 j + 13125241896048 k]
BICP | Distance=486 | [3 + 0 i + 486 j + 48 k] ^ 5 = [787867129323 + 327361357440 i + 24471315729486 j + 13125241896048 k]
BICP | Distance=486 | [3 + 486 i + 0 j + 48 k] ^ 9 = [61613696680744832748243 + 997792240236106927698486 i + 61890349293619873102080 j + 1222550794112775321552048 k]
BICP | Distance=486 | [3 + 0 i + 486 j + 48 k] ^ 9 = [61613696680744832748243 + 61890349293619873102080 i + 997792240236106927698486 j + 1222550794112775321552048 k]
BICP | Distance=486 | [3 + 486 i + 0 j + 52 k] ^ 5 = [779394229323 + 24017070969486 i + 354034942560 j + 14169989324452 k]
BICP | Distance=486 | [3 + 0 i + 486 j + 52 k] ^ 5 = [779394229323 + 354034942560 i + 24017070969486 j + 14169989324452 k]
BICP | Distance=486 | [3 + 486 i + 0 j + 52 k] ^ 9 = [57839577575530527108243 + 912416157339338626722486 i + 66213324021644831977920 j + 1302148997309557057720852 k]
BICP | Distance=486 | [3 + 0 i + 486 j + 52 k] ^ 9 = [57839577575530527108243 + 66213324021644831977920 i + 912416157339338626722486 j + 1302148997309557057720852 k]
BICP | Distance=486 | [486 + 3 i + 0 j + 64 k] ^ 5 = [31844985489486 + 924086329323 i + -448425745920 j + 18468478483264 k]
BICP | Distance=486 | [486 + 3 i + 0 j + 64 k] ^ 9 = [2512049094511981736274486 + 126580947740235106668243 i + -99437907673229439421440 j + 2088385312954863281702464 k]
BICP | Distance=486 | [486 + 3 i + 0 j + 86 k] ^ 5 = [35724818259486 + 994804504323 i + -610847704080 j + 25490578097486 k]
BICP | Distance=486 | [486 + 3 i + 0 j + 86 k] ^ 9 = [3404997731804296969926486 + 163507161415635645498243 i + -145821730359827442598560 j + 3143384468898776050306886 k]
BICP | Distance=486 | [3 + 486 i + 0 j + 98 k] ^ 5 = [633992254323 + 16303747959486 i + 647501707440 j + 25116206056298 k]
BICP | Distance=486 | [3 + 0 i + 486 j + 98 k] ^ 5 = [633992254323 + 647501707440 i + 16303747959486 j + 25116206056298 k]
BICP | Distance=486 | [486 + 3 i + 0 j + 236 k] ^ 5 = [98567701929486 + 2067245629323 i + -2008668754080 j + 97592545578236 k]
BICP | Distance=486 | [486 + 3 i + 0 j + 236 k] ^ 9 = [26641931940716376034818486 + 996898612762807275348243 i + -996487179049460633578560 j + 26638137008875535957556236 k]
BICP | Distance=486 | [486 + 3 i + 0 j + 264 k] ^ 5 = [118902476529486 + 2391181129323 i + -2354760745920 j + 118364242524264 k]
BICP | Distance=486 | [486 + 3 i + 0 j + 264 k] ^ 9 = [37521370516031150837778486 + 1351402039349763323148243 i + -1351243021119168952621440 j + 37520069405874655894008264 k]
BICP | Distance=486 | [3 + 486 i + 0 j + 452 k] ^ 9 = [974229571228030833348243 + 22390128378245542928418486 i + -290363545515351950902080 j + 11094515169777949314012452 k]
BICP | Distance=486 | [3 + 0 i + 486 j + 452 k] ^ 9 = [974229571228030833348243 + -290363545515351950902080 i + 22390128378245542928418486 j + 11094515169777949314012452 k]
BICP | Distance=486 | [486 + 3 i + 0 j + 486 k] ^ 5 = [433770443379486 + 6694498504323 i + -6694498504080 j + 433770443379486 k]
BICP | Distance=486 | [486 + 3 i + 0 j + 486 k] ^ 9 = [387094885373231535896838486 + 10755367984941838780698243 i + -10755367984941838780678560 j + 387094885373231535896838486 k]
BICP | Distance=486 | [3 + 486 i + 1 j + 5 k] ^ 9 = [81462941604393155847243 + 1505105987034324967425486 i + 34809544655391280400521 j + 138405349480426860524285 k]
BICP | Distance=486 | [3 + 1 i + 486 j + 5 k] ^ 9 = [81462941604393155847243 + 34809544655391280400521 i + 1505105987034324967425486 j + 138405349480426860524285 k]
BICP | Distance=486 | [3 + 1 i + 423 j + 486 k] ^ 9 = [541374046941896516316123 + 648935347533731036708761 i + 3082460938239856314681423 j + 18875912343301609140771486 k]
BICP | Distance=486 | [486 + 3 i + 2 j + 0 k] ^ 5 = [27098313399486 + 836679454323 i + 557739064202 j + 13774192560 k]
BICP | Distance=486 | [486 + 3 i + 2 j + 0 k] ^ 9 = [1509612085292862381390486 + 83964061783808007318243 i + 55953907429837635344402 j + 2765478517606312477920 k]
BICP | Distance=486 | [3 + 2 i + 4 j + 486 k] ^ 5 = [854834026323 + 530219716202 i + 1101989112964 j + 27100947747486 k]
BICP | Distance=486 | [3 + 2 i + 4 j + 486 k] ^ 9 = [87553955930629955022243 + 50437172868177129301202 i + 109277566476370797755524 j + 1510230287686904368902486 k]
BICP | Distance=486 | [486 + 3 i + 2 j + 8 k] ^ 5 = [27172457919486 + 801301630323 i + 503536224202 j + 2245799777368 k]
BICP | Distance=486 | [3 + 486 i + 2 j + 8 k] ^ 5 = [798769408323 + 27034724043486 i + 611955504682 j + 2216285849848 k]
BICP | Distance=486 | [3 + 2 i + 486 j + 8 k] ^ 5 = [798769408323 + 611955504682 i + 27034724043486 j + 2216285849848 k]
BICP | Distance=486 | [3 + 2 i + 8 j + 486 k] ^ 5 = [872173401843 + 502003000202 i + 2216852085848 j + 27046193847486 k]
BICP | Distance=486 | [486 + 3 i + 2 j + 8 k] ^ 9 = [1524683048021560793502486 + 77217102705972112239843 i + 45298674945473390240402 j + 227092539244001366860328 k]
BICP | Distance=486 | [486 + 3 i + 2 j + 10 k] ^ 5 = [27213960411486 + 792875389323 i + 490258488202 j + 2804659990610 k]
BICP | Distance=486 | [3 + 2 i + 14 j + 486 k] ^ 5 = [896877114123 + 458873368202 i + 3885472764614 j + 26895253083486 k]
BICP | Distance=486 | [486 + 3 i + 2 j + 18 k] ^ 5 = [27471961971486 + 760816069323 i + 438197968202 j + 5046918431418 k]
BICP | Distance=486 | [486 + 3 i + 2 j + 36 k] ^ 9 = [1815283035273705292998486 + 62596726594804213429923 i + 12984164269587194773202 j + 1061963964734320898467236 k]
BICP | Distance=486 | [3 + 486 i + 2 j + 48 k] ^ 5 = [569723488323 + 24479840691486 i + 852557416682 j + 13113226362048 k]
BICP | Distance=486 | [3 + 2 i + 486 j + 48 k] ^ 5 = [569723488323 + 852557416682 i + 24479840691486 j + 13113226362048 k]
BICP | Distance=486 | [3 + 2 i + 48 j + 486 k] ^ 5 = [1006179993843 + 198024688202 i + 13116615942048 j + 24490983951486 k]
BICP | Distance=486 | [486 + 3 i + 2 j + 60 k] ^ 5 = [31266736731486 + 633737194323 i + 189374428202 j + 17256375160860 k]
BICP | Distance=486 | [3 + 2 i + 64 j + 486 k] ^ 5 = [1038785883123 + 66963808202 i + 17223431962864 j + 22463005503486 k]
BICP | Distance=486 | [486 + 3 i + 2 j + 68 k] ^ 5 = [32463161091486 + 616988794323 i + 146004708202 j + 19720515401668 k]
BICP | Distance=486 | [3 + 486 i + 2 j + 98 k] ^ 5 = [202432693323 + 16315999011486 i + 1070134056682 j + 25106851632298 k]
BICP | Distance=486 | [3 + 2 i + 486 j + 98 k] ^ 5 = [202432693323 + 1070134056682 i + 16315999011486 j + 25106851632298 k]
BICP | Distance=486 | [486 + 3 i + 3 j + 13 k] ^ 9 = [1548237382719230514339486 + 67546107467956838972043 i + 67546107467956838972043 j + 370011308710404976665013 k]
BICP | Distance=486 | [486 + 3 i + 3 j + 263 k] ^ 9 = [37094894435023387990353486 + 164006686588551284043 i + 164006686588551284043 j + 37093566108509045864403263 k]
BICP | Distance=486 | [3 + 486 i + 4 j + 0 k] ^ 5 = [837104605323 + 27121269609486 i + 1115667078964 j + -27550717920 k]
BICP | Distance=486 | [3 + 4 i + 486 j + 0 k] ^ 5 = [837104605323 + 1115667078964 i + 27121269609486 j + -27550717920 k]
BICP | Distance=486 | [3 + 486 i + 4 j + 0 k] ^ 9 = [84163285861352276781843 + 1514220122786349196674486 i + 111996320655103847495524 j + -5534236402246421864640 k]
BICP | Distance=486 | [3 + 4 i + 486 j + 0 k] ^ 9 = [84163285861352276781843 + 111996320655103847495524 i + 1514220122786349196674486 j + -5534236402246421864640 k]
BICP | Distance=486 | [3 + 4 i + 2 j + 486 k] ^ 5 = [854834026323 + 1101989112964 i + 530219716202 j + 27100947747486 k]
BICP | Distance=486 | [3 + 4 i + 2 j + 486 k] ^ 9 = [87553955930629955022243 + 109277566476370797755524 i + 50437172868177129301202 j + 1510230287686904368902486 k]
BICP | Distance=486 | [486 + 3 i + 4 j + 4 k] ^ 5 = [27103582233486 + 800035465323 i + 1088273114324 j + 1142766178964 k]
BICP | Distance=486 | [3 + 486 i + 4 j + 4 k] ^ 5 = [800035465323 + 27103582233486 i + 1142766178964 j + 1088273114324 k]
BICP | Distance=486 | [3 + 4 i + 486 j + 4 k] ^ 5 = [800035465323 + 1142766178964 i + 27103582233486 j + 1088273114324 k]
BICP | Distance=486 | [486 + 3 i + 4 j + 6 k] ^ 7 = [6411132868666806486 + 249688821349439133 i + 348972917363926124 j + 566659481050587126 k]
BICP | Distance=486 | [486 + 3 i + 4 j + 14 k] ^ 5 = [27311934807486 + 711941620323 i + 1024439120324 j + 3936815195014 k]
BICP | Distance=486 | [3 + 486 i + 4 j + 16 k] ^ 9 = [52341287896631847521043 + 1456655989528186998210486 i + 130596122905101324225124 j + 438614890090355615659216 k]
BICP | Distance=486 | [3 + 4 i + 486 j + 16 k] ^ 9 = [52341287896631847521043 + 130596122905101324225124 i + 1456655989528186998210486 j + 438614890090355615659216 k]
BICP | Distance=486 | [3 + 486 i + 4 j + 24 k] ^ 5 = [605013037323 + 26464897593486 i + 1264271694964 j + 6635822510424 k]
BICP | Distance=486 | [3 + 4 i + 486 j + 24 k] ^ 5 = [605013037323 + 1264271694964 i + 26464897593486 j + 6635822510424 k]
BICP | Distance=486 | [3 + 486 i + 4 j + 30 k] ^ 5 = [543547402323 + 26095120155486 i + 1296045564964 j + 8278784218230 k]
BICP | Distance=486 | [3 + 4 i + 486 j + 30 k] ^ 5 = [543547402323 + 1296045564964 i + 26095120155486 j + 8278784218230 k]
BICP | Distance=486 | [3 + 4 i + 52 j + 486 k] ^ 5 = [1251271111323 + 685389642964 i + 14144120384452 j + 24028095813486 k]
BICP | Distance=486 | [486 + 3 i + 4 j + 64 k] ^ 5 = [31836612537486 + 325923925323 i + 783452150324 j + 18490161215264 k]
BICP | Distance=486 | [3 + 486 i + 4 j + 74 k] ^ 5 = [57363682323 + 20920096323486 i + 1459001104964 j + 19664867150674 k]
BICP | Distance=486 | [3 + 4 i + 486 j + 74 k] ^ 5 = [57363682323 + 1459001104964 i + 20920096323486 j + 19664867150674 k]
BICP | Distance=486 | [486 + 3 i + 5 j + 1 k] ^ 9 = [1505105987034324967425486 + 81462941604393155847243 i + 138405349480426860524285 j + 34809544655391280400521 k]
BICP | Distance=486 | [3 + 486 i + 5 j + 7 k] ^ 9 = [67650619405884746700843 + 1505686891161259942335486 i + 148919875433351488428365 j + 189181141941451356528847 k]
BICP | Distance=486 | [3 + 5 i + 486 j + 7 k] ^ 9 = [67650619405884746700843 + 148919875433351488428365 i + 1505686891161259942335486 j + 189181141941451356528847 k]
BICP | Distance=486 | [3 + 5 i + 73 j + 486 k] ^ 9 = [176093178885194994783963 + -28675438082995042312195 i + 1621501052456373908338273 j + 384044539113709068681486 k]
BICP | Distance=486 | [3 + 486 i + 6 j + 0 k] ^ 5 = [837529768323 + 27144227763486 i + 1673784049086 j + -41329576080 k]
BICP | Distance=486 | [3 + 6 i + 486 j + 0 k] ^ 5 = [837529768323 + 1673784049086 i + 27144227763486 j + -41329576080 k]
BICP | Distance=486 | [3 + 486 i + 6 j + 4 k] ^ 7 = [-249688821349439133 + -6411132868666806486 i + -566659481050587126 j + -348972917363926124 k]
BICP | Distance=486 | [3 + 6 i + 486 j + 4 k] ^ 7 = [-249688821349439133 + -566659481050587126 i + -6411132868666806486 j + -348972917363926124 k]
BICP | Distance=486 | [486 + 3 i + 6 j + 6 k] ^ 5 = [27104422419486 + 754124149323 i + 1632983493726 j + 1713589393086 k]
BICP | Distance=486 | [3 + 486 i + 6 j + 6 k] ^ 5 = [754124149323 + 27104422419486 i + 1713589393086 j + 1632983493726 k]
BICP | Distance=486 | [3 + 6 i + 486 j + 6 k] ^ 5 = [754124149323 + 1713589393086 i + 27104422419486 j + 1632983493726 k]
BICP | Distance=486 | [486 + 3 i + 6 j + 6 k] ^ 9 = [1511232886559195736390486 + 67417372587390285636243 i + 160086241366025383550646 j + 175725279474606627803766 k]
BICP | Distance=486 | [3 + 486 i + 6 j + 6 k] ^ 9 = [67417372587390285636243 + 1511232886559195736390486 i + 175725279474606627803766 j + 160086241366025383550646 k]
BICP | Distance=486 | [3 + 6 i + 486 j + 6 k] ^ 9 = [67417372587390285636243 + 175725279474606627803766 i + 1511232886559195736390486 j + 160086241366025383550646 k]
BICP | Distance=486 | [3 + 486 i + 6 j + 20 k] ^ 5 = [553984972323 + 26690393223486 i + 1794356485086 j + 5522667096020 k]
BICP | Distance=486 | [3 + 6 i + 486 j + 20 k] ^ 5 = [553984972323 + 1794356485086 i + 26690393223486 j + 5522667096020 k]
BICP | Distance=486 | [3 + 486 i + 6 j + 26 k] ^ 5 = [466027117323 + 26375709519486 i + 1823693965086 j + 7175004337826 k]
BICP | Distance=486 | [3 + 6 i + 486 j + 26 k] ^ 5 = [466027117323 + 1823693965086 i + 26375709519486 j + 7175004337826 k]
BICP | Distance=486 | [3 + 486 i + 6 j + 26 k] ^ 9 = [7150247272684777601043 + 1367233578982407912030486 i + 190103706413119573926966 j + 703409502669912026845226 k]
BICP | Distance=486 | [3 + 6 i + 486 j + 26 k] ^ 9 = [7150247272684777601043 + 190103706413119573926966 i + 1367233578982407912030486 j + 703409502669912026845226 k]
BICP | Distance=486 | [486 + 3 i + 6 j + 36 k] ^ 5 = [28561712859486 + 365082850323 i + 1478722233726 j + 10182696847236 k]
BICP | Distance=486 | [3 + 6 i + 48 j + 486 k] ^ 5 = [1441958345523 + 1248498862686 i + 13079028642048 j + 24463460511486 k]
BICP | Distance=486 | [3 + 6 i + 98 j + 486 k] ^ 5 = [1928383880523 + 620739982686 i + 25067596480298 j + 16310263635486 k]
BICP | Distance=486 | [486 + 3 i + 7 j + 5 k] ^ 9 = [1505686891161259942335486 + 67650619405884746700843 i + 189181141941451356528847 j + 148919875433351488428365 k]
BICP | Distance=486 | [3 + 7 i + 23 j + 486 k] ^ 9 = [151377043433595900188283 + 152498096105962904559247 i + 618598027951503532417823 j + 1385983080251575724781486 k]
BICP | Distance=486 | [486 + 3 i + 8 j + 0 k] ^ 5 = [27029456433486 + 835404073323 i + 2229822591848 j + 55082773440 k]
BICP | Distance=486 | [3 + 486 i + 8 j + 0 k] ^ 9 = [84641767822862319679443 + 1525290561611375616018486 i + 224417652653754212702408 j + -11084218298403769952640 k]
BICP | Distance=486 | [3 + 8 i + 486 j + 0 k] ^ 9 = [84641767822862319679443 + 224417652653754212702408 i + 1525290561611375616018486 j + -11084218298403769952640 k]
BICP | Distance=486 | [486 + 3 i + 8 j + 2 k] ^ 5 = [27034724043486 + 798769408323 i + 2216285849848 j + 611955504682 k]
BICP | Distance=486 | [3 + 486 i + 8 j + 2 k] ^ 5 = [801301630323 + 27172457919486 i + 2245799777368 j + 503536224202 k]
BICP | Distance=486 | [3 + 8 i + 486 j + 2 k] ^ 5 = [801301630323 + 2245799777368 i + 27172457919486 j + 503536224202 k]
BICP | Distance=486 | [3 + 8 i + 2 j + 486 k] ^ 5 = [872173401843 + 2216852085848 i + 502003000202 j + 27046193847486 k]
BICP | Distance=486 | [3 + 486 i + 8 j + 2 k] ^ 9 = [77217102705972112239843 + 1524683048021560793502486 i + 227092539244001366860328 j + 45298674945473390240402 k]
BICP | Distance=486 | [3 + 8 i + 486 j + 2 k] ^ 9 = [77217102705972112239843 + 227092539244001366860328 i + 1524683048021560793502486 j + 45298674945473390240402 k]
BICP | Distance=486 | [486 + 3 i + 8 j + 32 k] ^ 5 = [28217275569486 + 267128617323 i + 2066737439848 j + 9042822420832 k]
BICP | Distance=486 | [486 + 3 i + 8 j + 40 k] ^ 5 = [28884268593486 + 130087417323 i + 2043481799848 j + 11344444477640 k]
BICP | Distance=486 | [3 + 8 i + 52 j + 486 k] ^ 5 = [1722155406843 + 1724090475848 i + 14099910140452 j + 23983699557486 k]
BICP | Distance=486 | [3 + 486 i + 8 j + 452 k] ^ 9 = [1750219365931391867709843 + 22371855589115967723138486 i + 2302974249291144857320328 j + 10932216775055387956332452 k]
BICP | Distance=486 | [3 + 8 i + 486 j + 452 k] ^ 9 = [1750219365931391867709843 + 2302974249291144857320328 i + 22371855589115967723138486 j + 10932216775055387956332452 k]
BICP | Distance=486 | [486 + 3 i + 9 j + 9 k] ^ 9 = [1512057361165045517853486 + 46682709197590827804843 i + 241057317376713031373889 j + 262723703605776625133169 k]
BICP | Distance=486 | [3 + 486 i + 9 j + 9 k] ^ 9 = [46682709197590827804843 + 1512057361165045517853486 i + 262723703605776625133169 j + 241057317376713031373889 k]
BICP | Distance=486 | [3 + 9 i + 486 j + 9 k] ^ 9 = [46682709197590827804843 + 262723703605776625133169 i + 1512057361165045517853486 j + 241057317376713031373889 k]
BICP | Distance=486 | [3 + 9 i + 27 j + 486 k] ^ 9 = [185541251912327290679163 + 193681878482318413174209 i + 716643645116645331181827 j + 1335590486595548000847486 k]
BICP | Distance=486 | [3 + 486 i + 10 j + 2 k] ^ 5 = [792875389323 + 27213960411486 i + 2804659990610 j + 490258488202 k]
BICP | Distance=486 | [3 + 10 i + 486 j + 2 k] ^ 5 = [792875389323 + 2804659990610 i + 27213960411486 j + 490258488202 k]
BICP | Distance=486 | [3 + 486 i + 13 j + 3 k] ^ 9 = [67546107467956838972043 + 1548237382719230514339486 i + 370011308710404976665013 j + 67546107467956838972043 k]
BICP | Distance=486 | [3 + 13 i + 486 j + 3 k] ^ 9 = [67546107467956838972043 + 370011308710404976665013 i + 1548237382719230514339486 j + 67546107467956838972043 k]
BICP | Distance=486 | [3 + 486 i + 14 j + 0 k] ^ 5 = [840931504323 + 27327962979486 i + 3910787223014 j + -96500995920 k]
BICP | Distance=486 | [3 + 14 i + 486 j + 0 k] ^ 5 = [840931504323 + 3910787223014 i + 27327962979486 j + -96500995920 k]
BICP | Distance=486 | [3 + 486 i + 14 j + 0 k] ^ 9 = [85960099460059539498243 + 1555815471203459181798486 i + 394778597726386347726014 j + -19473214953545777521440 k]
BICP | Distance=486 | [3 + 14 i + 486 j + 0 k] ^ 9 = [85960099460059539498243 + 394778597726386347726014 i + 1555815471203459181798486 j + -19473214953545777521440 k]
BICP | Distance=486 | [3 + 14 i + 2 j + 486 k] ^ 5 = [896877114123 + 3885472764614 i + 458873368202 j + 26895253083486 k]
BICP | Distance=486 | [3 + 486 i + 14 j + 4 k] ^ 5 = [711941620323 + 27311934807486 i + 3936815195014 j + 1024439120324 k]
BICP | Distance=486 | [3 + 14 i + 486 j + 4 k] ^ 5 = [711941620323 + 3936815195014 i + 27311934807486 j + 1024439120324 k]
BICP | Distance=486 | [3 + 486 i + 14 j + 24 k] ^ 5 = [58614064323 + 26680278411486 i + 4018957791014 j + 6597965648424 k]
BICP | Distance=486 | [3 + 14 i + 486 j + 24 k] ^ 5 = [58614064323 + 4018957791014 i + 26680278411486 j + 6597965648424 k]
BICP | Distance=486 | [3 + 14 i + 52 j + 486 k] ^ 5 = [2426432919123 + 3278772504614 i + 14011623266452 j + 23850652539486 k]
BICP | Distance=486 | [486 + 3 i + 16 j + 4 k] ^ 9 = [1456655989528186998210486 + 52341287896631847521043 i + 438614890090355615659216 j + 130596122905101324225124 k]
BICP | Distance=486 | [3 + 486 i + 18 j + 2 k] ^ 5 = [760816069323 + 27471961971486 i + 5046918431418 j + 438197968202 k]
BICP | Distance=486 | [3 + 18 i + 486 j + 2 k] ^ 5 = [760816069323 + 5046918431418 i + 27471961971486 j + 438197968202 k]
BICP | Distance=486 | [486 + 3 i + 20 j + 6 k] ^ 5 = [26690393223486 + 553984972323 i + 5522667096020 j + 1794356485086 k]
BICP | Distance=486 | [3 + 23 i + 7 j + 486 k] ^ 9 = [151377043433595900188283 + 618598027951503532417823 i + 152498096105962904559247 j + 1385983080251575724781486 k]
BICP | Distance=486 | [486 + 3 i + 24 j + 4 k] ^ 5 = [26464897593486 + 605013037323 i + 6635822510424 j + 1264271694964 k]
BICP | Distance=486 | [486 + 3 i + 24 j + 14 k] ^ 5 = [26680278411486 + 58614064323 i + 6597965648424 j + 4018957791014 k]
BICP | Distance=486 | [486 + 3 i + 26 j + 6 k] ^ 5 = [26375709519486 + 466027117323 i + 7175004337826 j + 1823693965086 k]
BICP | Distance=486 | [486 + 3 i + 26 j + 6 k] ^ 9 = [1367233578982407912030486 + 7150247272684777601043 i + 703409502669912026845226 j + 190103706413119573926966 k]
BICP | Distance=486 | [3 + 27 i + 9 j + 486 k] ^ 9 = [185541251912327290679163 + 716643645116645331181827 i + 193681878482318413174209 j + 1335590486595548000847486 k]
BICP | Distance=486 | [3 + 27 i + 59 j + 486 k] ^ 9 = [690383705376620480082363 + 370978308993045430477827 i + 1275178886977361159073059 j + 665576636035285642725486 k]
BICP | Distance=486 | [486 + 3 i + 30 j + 4 k] ^ 5 = [26095120155486 + 543547402323 i + 8278784218230 j + 1296045564964 k]
BICP | Distance=486 | [3 + 486 i + 32 j + 8 k] ^ 5 = [267128617323 + 28217275569486 i + 9042822420832 j + 2066737439848 k]
BICP | Distance=486 | [3 + 32 i + 486 j + 8 k] ^ 5 = [267128617323 + 9042822420832 i + 28217275569486 j + 2066737439848 k]
BICP | Distance=486 | [3 + 486 i + 36 j + 0 k] ^ 5 = [864339229323 + 28594510569486 i + 10149899137236 j + -249300154080 k]
BICP | Distance=486 | [3 + 36 i + 486 j + 0 k] ^ 5 = [864339229323 + 10149899137236 i + 28594510569486 j + -249300154080 k]
BICP | Distance=486 | [3 + 486 i + 36 j + 0 k] ^ 9 = [97089454931172633108243 + 1814838022617990167682486 i + 1059367880744165896610436 j + -51707448061409213818560 k]
BICP | Distance=486 | [3 + 36 i + 486 j + 0 k] ^ 9 = [97089454931172633108243 + 1059367880744165896610436 i + 1814838022617990167682486 j + -51707448061409213818560 k]
BICP | Distance=486 | [3 + 486 i + 36 j + 2 k] ^ 9 = [62596726594804213429923 + 1815283035273705292998486 i + 1061963964734320898467236 j + 12984164269587194773202 k]
BICP | Distance=486 | [3 + 36 i + 486 j + 2 k] ^ 9 = [62596726594804213429923 + 1061963964734320898467236 i + 1815283035273705292998486 j + 12984164269587194773202 k]
BICP | Distance=486 | [3 + 486 i + 36 j + 6 k] ^ 5 = [365082850323 + 28561712859486 i + 10182696847236 j + 1478722233726 k]
BICP | Distance=486 | [3 + 36 i + 486 j + 6 k] ^ 5 = [365082850323 + 10182696847236 i + 28561712859486 j + 1478722233726 k]
BICP | Distance=486 | [3 + 36 i + 48 j + 486 k] ^ 5 = [4667910240123 + 9026423823636 i + 12453023220048 j + 23124219957486 k]
BICP | Distance=486 | [3 + 36 i + 98 j + 486 k] ^ 5 = [8334522135123 + 6868738713636 i + 24025206868298 j + 15167269251486 k]
BICP | Distance=486 | [3 + 486 i + 40 j + 8 k] ^ 5 = [130087417323 + 28884268593486 i + 11344444477640 j + 2043481799848 k]
BICP | Distance=486 | [3 + 40 i + 486 j + 8 k] ^ 5 = [130087417323 + 11344444477640 i + 28884268593486 j + 2043481799848 k]
BICP | Distance=486 | [486 + 3 i + 44 j + 0 k] ^ 9 = [1077284506192168843170486 + 65115333774295019575443 i + 1138103145341503609831244 j + 57384637877319142547520 k]
BICP | Distance=486 | [486 + 3 i + 48 j + 0 k] ^ 5 = [24471315729486 + 787867129323 i + 13125241896048 j + 327361357440 k]
BICP | Distance=486 | [486 + 3 i + 48 j + 0 k] ^ 9 = [997792240236106927698486 + 61613696680744832748243 i + 1222550794112775321552048 j + 61890349293619873102080 k]
BICP | Distance=486 | [486 + 3 i + 48 j + 2 k] ^ 5 = [24479840691486 + 569723488323 i + 13113226362048 j + 852557416682 k]
BICP | Distance=486 | [3 + 48 i + 2 j + 486 k] ^ 5 = [1006179993843 + 13116615942048 i + 198024688202 j + 24490983951486 k]
BICP | Distance=486 | [3 + 48 i + 6 j + 486 k] ^ 5 = [1441958345523 + 13079028642048 i + 1248498862686 j + 24463460511486 k]
BICP | Distance=486 | [3 + 48 i + 36 j + 486 k] ^ 5 = [4667910240123 + 12453023220048 i + 9026423823636 j + 23124219957486 k]
BICP | Distance=486 | [3 + 48 i + 52 j + 486 k] ^ 5 = [6340717278843 + 11872782372048 i + 13016206388452 j + 21601033461486 k]
BICP | Distance=486 | [3 + 48 i + 86 j + 486 k] ^ 5 = [9722169171123 + 10080547410048 i + 20813398171886 j + 16554916287486 k]
BICP | Distance=486 | [3 + 48 i + 136 j + 486 k] ^ 5 = [14072828652123 + 6106792800048 i + 29641222620136 j + 4979183517486 k]
BICP | Distance=486 | [486 + 3 i + 52 j + 0 k] ^ 5 = [24017070969486 + 779394229323 i + 14169989324452 j + 354034942560 k]
BICP | Distance=486 | [486 + 3 i + 52 j + 0 k] ^ 9 = [912416157339338626722486 + 57839577575530527108243 i + 1302148997309557057720852 j + 66213324021644831977920 k]
BICP | Distance=486 | [3 + 52 i + 4 j + 486 k] ^ 5 = [1251271111323 + 14144120384452 i + 685389642964 j + 24028095813486 k]
BICP | Distance=486 | [3 + 52 i + 8 j + 486 k] ^ 5 = [1722155406843 + 14099910140452 i + 1724090475848 j + 23983699557486 k]
BICP | Distance=486 | [3 + 52 i + 14 j + 486 k] ^ 5 = [2426432919123 + 14011623266452 i + 3278772504614 j + 23850652539486 k]
BICP | Distance=486 | [3 + 52 i + 48 j + 486 k] ^ 5 = [6340717278843 + 13016206388452 i + 11872782372048 j + 21601033461486 k]
BICP | Distance=486 | [3 + 52 i + 64 j + 486 k] ^ 5 = [8115108288123 + 12259392356452 i + 15685991752864 j + 19677021909486 k]
BICP | Distance=486 | [3 + 52 i + 98 j + 486 k] ^ 5 = [11670288693843 + 10050830318452 i + 22969421572298 j + 13826875251486 k]
BICP | Distance=486 | [3 + 52 i + 114 j + 486 k] ^ 5 = [13215519207123 + 8734985246452 i + 25891453401114 j + 10286272179486 k]
BICP | Distance=486 | [3 + 59 i + 27 j + 486 k] ^ 9 = [690383705376620480082363 + 1275178886977361159073059 i + 370978308993045430477827 j + 665576636035285642725486 k]
BICP | Distance=486 | [3 + 486 i + 60 j + 2 k] ^ 5 = [633737194323 + 31266736731486 i + 17256375160860 j + 189374428202 k]
BICP | Distance=486 | [3 + 60 i + 486 j + 2 k] ^ 5 = [633737194323 + 17256375160860 i + 31266736731486 j + 189374428202 k]
BICP | Distance=486 | [3 + 486 i + 64 j + 0 k] ^ 5 = [924086329323 + 31844985489486 i + 18468478483264 j + -448425745920 k]
BICP | Distance=486 | [3 + 64 i + 486 j + 0 k] ^ 5 = [924086329323 + 18468478483264 i + 31844985489486 j + -448425745920 k]
BICP | Distance=486 | [3 + 486 i + 64 j + 0 k] ^ 9 = [126580947740235106668243 + 2512049094511981736274486 i + 2088385312954863281702464 j + -99437907673229439421440 k]
BICP | Distance=486 | [3 + 64 i + 486 j + 0 k] ^ 9 = [126580947740235106668243 + 2088385312954863281702464 i + 2512049094511981736274486 j + -99437907673229439421440 k]
BICP | Distance=486 | [3 + 64 i + 2 j + 486 k] ^ 5 = [1038785883123 + 17223431962864 i + 66963808202 j + 22463005503486 k]
BICP | Distance=486 | [3 + 486 i + 64 j + 4 k] ^ 5 = [325923925323 + 31836612537486 i + 18490161215264 j + 783452150324 k]
BICP | Distance=486 | [3 + 64 i + 486 j + 4 k] ^ 5 = [325923925323 + 18490161215264 i + 31836612537486 j + 783452150324 k]
BICP | Distance=486 | [3 + 64 i + 52 j + 486 k] ^ 5 = [8115108288123 + 15685991752864 i + 12259392356452 j + 19677021909486 k]
BICP | Distance=486 | [3 + 486 i + 68 j + 2 k] ^ 5 = [616988794323 + 32463161091486 i + 19720515401668 j + 146004708202 k]
BICP | Distance=486 | [3 + 68 i + 486 j + 2 k] ^ 5 = [616988794323 + 19720515401668 i + 32463161091486 j + 146004708202 k]
BICP | Distance=486 | [3 + 73 i + 5 j + 486 k] ^ 9 = [176093178885194994783963 + 1621501052456373908338273 i + -28675438082995042312195 j + 384044539113709068681486 k]
BICP | Distance=486 | [486 + 3 i + 74 j + 4 k] ^ 5 = [20920096323486 + 57363682323 i + 19664867150674 j + 1459001104964 k]
BICP | Distance=486 | [3 + 486 i + 86 j + 0 k] ^ 5 = [994804504323 + 35724818259486 i + 25490578097486 j + -610847704080 k]
BICP | Distance=486 | [3 + 86 i + 486 j + 0 k] ^ 5 = [994804504323 + 25490578097486 i + 35724818259486 j + -610847704080 k]
BICP | Distance=486 | [3 + 486 i + 86 j + 0 k] ^ 9 = [163507161415635645498243 + 3404997731804296969926486 i + 3143384468898776050306886 j + -145821730359827442598560 k]
BICP | Distance=486 | [3 + 86 i + 486 j + 0 k] ^ 9 = [163507161415635645498243 + 3143384468898776050306886 i + 3404997731804296969926486 j + -145821730359827442598560 k]
BICP | Distance=486 | [3 + 86 i + 48 j + 486 k] ^ 5 = [9722169171123 + 20813398171886 i + 10080547410048 j + 16554916287486 k]
BICP | Distance=486 | [3 + 86 i + 98 j + 486 k] ^ 5 = [18442887666123 + 16160708011886 i + 19587307408298 j + 9349242531486 k]
BICP | Distance=486 | [486 + 3 i + 98 j + 0 k] ^ 5 = [16303747959486 + 633992254323 i + 25116206056298 j + 647501707440 k]
BICP | Distance=486 | [486 + 3 i + 98 j + 2 k] ^ 5 = [16315999011486 + 202432693323 i + 25106851632298 j + 1070134056682 k]
BICP | Distance=486 | [3 + 98 i + 6 j + 486 k] ^ 5 = [1928383880523 + 25067596480298 i + 620739982686 j + 16310263635486 k]
BICP | Distance=486 | [3 + 98 i + 36 j + 486 k] ^ 5 = [8334522135123 + 24025206868298 i + 6868738713636 j + 15167269251486 k]
BICP | Distance=486 | [3 + 98 i + 52 j + 486 k] ^ 5 = [11670288693843 + 22969421572298 i + 10050830318452 j + 13826875251486 k]
BICP | Distance=486 | [3 + 98 i + 86 j + 486 k] ^ 5 = [18442887666123 + 19587307408298 i + 16160708011886 j + 9349242531486 k]
BICP | Distance=486 | [3 + 114 i + 52 j + 486 k] ^ 5 = [13215519207123 + 25891453401114 i + 8734985246452 j + 10286272179486 k]
BICP | Distance=486 | [3 + 136 i + 48 j + 486 k] ^ 5 = [14072828652123 + 29641222620136 i + 6106792800048 j + 4979183517486 k]
BICP | Distance=486 | [3 + 486 i + 236 j + 0 k] ^ 5 = [2067245629323 + 98567701929486 i + 97592545578236 j + -2008668754080 k]
BICP | Distance=486 | [3 + 236 i + 486 j + 0 k] ^ 5 = [2067245629323 + 97592545578236 i + 98567701929486 j + -2008668754080 k]
BICP | Distance=486 | [3 + 486 i + 236 j + 0 k] ^ 9 = [996898612762807275348243 + 26641931940716376034818486 i + 26638137008875535957556236 j + -996487179049460633578560 k]
BICP | Distance=486 | [3 + 236 i + 486 j + 0 k] ^ 9 = [996898612762807275348243 + 26638137008875535957556236 i + 26641931940716376034818486 j + -996487179049460633578560 k]
BICP | Distance=486 | [3 + 486 i + 263 j + 3 k] ^ 9 = [164006686588551284043 + 37094894435023387990353486 i + 37093566108509045864403263 j + 164006686588551284043 k]
BICP | Distance=486 | [3 + 263 i + 486 j + 3 k] ^ 9 = [164006686588551284043 + 37093566108509045864403263 i + 37094894435023387990353486 j + 164006686588551284043 k]
BICP | Distance=486 | [3 + 486 i + 264 j + 0 k] ^ 5 = [2391181129323 + 118902476529486 i + 118364242524264 j + -2354760745920 k]
BICP | Distance=486 | [3 + 264 i + 486 j + 0 k] ^ 5 = [2391181129323 + 118364242524264 i + 118902476529486 j + -2354760745920 k]
BICP | Distance=486 | [3 + 486 i + 264 j + 0 k] ^ 9 = [1351402039349763323148243 + 37521370516031150837778486 i + 37520069405874655894008264 j + -1351243021119168952621440 k]
BICP | Distance=486 | [3 + 264 i + 486 j + 0 k] ^ 9 = [1351402039349763323148243 + 37520069405874655894008264 i + 37521370516031150837778486 j + -1351243021119168952621440 k]
BICP | Distance=486 | [3 + 423 i + 1 j + 486 k] ^ 9 = [541374046941896516316123 + 3082460938239856314681423 i + 648935347533731036708761 j + 18875912343301609140771486 k]
BICP | Distance=486 | [486 + 3 i + 452 j + 0 k] ^ 9 = [22390128378245542928418486 + 974229571228030833348243 i + 11094515169777949314012452 j + -290363545515351950902080 k]
BICP | Distance=486 | [486 + 3 i + 452 j + 8 k] ^ 9 = [22371855589115967723138486 + 1750219365931391867709843 i + 10932216775055387956332452 j + 2302974249291144857320328 k]
BICP | Distance=486 | [3 + 486 i + 486 j + 0 k] ^ 5 = [6694498504323 + 433770443379486 i + 433770443379486 j + -6694498504080 k]
BICP | Distance=486 | [3 + 486 i + 486 j + 0 k] ^ 5 = [6694498504323 + 433770443379486 i + 433770443379486 j + -6694498504080 k]
BICP | Distance=486 | [3 + 486 i + 486 j + 0 k] ^ 9 = [10755367984941838780698243 + 387094885373231535896838486 i + 387094885373231535896838486 j + -10755367984941838780678560 k]
BICP | Distance=486 | [3 + 486 i + 486 j + 0 k] ^ 9 = [10755367984941838780698243 + 387094885373231535896838486 i + 387094885373231535896838486 j + -10755367984941838780678560 k]
BICP | Distance=486 | [4 + 0 i + 3 j + 486 k] ^ 5 = [1115667078964 + -27550717920 i + 837104605323 j + 27121269609486 k]
BICP | Distance=486 | [4 + 0 i + 3 j + 486 k] ^ 9 = [111996320655103847495524 + -5534236402246421864640 i + 84163285861352276781843 j + 1514220122786349196674486 k]
BICP | Distance=486 | [4 + 0 i + 7 j + 486 k] ^ 5 = [1114533358964 + -64274122080 i + 1952582701727 j + 27075349413486 k]
BICP | Distance=486 | [4 + 0 i + 23 j + 486 k] ^ 5 = [1100933710964 + -210757165920 i + 6389557453423 j + 26524913589486 k]
BICP | Distance=486 | [4 + 0 i + 23 j + 486 k] ^ 9 = [105126408604604025930724 + -41776749837362200213440 i + 632045451787835846938823 j + 1395120931458349395834486 k]
BICP | Distance=486 | [4 + 0 i + 27 j + 486 k] ^ 5 = [1095269910964 + -247200634080 i + 7488036181827 j + 26295895809486 k]
BICP | Distance=486 | [4 + 0 i + 27 j + 486 k] ^ 9 = [102504338598013863450724 + -48748610649706857466560 i + 736030940509734681387627 j + 1349804067133204555506486 k]
BICP | Distance=486 | [4 + 0 i + 69 j + 486 k] ^ 9 = [52018195638570127156324 + -109721867275049698647360 i + 1583392425363548854388469 j + 493560495381309896754486 k]
BICP | Distance=486 | [4 + 0 i + 73 j + 486 k] ^ 5 = [965444110964 + -655301365920 i + 19454265538673 j + 21082141269486 k]
BICP | Distance=486 | [4 + 0 i + 73 j + 486 k] ^ 9 = [45266713888386215370724 + -113911991688457711333440 i + 1632156515316497473285273 j + 381599288212210127802486 k]
BICP | Distance=486 | [4 + 0 i + 77 j + 486 k] ^ 5 = [948572710964 + -689412034080 i + 20411642867077 j + 20409667929486 k]
BICP | Distance=486 | [4 + 0 i + 77 j + 486 k] ^ 9 = [38230735278137535930724 + -117747627896377317706560 i + 1674020602394262662694077 j + 265618405632285838818486 k]
BICP | Distance=486 | [4 + 0 i + 423 j + 486 k] ^ 9 = [909277379972522424330724 + 562406930279913110506560 i + 3072732668868344886270423 j + 18889354102944354729498486 k]
BICP | Distance=486 | [4 + 486 i + 1 j + 2 k] ^ 5 = [1110944156324 + 27091539839486 i + 297168678561 j + 548471784202 k]
BICP | Distance=486 | [4 + 1 i + 486 j + 2 k] ^ 5 = [1110944156324 + 297168678561 i + 27091539839486 j + 548471784202 k]
BICP | Distance=486 | [4 + 1 i + 2 j + 486 k] ^ 5 = [1120372940964 + 260658119201 i + 548895768202 j + 27125975471486 k]
BICP | Distance=486 | [4 + 486 i + 1 j + 2 k] ^ 9 = [111013589701722675733444 + 1508282686746818962014486 i + 31632844942897285811521 j + 54071181825688971056402 k]
BICP | Distance=486 | [4 + 1 i + 486 j + 2 k] ^ 9 = [111013589701722675733444 + 31632844942897285811521 i + 1508282686746818962014486 j + 54071181825688971056402 k]
BICP | Distance=486 | [4 + 486 i + 1 j + 8 k] ^ 9 = [107461625137629457716964 + 1494641394034084908354486 i + 42468327510299000134321 j + 221292658591843860046088 k]
BICP | Distance=486 | [4 + 1 i + 486 j + 8 k] ^ 9 = [107461625137629457716964 + 42468327510299000134321 i + 1494641394034084908354486 j + 221292658591843860046088 k]
BICP | Distance=486 | [4 + 486 i + 1 j + 52 k] ^ 5 = [921162506324 + 24013356649486 i + 731747853561 j + 14158919664452 k]
BICP | Distance=486 | [4 + 1 i + 486 j + 52 k] ^ 5 = [921162506324 + 731747853561 i + 24013356649486 j + 14158919664452 k]
BICP | Distance=486 | [4 + 486 i + 1 j + 52 k] ^ 9 = [55059597956043372193444 + 912661768084367738850486 i + 107518440390672141041521 j + 1299763332085139361184852 k]
BICP | Distance=486 | [4 + 1 i + 486 j + 52 k] ^ 9 = [55059597956043372193444 + 107518440390672141041521 i + 912661768084367738850486 j + 1299763332085139361184852 k]
BICP | Distance=486 | [486 + 4 i + 2 j + 1 k] ^ 5 = [27091539839486 + 1110944156324 i + 548471784202 j + 297168678561 k]
BICP | Distance=486 | [4 + 2 i + 1 j + 486 k] ^ 5 = [1120372940964 + 548895768202 i + 260658119201 j + 27125975471486 k]
BICP | Distance=486 | [486 + 4 i + 2 j + 1 k] ^ 9 = [1508282686746818962014486 + 111013589701722675733444 i + 54071181825688971056402 j + 31632844942897285811521 k]
BICP | Distance=486 | [486 + 4 i + 2 j + 3 k] ^ 5 = [27100947747486 + 1101989112964 i + 530219716202 j + 854834026323 k]
BICP | Distance=486 | [486 + 4 i + 2 j + 3 k] ^ 9 = [1510230287686904368902486 + 109277566476370797755524 i + 50437172868177129301202 j + 87553955930629955022243 k]
BICP | Distance=486 | [4 + 2 i + 5 j + 486 k] ^ 5 = [1138060316964 + 511826628202 i + 1376481951445 j + 27098876371486 k]
BICP | Distance=486 | [486 + 4 i + 2 j + 11 k] ^ 5 = [27230423851486 + 1068413288324 i + 458298588202 j + 3088348351611 k]
BICP | Distance=486 | [486 + 4 i + 2 j + 15 k] ^ 9 = [1560753246330698076846486 + 101011333920305132119684 i + 29576553719090628608402 j + 426669788930905681780815 k]
BICP | Distance=486 | [486 + 4 i + 2 j + 23 k] ^ 5 = [27700659823486 + 1024683967364 i + 353475048202 j + 6459654289623 k]
BICP | Distance=486 | [4 + 486 i + 2 j + 23 k] ^ 5 = [995393419364 + 26495592715486 i + 760923337002 j + 6366755248423 k]
BICP | Distance=486 | [4 + 2 i + 486 j + 23 k] ^ 5 = [995393419364 + 760923337002 i + 26495592715486 j + 6366755248423 k]
BICP | Distance=486 | [4 + 2 i + 27 j + 486 k] ^ 9 = [126848401257569525765764 + 2580219507273838117202 i + 732225349194255566632827 j + 1350352901077306134390486 k]
BICP | Distance=486 | [4 + 2 i + 45 j + 486 k] ^ 5 = [1263386140964 + 119722188202 i + 12323295039645 j + 24817184811486 k]
BICP | Distance=486 | [4 + 2 i + 51 j + 486 k] ^ 5 = [1273861240964 + 58099188202 i + 13899668864451 j + 24163034931486 k]
BICP | Distance=486 | [4 + 486 i + 2 j + 55 k] ^ 9 = [26963418272900835589444 + 846899907634109564598486 i + 128944424454234608231762 j + 1355219404463075711306455 k]
BICP | Distance=486 | [4 + 2 i + 486 j + 55 k] ^ 9 = [26963418272900835589444 + 128944424454234608231762 i + 846899907634109564598486 j + 1355219404463075711306455 k]
BICP | Distance=486 | [486 + 4 i + 2 j + 61 k] ^ 5 = [31401173771486 + 936803948324 i + 41567628202 j + 17563015626861 k]
BICP | Distance=486 | [4 + 486 i + 2 j + 73 k] ^ 5 = [637693879364 + 21060388259486 i + 1137689617002 j + 19422768271673 k]
BICP | Distance=486 | [4 + 2 i + 486 j + 73 k] ^ 5 = [637693879364 + 1137689617002 i + 21060388259486 j + 19422768271673 k]
BICP | Distance=486 | [4 + 3 i + 0 j + 486 k] ^ 5 = [1115667078964 + 837104605323 i + -27550717920 j + 27121269609486 k]
BICP | Distance=486 | [4 + 3 i + 0 j + 486 k] ^ 9 = [111996320655103847495524 + 84163285861352276781843 i + -5534236402246421864640 j + 1514220122786349196674486 k]
BICP | Distance=486 | [4 + 486 i + 3 j + 2 k] ^ 5 = [1101989112964 + 27100947747486 i + 854834026323 j + 530219716202 k]
BICP | Distance=486 | [4 + 3 i + 486 j + 2 k] ^ 5 = [1101989112964 + 854834026323 i + 27100947747486 j + 530219716202 k]
BICP | Distance=486 | [4 + 486 i + 3 j + 2 k] ^ 9 = [109277566476370797755524 + 1510230287686904368902486 i + 87553955930629955022243 j + 50437172868177129301202 k]
BICP | Distance=486 | [4 + 3 i + 486 j + 2 k] ^ 9 = [109277566476370797755524 + 87553955930629955022243 i + 1510230287686904368902486 j + 50437172868177129301202 k]
BICP | Distance=486 | [486 + 4 i + 3 j + 4 k] ^ 5 = [27103582233486 + 1088273114324 i + 800035465323 j + 1142766178964 k]
BICP | Distance=486 | [4 + 3 i + 4 j + 486 k] ^ 5 = [1142766178964 + 800035465323 i + 1088273114324 j + 27103582233486 k]
BICP | Distance=486 | [486 + 4 i + 3 j + 6 k] ^ 7 = [6411132868666806486 + 348972917363926124 i + 249688821349439133 j + 566659481050587126 k]
BICP | Distance=486 | [486 + 4 i + 3 j + 14 k] ^ 5 = [27311934807486 + 1024439120324 i + 711941620323 j + 3936815195014 k]
BICP | Distance=486 | [4 + 3 i + 16 j + 486 k] ^ 9 = [130596122905101324225124 + 52341287896631847521043 i + 438614890090355615659216 j + 1456655989528186998210486 k]
BICP | Distance=486 | [4 + 3 i + 24 j + 486 k] ^ 5 = [1264271694964 + 605013037323 i + 6635822510424 j + 26464897593486 k]
BICP | Distance=486 | [4 + 3 i + 30 j + 486 k] ^ 5 = [1296045564964 + 543547402323 i + 8278784218230 j + 26095120155486 k]
BICP | Distance=486 | [4 + 486 i + 3 j + 52 k] ^ 5 = [685389642964 + 24028095813486 i + 1251271111323 j + 14144120384452 k]
BICP | Distance=486 | [4 + 3 i + 486 j + 52 k] ^ 5 = [685389642964 + 1251271111323 i + 24028095813486 j + 14144120384452 k]
BICP | Distance=486 | [486 + 4 i + 3 j + 64 k] ^ 5 = [31836612537486 + 783452150324 i + 325923925323 j + 18490161215264 k]
BICP | Distance=486 | [4 + 3 i + 74 j + 486 k] ^ 5 = [1459001104964 + 57363682323 i + 19664867150674 j + 20920096323486 k]
BICP | Distance=486 | [4 + 486 i + 4 j + 3 k] ^ 5 = [1088273114324 + 27103582233486 i + 1142766178964 j + 800035465323 k]
BICP | Distance=486 | [4 + 4 i + 486 j + 3 k] ^ 5 = [1088273114324 + 1142766178964 i + 27103582233486 j + 800035465323 k]
BICP | Distance=486 | [4 + 4 i + 3 j + 486 k] ^ 5 = [1142766178964 + 1088273114324 i + 800035465323 j + 27103582233486 k]
BICP | Distance=486 | [4 + 486 i + 4 j + 7 k] ^ 3 = [-2752244 + -114720486 i + -2915284 j + -4913117 k]
BICP | Distance=486 | [4 + 4 i + 486 j + 7 k] ^ 3 = [-2752244 + -2915284 i + -114720486 j + -4913117 k]
BICP | Distance=486 | [4 + 4 i + 7 j + 486 k] ^ 3 = [2915284 + 2752244 i + 4913117 j + 114720486 k]
BICP | Distance=486 | [4 + 486 i + 4 j + 23 k] ^ 5 = [890370290324 + 26511878597486 i + 1311252698964 j + 6350465257423 k]
BICP | Distance=486 | [4 + 4 i + 486 j + 23 k] ^ 5 = [890370290324 + 1311252698964 i + 26511878597486 j + 6350465257423 k]
BICP | Distance=486 | [4 + 4 i + 23 j + 486 k] ^ 5 = [1311252698964 + 890370290324 i + 6350465257423 j + 26511878597486 k]
BICP | Distance=486 | [486 + 4 i + 4 j + 39 k] ^ 5 = [28836256065486 + 797961234964 i + 797961234964 j + 11047542762639 k]
BICP | Distance=486 | [4 + 486 i + 4 j + 73 k] ^ 5 = [310426730324 + 21081442837486 i + 1620347618964 j + 19411804102673 k]
BICP | Distance=486 | [4 + 4 i + 486 j + 73 k] ^ 5 = [310426730324 + 1620347618964 i + 21081442837486 j + 19411804102673 k]
BICP | Distance=486 | [4 + 4 i + 73 j + 486 k] ^ 5 = [1620347618964 + 310426730324 i + 19411804102673 j + 21081442837486 k]
BICP | Distance=486 | [486 + 4 i + 4 j + 89 k] ^ 5 = [36338295953486 + 496408474964 i + 496408474964 j + 26516616155889 k]
BICP | Distance=486 | [486 + 4 i + 4 j + 139 k] ^ 5 = [50185808941486 + 289658314964 i + 289658314964 j + 45181622699139 k]
BICP | Distance=486 | [486 + 4 i + 4 j + 389 k] ^ 5 = [256458470381486 + 1746514964 i + 1746514964 j + 256450465165389 k]
BICP | Distance=486 | [4 + 5 i + 2 j + 486 k] ^ 5 = [1138060316964 + 1376481951445 i + 511826628202 j + 27098876371486 k]
BICP | Distance=486 | [4 + 5 i + 8 j + 486 k] ^ 5 = [1205216894964 + 1319289776605 i + 2183945099848 j + 27031719793486 k]
BICP | Distance=486 | [4 + 5 i + 48 j + 486 k] ^ 5 = [1595698630964 + 877097600605 i + 13080670452048 j + 24484872321486 k]
BICP | Distance=486 | [4 + 5 i + 52 j + 486 k] ^ 5 = [1628864426964 + 827418456445 i + 14125651128452 j + 24031749281486 k]
BICP | Distance=486 | [4 + 5 i + 98 j + 486 k] ^ 5 = [1924191740964 + 193871195605 i + 25075891572298 j + 16331143891486 k]
BICP | Distance=486 | [4 + 486 i + 6 j + 3 k] ^ 7 = [-348972917363926124 + -6411132868666806486 i + -566659481050587126 j + -249688821349439133 k]
BICP | Distance=486 | [4 + 6 i + 486 j + 3 k] ^ 7 = [-348972917363926124 + -566659481050587126 i + -6411132868666806486 j + -249688821349439133 k]
BICP | Distance=486 | [4 + 486 i + 6 j + 7 k] ^ 5 = [1018851496324 + 27082313715486 i + 1735698097086 j + 1897710840727 k]
BICP | Distance=486 | [4 + 6 i + 486 j + 7 k] ^ 5 = [1018851496324 + 1735698097086 i + 27082313715486 j + 1897710840727 k]
BICP | Distance=486 | [4 + 6 i + 7 j + 486 k] ^ 5 = [1209922756964 + 1607498613726 i + 1895736262727 j + 27036425655486 k]
BICP | Distance=486 | [486 + 4 i + 6 j + 11 k] ^ 5 = [27196139187486 + 966480590564 i + 1576595290686 j + 3122633015611 k]
BICP | Distance=486 | [486 + 4 i + 6 j + 11 k] ^ 9 = [1530209724577846284582486 + 82636087570839227611204 i + 149633491040224370045046 j + 318864124039701255285611 k]
BICP | Distance=486 | [4 + 486 i + 6 j + 27 k] ^ 5 = [725228872324 + 26309613807486 i + 1889789677086 j + 7434206092827 k]
BICP | Distance=486 | [4 + 6 i + 486 j + 27 k] ^ 5 = [725228872324 + 1889789677086 i + 26309613807486 j + 7434206092827 k]
BICP | Distance=486 | [4 + 6 i + 27 j + 486 k] ^ 5 = [1465047348964 + 1395761073726 i + 7426570546827 j + 26264121939486 k]
BICP | Distance=486 | [4 + 6 i + 27 j + 486 k] ^ 9 = [175162379307940581011524 + 105140162623996392662646 i + 722504730795016350981627 j + 1346267870606886637734486 k]
BICP | Distance=486 | [486 + 4 i + 6 j + 61 k] ^ 5 = [31376618019486 + 367113530564 i + 1262349850686 j + 17587571378861 k]
BICP | Distance=486 | [4 + 6 i + 77 j + 486 k] ^ 5 = [1981678048964 + 733715073726 i + 20341218542077 j + 20397419379486 k]
BICP | Distance=486 | [4 + 7 i + 0 j + 486 k] ^ 5 = [1114533358964 + 1952582701727 i + -64274122080 j + 27075349413486 k]
BICP | Distance=486 | [486 + 4 i + 7 j + 4 k] ^ 3 = [114720486 + 2752244 i + 4913117 j + 2915284 k]
BICP | Distance=486 | [4 + 7 i + 4 j + 486 k] ^ 3 = [2915284 + 4913117 i + 2752244 j + 114720486 k]
BICP | Distance=486 | [486 + 4 i + 7 j + 6 k] ^ 5 = [27082313715486 + 1018851496324 i + 1897710840727 j + 1735698097086 k]
BICP | Distance=486 | [4 + 7 i + 6 j + 486 k] ^ 5 = [1209922756964 + 1895736262727 i + 1607498613726 j + 27036425655486 k]
BICP | Distance=486 | [4 + 7 i + 20 j + 486 k] ^ 5 = [1424071082964 + 1749494761727 i + 5491340786020 j + 26624696981486 k]
BICP | Distance=486 | [4 + 7 i + 26 j + 486 k] ^ 5 = [1512028352964 + 1681118326727 i + 7141213293826 j + 26311102943486 k]
BICP | Distance=486 | [486 + 4 i + 7 j + 36 k] ^ 5 = [28543496949486 + 569504626324 i + 1683144009727 j + 10200912757236 k]
BICP | Distance=486 | [486 + 4 i + 7 j + 36 k] ^ 9 = [1807321766061857459130486 + 8372638068451348465444 i + 157169541061033195392247 j + 1066884137300298605162436 k]
BICP | Distance=486 | [4 + 486 i + 7 j + 48 k] ^ 5 = [287923491764 + 24537097809486 i + 2275263413327 j + 13077069156048 k]
BICP | Distance=486 | [4 + 7 i + 486 j + 48 k] ^ 5 = [287923491764 + 2275263413327 i + 24537097809486 j + 13077069156048 k]
BICP | Distance=486 | [4 + 7 i + 70 j + 486 k] ^ 5 = [2077767812964 + 1081239046727 i + 18640991786270 j + 21538863031486 k]
BICP | Distance=486 | [4 + 7 i + 76 j + 486 k] ^ 5 = [2143024562964 + 986778121727 i + 20088155494076 j + 20558765893486 k]
BICP | Distance=486 | [486 + 4 i + 8 j + 1 k] ^ 9 = [1494641394034084908354486 + 107461625137629457716964 i + 221292658591843860046088 j + 42468327510299000134321 k]
BICP | Distance=486 | [4 + 8 i + 5 j + 486 k] ^ 5 = [1205216894964 + 2183945099848 i + 1319289776605 j + 27031719793486 k]
BICP | Distance=486 | [486 + 4 i + 8 j + 9 k] ^ 5 = [27118411857486 + 950823550324 i + 2151411747848 j + 2580621855489 k]
BICP | Distance=486 | [4 + 8 i + 9 j + 486 k] ^ 5 = [1277044630964 + 2144088587848 i + 2432326236849 j + 26969303781486 k]
BICP | Distance=486 | [4 + 486 i + 8 j + 27 k] ^ 5 = [602375672564 + 26344516545486 i + 2437908376648 j + 7421350717827 k]
BICP | Distance=486 | [4 + 8 i + 486 j + 27 k] ^ 5 = [602375672564 + 2437908376648 i + 26344516545486 j + 7421350717827 k]
BICP | Distance=486 | [486 + 4 i + 8 j + 39 k] ^ 5 = [28788972897486 + 436379662324 i + 1955586075848 j + 11071674102639 k]
BICP | Distance=486 | [4 + 8 i + 49 j + 486 k] ^ 5 = [1936941734964 + 1650295499848 i + 13302774085049 j + 24339826589486 k]
BICP | Distance=486 | [4 + 8 i + 49 j + 486 k] ^ 9 = [248233435065140141985124 + 78248563639784021854088 i + 1225251307580931035696449 j + 979757195342692489482486 k]
BICP | Distance=486 | [4 + 8 i + 55 j + 486 k] ^ 5 = [2025730694964 + 1561894739848 i + 14860127411855 j + 23634883013486 k]
BICP | Distance=486 | [4 + 8 i + 99 j + 486 k] ^ 5 = [2581023454964 + 808760819848 i + 25235521720299 j + 16091996409486 k]
BICP | Distance=486 | [4 + 8 i + 105 j + 486 k] ^ 5 = [2642475094964 + 692621579848 i + 26469165897105 j + 14752352133486 k]
BICP | Distance=486 | [4 + 486 i + 9 j + 8 k] ^ 5 = [950823550324 + 27118411857486 i + 2580621855489 j + 2151411747848 k]
BICP | Distance=486 | [4 + 9 i + 486 j + 8 k] ^ 5 = [950823550324 + 2580621855489 i + 27118411857486 j + 2151411747848 k]
BICP | Distance=486 | [4 + 9 i + 8 j + 486 k] ^ 5 = [1277044630964 + 2432326236849 i + 2144088587848 j + 26969303781486 k]
BICP | Distance=486 | [486 + 4 i + 9 j + 14 k] ^ 5 = [27233874027486 + 829522248164 i + 2391709751289 j + 3984877535014 k]
BICP | Distance=486 | [4 + 486 i + 9 j + 48 k] ^ 5 = [70437094324 + 24578184321486 i + 2801407695489 j + 13070075052048 k]
BICP | Distance=486 | [4 + 9 i + 486 j + 48 k] ^ 5 = [70437094324 + 2801407695489 i + 24578184321486 j + 13070075052048 k]
BICP | Distance=486 | [4 + 9 i + 48 j + 486 k] ^ 5 = [2030433342964 + 1927021164849 i + 13026048420048 j + 24433318197486 k]
BICP | Distance=486 | [4 + 9 i + 98 j + 486 k] ^ 5 = [2785646572964 + 1038982299849 i + 25005300240298 j + 16296619527486 k]
BICP | Distance=486 | [4 + 486 i + 11 j + 2 k] ^ 5 = [1068413288324 + 27230423851486 i + 3088348351611 j + 458298588202 k]
BICP | Distance=486 | [4 + 11 i + 486 j + 2 k] ^ 5 = [1068413288324 + 3088348351611 i + 27230423851486 j + 458298588202 k]
BICP | Distance=486 | [4 + 486 i + 11 j + 6 k] ^ 5 = [966480590564 + 27196139187486 i + 3122633015611 j + 1576595290686 k]
BICP | Distance=486 | [4 + 11 i + 486 j + 6 k] ^ 5 = [966480590564 + 3122633015611 i + 27196139187486 j + 1576595290686 k]
BICP | Distance=486 | [4 + 486 i + 11 j + 6 k] ^ 9 = [82636087570839227611204 + 1530209724577846284582486 i + 318864124039701255285611 j + 149633491040224370045046 k]
BICP | Distance=486 | [4 + 11 i + 486 j + 6 k] ^ 9 = [82636087570839227611204 + 318864124039701255285611 i + 1530209724577846284582486 j + 149633491040224370045046 k]
BICP | Distance=486 | [486 + 4 i + 11 j + 36 k] ^ 5 = [28467708129486 + 235453089364 i + 2833182045011 j + 10219812973236 k]
BICP | Distance=486 | [4 + 486 i + 11 j + 36 k] ^ 5 = [177892753364 + 25770587373486 i + 3298603076611 j + 9859137771636 k]
BICP | Distance=486 | [4 + 11 i + 486 j + 36 k] ^ 5 = [177892753364 + 3298603076611 i + 25770587373486 j + 9859137771636 k]
BICP | Distance=486 | [4 + 486 i + 14 j + 3 k] ^ 5 = [1024439120324 + 27311934807486 i + 3936815195014 j + 711941620323 k]
BICP | Distance=486 | [4 + 14 i + 486 j + 3 k] ^ 5 = [1024439120324 + 3936815195014 i + 27311934807486 j + 711941620323 k]
BICP | Distance=486 | [4 + 486 i + 14 j + 9 k] ^ 5 = [829522248164 + 27233874027486 i + 3984877535014 j + 2391709751289 k]
BICP | Distance=486 | [4 + 14 i + 486 j + 9 k] ^ 5 = [829522248164 + 3984877535014 i + 27233874027486 j + 2391709751289 k]
BICP | Distance=486 | [4 + 486 i + 14 j + 23 k] ^ 5 = [368112368324 + 26730198211486 i + 4068877591014 j + 6288467344423 k]
BICP | Distance=486 | [4 + 14 i + 486 j + 23 k] ^ 5 = [368112368324 + 4068877591014 i + 26730198211486 j + 6288467344423 k]
BICP | Distance=486 | [4 + 486 i + 15 j + 2 k] ^ 9 = [101011333920305132119684 + 1560753246330698076846486 i + 426669788930905681780815 j + 29576553719090628608402 k]
BICP | Distance=486 | [4 + 15 i + 486 j + 2 k] ^ 9 = [101011333920305132119684 + 426669788930905681780815 i + 1560753246330698076846486 j + 29576553719090628608402 k]
BICP | Distance=486 | [4 + 16 i + 3 j + 486 k] ^ 9 = [130596122905101324225124 + 438614890090355615659216 i + 52341287896631847521043 j + 1456655989528186998210486 k]
BICP | Distance=486 | [4 + 20 i + 7 j + 486 k] ^ 5 = [1424071082964 + 5491340786020 i + 1749494761727 j + 26624696981486 k]
BICP | Distance=486 | [4 + 20 i + 27 j + 486 k] ^ 5 = [2318042050964 + 5213080202020 i + 7229937025827 j + 25871840721486 k]
BICP | Distance=486 | [4 + 20 i + 77 j + 486 k] ^ 5 = [4379074490964 + 4040098322020 i + 20025734471077 j + 20071896601486 k]
BICP | Distance=486 | [4 + 23 i + 0 j + 486 k] ^ 5 = [1100933710964 + 6389557453423 i + -210757165920 j + 26524913589486 k]
BICP | Distance=486 | [4 + 23 i + 0 j + 486 k] ^ 9 = [105126408604604025930724 + 632045451787835846938823 i + -41776749837362200213440 j + 1395120931458349395834486 k]
BICP | Distance=486 | [486 + 4 i + 23 j + 2 k] ^ 5 = [26495592715486 + 995393419364 i + 6366755248423 j + 760923337002 k]
BICP | Distance=486 | [4 + 486 i + 23 j + 2 k] ^ 5 = [1024683967364 + 27700659823486 i + 6459654289623 j + 353475048202 k]
BICP | Distance=486 | [4 + 23 i + 486 j + 2 k] ^ 5 = [1024683967364 + 6459654289623 i + 27700659823486 j + 353475048202 k]
BICP | Distance=486 | [486 + 4 i + 23 j + 4 k] ^ 5 = [26511878597486 + 890370290324 i + 6350465257423 j + 1311252698964 k]
BICP | Distance=486 | [4 + 23 i + 4 j + 486 k] ^ 5 = [1311252698964 + 6350465257423 i + 890370290324 j + 26511878597486 k]
BICP | Distance=486 | [486 + 4 i + 23 j + 14 k] ^ 5 = [26730198211486 + 368112368324 i + 6288467344423 j + 4068877591014 k]
BICP | Distance=486 | [4 + 23 i + 24 j + 486 k] ^ 5 = [2346274870964 + 6077389789423 i + 6365627438424 j + 25900073541486 k]
BICP | Distance=486 | [4 + 23 i + 30 j + 486 k] ^ 5 = [2650354540964 + 5970455614423 i + 7987312438230 j + 25539528231486 k]
BICP | Distance=486 | [4 + 23 i + 74 j + 486 k] ^ 5 = [4755613520964 + 4841870134423 i + 19223962658674 j + 20448435631486 k]
BICP | Distance=486 | [4 + 23 i + 80 j + 486 k] ^ 5 = [5022009470964 + 4642063309423 i + 20627699458480 j + 19428961621486 k]
BICP | Distance=486 | [4 + 24 i + 3 j + 486 k] ^ 5 = [1264271694964 + 6635822510424 i + 605013037323 j + 26464897593486 k]
BICP | Distance=486 | [4 + 24 i + 23 j + 486 k] ^ 5 = [2346274870964 + 6365627438424 i + 6077389789423 j + 25900073541486 k]
BICP | Distance=486 | [4 + 24 i + 73 j + 486 k] ^ 5 = [4872037030964 + 5112131558424 i + 18953701234673 j + 20564859141486 k]
BICP | Distance=486 | [4 + 26 i + 7 j + 486 k] ^ 5 = [1512028352964 + 7141213293826 i + 1681118326727 j + 26311102943486 k]
BICP | Distance=486 | [4 + 26 i + 27 j + 486 k] ^ 5 = [2678587360964 + 6834765201826 i + 7123002850827 j + 25567761051486 k]
BICP | Distance=486 | [4 + 26 i + 77 j + 486 k] ^ 5 = [5398548500964 + 5443835121826 i + 19825927646077 j + 19805500651486 k]
BICP | Distance=486 | [4 + 27 i + 0 j + 486 k] ^ 5 = [1095269910964 + 7488036181827 i + -247200634080 j + 26295895809486 k]
BICP | Distance=486 | [4 + 27 i + 0 j + 486 k] ^ 9 = [102504338598013863450724 + 736030940509734681387627 i + -48748610649706857466560 j + 1349804067133204555506486 k]
BICP | Distance=486 | [4 + 27 i + 2 j + 486 k] ^ 9 = [126848401257569525765764 + 732225349194255566632827 i + 2580219507273838117202 j + 1350352901077306134390486 k]
BICP | Distance=486 | [486 + 4 i + 27 j + 6 k] ^ 5 = [26309613807486 + 725228872324 i + 7434206092827 j + 1889789677086 k]
BICP | Distance=486 | [4 + 27 i + 6 j + 486 k] ^ 5 = [1465047348964 + 7426570546827 i + 1395761073726 j + 26264121939486 k]
BICP | Distance=486 | [4 + 27 i + 6 j + 486 k] ^ 9 = [175162379307940581011524 + 722504730795016350981627 i + 105140162623996392662646 j + 1346267870606886637734486 k]
BICP | Distance=486 | [486 + 4 i + 27 j + 8 k] ^ 5 = [26344516545486 + 602375672564 i + 7421350717827 j + 2437908376648 k]
BICP | Distance=486 | [4 + 27 i + 20 j + 486 k] ^ 5 = [2318042050964 + 7229937025827 i + 5213080202020 j + 25871840721486 k]
BICP | Distance=486 | [4 + 27 i + 26 j + 486 k] ^ 5 = [2678587360964 + 7123002850827 i + 6834765201826 j + 25567761051486 k]
BICP | Distance=486 | [4 + 27 i + 70 j + 486 k] ^ 5 = [5193874420964 + 5931129970827 i + 18134702822270 j + 20886696531486 k]
BICP | Distance=486 | [4 + 27 i + 76 j + 486 k] ^ 5 = [5514972010964 + 5714096545827 i + 19555666222076 j + 19921924161486 k]
BICP | Distance=486 | [4 + 30 i + 3 j + 486 k] ^ 5 = [1296045564964 + 8278784218230 i + 543547402323 j + 26095120155486 k]
BICP | Distance=486 | [4 + 30 i + 23 j + 486 k] ^ 5 = [2650354540964 + 7987312438230 i + 5970455614423 j + 25539528231486 k]
BICP | Distance=486 | [4 + 30 i + 73 j + 486 k] ^ 5 = [5836809400964 + 6533094958230 i + 18736667809673 j + 20243761551486 k]
BICP | Distance=486 | [4 + 486 i + 36 j + 7 k] ^ 5 = [569504626324 + 28543496949486 i + 10200912757236 j + 1683144009727 k]
BICP | Distance=486 | [4 + 36 i + 486 j + 7 k] ^ 5 = [569504626324 + 10200912757236 i + 28543496949486 j + 1683144009727 k]
BICP | Distance=486 | [4 + 486 i + 36 j + 7 k] ^ 9 = [8372638068451348465444 + 1807321766061857459130486 i + 1066884137300298605162436 j + 157169541061033195392247 k]
BICP | Distance=486 | [4 + 36 i + 486 j + 7 k] ^ 9 = [8372638068451348465444 + 1066884137300298605162436 i + 1807321766061857459130486 j + 157169541061033195392247 k]
BICP | Distance=486 | [486 + 4 i + 36 j + 11 k] ^ 5 = [25770587373486 + 177892753364 i + 9859137771636 j + 3298603076611 k]
BICP | Distance=486 | [4 + 486 i + 36 j + 11 k] ^ 5 = [235453089364 + 28467708129486 i + 10219812973236 j + 2833182045011 k]
BICP | Distance=486 | [4 + 36 i + 486 j + 11 k] ^ 5 = [235453089364 + 10219812973236 i + 28467708129486 j + 2833182045011 k]
BICP | Distance=486 | [4 + 486 i + 39 j + 4 k] ^ 5 = [797961234964 + 28836256065486 i + 11047542762639 j + 797961234964 k]
BICP | Distance=486 | [4 + 39 i + 486 j + 4 k] ^ 5 = [797961234964 + 11047542762639 i + 28836256065486 j + 797961234964 k]
BICP | Distance=486 | [4 + 486 i + 39 j + 8 k] ^ 5 = [436379662324 + 28788972897486 i + 11071674102639 j + 1955586075848 k]
BICP | Distance=486 | [4 + 39 i + 486 j + 8 k] ^ 5 = [436379662324 + 11071674102639 i + 28788972897486 j + 1955586075848 k]
BICP | Distance=486 | [4 + 45 i + 2 j + 486 k] ^ 5 = [1263386140964 + 12323295039645 i + 119722188202 j + 24817184811486 k]
BICP | Distance=486 | [4 + 45 i + 52 j + 486 k] ^ 5 = [6248530330964 + 11024487984645 i + 13041344808452 j + 21941352441486 k]
BICP | Distance=486 | [4 + 48 i + 5 j + 486 k] ^ 5 = [1595698630964 + 13080670452048 i + 877097600605 j + 24484872321486 k]
BICP | Distance=486 | [486 + 4 i + 48 j + 7 k] ^ 5 = [24537097809486 + 287923491764 i + 13077069156048 j + 2275263413327 k]
BICP | Distance=486 | [486 + 4 i + 48 j + 9 k] ^ 5 = [24578184321486 + 70437094324 i + 13070075052048 j + 2801407695489 k]
BICP | Distance=486 | [4 + 48 i + 9 j + 486 k] ^ 5 = [2030433342964 + 13026048420048 i + 1927021164849 j + 24433318197486 k]
BICP | Distance=486 | [4 + 48 i + 49 j + 486 k] ^ 5 = [6276763150964 + 11888797572048 i + 12177035221049 j + 21969585261486 k]
BICP | Distance=486 | [4 + 48 i + 55 j + 486 k] ^ 5 = [6891465310964 + 11626452972048 i + 13643309795855 j + 21298417461486 k]
BICP | Distance=486 | [4 + 48 i + 99 j + 486 k] ^ 5 = [11130408150964 + 8988968892048 i + 23371061416299 j + 14073641001486 k]
BICP | Distance=486 | [4 + 48 i + 105 j + 486 k] ^ 5 = [11664046590964 + 8533894692048 i + 24519530841105 j + 12786924501486 k]
BICP | Distance=486 | [4 + 49 i + 8 j + 486 k] ^ 5 = [1936941734964 + 13302774085049 i + 1650295499848 j + 24339826589486 k]
BICP | Distance=486 | [4 + 49 i + 8 j + 486 k] ^ 9 = [248233435065140141985124 + 1225251307580931035696449 i + 78248563639784021854088 j + 979757195342692489482486 k]
BICP | Distance=486 | [4 + 49 i + 48 j + 486 k] ^ 5 = [6276763150964 + 12177035221049 i + 11888797572048 j + 21969585261486 k]
BICP | Distance=486 | [4 + 49 i + 98 j + 486 k] ^ 5 = [11246831660964 + 9259230316049 i + 23100799992298 j + 14190064511486 k]
BICP | Distance=486 | [4 + 51 i + 2 j + 486 k] ^ 5 = [1273861240964 + 13899668864451 i + 58099188202 j + 24163034931486 k]
BICP | Distance=486 | [4 + 51 i + 52 j + 486 k] ^ 5 = [6919698130964 + 12490762559451 i + 12779000208452 j + 21326650281486 k]
BICP | Distance=486 | [486 + 4 i + 52 j + 1 k] ^ 5 = [24013356649486 + 921162506324 i + 14158919664452 j + 731747853561 k]
BICP | Distance=486 | [486 + 4 i + 52 j + 1 k] ^ 9 = [912661768084367738850486 + 55059597956043372193444 i + 1299763332085139361184852 j + 107518440390672141041521 k]
BICP | Distance=486 | [486 + 4 i + 52 j + 3 k] ^ 5 = [24028095813486 + 685389642964 i + 14144120384452 j + 1251271111323 k]
BICP | Distance=486 | [4 + 52 i + 5 j + 486 k] ^ 5 = [1628864426964 + 14125651128452 i + 827418456445 j + 24031749281486 k]
BICP | Distance=486 | [4 + 52 i + 45 j + 486 k] ^ 5 = [6248530330964 + 13041344808452 i + 11024487984645 j + 21941352441486 k]
BICP | Distance=486 | [4 + 52 i + 51 j + 486 k] ^ 5 = [6919698130964 + 12779000208452 i + 12490762559451 j + 21326650281486 k]
BICP | Distance=486 | [4 + 52 i + 95 j + 486 k] ^ 5 = [11568669050964 + 10078228728452 i + 22281801579895 j + 14511901901486 k]
BICP | Distance=486 | [4 + 52 i + 145 j + 486 k] ^ 5 = [16034122370964 + 5408738448452 i + 30290758825145 j + 2221213261486 k]
BICP | Distance=486 | [486 + 4 i + 55 j + 2 k] ^ 9 = [846899907634109564598486 + 26963418272900835589444 i + 1355219404463075711306455 j + 128944424454234608231762 k]
BICP | Distance=486 | [4 + 55 i + 8 j + 486 k] ^ 5 = [2025730694964 + 14860127411855 i + 1561894739848 j + 23634883013486 k]
BICP | Distance=486 | [4 + 55 i + 48 j + 486 k] ^ 5 = [6891465310964 + 13643309795855 i + 11626452972048 j + 21298417461486 k]
BICP | Distance=486 | [4 + 55 i + 98 j + 486 k] ^ 5 = [12478846520964 + 10424926340855 i + 22628499192298 j + 13601724431486 k]
BICP | Distance=486 | [4 + 486 i + 61 j + 2 k] ^ 5 = [936803948324 + 31401173771486 i + 17563015626861 j + 41567628202 k]
BICP | Distance=486 | [4 + 61 i + 486 j + 2 k] ^ 5 = [936803948324 + 17563015626861 i + 31401173771486 j + 41567628202 k]
BICP | Distance=486 | [4 + 486 i + 61 j + 6 k] ^ 5 = [367113530564 + 31376618019486 i + 17587571378861 j + 1262349850686 k]
BICP | Distance=486 | [4 + 61 i + 486 j + 6 k] ^ 5 = [367113530564 + 17587571378861 i + 31376618019486 j + 1262349850686 k]
BICP | Distance=486 | [4 + 486 i + 64 j + 3 k] ^ 5 = [783452150324 + 31836612537486 i + 18490161215264 j + 325923925323 k]
BICP | Distance=486 | [4 + 64 i + 486 j + 3 k] ^ 5 = [783452150324 + 18490161215264 i + 31836612537486 j + 325923925323 k]
BICP | Distance=486 | [4 + 69 i + 0 j + 486 k] ^ 9 = [52018195638570127156324 + 1583392425363548854388469 i + -109721867275049698647360 j + 493560495381309896754486 k]
BICP | Distance=486 | [4 + 70 i + 7 j + 486 k] ^ 5 = [2077767812964 + 18640991786270 i + 1081239046727 j + 21538863031486 k]
BICP | Distance=486 | [4 + 70 i + 27 j + 486 k] ^ 5 = [5193874420964 + 18134702822270 i + 5931129970827 j + 20886696531486 k]
BICP | Distance=486 | [4 + 70 i + 77 j + 486 k] ^ 5 = [12623324960964 + 15171586742270 i + 17188443566077 j + 15566557811486 k]
BICP | Distance=486 | [4 + 73 i + 0 j + 486 k] ^ 5 = [965444110964 + 19454265538673 i + -655301365920 j + 21082141269486 k]
BICP | Distance=486 | [4 + 73 i + 0 j + 486 k] ^ 9 = [45266713888386215370724 + 1632156515316497473285273 i + -113911991688457711333440 j + 381599288212210127802486 k]
BICP | Distance=486 | [486 + 4 i + 73 j + 2 k] ^ 5 = [21060388259486 + 637693879364 i + 19422768271673 j + 1137689617002 k]
BICP | Distance=486 | [486 + 4 i + 73 j + 4 k] ^ 5 = [21081442837486 + 310426730324 i + 19411804102673 j + 1620347618964 k]
BICP | Distance=486 | [4 + 73 i + 4 j + 486 k] ^ 5 = [1620347618964 + 19411804102673 i + 310426730324 j + 21081442837486 k]
BICP | Distance=486 | [4 + 73 i + 24 j + 486 k] ^ 5 = [4872037030964 + 18953701234673 i + 5112131558424 j + 20564859141486 k]
BICP | Distance=486 | [4 + 73 i + 30 j + 486 k] ^ 5 = [5836809400964 + 18736667809673 i + 6533094958230 j + 20243761551486 k]
BICP | Distance=486 | [4 + 73 i + 74 j + 486 k] ^ 5 = [12651557780964 + 16035896329673 i + 16324133978674 j + 15594790631486 k]
BICP | Distance=486 | [4 + 73 i + 80 j + 486 k] ^ 5 = [13533502430964 + 15518284354673 i + 17535141178480 j + 14656380341486 k]
BICP | Distance=486 | [4 + 74 i + 3 j + 486 k] ^ 5 = [1459001104964 + 19664867150674 i + 57363682323 j + 20920096323486 k]
BICP | Distance=486 | [4 + 74 i + 23 j + 486 k] ^ 5 = [4755613520964 + 19223962658674 i + 4841870134423 j + 20448435631486 k]
BICP | Distance=486 | [4 + 74 i + 73 j + 486 k] ^ 5 = [12651557780964 + 16324133978674 i + 16035896329673 j + 15594790631486 k]
BICP | Distance=486 | [4 + 76 i + 7 j + 486 k] ^ 5 = [2143024562964 + 20088155494076 i + 986778121727 j + 20558765893486 k]
BICP | Distance=486 | [4 + 76 i + 27 j + 486 k] ^ 5 = [5514972010964 + 19555666222076 i + 5714096545827 j + 19921924161486 k]
BICP | Distance=486 | [4 + 76 i + 77 j + 486 k] ^ 5 = [13561735250964 + 16382593942076 i + 16670831591077 j + 14684613161486 k]
BICP | Distance=486 | [4 + 77 i + 0 j + 486 k] ^ 5 = [948572710964 + 20411642867077 i + -689412034080 j + 20409667929486 k]
BICP | Distance=486 | [4 + 77 i + 0 j + 486 k] ^ 9 = [38230735278137535930724 + 1674020602394262662694077 i + -117747627896377317706560 j + 265618405632285838818486 k]
BICP | Distance=486 | [4 + 77 i + 6 j + 486 k] ^ 5 = [1981678048964 + 20341218542077 i + 733715073726 j + 20397419379486 k]
BICP | Distance=486 | [4 + 77 i + 20 j + 486 k] ^ 5 = [4379074490964 + 20025734471077 i + 4040098322020 j + 20071896601486 k]
BICP | Distance=486 | [4 + 77 i + 26 j + 486 k] ^ 5 = [5398548500964 + 19825927646077 i + 5443835121826 j + 19805500651486 k]
BICP | Distance=486 | [4 + 77 i + 70 j + 486 k] ^ 5 = [12623324960964 + 17188443566077 i + 15171586742270 j + 15566557811486 k]
BICP | Distance=486 | [4 + 77 i + 76 j + 486 k] ^ 5 = [13561735250964 + 16670831591077 i + 16382593942076 j + 14684613161486 k]
BICP | Distance=486 | [4 + 80 i + 23 j + 486 k] ^ 5 = [5022009470964 + 20627699458480 i + 4642063309423 j + 19428961621486 k]
BICP | Distance=486 | [4 + 80 i + 73 j + 486 k] ^ 5 = [13533502430964 + 17535141178480 i + 15518284354673 j + 14656380341486 k]
BICP | Distance=486 | [4 + 486 i + 89 j + 4 k] ^ 5 = [496408474964 + 36338295953486 i + 26516616155889 j + 496408474964 k]
BICP | Distance=486 | [4 + 89 i + 486 j + 4 k] ^ 5 = [496408474964 + 26516616155889 i + 36338295953486 j + 496408474964 k]
BICP | Distance=486 | [4 + 95 i + 52 j + 486 k] ^ 5 = [11568669050964 + 22281801579895 i + 10078228728452 j + 14511901901486 k]
BICP | Distance=486 | [4 + 98 i + 5 j + 486 k] ^ 5 = [1924191740964 + 25075891572298 i + 193871195605 j + 16331143891486 k]
BICP | Distance=486 | [4 + 98 i + 9 j + 486 k] ^ 5 = [2785646572964 + 25005300240298 i + 1038982299849 j + 16296619527486 k]
BICP | Distance=486 | [4 + 98 i + 49 j + 486 k] ^ 5 = [11246831660964 + 23100799992298 i + 9259230316049 j + 14190064511486 k]
BICP | Distance=486 | [4 + 98 i + 55 j + 486 k] ^ 5 = [12478846520964 + 22628499192298 i + 10424926340855 j + 13601724431486 k]
BICP | Distance=486 | [4 + 98 i + 99 j + 486 k] ^ 5 = [21029628760964 + 17705629812298 i + 17993867461299 j + 7216719651486 k]
BICP | Distance=486 | [4 + 98 i + 105 j + 486 k] ^ 5 = [22113745900964 + 16838518512298 i + 18855375336105 j + 6076136871486 k]
BICP | Distance=486 | [4 + 99 i + 8 j + 486 k] ^ 5 = [2581023454964 + 25235521720299 i + 808760819848 j + 16091996409486 k]
BICP | Distance=486 | [4 + 99 i + 48 j + 486 k] ^ 5 = [11130408150964 + 23371061416299 i + 8988968892048 j + 14073641001486 k]
BICP | Distance=486 | [4 + 99 i + 98 j + 486 k] ^ 5 = [21029628760964 + 17993867461299 i + 17705629812298 j + 7216719651486 k]
BICP | Distance=486 | [4 + 105 i + 8 j + 486 k] ^ 5 = [2642475094964 + 26469165897105 i + 692621579848 j + 14752352133486 k]
BICP | Distance=486 | [4 + 105 i + 48 j + 486 k] ^ 5 = [11664046590964 + 24519530841105 i + 8533894692048 j + 12786924501486 k]
BICP | Distance=486 | [4 + 105 i + 98 j + 486 k] ^ 5 = [22113745900964 + 18855375336105 i + 16838518512298 j + 6076136871486 k]
BICP | Distance=486 | [4 + 486 i + 139 j + 4 k] ^ 5 = [289658314964 + 50185808941486 i + 45181622699139 j + 289658314964 k]
BICP | Distance=486 | [4 + 139 i + 486 j + 4 k] ^ 5 = [289658314964 + 45181622699139 i + 50185808941486 j + 289658314964 k]
BICP | Distance=486 | [4 + 145 i + 52 j + 486 k] ^ 5 = [16034122370964 + 30290758825145 i + 5408738448452 j + 2221213261486 k]
BICP | Distance=486 | [4 + 486 i + 389 j + 4 k] ^ 5 = [1746514964 + 256458470381486 i + 256450465165389 j + 1746514964 k]
BICP | Distance=486 | [4 + 389 i + 486 j + 4 k] ^ 5 = [1746514964 + 256450465165389 i + 256458470381486 j + 1746514964 k]
BICP | Distance=486 | [4 + 423 i + 0 j + 486 k] ^ 9 = [909277379972522424330724 + 3072732668868344886270423 i + 562406930279913110506560 j + 18889354102944354729498486 k]
BICP | Distance=486 | [5 + 486 i + 1 j + 3 k] ^ 9 = [138405349480426860524285 + 1505105987034324967425486 i + 34809544655391280400521 j + 81462941604393155847243 k]
BICP | Distance=486 | [5 + 1 i + 486 j + 3 k] ^ 9 = [138405349480426860524285 + 34809544655391280400521 i + 1505105987034324967425486 j + 81462941604393155847243 k]
BICP | Distance=486 | [5 + 2 i + 2 j + 486 k] ^ 5 = [1403911471965 + 535205088202 i + 535205088202 j + 27133032371486 k]
BICP | Distance=486 | [486 + 5 i + 2 j + 4 k] ^ 5 = [27098876371486 + 1376481951445 i + 511826628202 j + 1138060316964 k]
BICP | Distance=486 | [486 + 5 i + 2 j + 6 k] ^ 5 = [27122112147486 + 1368007344605 i + 489148000202 j + 1695899665086 k]
BICP | Distance=486 | [5 + 2 i + 8 j + 486 k] ^ 5 = [1429334156085 + 465500688202 i + 2208581417848 j + 27064999391486 k]
BICP | Distance=486 | [486 + 5 i + 2 j + 14 k] ^ 5 = [27306934907486 + 1336906620445 i + 399474120202 j + 3931815295014 k]
BICP | Distance=486 | [486 + 5 i + 2 j + 36 k] ^ 5 = [28576288179486 + 1274081787605 i + 160442404202 j + 10168121527236 k]
BICP | Distance=486 | [486 + 5 i + 3 j + 1 k] ^ 9 = [1505105987034324967425486 + 138405349480426860524285 i + 81462941604393155847243 j + 34809544655391280400521 k]
BICP | Distance=486 | [5 + 3 i + 7 j + 486 k] ^ 9 = [148919875433351488428365 + 67650619405884746700843 i + 189181141941451356528847 j + 1505686891161259942335486 k]
BICP | Distance=486 | [5 + 486 i + 3 j + 73 k] ^ 9 = [-28675438082995042312195 + 384044539113709068681486 i + 176093178885194994783963 j + 1621501052456373908338273 k]
BICP | Distance=486 | [5 + 3 i + 486 j + 73 k] ^ 9 = [-28675438082995042312195 + 176093178885194994783963 i + 384044539113709068681486 j + 1621501052456373908338273 k]
BICP | Distance=486 | [5 + 486 i + 4 j + 2 k] ^ 5 = [1376481951445 + 27098876371486 i + 1138060316964 j + 511826628202 k]
BICP | Distance=486 | [5 + 4 i + 486 j + 2 k] ^ 5 = [1376481951445 + 1138060316964 i + 27098876371486 j + 511826628202 k]
BICP | Distance=486 | [5 + 486 i + 4 j + 8 k] ^ 5 = [1319289776605 + 27031719793486 i + 1205216894964 j + 2183945099848 k]
BICP | Distance=486 | [5 + 4 i + 486 j + 8 k] ^ 5 = [1319289776605 + 1205216894964 i + 27031719793486 j + 2183945099848 k]
BICP | Distance=486 | [5 + 486 i + 4 j + 48 k] ^ 5 = [877097600605 + 24484872321486 i + 1595698630964 j + 13080670452048 k]
BICP | Distance=486 | [5 + 4 i + 486 j + 48 k] ^ 5 = [877097600605 + 1595698630964 i + 24484872321486 j + 13080670452048 k]
BICP | Distance=486 | [5 + 486 i + 4 j + 52 k] ^ 5 = [827418456445 + 24031749281486 i + 1628864426964 j + 14125651128452 k]
BICP | Distance=486 | [5 + 4 i + 486 j + 52 k] ^ 5 = [827418456445 + 1628864426964 i + 24031749281486 j + 14125651128452 k]
BICP | Distance=486 | [5 + 486 i + 4 j + 98 k] ^ 5 = [193871195605 + 16331143891486 i + 1924191740964 j + 25075891572298 k]
BICP | Distance=486 | [5 + 4 i + 486 j + 98 k] ^ 5 = [193871195605 + 1924191740964 i + 16331143891486 j + 25075891572298 k]
BICP | Distance=486 | [5 + 486 i + 6 j + 2 k] ^ 5 = [1368007344605 + 27122112147486 i + 1695899665086 j + 489148000202 k]
BICP | Distance=486 | [5 + 6 i + 486 j + 2 k] ^ 5 = [1368007344605 + 1695899665086 i + 27122112147486 j + 489148000202 k]
BICP | Distance=486 | [5 + 486 i + 6 j + 8 k] ^ 5 = [1283274769445 + 27055788339486 i + 1762223473086 j + 2162134113848 k]
BICP | Distance=486 | [5 + 6 i + 486 j + 8 k] ^ 5 = [1283274769445 + 1762223473086 i + 27055788339486 j + 2162134113848 k]
BICP | Distance=486 | [5 + 486 i + 6 j + 8 k] ^ 9 = [117387032071911757030085 + 1501969019897840863878486 i + 184989146135961500315766 j + 210055900850546854944488 k]
BICP | Distance=486 | [5 + 6 i + 486 j + 8 k] ^ 9 = [117387032071911757030085 + 184989146135961500315766 i + 1501969019897840863878486 j + 210055900850546854944488 k]
BICP | Distance=486 | [5 + 486 i + 6 j + 48 k] ^ 5 = [659549041445 + 24513934779486 i + 2121130105086 j + 13065158946048 k]
BICP | Distance=486 | [5 + 6 i + 486 j + 48 k] ^ 5 = [659549041445 + 2121130105086 i + 24513934779486 j + 13065158946048 k]
BICP | Distance=486 | [5 + 486 i + 6 j + 48 k] ^ 9 = [-20541567320970634662715 + 1010564801477986571478486 i + 226499337307074996510966 j + 1214528943890050261332048 k]
BICP | Distance=486 | [5 + 6 i + 486 j + 48 k] ^ 9 = [-20541567320970634662715 + 226499337307074996510966 i + 1010564801477986571478486 j + 1214528943890050261332048 k]
BICP | Distance=486 | [5 + 486 i + 6 j + 52 k] ^ 5 = [592085529605 + 24061256007486 i + 2148658885086 j + 14110817090452 k]
BICP | Distance=486 | [5 + 6 i + 486 j + 52 k] ^ 5 = [592085529605 + 2148658885086 i + 24061256007486 j + 14110817090452 k]
BICP | Distance=486 | [5 + 486 i + 6 j + 98 k] ^ 5 = [-237135883555 + 16364997939486 i + 2347184305086 j + 25069428016298 k]
BICP | Distance=486 | [5 + 6 i + 486 j + 98 k] ^ 5 = [-237135883555 + 2347184305086 i + 16364997939486 j + 25069428016298 k]
BICP | Distance=486 | [5 + 7 i + 3 j + 486 k] ^ 9 = [148919875433351488428365 + 189181141941451356528847 i + 67650619405884746700843 j + 1505686891161259942335486 k]
BICP | Distance=486 | [5 + 7 i + 7 j + 486 k] ^ 9 = [161148121307764774364525 + 179084506780197176307247 i + 179084506780197176307247 j + 1497420440656137327459486 k]
BICP | Distance=486 | [5 + 7 i + 27 j + 486 k] ^ 9 = [212737490083932666762125 + 118772359671219032616847 i + 717409168923203674194627 j + 1347337845014103559575486 k]
BICP | Distance=486 | [5 + 8 i + 2 j + 486 k] ^ 5 = [1429334156085 + 2208581417848 i + 465500688202 j + 27064999391486 k]
BICP | Distance=486 | [486 + 5 i + 8 j + 4 k] ^ 5 = [27031719793486 + 1319289776605 i + 2183945099848 j + 1205216894964 k]
BICP | Distance=486 | [486 + 5 i + 8 j + 6 k] ^ 5 = [27055788339486 + 1283274769445 i + 2162134113848 j + 1762223473086 k]
BICP | Distance=486 | [486 + 5 i + 8 j + 6 k] ^ 9 = [1501969019897840863878486 + 117387032071911757030085 i + 210055900850546854944488 j + 184989146135961500315766 k]
BICP | Distance=486 | [5 + 8 i + 8 j + 486 k] ^ 5 = [1537374541965 + 2136378743848 i + 2136378743848 j + 26999569301486 k]
BICP | Distance=486 | [486 + 5 i + 8 j + 14 k] ^ 5 = [27243873347486 + 1141899749605 i + 2079332249848 j + 3994876855014 k]
BICP | Distance=486 | [5 + 486 i + 8 j + 26 k] ^ 9 = [35837824853649085586405 + 1373568739262014353870486 i + 265205063539217373277928 j + 694875337888355796546026 k]
BICP | Distance=486 | [5 + 8 i + 486 j + 26 k] ^ 9 = [35837824853649085586405 + 265205063539217373277928 i + 1373568739262014353870486 j + 694875337888355796546026 k]
BICP | Distance=486 | [486 + 5 i + 8 j + 36 k] ^ 5 = [28521642609486 + 773659156445 i + 1887298539848 j + 10222767097236 k]
BICP | Distance=486 | [486 + 5 i + 8 j + 36 k] ^ 9 = [1804109432673327329106486 + 23204769336886653071285 i + 172001672329468499998088 j + 1070096470688828735186436 k]
BICP | Distance=486 | [5 + 8 i + 48 j + 486 k] ^ 5 = [2184302429965 + 1556119487848 i + 13025939760048 j + 24464993877486 k]
BICP | Distance=486 | [5 + 8 i + 52 j + 486 k] ^ 5 = [2241319871085 + 1489099187848 i + 14070312348452 j + 24013167421486 k]
BICP | Distance=486 | [486 + 5 i + 8 j + 64 k] ^ 5 = [31784894377486 + 342490004605 i + 1715002079848 j + 18528569595264 k]
BICP | Distance=486 | [486 + 5 i + 8 j + 86 k] ^ 5 = [35673646739486 + 27416481445 i + 1633068689848 j + 25541749617486 k]
BICP | Distance=486 | [486 + 5 i + 8 j + 86 k] ^ 9 = [3400297499850862233414486 + -116703241551091570758715 i + 192625650224371517338088 j + 3148084700852210786818886 k]
BICP | Distance=486 | [5 + 8 i + 98 j + 486 k] ^ 5 = [2781687334965 + 612591497848 i + 25015037760298 j + 16328296607486 k]
BICP | Distance=486 | [486 + 5 i + 8 j + 236 k] ^ 5 = [98555219729486 + -1911690443555 i + 2164223939848 j + 97605027778236 k]
BICP | Distance=486 | [486 + 5 i + 8 j + 236 k] ^ 9 = [26641757908487678724498486 + -995822693275709015088715 i + 997563098536558893838088 j + 26638311041104233267876236 k]
BICP | Distance=486 | [486 + 5 i + 8 j + 264 k] ^ 5 = [118893739497486 + -2294572475395 i + 2451369399848 j + 118372979556264 k]
BICP | Distance=486 | [486 + 5 i + 8 j + 486 k] ^ 5 = [433770443379486 + -6694498318555 i + 6694498689848 j + 433770443379486 k]
BICP | Distance=486 | [486 + 5 i + 8 j + 486 k] ^ 9 = [387094885373231535896838486 + -10755367984941833478438715 i + 10755367984941844082938088 j + 387094885373231535896838486 k]
BICP | Distance=486 | [486 + 5 i + 9 j + 43 k] ^ 9 = [1935517367101070615553486 + -17749781904707147883715 i + 202906390142693770453089 j + 1301957405273855549223043 k]
BICP | Distance=486 | [486 + 5 i + 9 j + 293 k] ^ 9 = [52771080629588614307847486 + -2440308613503891954855715 i + 2440539360260025931081089 j + 52770778170908569793781293 k]
BICP | Distance=486 | [5 + 486 i + 11 j + 27 k] ^ 9 = [-4347233922404208289795 + 1376778226048204427883486 i + 343758388574316229594211 j + 719295334108620198798627 k]
BICP | Distance=486 | [5 + 11 i + 486 j + 27 k] ^ 9 = [-4347233922404208289795 + 343758388574316229594211 i + 1376778226048204427883486 j + 719295334108620198798627 k]
BICP | Distance=486 | [5 + 486 i + 11 j + 77 k] ^ 9 = [-275206172373983605309795 + 299439174868660187013486 i + 254103718201433253694211 j + 1679336385064597417719077 k]
BICP | Distance=486 | [5 + 11 i + 486 j + 77 k] ^ 9 = [-275206172373983605309795 + 254103718201433253694211 i + 299439174868660187013486 j + 1679336385064597417719077 k]
BICP | Distance=486 | [5 + 486 i + 14 j + 2 k] ^ 5 = [1336906620445 + 27306934907486 i + 3931815295014 j + 399474120202 k]
BICP | Distance=486 | [5 + 14 i + 486 j + 2 k] ^ 5 = [1336906620445 + 3931815295014 i + 27306934907486 j + 399474120202 k]
BICP | Distance=486 | [5 + 486 i + 14 j + 8 k] ^ 5 = [1141899749605 + 27243873347486 i + 3994876855014 j + 2079332249848 k]
BICP | Distance=486 | [5 + 14 i + 486 j + 8 k] ^ 5 = [1141899749605 + 3994876855014 i + 27243873347486 j + 2079332249848 k]
BICP | Distance=486 | [5 + 486 i + 14 j + 48 k] ^ 5 = [-208733562395 + 24719390379486 i + 4227906623014 j + 13030145946048 k]
BICP | Distance=486 | [5 + 14 i + 486 j + 48 k] ^ 5 = [-208733562395 + 4227906623014 i + 24719390379486 j + 13030145946048 k]
BICP | Distance=486 | [5 + 486 i + 14 j + 48 k] ^ 9 = [-184575198823863213604795 + 1052268775258749370038486 i + 394220181963637379166014 j + 1223945859299854435332048 k]
BICP | Distance=486 | [5 + 14 i + 486 j + 48 k] ^ 9 = [-184575198823863213604795 + 394220181963637379166014 i + 1052268775258749370038486 j + 1223945859299854435332048 k]
BICP | Distance=486 | [5 + 486 i + 14 j + 52 k] ^ 5 = [-347413994555 + 24268022887486 i + 4232926315014 j + 14080757850452 k]
BICP | Distance=486 | [5 + 14 i + 486 j + 52 k] ^ 5 = [-347413994555 + 4232926315014 i + 24268022887486 j + 14080757850452 k]
BICP | Distance=486 | [5 + 486 i + 14 j + 98 k] ^ 5 = [-1960273287395 + 16581114779486 i + 4044648223014 j + 25098291096298 k]
BICP | Distance=486 | [5 + 14 i + 486 j + 98 k] ^ 5 = [-1960273287395 + 4044648223014 i + 16581114779486 j + 25098291096298 k]
BICP | Distance=486 | [5 + 486 i + 17 j + 423 k] ^ 9 = [3535286814741854708672285 + 18740920283756952421149486 i + 3130557322080830548780217 j + 2596985155385405094573423 k]
BICP | Distance=486 | [5 + 17 i + 486 j + 423 k] ^ 9 = [3535286814741854708672285 + 3130557322080830548780217 i + 18740920283756952421149486 j + 2596985155385405094573423 k]
BICP | Distance=486 | [486 + 5 i + 23 j + 39 k] ^ 9 = [1757726611030980242163486 + -268836827022403427809795 i + 655875765000639889741823 j + 1144516413468756573886239 k]
BICP | Distance=486 | [486 + 5 i + 23 j + 89 k] ^ 9 = [3415576193807895646293486 + -884888103965645216869795 i + 1033220496139282312321823 j + 3213712464563885682546689 k]
BICP | Distance=486 | [486 + 5 i + 23 j + 139 k] ^ 9 = [7087444376779709277783486 + -1846455029102071501189795 i + 1896238118236353458881823 j + 7031213716449711838347139 k]
BICP | Distance=486 | [486 + 5 i + 23 j + 389 k] ^ 9 = [148042088868465882135633486 + -27722461918770474131689795 i + 27722462545246527271381823 j + 148042089760238891239449389 k]
BICP | Distance=486 | [5 + 24 i + 24 j + 486 k] ^ 9 = [378683082009361283621525 + 562224842488168626014424 i + 562224842488168626014424 j + 1279885479954540818202486 k]
BICP | Distance=486 | [486 + 5 i + 26 j + 8 k] ^ 9 = [1373568739262014353870486 + 35837824853649085586405 i + 694875337888355796546026 j + 265205063539217373277928 k]
BICP | Distance=486 | [5 + 27 i + 7 j + 486 k] ^ 9 = [212737490083932666762125 + 717409168923203674194627 i + 118772359671219032616847 j + 1347337845014103559575486 k]
BICP | Distance=486 | [486 + 5 i + 27 j + 11 k] ^ 9 = [1376778226048204427883486 + -4347233922404208289795 i + 719295334108620198798627 j + 343758388574316229594211 k]
BICP | Distance=486 | [486 + 5 i + 27 j + 61 k] ^ 9 = [2246085016394781018213486 + -636290947006840632109795 i + 926760053451622778778627 j + 1884209332931913410454661 k]
BICP | Distance=486 | [486 + 5 i + 27 j + 111 k] ^ 9 = [4636819775527704411903486 + -1524725575645241383189795 i + 1629781538705195579778627 j + 4527638333643336959175111 k]
BICP | Distance=486 | [486 + 5 i + 27 j + 133 k] ^ 9 = [6399231082057096351533486 + -2076634986188735048871715 i + 2140811639681851725762627 j + 6338580726893587331661133 k]
BICP | Distance=486 | [486 + 5 i + 27 j + 361 k] ^ 9 = [109463192953637033640753486 + -26059250163136450267489795 i + 26059257842173977120078627 j + 109463199224105254135677361 k]
BICP | Distance=486 | [486 + 5 i + 27 j + 383 k] ^ 9 = [138048916039711368371919486 + -32002962644207075116503715 i + 32002963468623201609714627 j + 138048917834644131679719383 k]
BICP | Distance=486 | [486 + 5 i + 31 j + 111 k] ^ 9 = [4539658574363318137539486 + -1796602483827323360307715 i + 1912559466447303557538631 j + 4440103894424183865891111 k]
BICP | Distance=486 | [486 + 5 i + 31 j + 361 k] ^ 9 = [108388472911733140522365486 + -30720069932666218009359715 i + 30720076110441030388590631 j + 108388481603937225077649361 k]
BICP | Distance=486 | [5 + 486 i + 36 j + 2 k] ^ 5 = [1274081787605 + 28576288179486 i + 10168121527236 j + 160442404202 k]
BICP | Distance=486 | [5 + 36 i + 486 j + 2 k] ^ 5 = [1274081787605 + 10168121527236 i + 28576288179486 j + 160442404202 k]
BICP | Distance=486 | [5 + 486 i + 36 j + 8 k] ^ 5 = [773659156445 + 28521642609486 i + 10222767097236 j + 1887298539848 k]
BICP | Distance=486 | [5 + 36 i + 486 j + 8 k] ^ 5 = [773659156445 + 10222767097236 i + 28521642609486 j + 1887298539848 k]
BICP | Distance=486 | [5 + 486 i + 36 j + 8 k] ^ 9 = [23204769336886653071285 + 1804109432673327329106486 i + 1070096470688828735186436 j + 172001672329468499998088 k]
BICP | Distance=486 | [5 + 36 i + 486 j + 8 k] ^ 9 = [23204769336886653071285 + 1070096470688828735186436 i + 1804109432673327329106486 j + 172001672329468499998088 k]
BICP | Distance=486 | [5 + 486 i + 36 j + 48 k] ^ 5 = [-2590561819555 + 26023521537486 i + 10112656705236 j + 13156160340048 k]
BICP | Distance=486 | [5 + 36 i + 486 j + 48 k] ^ 5 = [-2590561819555 + 10112656705236 i + 26023521537486 j + 13156160340048 k]
BICP | Distance=486 | [5 + 486 i + 36 j + 52 k] ^ 5 = [-2926565387395 + 25571925729486 i + 10056013477236 j + 14238932504452 k]
BICP | Distance=486 | [5 + 36 i + 486 j + 52 k] ^ 5 = [-2926565387395 + 10056013477236 i + 25571925729486 j + 14238932504452 k]
BICP | Distance=486 | [5 + 486 i + 36 j + 52 k] ^ 9 = [-710518005380982229174795 + 1202700202772918525298486 i + 858797093907745317194436 j + 1447053369606925695088852 k]
BICP | Distance=486 | [5 + 36 i + 486 j + 52 k] ^ 9 = [-710518005380982229174795 + 858797093907745317194436 i + 1202700202772918525298486 j + 1447053369606925695088852 k]
BICP | Distance=486 | [5 + 486 i + 36 j + 56 k] ^ 9 = [-769473678941412789744715 + 1104758786728309684626486 i + 816832049876633945138436 j + 1538642063468587326988856 k]
BICP | Distance=486 | [5 + 36 i + 486 j + 56 k] ^ 9 = [-769473678941412789744715 + 816832049876633945138436 i + 1104758786728309684626486 j + 1538642063468587326988856 k]
BICP | Distance=486 | [5 + 486 i + 36 j + 98 k] ^ 5 = [-6711637504555 + 17844502707486 i + 8805901975236 j + 25628676820298 k]
BICP | Distance=486 | [5 + 36 i + 486 j + 98 k] ^ 5 = [-6711637504555 + 8805901975236 i + 17844502707486 j + 25628676820298 k]
BICP | Distance=486 | [5 + 486 i + 36 j + 452 k] ^ 9 = [5387390521725559889545205 + 23053696613199186233778486 i + 11001474877944784588394436 j + 8467173953148367407252452 k]
BICP | Distance=486 | [5 + 36 i + 486 j + 452 k] ^ 9 = [5387390521725559889545205 + 11001474877944784588394436 i + 23053696613199186233778486 j + 8467173953148367407252452 k]
BICP | Distance=486 | [5 + 486 i + 39 j + 23 k] ^ 9 = [-268836827022403427809795 + 1757726611030980242163486 i + 1144516413468756573886239 j + 655875765000639889741823 k]
BICP | Distance=486 | [5 + 39 i + 486 j + 23 k] ^ 9 = [-268836827022403427809795 + 1144516413468756573886239 i + 1757726611030980242163486 j + 655875765000639889741823 k]
BICP | Distance=486 | [5 + 486 i + 39 j + 73 k] ^ 9 = [-1088759512395175898629795 + 659642203381648816053486 i + 646611121333346367226239 j + 1904086194567325345342273 k]
BICP | Distance=486 | [5 + 39 i + 486 j + 73 k] ^ 9 = [-1088759512395175898629795 + 646611121333346367226239 i + 659642203381648816053486 j + 1904086194567325345342273 k]
BICP | Distance=486 | [5 + 486 i + 39 j + 423 k] ^ 9 = [6870305442684585744910205 + 18966121937786367571203486 i + 7901700804809589260686239 j + 537944981261702043105423 k]
BICP | Distance=486 | [5 + 39 i + 486 j + 423 k] ^ 9 = [6870305442684585744910205 + 7901700804809589260686239 i + 18966121937786367571203486 j + 537944981261702043105423 k]
BICP | Distance=486 | [5 + 486 i + 43 j + 9 k] ^ 9 = [-17749781904707147883715 + 1935517367101070615553486 i + 1301957405273855549223043 j + 202906390142693770453089 k]
BICP | Distance=486 | [5 + 43 i + 486 j + 9 k] ^ 9 = [-17749781904707147883715 + 1301957405273855549223043 i + 1935517367101070615553486 j + 202906390142693770453089 k]
BICP | Distance=486 | [486 + 5 i + 48 j + 4 k] ^ 5 = [24484872321486 + 877097600605 i + 13080670452048 j + 1595698630964 k]
BICP | Distance=486 | [486 + 5 i + 48 j + 6 k] ^ 5 = [24513934779486 + 659549041445 i + 13065158946048 j + 2121130105086 k]
BICP | Distance=486 | [486 + 5 i + 48 j + 6 k] ^ 9 = [1010564801477986571478486 + -20541567320970634662715 i + 1214528943890050261332048 j + 226499337307074996510966 k]
BICP | Distance=486 | [5 + 48 i + 8 j + 486 k] ^ 5 = [2184302429965 + 13025939760048 i + 1556119487848 j + 24464993877486 k]
BICP | Distance=486 | [486 + 5 i + 48 j + 14 k] ^ 5 = [24719390379486 + -208733562395 i + 13030145946048 j + 4227906623014 k]
BICP | Distance=486 | [486 + 5 i + 48 j + 14 k] ^ 9 = [1052268775258749370038486 + -184575198823863213604795 i + 1223945859299854435332048 j + 394220181963637379166014 k]
BICP | Distance=486 | [486 + 5 i + 48 j + 36 k] ^ 5 = [26023521537486 + -2590561819555 i + 13156160340048 j + 10112656705236 k]
BICP | Distance=486 | [5 + 48 i + 48 j + 486 k] ^ 5 = [6420871341965 + 11827308792048 i + 11827308792048 j + 22116072501486 k]
BICP | Distance=486 | [5 + 48 i + 52 j + 486 k] ^ 5 = [6829521711085 + 11649049740048 i + 12811296420452 j + 21688483437486 k]
BICP | Distance=486 | [486 + 5 i + 48 j + 64 k] ^ 5 = [29275240329486 + -5647001787395 i + 13786480296048 j + 17986325123264 k]
BICP | Distance=486 | [486 + 5 i + 48 j + 64 k] ^ 9 = [1905076371980395977858486 + -1323269851166268936214795 i + 1734057967396894582992048 j + 1708488063211037221766464 k]
BICP | Distance=486 | [486 + 5 i + 48 j + 86 k] ^ 5 = [33119824347486 + -8104706174555 i + 14650921170048 j + 24661803385486 k]
BICP | Distance=486 | [5 + 48 i + 98 j + 486 k] ^ 5 = [11237381126965 + 8856235962048 i + 23085209352298 j + 14355637191486 k]
BICP | Distance=486 | [486 + 5 i + 48 j + 236 k] ^ 5 = [94897477377486 + -28533310139555 i + 29475836460048 j + 94349958026236 k]
BICP | Distance=486 | [486 + 5 i + 48 j + 264 k] ^ 5 = [114878841129486 + -33504778187395 i + 34075485696048 j + 114638198124264 k]
BICP | Distance=486 | [486 + 5 i + 48 j + 264 k] ^ 9 = [33150301300120257612738486 + -18779732619410013539254795 i + 18781175631333118218432048 j + 33151163094591185948568264 k]
BICP | Distance=486 | [486 + 5 i + 48 j + 486 k] ^ 5 = [425330114427486 + -95580586414555 i + 95581004610048 j + 425330114427486 k]
BICP | Distance=486 | [5 + 51 i + 401 j + 486 k] ^ 9 = [-6404296470134510584107475 + 9192453766617606440824251 i + 2327339080087987042095401 j + 14397581282586293906721486 k]
BICP | Distance=486 | [486 + 5 i + 52 j + 4 k] ^ 5 = [24031749281486 + 827418456445 i + 14125651128452 j + 1628864426964 k]
BICP | Distance=486 | [486 + 5 i + 52 j + 6 k] ^ 5 = [24061256007486 + 592085529605 i + 14110817090452 j + 2148658885086 k]
BICP | Distance=486 | [5 + 52 i + 8 j + 486 k] ^ 5 = [2241319871085 + 14070312348452 i + 1489099187848 j + 24013167421486 k]
BICP | Distance=486 | [486 + 5 i + 52 j + 14 k] ^ 5 = [24268022887486 + -347413994555 i + 14080757850452 j + 4232926315014 k]
BICP | Distance=486 | [486 + 5 i + 52 j + 36 k] ^ 5 = [25571925729486 + -2926565387395 i + 14238932504452 j + 10056013477236 k]
BICP | Distance=486 | [486 + 5 i + 52 j + 36 k] ^ 9 = [1202700202772918525298486 + -710518005380982229174795 i + 1447053369606925695088852 j + 858797093907745317194436 k]
BICP | Distance=486 | [5 + 52 i + 48 j + 486 k] ^ 5 = [6829521711085 + 12811296420452 i + 11649049740048 j + 21688483437486 k]
BICP | Distance=486 | [5 + 52 i + 52 j + 486 k] ^ 5 = [7272606901965 + 12622092168452 i + 12622092168452 j + 21264336941486 k]
BICP | Distance=486 | [486 + 5 i + 52 j + 58 k] ^ 9 = [1636731833488540964094486 + -1268156651726408867790715 i + 1752717523196504529292852 j + 1443635819043286824968458 k]
BICP | Distance=486 | [486 + 5 i + 52 j + 64 k] ^ 5 = [28815252977486 + -6240433139555 i + 14949700380452 j + 17851379895264 k]
BICP | Distance=486 | [486 + 5 i + 52 j + 86 k] ^ 5 = [32646910279486 + -8908423062395 i + 15908715954452 j + 24465158277486 k]
BICP | Distance=486 | [486 + 5 i + 52 j + 86 k] ^ 9 = [2541548442016276689678486 + -2135308658698899607804795 i + 2409719658387859971508852 j + 2457602461441481710474886 k]
BICP | Distance=486 | [5 + 52 i + 98 j + 486 k] ^ 5 = [12058898816085 + 9640139730452 i + 22773298260298 j + 13984311667486 k]
BICP | Distance=486 | [486 + 5 i + 52 j + 236 k] ^ 5 = [94189944529486 + -31159538187395 i + 32157675504452 j + 93707843278236 k]
BICP | Distance=486 | [486 + 5 i + 52 j + 236 k] ^ 9 = [22649136998377819968978486 + -15001449024770035619254795 i + 15005770633380192577888852 j + 22651207097563683904476236 k]
BICP | Distance=486 | [486 + 5 i + 52 j + 264 k] ^ 5 = [114099614337486 + -36585061219555 i + 37186632500452 j + 113904153216264 k]
BICP | Distance=486 | [486 + 5 i + 52 j + 486 k] ^ 5 = [423680670279486 + -104391837062395 i + 104392438754452 j + 423680670279486 k]
BICP | Distance=486 | [486 + 5 i + 52 j + 486 k] ^ 9 = [354900403378258836081678486 + -164851239590465696410204795 i + 164851239596817158365588852 j + 354900403378258836081678486 k]
BICP | Distance=486 | [486 + 5 i + 56 j + 36 k] ^ 9 = [1104758786728309684626486 + -769473678941412789744715 i + 1538642063468587326988856 j + 816832049876633945138436 k]
BICP | Distance=486 | [5 + 486 i + 58 j + 52 k] ^ 9 = [-1268156651726408867790715 + 1636731833488540964094486 i + 1443635819043286824968458 j + 1752717523196504529292852 k]
BICP | Distance=486 | [5 + 58 i + 486 j + 52 k] ^ 9 = [-1268156651726408867790715 + 1443635819043286824968458 i + 1636731833488540964094486 j + 1752717523196504529292852 k]
BICP | Distance=486 | [5 + 486 i + 61 j + 27 k] ^ 9 = [-636290947006840632109795 + 2246085016394781018213486 i + 1884209332931913410454661 j + 926760053451622778778627 k]
BICP | Distance=486 | [5 + 61 i + 486 j + 27 k] ^ 9 = [-636290947006840632109795 + 1884209332931913410454661 i + 2246085016394781018213486 j + 926760053451622778778627 k]
BICP | Distance=486 | [5 + 486 i + 61 j + 77 k] ^ 9 = [-1923922997538673783489795 + 868360544982901993083486 i + 945197828474057525034661 j + 2451608551025918935059077 k]
BICP | Distance=486 | [5 + 61 i + 486 j + 77 k] ^ 9 = [-1923922997538673783489795 + 945197828474057525034661 i + 868360544982901993083486 j + 2451608551025918935059077 k]
BICP | Distance=486 | [5 + 486 i + 64 j + 8 k] ^ 5 = [342490004605 + 31784894377486 i + 18528569595264 j + 1715002079848 k]
BICP | Distance=486 | [5 + 64 i + 486 j + 8 k] ^ 5 = [342490004605 + 18528569595264 i + 31784894377486 j + 1715002079848 k]
BICP | Distance=486 | [5 + 486 i + 64 j + 48 k] ^ 5 = [-5647001787395 + 29275240329486 i + 17986325123264 j + 13786480296048 k]
BICP | Distance=486 | [5 + 64 i + 486 j + 48 k] ^ 5 = [-5647001787395 + 17986325123264 i + 29275240329486 j + 13786480296048 k]
BICP | Distance=486 | [5 + 486 i + 64 j + 48 k] ^ 9 = [-1323269851166268936214795 + 1905076371980395977858486 i + 1708488063211037221766464 j + 1734057967396894582992048 k]
BICP | Distance=486 | [5 + 64 i + 486 j + 48 k] ^ 9 = [-1323269851166268936214795 + 1708488063211037221766464 i + 1905076371980395977858486 j + 1734057967396894582992048 k]
BICP | Distance=486 | [5 + 486 i + 64 j + 52 k] ^ 5 = [-6240433139555 + 28815252977486 i + 17851379895264 j + 14949700380452 k]
BICP | Distance=486 | [5 + 64 i + 486 j + 52 k] ^ 5 = [-6240433139555 + 17851379895264 i + 28815252977486 j + 14949700380452 k]
BICP | Distance=486 | [5 + 486 i + 64 j + 98 k] ^ 5 = [-12862949112395 + 20896156879486 i + 15248221173264 j + 27261234096298 k]
BICP | Distance=486 | [5 + 64 i + 486 j + 98 k] ^ 5 = [-12862949112395 + 15248221173264 i + 20896156879486 j + 27261234096298 k]
BICP | Distance=486 | [5 + 486 i + 64 j + 98 k] ^ 9 = [-2379165284877860177584795 + 13444100942974821438486 i + 316961367156445223546464 j + 2838652143071886404672498 k]
BICP | Distance=486 | [5 + 64 i + 486 j + 98 k] ^ 9 = [-2379165284877860177584795 + 316961367156445223546464 i + 13444100942974821438486 j + 2838652143071886404672498 k]
BICP | Distance=486 | [5 + 486 i + 67 j + 73 k] ^ 9 = [-2075928082789818718131715 + 1151001156452773689417486 i + 1190697850480629627984667 j + 2538213507613277674162273 k]
BICP | Distance=486 | [5 + 67 i + 486 j + 73 k] ^ 9 = [-2075928082789818718131715 + 1190697850480629627984667 i + 1151001156452773689417486 j + 2538213507613277674162273 k]
BICP | Distance=486 | [486 + 5 i + 69 j + 89 k] ^ 9 = [1956624128967928088439486 + -2908563737524516364655715 i + 3193133535833540754466269 j + 1981659998889394729314689 k]
BICP | Distance=486 | [486 + 5 i + 73 j + 3 k] ^ 9 = [384044539113709068681486 + -28675438082995042312195 i + 1621501052456373908338273 j + 176093178885194994783963 k]
BICP | Distance=486 | [486 + 5 i + 73 j + 39 k] ^ 9 = [659642203381648816053486 + -1088759512395175898629795 i + 1904086194567325345342273 j + 646611121333346367226239 k]
BICP | Distance=486 | [486 + 5 i + 73 j + 67 k] ^ 9 = [1151001156452773689417486 + -2075928082789818718131715 i + 2538213507613277674162273 j + 1190697850480629627984667 k]
BICP | Distance=486 | [486 + 5 i + 73 j + 89 k] ^ 9 = [1764306270656432731923486 + -3046147946934824514049795 i + 3332192564865942984562273 j + 1814948028068589863406689 k]
BICP | Distance=486 | [486 + 5 i + 73 j + 139 k] ^ 9 = [4284243866530270317153486 + -6309814247012057668729795 i + 6392985024403792216762273 j + 4321304086324038914727139 k]
BICP | Distance=486 | [486 + 5 i + 73 j + 389 k] ^ 9 = [118332160742624602073703486 + -99271073624195484311029795 i + 99271072284359785492462273 j + 118332153697398208413429389 k]
BICP | Distance=486 | [5 + 74 i + 474 j + 486 k] ^ 9 = [2331062840710529273465525 + 29615415203024684406190874 i + 27480845284733363004786474 j + 13918028507100377769798486 k]
BICP | Distance=486 | [486 + 5 i + 77 j + 11 k] ^ 9 = [299439174868660187013486 + -275206172373983605309795 i + 1679336385064597417719077 j + 254103718201433253694211 k]
BICP | Distance=486 | [486 + 5 i + 77 j + 61 k] ^ 9 = [868360544982901993083486 + -1923922997538673783489795 i + 2451608551025918935059077 j + 945197828474057525034661 k]
BICP | Distance=486 | [486 + 5 i + 77 j + 111 k] ^ 9 = [2389219032029467860513486 + -4449279731003753444929795 i + 4618200381124884142419077 j + 2454098046131692472235111 k]
BICP | Distance=486 | [486 + 5 i + 77 j + 361 k] ^ 9 = [83733444148032375828063486 + -80099075898069723221029795 i + 80099043400189093749519077 j + 83733425848467433261137361 k]
BICP | Distance=486 | [5 + 486 i + 86 j + 8 k] ^ 5 = [27416481445 + 35673646739486 i + 25541749617486 j + 1633068689848 k]
BICP | Distance=486 | [5 + 86 i + 486 j + 8 k] ^ 5 = [27416481445 + 25541749617486 i + 35673646739486 j + 1633068689848 k]
BICP | Distance=486 | [5 + 486 i + 86 j + 8 k] ^ 9 = [-116703241551091570758715 + 3400297499850862233414486 i + 3148084700852210786818886 j + 192625650224371517338088 k]
BICP | Distance=486 | [5 + 86 i + 486 j + 8 k] ^ 9 = [-116703241551091570758715 + 3148084700852210786818886 i + 3400297499850862233414486 j + 192625650224371517338088 k]
BICP | Distance=486 | [5 + 486 i + 86 j + 48 k] ^ 5 = [-8104706174555 + 33119824347486 i + 24661803385486 j + 14650921170048 k]
BICP | Distance=486 | [5 + 86 i + 486 j + 48 k] ^ 5 = [-8104706174555 + 24661803385486 i + 33119824347486 j + 14650921170048 k]
BICP | Distance=486 | [5 + 486 i + 86 j + 52 k] ^ 5 = [-8908423062395 + 32646910279486 i + 24465158277486 j + 15908715954452 k]
BICP | Distance=486 | [5 + 86 i + 486 j + 52 k] ^ 5 = [-8908423062395 + 24465158277486 i + 32646910279486 j + 15908715954452 k]
BICP | Distance=486 | [5 + 486 i + 86 j + 52 k] ^ 9 = [-2135308658698899607804795 + 2541548442016276689678486 i + 2457602461441481710474886 j + 2409719658387859971508852 k]
BICP | Distance=486 | [5 + 86 i + 486 j + 52 k] ^ 9 = [-2135308658698899607804795 + 2457602461441481710474886 i + 2541548442016276689678486 j + 2409719658387859971508852 k]
BICP | Distance=486 | [5 + 486 i + 86 j + 98 k] ^ 5 = [-17852978459555 + 24467492867486 i + 20792151105486 j + 29300208000298 k]
BICP | Distance=486 | [5 + 86 i + 486 j + 98 k] ^ 5 = [-17852978459555 + 20792151105486 i + 24467492867486 j + 29300208000298 k]
BICP | Distance=486 | [5 + 486 i + 89 j + 23 k] ^ 9 = [-884888103965645216869795 + 3415576193807895646293486 i + 3213712464563885682546689 j + 1033220496139282312321823 k]
BICP | Distance=486 | [5 + 89 i + 486 j + 23 k] ^ 9 = [-884888103965645216869795 + 3213712464563885682546689 i + 3415576193807895646293486 j + 1033220496139282312321823 k]
BICP | Distance=486 | [5 + 486 i + 89 j + 69 k] ^ 9 = [-2908563737524516364655715 + 1956624128967928088439486 i + 1981659998889394729314689 j + 3193133535833540754466269 k]
BICP | Distance=486 | [5 + 89 i + 486 j + 69 k] ^ 9 = [-2908563737524516364655715 + 1981659998889394729314689 i + 1956624128967928088439486 j + 3193133535833540754466269 k]
BICP | Distance=486 | [5 + 486 i + 89 j + 73 k] ^ 9 = [-3046147946934824514049795 + 1764306270656432731923486 i + 1814948028068589863406689 j + 3332192564865942984562273 k]
BICP | Distance=486 | [5 + 89 i + 486 j + 73 k] ^ 9 = [-3046147946934824514049795 + 1814948028068589863406689 i + 1764306270656432731923486 j + 3332192564865942984562273 k]
BICP | Distance=486 | [486 + 5 i + 94 j + 264 k] ^ 9 = [19438500074990680861326486 + -34937250135749030256066715 i + 34935495982171418676668494 j + 19440887315198217815220264 k]
BICP | Distance=486 | [486 + 5 i + 98 j + 4 k] ^ 5 = [16331143891486 + 193871195605 i + 25075891572298 j + 1924191740964 k]
BICP | Distance=486 | [486 + 5 i + 98 j + 6 k] ^ 5 = [16364997939486 + -237135883555 i + 25069428016298 j + 2347184305086 k]
BICP | Distance=486 | [5 + 98 i + 8 j + 486 k] ^ 5 = [2781687334965 + 25015037760298 i + 612591497848 j + 16328296607486 k]
BICP | Distance=486 | [486 + 5 i + 98 j + 14 k] ^ 5 = [16581114779486 + -1960273287395 i + 25098291096298 j + 4044648223014 k]
BICP | Distance=486 | [486 + 5 i + 98 j + 36 k] ^ 5 = [17844502707486 + -6711637504555 i + 25628676820298 j + 8805901975236 k]
BICP | Distance=486 | [5 + 98 i + 48 j + 486 k] ^ 5 = [11237381126965 + 23085209352298 i + 8856235962048 j + 14355637191486 k]
BICP | Distance=486 | [5 + 98 i + 52 j + 486 k] ^ 5 = [12058898816085 + 22773298260298 i + 9640139730452 j + 13984311667486 k]
BICP | Distance=486 | [486 + 5 i + 98 j + 64 k] ^ 5 = [20896156879486 + -12862949112395 i + 27261234096298 j + 15248221173264 k]
BICP | Distance=486 | [486 + 5 i + 98 j + 64 k] ^ 9 = [13444100942974821438486 + -2379165284877860177584795 i + 2838652143071886404672498 j + 316961367156445223546464 k]
BICP | Distance=486 | [486 + 5 i + 98 j + 86 k] ^ 5 = [24467492867486 + -17852978459555 i + 29300208000298 j + 20792151105486 k]
BICP | Distance=486 | [5 + 98 i + 98 j + 486 k] ^ 5 = [20995926511965 + 17663099472298 i + 17663099472298 j + 7541017331486 k]
BICP | Distance=486 | [486 + 5 i + 98 j + 236 k] ^ 5 = [81685887947486 + -60415662224555 i + 61756019340298 j + 82226293096236 k]
BICP | Distance=486 | [486 + 5 i + 98 j + 242 k] ^ 9 = [12796537237536565956270486 + -28112557179749590686480715 i + 28109748901742773395944498 j + 12802301415863594457450242 k]
BICP | Distance=486 | [486 + 5 i + 98 j + 264 k] ^ 5 = [100300326279486 + -70943705912395 i + 71667649096298 j + 100796911974264 k]
BICP | Distance=486 | [486 + 5 i + 98 j + 264 k] ^ 9 = [17867079552058179751278486 + -36023768465525409222064795 i + 36021580633945966874672498 j + 17869344610769639326428264 k]
BICP | Distance=486 | [486 + 5 i + 98 j + 486 k] ^ 5 = [394280361747486 + -203731371499555 i + 203742964240298 j + 394280361747486 k]
BICP | Distance=486 | [5 + 486 i + 111 j + 27 k] ^ 9 = [-1524725575645241383189795 + 4636819775527704411903486 i + 4527638333643336959175111 j + 1629781538705195579778627 k]
BICP | Distance=486 | [5 + 111 i + 486 j + 27 k] ^ 9 = [-1524725575645241383189795 + 4527638333643336959175111 i + 4636819775527704411903486 j + 1629781538705195579778627 k]
BICP | Distance=486 | [5 + 486 i + 111 j + 31 k] ^ 9 = [-1796602483827323360307715 + 4539658574363318137539486 i + 4440103894424183865891111 j + 1912559466447303557538631 k]
BICP | Distance=486 | [5 + 111 i + 486 j + 31 k] ^ 9 = [-1796602483827323360307715 + 4440103894424183865891111 i + 4539658574363318137539486 j + 1912559466447303557538631 k]
BICP | Distance=486 | [5 + 486 i + 111 j + 77 k] ^ 9 = [-4449279731003753444929795 + 2389219032029467860513486 i + 2454098046131692472235111 j + 4618200381124884142419077 k]
BICP | Distance=486 | [5 + 111 i + 486 j + 77 k] ^ 9 = [-4449279731003753444929795 + 2454098046131692472235111 i + 2389219032029467860513486 j + 4618200381124884142419077 k]
BICP | Distance=486 | [5 + 486 i + 133 j + 27 k] ^ 9 = [-2076634986188735048871715 + 6399231082057096351533486 i + 6338580726893587331661133 j + 2140811639681851725762627 k]
BICP | Distance=486 | [5 + 133 i + 486 j + 27 k] ^ 9 = [-2076634986188735048871715 + 6338580726893587331661133 i + 6399231082057096351533486 j + 2140811639681851725762627 k]
BICP | Distance=486 | [5 + 486 i + 139 j + 23 k] ^ 9 = [-1846455029102071501189795 + 7087444376779709277783486 i + 7031213716449711838347139 j + 1896238118236353458881823 k]
BICP | Distance=486 | [5 + 139 i + 486 j + 23 k] ^ 9 = [-1846455029102071501189795 + 7031213716449711838347139 i + 7087444376779709277783486 j + 1896238118236353458881823 k]
BICP | Distance=486 | [5 + 486 i + 139 j + 73 k] ^ 9 = [-6309814247012057668729795 + 4284243866530270317153486 i + 4321304086324038914727139 j + 6392985024403792216762273 k]
BICP | Distance=486 | [5 + 139 i + 486 j + 73 k] ^ 9 = [-6309814247012057668729795 + 4321304086324038914727139 i + 4284243866530270317153486 j + 6392985024403792216762273 k]
BICP | Distance=486 | [486 + 5 i + 202 j + 236 k] ^ 5 = [26071722379486 + -114612058812395 i + 113491497805202 j + 29495270128236 k]
BICP | Distance=486 | [486 + 5 i + 202 j + 264 k] ^ 5 = [38558163927486 + -135214511164555 i + 133737131241202 j + 40669074126264 k]
BICP | Distance=486 | [486 + 5 i + 202 j + 486 k] ^ 5 = [259274330379486 + -403455971687395 i + 403836031305202 j + 259274330379486 k]
BICP | Distance=486 | [5 + 486 i + 236 j + 8 k] ^ 5 = [-1911690443555 + 98555219729486 i + 97605027778236 j + 2164223939848 k]
BICP | Distance=486 | [5 + 236 i + 486 j + 8 k] ^ 5 = [-1911690443555 + 97605027778236 i + 98555219729486 j + 2164223939848 k]
BICP | Distance=486 | [5 + 486 i + 236 j + 8 k] ^ 9 = [-995822693275709015088715 + 26641757908487678724498486 i + 26638311041104233267876236 j + 997563098536558893838088 k]
BICP | Distance=486 | [5 + 236 i + 486 j + 8 k] ^ 9 = [-995822693275709015088715 + 26638311041104233267876236 i + 26641757908487678724498486 j + 997563098536558893838088 k]
BICP | Distance=486 | [5 + 486 i + 236 j + 48 k] ^ 5 = [-28533310139555 + 94897477377486 i + 94349958026236 j + 29475836460048 k]
BICP | Distance=486 | [5 + 236 i + 486 j + 48 k] ^ 5 = [-28533310139555 + 94349958026236 i + 94897477377486 j + 29475836460048 k]
BICP | Distance=486 | [5 + 486 i + 236 j + 52 k] ^ 5 = [-31159538187395 + 94189944529486 i + 93707843278236 j + 32157675504452 k]
BICP | Distance=486 | [5 + 236 i + 486 j + 52 k] ^ 5 = [-31159538187395 + 93707843278236 i + 94189944529486 j + 32157675504452 k]
BICP | Distance=486 | [5 + 486 i + 236 j + 52 k] ^ 9 = [-15001449024770035619254795 + 22649136998377819968978486 i + 22651207097563683904476236 j + 15005770633380192577888852 k]
BICP | Distance=486 | [5 + 236 i + 486 j + 52 k] ^ 9 = [-15001449024770035619254795 + 22651207097563683904476236 i + 22649136998377819968978486 j + 15005770633380192577888852 k]
BICP | Distance=486 | [5 + 486 i + 236 j + 98 k] ^ 5 = [-60415662224555 + 81685887947486 i + 82226293096236 j + 61756019340298 k]
BICP | Distance=486 | [5 + 236 i + 486 j + 98 k] ^ 5 = [-60415662224555 + 82226293096236 i + 81685887947486 j + 61756019340298 k]
BICP | Distance=486 | [5 + 486 i + 236 j + 202 k] ^ 5 = [-114612058812395 + 26071722379486 i + 29495270128236 j + 113491497805202 k]
BICP | Distance=486 | [5 + 236 i + 486 j + 202 k] ^ 5 = [-114612058812395 + 29495270128236 i + 26071722379486 j + 113491497805202 k]
BICP | Distance=486 | [5 + 486 i + 242 j + 98 k] ^ 9 = [-28112557179749590686480715 + 12796537237536565956270486 i + 12802301415863594457450242 j + 28109748901742773395944498 k]
BICP | Distance=486 | [5 + 242 i + 486 j + 98 k] ^ 9 = [-28112557179749590686480715 + 12802301415863594457450242 i + 12796537237536565956270486 j + 28109748901742773395944498 k]
BICP | Distance=486 | [5 + 486 i + 264 j + 8 k] ^ 5 = [-2294572475395 + 118893739497486 i + 118372979556264 j + 2451369399848 k]
BICP | Distance=486 | [5 + 264 i + 486 j + 8 k] ^ 5 = [-2294572475395 + 118372979556264 i + 118893739497486 j + 2451369399848 k]
BICP | Distance=486 | [5 + 486 i + 264 j + 48 k] ^ 5 = [-33504778187395 + 114878841129486 i + 114638198124264 j + 34075485696048 k]
BICP | Distance=486 | [5 + 264 i + 486 j + 48 k] ^ 5 = [-33504778187395 + 114638198124264 i + 114878841129486 j + 34075485696048 k]
BICP | Distance=486 | [5 + 486 i + 264 j + 48 k] ^ 9 = [-18779732619410013539254795 + 33150301300120257612738486 i + 33151163094591185948568264 j + 18781175631333118218432048 k]
BICP | Distance=486 | [5 + 264 i + 486 j + 48 k] ^ 9 = [-18779732619410013539254795 + 33151163094591185948568264 i + 33150301300120257612738486 j + 18781175631333118218432048 k]
BICP | Distance=486 | [5 + 486 i + 264 j + 52 k] ^ 5 = [-36585061219555 + 114099614337486 i + 113904153216264 j + 37186632500452 k]
BICP | Distance=486 | [5 + 264 i + 486 j + 52 k] ^ 5 = [-36585061219555 + 113904153216264 i + 114099614337486 j + 37186632500452 k]
BICP | Distance=486 | [5 + 486 i + 264 j + 94 k] ^ 9 = [-34937250135749030256066715 + 19438500074990680861326486 i + 19440887315198217815220264 j + 34935495982171418676668494 k]
BICP | Distance=486 | [5 + 264 i + 486 j + 94 k] ^ 9 = [-34937250135749030256066715 + 19440887315198217815220264 i + 19438500074990680861326486 j + 34935495982171418676668494 k]
BICP | Distance=486 | [5 + 486 i + 264 j + 98 k] ^ 5 = [-70943705912395 + 100300326279486 i + 100796911974264 j + 71667649096298 k]
BICP | Distance=486 | [5 + 264 i + 486 j + 98 k] ^ 5 = [-70943705912395 + 100796911974264 i + 100300326279486 j + 71667649096298 k]
BICP | Distance=486 | [5 + 486 i + 264 j + 98 k] ^ 9 = [-36023768465525409222064795 + 17867079552058179751278486 i + 17869344610769639326428264 j + 36021580633945966874672498 k]
BICP | Distance=486 | [5 + 264 i + 486 j + 98 k] ^ 9 = [-36023768465525409222064795 + 17869344610769639326428264 i + 17867079552058179751278486 j + 36021580633945966874672498 k]
BICP | Distance=486 | [5 + 486 i + 264 j + 202 k] ^ 5 = [-135214511164555 + 38558163927486 i + 40669074126264 j + 133737131241202 k]
BICP | Distance=486 | [5 + 264 i + 486 j + 202 k] ^ 5 = [-135214511164555 + 40669074126264 i + 38558163927486 j + 133737131241202 k]
BICP | Distance=486 | [5 + 486 i + 293 j + 9 k] ^ 9 = [-2440308613503891954855715 + 52771080629588614307847486 i + 52770778170908569793781293 j + 2440539360260025931081089 k]
BICP | Distance=486 | [5 + 293 i + 486 j + 9 k] ^ 9 = [-2440308613503891954855715 + 52770778170908569793781293 i + 52771080629588614307847486 j + 2440539360260025931081089 k]
BICP | Distance=486 | [486 + 5 i + 298 j + 486 k] ^ 5 = [57532410027486 + -534820210339555 i + 537374164761298 j + 57532410027486 k]
BICP | Distance=486 | [5 + 486 i + 361 j + 27 k] ^ 9 = [-26059250163136450267489795 + 109463192953637033640753486 i + 109463199224105254135677361 j + 26059257842173977120078627 k]
BICP | Distance=486 | [5 + 361 i + 486 j + 27 k] ^ 9 = [-26059250163136450267489795 + 109463199224105254135677361 i + 109463192953637033640753486 j + 26059257842173977120078627 k]
BICP | Distance=486 | [5 + 486 i + 361 j + 31 k] ^ 9 = [-30720069932666218009359715 + 108388472911733140522365486 i + 108388481603937225077649361 j + 30720076110441030388590631 k]
BICP | Distance=486 | [5 + 361 i + 486 j + 31 k] ^ 9 = [-30720069932666218009359715 + 108388481603937225077649361 i + 108388472911733140522365486 j + 30720076110441030388590631 k]
BICP | Distance=486 | [5 + 486 i + 361 j + 77 k] ^ 9 = [-80099075898069723221029795 + 83733444148032375828063486 i + 83733425848467433261137361 j + 80099043400189093749519077 k]
BICP | Distance=486 | [5 + 361 i + 486 j + 77 k] ^ 9 = [-80099075898069723221029795 + 83733425848467433261137361 i + 83733444148032375828063486 j + 80099043400189093749519077 k]
BICP | Distance=486 | [5 + 486 i + 383 j + 27 k] ^ 9 = [-32002962644207075116503715 + 138048916039711368371919486 i + 138048917834644131679719383 j + 32002963468623201609714627 k]
BICP | Distance=486 | [5 + 383 i + 486 j + 27 k] ^ 9 = [-32002962644207075116503715 + 138048917834644131679719383 i + 138048916039711368371919486 j + 32002963468623201609714627 k]
BICP | Distance=486 | [5 + 486 i + 389 j + 23 k] ^ 9 = [-27722461918770474131689795 + 148042088868465882135633486 i + 148042089760238891239449389 j + 27722462545246527271381823 k]
BICP | Distance=486 | [5 + 389 i + 486 j + 23 k] ^ 9 = [-27722461918770474131689795 + 148042089760238891239449389 i + 148042088868465882135633486 j + 27722462545246527271381823 k]
BICP | Distance=486 | [5 + 486 i + 389 j + 73 k] ^ 9 = [-99271073624195484311029795 + 118332160742624602073703486 i + 118332153697398208413429389 j + 99271072284359785492462273 k]
BICP | Distance=486 | [5 + 389 i + 486 j + 73 k] ^ 9 = [-99271073624195484311029795 + 118332153697398208413429389 i + 118332160742624602073703486 j + 99271072284359785492462273 k]
BICP | Distance=486 | [5 + 401 i + 51 j + 486 k] ^ 9 = [-6404296470134510584107475 + 2327339080087987042095401 i + 9192453766617606440824251 j + 14397581282586293906721486 k]
BICP | Distance=486 | [486 + 5 i + 423 j + 17 k] ^ 9 = [18740920283756952421149486 + 3535286814741854708672285 i + 2596985155385405094573423 j + 3130557322080830548780217 k]
BICP | Distance=486 | [486 + 5 i + 423 j + 39 k] ^ 9 = [18966121937786367571203486 + 6870305442684585744910205 i + 537944981261702043105423 j + 7901700804809589260686239 k]
BICP | Distance=486 | [486 + 5 i + 452 j + 36 k] ^ 9 = [23053696613199186233778486 + 5387390521725559889545205 i + 8467173953148367407252452 j + 11001474877944784588394436 k]
BICP | Distance=486 | [5 + 474 i + 74 j + 486 k] ^ 9 = [2331062840710529273465525 + 27480845284733363004786474 i + 29615415203024684406190874 j + 13918028507100377769798486 k]
BICP | Distance=486 | [5 + 486 i + 486 j + 8 k] ^ 5 = [-6694498318555 + 433770443379486 i + 433770443379486 j + 6694498689848 k]
BICP | Distance=486 | [5 + 486 i + 486 j + 8 k] ^ 5 = [-6694498318555 + 433770443379486 i + 433770443379486 j + 6694498689848 k]
BICP | Distance=486 | [5 + 486 i + 486 j + 8 k] ^ 9 = [-10755367984941833478438715 + 387094885373231535896838486 i + 387094885373231535896838486 j + 10755367984941844082938088 k]
BICP | Distance=486 | [5 + 486 i + 486 j + 8 k] ^ 9 = [-10755367984941833478438715 + 387094885373231535896838486 i + 387094885373231535896838486 j + 10755367984941844082938088 k]
BICP | Distance=486 | [5 + 486 i + 486 j + 48 k] ^ 5 = [-95580586414555 + 425330114427486 i + 425330114427486 j + 95581004610048 k]
BICP | Distance=486 | [5 + 486 i + 486 j + 48 k] ^ 5 = [-95580586414555 + 425330114427486 i + 425330114427486 j + 95581004610048 k]
BICP | Distance=486 | [5 + 486 i + 486 j + 52 k] ^ 5 = [-104391837062395 + 423680670279486 i + 423680670279486 j + 104392438754452 k]
BICP | Distance=486 | [5 + 486 i + 486 j + 52 k] ^ 5 = [-104391837062395 + 423680670279486 i + 423680670279486 j + 104392438754452 k]
BICP | Distance=486 | [5 + 486 i + 486 j + 52 k] ^ 9 = [-164851239590465696410204795 + 354900403378258836081678486 i + 354900403378258836081678486 j + 164851239596817158365588852 k]
BICP | Distance=486 | [5 + 486 i + 486 j + 52 k] ^ 9 = [-164851239590465696410204795 + 354900403378258836081678486 i + 354900403378258836081678486 j + 164851239596817158365588852 k]
BICP | Distance=486 | [5 + 486 i + 486 j + 98 k] ^ 5 = [-203731371499555 + 394280361747486 i + 394280361747486 j + 203742964240298 k]
BICP | Distance=486 | [5 + 486 i + 486 j + 98 k] ^ 5 = [-203731371499555 + 394280361747486 i + 394280361747486 j + 203742964240298 k]
BICP | Distance=486 | [5 + 486 i + 486 j + 202 k] ^ 5 = [-403455971687395 + 259274330379486 i + 259274330379486 j + 403836031305202 k]
BICP | Distance=486 | [5 + 486 i + 486 j + 202 k] ^ 5 = [-403455971687395 + 259274330379486 i + 259274330379486 j + 403836031305202 k]
BICP | Distance=486 | [5 + 486 i + 486 j + 298 k] ^ 5 = [-534820210339555 + 57532410027486 i + 57532410027486 j + 537374164761298 k]
BICP | Distance=486 | [5 + 486 i + 486 j + 298 k] ^ 5 = [-534820210339555 + 57532410027486 i + 57532410027486 j + 537374164761298 k]
BICP | Distance=486 | [6 + 0 i + 3 j + 486 k] ^ 5 = [1673784049086 + -41329576080 i + 837529768323 j + 27144227763486 k]
BICP | Distance=486 | [6 + 0 i + 7 j + 486 k] ^ 5 = [1672083421086 + -96419347920 i + 1953574692727 j + 27098295903486 k]
BICP | Distance=486 | [6 + 0 i + 23 j + 486 k] ^ 5 = [1651683373086 + -316162576080 i + 6392814644423 j + 26547720111486 k]
BICP | Distance=486 | [6 + 0 i + 27 j + 486 k] ^ 5 = [1643187433086 + -370832443920 i + 7491858760827 j + 26318644011486 k]
BICP | Distance=486 | [6 + 0 i + 73 j + 486 k] ^ 5 = [1448443213086 + -983037196080 i + 19464533499673 j + 21103548111486 k]
BICP | Distance=486 | [6 + 0 i + 77 j + 486 k] ^ 5 = [1423135393086 + -1034207863920 i + 20422464216077 j + 20430899811486 k]
BICP | Distance=486 | [6 + 486 i + 1 j + 8 k] ^ 5 = [1652114817726 + 27000317547486 i + 388390970561 j + 2214587189848 k]
BICP | Distance=486 | [6 + 1 i + 486 j + 8 k] ^ 5 = [1652114817726 + 388390970561 i + 27000317547486 j + 2214587189848 k]
BICP | Distance=486 | [6 + 1 i + 8 j + 486 k] ^ 5 = [1689773149086 + 168556801201 i + 2218550841848 j + 27080606175486 k]
BICP | Distance=486 | [486 + 6 i + 1 j + 14 k] ^ 5 = [27296935587486 + 1649284121886 i + 87096618761 j + 3921815975014 k]
BICP | Distance=486 | [6 + 486 i + 1 j + 48 k] ^ 5 = [1466322729726 + 24446413827486 i + 917048698561 j + 13103057910048 k]
BICP | Distance=486 | [6 + 1 i + 486 j + 48 k] ^ 5 = [1466322729726 + 917048698561 i + 24446413827486 j + 13103057910048 k]
BICP | Distance=486 | [6 + 486 i + 1 j + 52 k] ^ 9 = [93542720051555307603126 + 909791406217395055278486 i + 151518070210948827011521 j + 1295804974331664638236852 k]
BICP | Distance=486 | [6 + 1 i + 486 j + 52 k] ^ 9 = [93542720051555307603126 + 151518070210948827011521 i + 909791406217395055278486 j + 1295804974331664638236852 k]
BICP | Distance=486 | [6 + 486 i + 1 j + 98 k] ^ 5 = [1051917669726 + 16285764987486 i + 1505974943561 j + 25086303840298 k]
BICP | Distance=486 | [6 + 1 i + 486 j + 98 k] ^ 5 = [1051917669726 + 1505974943561 i + 16285764987486 j + 25086303840298 k]
BICP | Distance=486 | [6 + 2 i + 5 j + 486 k] ^ 5 = [1695899665086 + 489148000202 i + 1368007344605 j + 27122112147486 k]
BICP | Distance=486 | [486 + 6 i + 2 j + 7 k] ^ 5 = [27124739703486 + 1642926485886 i + 461625708202 j + 1978987708127 k]
BICP | Distance=486 | [486 + 6 i + 2 j + 9 k] ^ 5 = [27161804547486 + 1635100557726 i + 434512360202 j + 2537229165489 k]
BICP | Distance=486 | [6 + 2 i + 9 j + 486 k] ^ 5 = [1711881853086 + 433284148202 i + 2483278188849 j + 27058497471486 k]
BICP | Distance=486 | [486 + 6 i + 2 j + 27 k] ^ 5 = [27909614907486 + 1579685360286 i + 194695336202 j + 7598099111427 k]
BICP | Distance=486 | [6 + 486 i + 2 j + 27 k] ^ 5 = [1518802412286 + 26245893375486 i + 917807809802 j + 7451571277827 k]
BICP | Distance=486 | [6 + 2 i + 486 j + 27 k] ^ 5 = [1518802412286 + 917807809802 i + 26245893375486 j + 7451571277827 k]
BICP | Distance=486 | [486 + 6 i + 2 j + 39 k] ^ 5 = [28824680151486 + 1557564441726 i + 38358028202 j + 11035966848639 k]
BICP | Distance=486 | [6 + 486 i + 2 j + 77 k] ^ 5 = [1077780032286 + 20371702491486 i + 1507672149802 j + 20360201171077 k]
BICP | Distance=486 | [6 + 2 i + 486 j + 77 k] ^ 5 = [1077780032286 + 1507672149802 i + 20371702491486 j + 20360201171077 k]
BICP | Distance=486 | [6 + 3 i + 0 j + 486 k] ^ 5 = [1673784049086 + 837529768323 i + -41329576080 j + 27144227763486 k]
BICP | Distance=486 | [6 + 3 i + 4 j + 486 k] ^ 7 = [566659481050587126 + 249688821349439133 i + 348972917363926124 j + 6411132868666806486 k]
BICP | Distance=486 | [486 + 6 i + 3 j + 6 k] ^ 5 = [27104422419486 + 1632983493726 i + 754124149323 j + 1713589393086 k]
BICP | Distance=486 | [6 + 3 i + 6 j + 486 k] ^ 5 = [1713589393086 + 754124149323 i + 1632983493726 j + 27104422419486 k]
BICP | Distance=486 | [486 + 6 i + 3 j + 6 k] ^ 9 = [1511232886559195736390486 + 160086241366025383550646 i + 67417372587390285636243 j + 175725279474606627803766 k]
BICP | Distance=486 | [6 + 3 i + 6 j + 486 k] ^ 9 = [175725279474606627803766 + 67417372587390285636243 i + 160086241366025383550646 j + 1511232886559195736390486 k]
BICP | Distance=486 | [6 + 3 i + 20 j + 486 k] ^ 5 = [1794356485086 + 553984972323 i + 5522667096020 j + 26690393223486 k]
BICP | Distance=486 | [6 + 3 i + 26 j + 486 k] ^ 5 = [1823693965086 + 466027117323 i + 7175004337826 j + 26375709519486 k]
BICP | Distance=486 | [6 + 3 i + 26 j + 486 k] ^ 9 = [190103706413119573926966 + 7150247272684777601043 i + 703409502669912026845226 j + 1367233578982407912030486 k]
BICP | Distance=486 | [486 + 6 i + 3 j + 36 k] ^ 5 = [28561712859486 + 1478722233726 i + 365082850323 j + 10182696847236 k]
BICP | Distance=486 | [6 + 486 i + 3 j + 48 k] ^ 5 = [1248498862686 + 24463460511486 i + 1441958345523 j + 13079028642048 k]
BICP | Distance=486 | [6 + 3 i + 486 j + 48 k] ^ 5 = [1248498862686 + 1441958345523 i + 24463460511486 j + 13079028642048 k]
BICP | Distance=486 | [6 + 486 i + 3 j + 98 k] ^ 5 = [620739982686 + 16310263635486 i + 1928383880523 j + 25067596480298 k]
BICP | Distance=486 | [6 + 3 i + 486 j + 98 k] ^ 5 = [620739982686 + 1928383880523 i + 16310263635486 j + 25067596480298 k]
BICP | Distance=486 | [6 + 4 i + 3 j + 486 k] ^ 7 = [566659481050587126 + 348972917363926124 i + 249688821349439133 j + 6411132868666806486 k]
BICP | Distance=486 | [6 + 486 i + 4 j + 7 k] ^ 5 = [1607498613726 + 27036425655486 i + 1209922756964 j + 1895736262727 k]
BICP | Distance=486 | [6 + 4 i + 486 j + 7 k] ^ 5 = [1607498613726 + 1209922756964 i + 27036425655486 j + 1895736262727 k]
BICP | Distance=486 | [6 + 4 i + 7 j + 486 k] ^ 5 = [1735698097086 + 1018851496324 i + 1897710840727 j + 27082313715486 k]
BICP | Distance=486 | [486 + 6 i + 4 j + 11 k] ^ 5 = [27196139187486 + 1576595290686 i + 966480590564 j + 3122633015611 k]
BICP | Distance=486 | [486 + 6 i + 4 j + 11 k] ^ 9 = [1530209724577846284582486 + 149633491040224370045046 i + 82636087570839227611204 j + 318864124039701255285611 k]
BICP | Distance=486 | [6 + 486 i + 4 j + 27 k] ^ 5 = [1395761073726 + 26264121939486 i + 1465047348964 j + 7426570546827 k]
BICP | Distance=486 | [6 + 4 i + 486 j + 27 k] ^ 5 = [1395761073726 + 1465047348964 i + 26264121939486 j + 7426570546827 k]
BICP | Distance=486 | [6 + 4 i + 27 j + 486 k] ^ 5 = [1889789677086 + 725228872324 i + 7434206092827 j + 26309613807486 k]
BICP | Distance=486 | [6 + 486 i + 4 j + 27 k] ^ 9 = [105140162623996392662646 + 1346267870606886637734486 i + 175162379307940581011524 j + 722504730795016350981627 k]
BICP | Distance=486 | [6 + 4 i + 486 j + 27 k] ^ 9 = [105140162623996392662646 + 175162379307940581011524 i + 1346267870606886637734486 j + 722504730795016350981627 k]
BICP | Distance=486 | [486 + 6 i + 4 j + 61 k] ^ 5 = [31376618019486 + 1262349850686 i + 367113530564 j + 17587571378861 k]
BICP | Distance=486 | [6 + 486 i + 4 j + 77 k] ^ 5 = [733715073726 + 20397419379486 i + 1981678048964 j + 20341218542077 k]
BICP | Distance=486 | [6 + 4 i + 486 j + 77 k] ^ 5 = [733715073726 + 1981678048964 i + 20397419379486 j + 20341218542077 k]
BICP | Distance=486 | [6 + 5 i + 2 j + 486 k] ^ 5 = [1695899665086 + 1368007344605 i + 489148000202 j + 27122112147486 k]
BICP | Distance=486 | [6 + 5 i + 8 j + 486 k] ^ 5 = [1762223473086 + 1283274769445 i + 2162134113848 j + 27055788339486 k]
BICP | Distance=486 | [6 + 5 i + 8 j + 486 k] ^ 9 = [184989146135961500315766 + 117387032071911757030085 i + 210055900850546854944488 j + 1501969019897840863878486 k]
BICP | Distance=486 | [6 + 5 i + 48 j + 486 k] ^ 5 = [2121130105086 + 659549041445 i + 13065158946048 j + 24513934779486 k]
BICP | Distance=486 | [6 + 5 i + 48 j + 486 k] ^ 9 = [226499337307074996510966 + -20541567320970634662715 i + 1214528943890050261332048 j + 1010564801477986571478486 k]
BICP | Distance=486 | [6 + 5 i + 52 j + 486 k] ^ 5 = [2148658885086 + 592085529605 i + 14110817090452 j + 24061256007486 k]
BICP | Distance=486 | [6 + 5 i + 98 j + 486 k] ^ 5 = [2347184305086 + -237135883555 i + 25069428016298 j + 16364997939486 k]
BICP | Distance=486 | [6 + 486 i + 6 j + 3 k] ^ 5 = [1632983493726 + 27104422419486 i + 1713589393086 j + 754124149323 k]
BICP | Distance=486 | [6 + 6 i + 486 j + 3 k] ^ 5 = [1632983493726 + 1713589393086 i + 27104422419486 j + 754124149323 k]
BICP | Distance=486 | [6 + 6 i + 3 j + 486 k] ^ 5 = [1713589393086 + 1632983493726 i + 754124149323 j + 27104422419486 k]
BICP | Distance=486 | [6 + 486 i + 6 j + 3 k] ^ 9 = [160086241366025383550646 + 1511232886559195736390486 i + 175725279474606627803766 j + 67417372587390285636243 k]
BICP | Distance=486 | [6 + 6 i + 486 j + 3 k] ^ 9 = [160086241366025383550646 + 175725279474606627803766 i + 1511232886559195736390486 j + 67417372587390285636243 k]
BICP | Distance=486 | [6 + 6 i + 3 j + 486 k] ^ 9 = [175725279474606627803766 + 160086241366025383550646 i + 67417372587390285636243 j + 1511232886559195736390486 k]
BICP | Distance=486 | [6 + 486 i + 6 j + 23 k] ^ 5 = [1336174665726 + 26518382631486 i + 1966367077086 j + 6304856789423 k]
BICP | Distance=486 | [6 + 6 i + 486 j + 23 k] ^ 5 = [1336174665726 + 1966367077086 i + 26518382631486 j + 6304856789423 k]
BICP | Distance=486 | [6 + 6 i + 23 j + 486 k] ^ 5 = [1966367077086 + 1336174665726 i + 6304856789423 j + 26518382631486 k]
BICP | Distance=486 | [486 + 6 i + 6 j + 39 k] ^ 5 = [28800548811486 + 1195982869086 i + 1195982869086 j + 11083250016639 k]
BICP | Distance=486 | [486 + 6 i + 6 j + 39 k] ^ 9 = [1861985724888727220022486 + 85492104077323475805366 i + 85492104077323475805366 j + 1167952196944311110055639 k]
BICP | Distance=486 | [6 + 486 i + 6 j + 73 k] ^ 5 = [466364445726 + 21101967891486 i + 2430137617086 j + 19368993954673 k]
BICP | Distance=486 | [6 + 6 i + 486 j + 73 k] ^ 5 = [466364445726 + 2430137617086 i + 21101967891486 j + 19368993954673 k]
BICP | Distance=486 | [6 + 6 i + 73 j + 486 k] ^ 5 = [2430137617086 + 466364445726 i + 19368993954673 j + 21101967891486 k]
BICP | Distance=486 | [486 + 6 i + 6 j + 89 k] ^ 5 = [36313284159486 + 743856289086 i + 743856289086 j + 26541627949889 k]
BICP | Distance=486 | [486 + 6 i + 6 j + 139 k] ^ 5 = [50169110607486 + 433909609086 i + 433909609086 j + 45198321033139 k]
BICP | Distance=486 | [486 + 6 i + 6 j + 389 k] ^ 5 = [256458109347486 + 2574709086 i + 2574709086 j + 256450826199389 k]
BICP | Distance=486 | [6 + 7 i + 0 j + 486 k] ^ 5 = [1672083421086 + 1953574692727 i + -96419347920 j + 27098295903486 k]
BICP | Distance=486 | [6 + 486 i + 7 j + 2 k] ^ 5 = [1642926485886 + 27124739703486 i + 1978987708127 j + 461625708202 k]
BICP | Distance=486 | [6 + 7 i + 486 j + 2 k] ^ 5 = [1642926485886 + 1978987708127 i + 27124739703486 j + 461625708202 k]
BICP | Distance=486 | [486 + 6 i + 7 j + 4 k] ^ 5 = [27036425655486 + 1607498613726 i + 1895736262727 j + 1209922756964 k]
BICP | Distance=486 | [6 + 7 i + 4 j + 486 k] ^ 5 = [1735698097086 + 1897710840727 i + 1018851496324 j + 27082313715486 k]
BICP | Distance=486 | [486 + 6 i + 7 j + 14 k] ^ 5 = [27248873247486 + 1454367249726 i + 1766864749727 j + 3999876755014 k]
BICP | Distance=486 | [6 + 7 i + 24 j + 486 k] ^ 5 = [2032462789086 + 1595376420727 i + 6564058544424 j + 26452286919486 k]
BICP | Distance=486 | [6 + 7 i + 24 j + 486 k] ^ 9 = [232229358311833361469366 + 118161991538630507583847 i + 637624825593226884458424 j + 1384689406103968767246486 k]
BICP | Distance=486 | [6 + 486 i + 7 j + 26 k] ^ 9 = [73304209722444301277046 + 1368263172873919673214486 i + 250767540515842129335607 j + 691807291664440943053226 k]
BICP | Distance=486 | [6 + 7 i + 486 j + 26 k] ^ 9 = [73304209722444301277046 + 250767540515842129335607 i + 1368263172873919673214486 j + 691807291664440943053226 k]
BICP | Distance=486 | [6 + 7 i + 30 j + 486 k] ^ 5 = [2114256589086 + 1497478605727 i + 8206455826230 j + 26085146895486 k]
BICP | Distance=486 | [6 + 7 i + 48 j + 486 k] ^ 9 = [267360706248546851154486 + 20823198571569054868327 i + 1206476212519917529116048 j + 1009770314269334538654486 k]
BICP | Distance=486 | [6 + 486 i + 7 j + 52 k] ^ 5 = [734564945886 + 24072274359486 i + 2526203053127 j + 14084944506452 k]
BICP | Distance=486 | [6 + 7 i + 486 j + 52 k] ^ 5 = [734564945886 + 2526203053127 i + 24072274359486 j + 14084944506452 k]
BICP | Distance=486 | [486 + 6 i + 7 j + 64 k] ^ 5 = [31791549267486 + 799981929726 i + 1257510154727 j + 18535224485264 k]
BICP | Distance=486 | [6 + 7 i + 74 j + 486 k] ^ 5 = [2602168849086 + 687751005727 i + 19590380514674 j + 20929936659486 k]
BICP | Distance=486 | [6 + 7 i + 80 j + 486 k] ^ 5 = [2652403789086 + 565916100727 i + 21013486796480 j + 19899587535486 k]
BICP | Distance=486 | [6 + 7 i + 474 j + 486 k] ^ 9 = [2137330165174393946133366 + 3065538214949026573377847 i + 18983621536701238203330474 j + 23777318546064765386982486 k]
BICP | Distance=486 | [486 + 6 i + 8 j + 1 k] ^ 5 = [27000317547486 + 1652114817726 i + 2214587189848 j + 388390970561 k]
BICP | Distance=486 | [6 + 8 i + 1 j + 486 k] ^ 5 = [1689773149086 + 2218550841848 i + 168556801201 j + 27080606175486 k]
BICP | Distance=486 | [6 + 8 i + 5 j + 486 k] ^ 5 = [1762223473086 + 2162134113848 i + 1283274769445 j + 27055788339486 k]
BICP | Distance=486 | [6 + 8 i + 5 j + 486 k] ^ 9 = [184989146135961500315766 + 210055900850546854944488 i + 117387032071911757030085 j + 1501969019897840863878486 k]
BICP | Distance=486 | [486 + 6 i + 8 j + 11 k] ^ 5 = [27144730431486 + 1473579765726 i + 2083694465848 j + 3174041771611 k]
BICP | Distance=486 | [486 + 6 i + 8 j + 15 k] ^ 9 = [1545997973347777832982486 + 115609632597345133484406 i + 187044412798559636995688 j + 441425061913825925644815 k]
BICP | Distance=486 | [6 + 486 i + 8 j + 23 k] ^ 5 = [1231973137086 + 26554209435486 i + 2517059657848 j + 6282038458423 k]
BICP | Distance=486 | [6 + 8 i + 486 j + 23 k] ^ 5 = [1231973137086 + 2517059657848 i + 26554209435486 j + 6282038458423 k]
BICP | Distance=486 | [6 + 8 i + 45 j + 486 k] ^ 5 = [2405059369086 + 1503590001848 i + 12221117985645 j + 24797864043486 k]
BICP | Distance=486 | [6 + 8 i + 51 j + 486 k] ^ 5 = [2487646969086 + 1390869501848 i + 13796479406451 j + 24147417915486 k]
BICP | Distance=486 | [486 + 6 i + 8 j + 61 k] ^ 5 = [31339800711486 + 691792605726 i + 1587028925848 j + 17624388686861 k]
BICP | Distance=486 | [6 + 486 i + 8 j + 73 k] ^ 5 = [139843297086 + 21144249099486 i + 2913328037848 j + 19357669141673 k]
BICP | Distance=486 | [6 + 8 i + 486 j + 73 k] ^ 5 = [139843297086 + 2913328037848 i + 21144249099486 j + 19357669141673 k]
BICP | Distance=486 | [6 + 8 i + 95 j + 486 k] ^ 5 = [2968755949086 + 466245141848 i + 24366046990895 j + 16986569583486 k]
BICP | Distance=486 | [486 + 6 i + 8 j + 111 k] ^ 5 = [41569658091486 + 55086945726 i + 1325332185848 j + 34257173952111 k]
BICP | Distance=486 | [6 + 486 i + 9 j + 2 k] ^ 5 = [1635100557726 + 27161804547486 i + 2537229165489 j + 434512360202 k]
BICP | Distance=486 | [6 + 9 i + 486 j + 2 k] ^ 5 = [1635100557726 + 2537229165489 i + 27161804547486 j + 434512360202 k]
BICP | Distance=486 | [6 + 9 i + 2 j + 486 k] ^ 5 = [1711881853086 + 2483278188849 i + 433284148202 j + 27058497471486 k]
BICP | Distance=486 | [486 + 6 i + 9 j + 36 k] ^ 5 = [28496152431486 + 977497875486 i + 2091137258889 j + 10248257275236 k]
BICP | Distance=486 | [6 + 486 i + 9 j + 52 k] ^ 5 = [499791597726 + 24116550687486 i + 3046529220489 j + 14070067670452 k]
BICP | Distance=486 | [6 + 9 i + 486 j + 52 k] ^ 5 = [499791597726 + 3046529220489 i + 24116550687486 j + 14070067670452 k]
BICP | Distance=486 | [6 + 9 i + 52 j + 486 k] ^ 5 = [2618283193086 + 1631469633849 i + 14037079538452 j + 24016781691486 k]
BICP | Distance=486 | [486 + 6 i + 9 j + 86 k] ^ 5 = [35655748803486 + 154474275486 i + 1760126483889 j + 25559647553486 k]
BICP | Distance=486 | [6 + 486 i + 11 j + 4 k] ^ 5 = [1576595290686 + 27196139187486 i + 3122633015611 j + 966480590564 k]
BICP | Distance=486 | [6 + 11 i + 486 j + 4 k] ^ 5 = [1576595290686 + 3122633015611 i + 27196139187486 j + 966480590564 k]
BICP | Distance=486 | [6 + 486 i + 11 j + 4 k] ^ 9 = [149633491040224370045046 + 1530209724577846284582486 i + 318864124039701255285611 j + 82636087570839227611204 k]
BICP | Distance=486 | [6 + 11 i + 486 j + 4 k] ^ 9 = [149633491040224370045046 + 318864124039701255285611 i + 1530209724577846284582486 j + 82636087570839227611204 k]
BICP | Distance=486 | [6 + 486 i + 11 j + 8 k] ^ 5 = [1473579765726 + 27144730431486 i + 3174041771611 j + 2083694465848 k]
BICP | Distance=486 | [6 + 11 i + 486 j + 8 k] ^ 5 = [1473579765726 + 3174041771611 i + 27144730431486 j + 2083694465848 k]
BICP | Distance=486 | [486 + 6 i + 11 j + 14 k] ^ 5 = [27170846451486 + 1322824472286 i + 2885011975411 j + 4047905111014 k]
BICP | Distance=486 | [6 + 486 i + 11 j + 14 k] ^ 5 = [1316672036286 + 26998735527486 i + 3246388730611 j + 3755945226214 k]
BICP | Distance=486 | [6 + 11 i + 486 j + 14 k] ^ 5 = [1316672036286 + 3246388730611 i + 26998735527486 j + 3755945226214 k]
BICP | Distance=486 | [6 + 486 i + 11 j + 48 k] ^ 5 = [380011821726 + 24620792391486 i + 3545075211611 j + 13009962162048 k]
BICP | Distance=486 | [6 + 11 i + 486 j + 48 k] ^ 5 = [380011821726 + 3545075211611 i + 24620792391486 j + 13009962162048 k]
BICP | Distance=486 | [486 + 6 i + 11 j + 64 k] ^ 5 = [31726552239486 + 199828232286 i + 2487106360411 j + 18560293229264 k]
BICP | Distance=486 | [6 + 486 i + 14 j + 1 k] ^ 5 = [1649284121886 + 27296935587486 i + 3921815975014 j + 87096618761 k]
BICP | Distance=486 | [6 + 14 i + 486 j + 1 k] ^ 5 = [1649284121886 + 3921815975014 i + 27296935587486 j + 87096618761 k]
BICP | Distance=486 | [6 + 486 i + 14 j + 7 k] ^ 5 = [1454367249726 + 27248873247486 i + 3999876755014 j + 1766864749727 k]
BICP | Distance=486 | [6 + 14 i + 486 j + 7 k] ^ 5 = [1454367249726 + 3999876755014 i + 27248873247486 j + 1766864749727 k]
BICP | Distance=486 | [486 + 6 i + 14 j + 11 k] ^ 5 = [26998735527486 + 1316672036286 i + 3755945226214 j + 3246388730611 k]
BICP | Distance=486 | [6 + 486 i + 14 j + 11 k] ^ 5 = [1322824472286 + 27170846451486 i + 4047905111014 j + 2885011975411 k]
BICP | Distance=486 | [6 + 14 i + 486 j + 11 k] ^ 5 = [1322824472286 + 4047905111014 i + 27170846451486 j + 2885011975411 k]
BICP | Distance=486 | [6 + 486 i + 14 j + 27 k] ^ 5 = [785011461726 + 26491773411486 i + 4207462791014 j + 7324363045827 k]
BICP | Distance=486 | [6 + 14 i + 486 j + 27 k] ^ 5 = [785011461726 + 4207462791014 i + 26491773411486 j + 7324363045827 k]
BICP | Distance=486 | [6 + 486 i + 15 j + 8 k] ^ 9 = [115609632597345133484406 + 1545997973347777832982486 i + 441425061913825925644815 j + 187044412798559636995688 k]
BICP | Distance=486 | [6 + 15 i + 486 j + 8 k] ^ 9 = [115609632597345133484406 + 441425061913825925644815 i + 1545997973347777832982486 j + 187044412798559636995688 k]
BICP | Distance=486 | [6 + 16 i + 27 j + 486 k] ^ 9 = [343063678736523801362166 + 335758458516262064594416 i + 674077646596129872321627 j + 1315810457894578296726486 k]
BICP | Distance=486 | [6 + 486 i + 18 j + 455 k] ^ 9 = [3659791265281485282897846 + 22612322752145054320662486 i + 5447440188952070217282018 j + 11321777794908070096590455 k]
BICP | Distance=486 | [6 + 18 i + 486 j + 455 k] ^ 9 = [3659791265281485282897846 + 5447440188952070217282018 i + 22612322752145054320662486 j + 11321777794908070096590455 k]
BICP | Distance=486 | [6 + 19 i + 30 j + 486 k] ^ 9 = [397663720026782245970166 + 392700907096045481638819 i + 731020095175913289366030 j + 1261210416604319852118486 k]
BICP | Distance=486 | [6 + 20 i + 3 j + 486 k] ^ 5 = [1794356485086 + 5522667096020 i + 553984972323 j + 26690393223486 k]
BICP | Distance=486 | [6 + 20 i + 23 j + 486 k] ^ 5 = [2687127985086 + 5175598968020 i + 6054458312423 j + 26130883827486 k]
BICP | Distance=486 | [6 + 20 i + 31 j + 486 k] ^ 9 = [417209687635651562642166 + 410564237560109833094420 i + 748883425639977640821631 j + 1241664448995450535446486 k]
BICP | Distance=486 | [6 + 20 i + 73 j + 486 k] ^ 5 = [4703960665086 + 3835071228020 i + 19002781527673 j + 20798787867486 k]
BICP | Distance=486 | [6 + 23 i + 0 j + 486 k] ^ 5 = [1651683373086 + 6392814644423 i + -316162576080 j + 26547720111486 k]
BICP | Distance=486 | [486 + 6 i + 23 j + 6 k] ^ 5 = [26518382631486 + 1336174665726 i + 6304856789423 j + 1966367077086 k]
BICP | Distance=486 | [6 + 23 i + 6 j + 486 k] ^ 5 = [1966367077086 + 6304856789423 i + 1336174665726 j + 26518382631486 k]
BICP | Distance=486 | [486 + 6 i + 23 j + 8 k] ^ 5 = [26554209435486 + 1231973137086 i + 6282038458423 j + 2517059657848 k]
BICP | Distance=486 | [6 + 23 i + 20 j + 486 k] ^ 5 = [2687127985086 + 6054458312423 i + 5175598968020 j + 26130883827486 k]
BICP | Distance=486 | [6 + 23 i + 26 j + 486 k] ^ 5 = [2989546705086 + 5927989517423 i + 6806848861826 j + 25828465107486 k]
BICP | Distance=486 | [6 + 23 i + 34 j + 486 k] ^ 9 = [479677528663518107858166 + 460512255716363098378823 i + 798831443796230906106034 j + 1179196607967583990230486 k]
BICP | Distance=486 | [6 + 23 i + 70 j + 486 k] ^ 5 = [5057543845086 + 4659560597423 i + 18178292158270 j + 21152371047486 k]
BICP | Distance=486 | [6 + 23 i + 76 j + 486 k] ^ 5 = [5315465305086 + 4441444952423 i + 19609155252076 j + 20187283227486 k]
BICP | Distance=486 | [6 + 24 i + 7 j + 486 k] ^ 5 = [2032462789086 + 6564058544424 i + 1595376420727 j + 26452286919486 k]
BICP | Distance=486 | [6 + 24 i + 7 j + 486 k] ^ 9 = [232229358311833361469366 + 637624825593226884458424 i + 118161991538630507583847 j + 1384689406103968767246486 k]
BICP | Distance=486 | [6 + 24 i + 27 j + 486 k] ^ 5 = [3098938225086 + 6176159288424 i + 7055018632827 j + 25719073587486 k]
BICP | Distance=486 | [6 + 24 i + 77 j + 486 k] ^ 5 = [5527048345086 + 4638243548424 i + 19805953848077 j + 19975700187486 k]
BICP | Distance=486 | [6 + 26 i + 3 j + 486 k] ^ 5 = [1823693965086 + 7175004337826 i + 466027117323 j + 26375709519486 k]
BICP | Distance=486 | [6 + 26 i + 3 j + 486 k] ^ 9 = [190103706413119573926966 + 703409502669912026845226 i + 7150247272684777601043 j + 1367233578982407912030486 k]
BICP | Distance=486 | [486 + 6 i + 26 j + 7 k] ^ 9 = [1368263172873919673214486 + 73304209722444301277046 i + 691807291664440943053226 j + 250767540515842129335607 k]
BICP | Distance=486 | [6 + 26 i + 23 j + 486 k] ^ 5 = [2989546705086 + 6806848861826 i + 5927989517423 j + 25828465107486 k]
BICP | Distance=486 | [6 + 26 i + 73 j + 486 k] ^ 5 = [5669048485086 + 5265934321826 i + 18784665882673 j + 20540866407486 k]
BICP | Distance=486 | [6 + 27 i + 0 j + 486 k] ^ 5 = [1643187433086 + 7491858760827 i + -370832443920 j + 26318644011486 k]
BICP | Distance=486 | [486 + 6 i + 27 j + 2 k] ^ 5 = [26245893375486 + 1518802412286 i + 7451571277827 j + 917807809802 k]
BICP | Distance=486 | [6 + 486 i + 27 j + 2 k] ^ 5 = [1579685360286 + 27909614907486 i + 7598099111427 j + 194695336202 k]
BICP | Distance=486 | [6 + 27 i + 486 j + 2 k] ^ 5 = [1579685360286 + 7598099111427 i + 27909614907486 j + 194695336202 k]
BICP | Distance=486 | [486 + 6 i + 27 j + 4 k] ^ 5 = [26264121939486 + 1395761073726 i + 7426570546827 j + 1465047348964 k]
BICP | Distance=486 | [6 + 27 i + 4 j + 486 k] ^ 5 = [1889789677086 + 7434206092827 i + 725228872324 j + 26309613807486 k]
BICP | Distance=486 | [486 + 6 i + 27 j + 4 k] ^ 9 = [1346267870606886637734486 + 105140162623996392662646 i + 722504730795016350981627 j + 175162379307940581011524 k]
BICP | Distance=486 | [486 + 6 i + 27 j + 14 k] ^ 5 = [26491773411486 + 785011461726 i + 7324363045827 j + 4207462791014 k]
BICP | Distance=486 | [6 + 27 i + 16 j + 486 k] ^ 9 = [343063678736523801362166 + 674077646596129872321627 i + 335758458516262064594416 j + 1315810457894578296726486 k]
BICP | Distance=486 | [6 + 27 i + 24 j + 486 k] ^ 5 = [3098938225086 + 7055018632827 i + 6176159288424 j + 25719073587486 k]
BICP | Distance=486 | [6 + 27 i + 30 j + 486 k] ^ 5 = [3452707345086 + 6912021637827 i + 7790880982230 j + 25365304467486 k]
BICP | Distance=486 | [6 + 27 i + 74 j + 486 k] ^ 5 = [5880631525086 + 5462732917827 i + 18981464478674 j + 20329283367486 k]
BICP | Distance=486 | [6 + 27 i + 80 j + 486 k] ^ 5 = [6184719385086 + 5211920872827 i + 20379631172480 j + 19318029147486 k]
BICP | Distance=486 | [6 + 30 i + 7 j + 486 k] ^ 5 = [2114256589086 + 8206455826230 i + 1497478605727 j + 26085146895486 k]
BICP | Distance=486 | [6 + 30 i + 19 j + 486 k] ^ 9 = [397663720026782245970166 + 731020095175913289366030 i + 392700907096045481638819 j + 1261210416604319852118486 k]
BICP | Distance=486 | [6 + 30 i + 27 j + 486 k] ^ 5 = [3452707345086 + 7790880982230 i + 6912021637827 j + 25365304467486 k]
BICP | Distance=486 | [6 + 30 i + 77 j + 486 k] ^ 5 = [6538302565086 + 6036410242230 i + 19555141803077 j + 19671612327486 k]
BICP | Distance=486 | [6 + 31 i + 20 j + 486 k] ^ 9 = [417209687635651562642166 + 748883425639977640821631 i + 410564237560109833094420 j + 1241664448995450535446486 k]
BICP | Distance=486 | [6 + 34 i + 23 j + 486 k] ^ 9 = [479677528663518107858166 + 798831443796230906106034 i + 460512255716363098378823 j + 1179196607967583990230486 k]
BICP | Distance=486 | [6 + 486 i + 36 j + 3 k] ^ 5 = [1478722233726 + 28561712859486 i + 10182696847236 j + 365082850323 k]
BICP | Distance=486 | [6 + 36 i + 486 j + 3 k] ^ 5 = [1478722233726 + 10182696847236 i + 28561712859486 j + 365082850323 k]
BICP | Distance=486 | [6 + 486 i + 36 j + 9 k] ^ 5 = [977497875486 + 28496152431486 i + 10248257275236 j + 2091137258889 k]
BICP | Distance=486 | [6 + 36 i + 486 j + 9 k] ^ 5 = [977497875486 + 10248257275236 i + 28496152431486 j + 2091137258889 k]
BICP | Distance=486 | [6 + 486 i + 39 j + 2 k] ^ 5 = [1557564441726 + 28824680151486 i + 11035966848639 j + 38358028202 k]
BICP | Distance=486 | [6 + 39 i + 486 j + 2 k] ^ 5 = [1557564441726 + 11035966848639 i + 28824680151486 j + 38358028202 k]
BICP | Distance=486 | [6 + 486 i + 39 j + 6 k] ^ 5 = [1195982869086 + 28800548811486 i + 11083250016639 j + 1195982869086 k]
BICP | Distance=486 | [6 + 39 i + 486 j + 6 k] ^ 5 = [1195982869086 + 11083250016639 i + 28800548811486 j + 1195982869086 k]
BICP | Distance=486 | [6 + 486 i + 39 j + 6 k] ^ 9 = [85492104077323475805366 + 1861985724888727220022486 i + 1167952196944311110055639 j + 85492104077323475805366 k]
BICP | Distance=486 | [6 + 39 i + 486 j + 6 k] ^ 9 = [85492104077323475805366 + 1167952196944311110055639 i + 1861985724888727220022486 j + 85492104077323475805366 k]
BICP | Distance=486 | [6 + 41 i + 52 j + 486 k] ^ 9 = [950004998214892301714166 + 619973971079591584389641 i + 958293159159459392116852 j + 708869138416209796374486 k]
BICP | Distance=486 | [6 + 44 i + 55 j + 486 k] ^ 9 = [1038980566809322054034166 + 619217392453042476984044 i + 957536580532910284711255 j + 619893569821780044054486 k]
BICP | Distance=486 | [6 + 45 i + 8 j + 486 k] ^ 5 = [2405059369086 + 12221117985645 i + 1503590001848 j + 24797864043486 k]
BICP | Distance=486 | [6 + 45 i + 48 j + 486 k] ^ 5 = [6361592305086 + 10979496705645 i + 11858356050048 j + 22456419507486 k]
BICP | Distance=486 | [6 + 45 i + 56 j + 486 k] ^ 9 = [1068960194314399247378166 + 617043600699289273209645 i + 955362788779157080936856 j + 589913942316702850710486 k]
BICP | Distance=486 | [6 + 45 i + 98 j + 486 k] ^ 5 = [10816860985086 + 8054944140645 i + 23222654440298 j + 14685887547486 k]
BICP | Distance=486 | [486 + 6 i + 48 j + 1 k] ^ 5 = [24446413827486 + 1466322729726 i + 13103057910048 j + 917048698561 k]
BICP | Distance=486 | [486 + 6 i + 48 j + 3 k] ^ 5 = [24463460511486 + 1248498862686 i + 13079028642048 j + 1441958345523 k]
BICP | Distance=486 | [6 + 48 i + 5 j + 486 k] ^ 5 = [2121130105086 + 13065158946048 i + 659549041445 j + 24513934779486 k]
BICP | Distance=486 | [6 + 48 i + 5 j + 486 k] ^ 9 = [226499337307074996510966 + 1214528943890050261332048 i + -20541567320970634662715 j + 1010564801477986571478486 k]
BICP | Distance=486 | [6 + 48 i + 7 j + 486 k] ^ 9 = [267360706248546851154486 + 1206476212519917529116048 i + 20823198571569054868327 j + 1009770314269334538654486 k]
BICP | Distance=486 | [486 + 6 i + 48 j + 11 k] ^ 5 = [24620792391486 + 380011821726 i + 13009962162048 j + 3545075211611 k]
BICP | Distance=486 | [6 + 48 i + 45 j + 486 k] ^ 5 = [6361592305086 + 11858356050048 i + 10979496705645 j + 22456419507486 k]
BICP | Distance=486 | [6 + 48 i + 51 j + 486 k] ^ 5 = [6973096945086 + 11585870430048 i + 12464729774451 j + 21844914867486 k]
BICP | Distance=486 | [6 + 48 i + 59 j + 486 k] ^ 9 = [1159492599213178834706166 + 604627327038491686284048 i + 942946515118359494011259 j + 499381537417923263382486 k]
BICP | Distance=486 | [6 + 48 i + 95 j + 486 k] ^ 5 = [11170444165086 + 8879433510048 i + 22398165070895 j + 15039470727486 k]
BICP | Distance=486 | [6 + 48 i + 145 j + 486 k] ^ 5 = [15112431925086 + 4356256170048 i + 30574156086145 j + 2728385847486 k]
BICP | Distance=486 | [6 + 49 i + 52 j + 486 k] ^ 5 = [7184679985086 + 11782669026049 i + 12661528370452 j + 21633331827486 k]
BICP | Distance=486 | [6 + 51 i + 8 j + 486 k] ^ 5 = [2487646969086 + 13796479406451 i + 1390869501848 j + 24147417915486 k]
BICP | Distance=486 | [6 + 51 i + 48 j + 486 k] ^ 5 = [6973096945086 + 12464729774451 i + 11585870430048 j + 21844914867486 k]
BICP | Distance=486 | [6 + 51 i + 98 j + 486 k] ^ 5 = [12049562725086 + 9240446459451 i + 22759178020298 j + 14160352167486 k]
BICP | Distance=486 | [486 + 6 i + 52 j + 1 k] ^ 9 = [909791406217395055278486 + 93542720051555307603126 i + 1295804974331664638236852 j + 151518070210948827011521 k]
BICP | Distance=486 | [6 + 52 i + 5 j + 486 k] ^ 5 = [2148658885086 + 14110817090452 i + 592085529605 j + 24061256007486 k]
BICP | Distance=486 | [486 + 6 i + 52 j + 7 k] ^ 5 = [24072274359486 + 734564945886 i + 14084944506452 j + 2526203053127 k]
BICP | Distance=486 | [486 + 6 i + 52 j + 9 k] ^ 5 = [24116550687486 + 499791597726 i + 14070067670452 j + 3046529220489 k]
BICP | Distance=486 | [6 + 52 i + 9 j + 486 k] ^ 5 = [2618283193086 + 14037079538452 i + 1631469633849 j + 24016781691486 k]
BICP | Distance=486 | [6 + 52 i + 41 j + 486 k] ^ 9 = [950004998214892301714166 + 958293159159459392116852 i + 619973971079591584389641 j + 708869138416209796374486 k]
BICP | Distance=486 | [6 + 52 i + 49 j + 486 k] ^ 5 = [7184679985086 + 12661528370452 i + 11782669026049 j + 21633331827486 k]
BICP | Distance=486 | [6 + 52 i + 55 j + 486 k] ^ 5 = [7842351025086 + 12356346350452 i + 13235205694855 j + 20975660787486 k]
BICP | Distance=486 | [6 + 52 i + 99 j + 486 k] ^ 5 = [12348937285086 + 9352876430452 i + 22871607991299 j + 13860977607486 k]
BICP | Distance=486 | [6 + 52 i + 105 j + 486 k] ^ 5 = [12911999065086 + 8841255410452 i + 24008965710105 j + 12590749467486 k]
BICP | Distance=486 | [6 + 55 i + 44 j + 486 k] ^ 9 = [1038980566809322054034166 + 957536580532910284711255 i + 619217392453042476984044 j + 619893569821780044054486 k]
BICP | Distance=486 | [6 + 55 i + 52 j + 486 k] ^ 5 = [7842351025086 + 13235205694855 i + 12356346350452 j + 20975660787486 k]
BICP | Distance=486 | [6 + 56 i + 45 j + 486 k] ^ 9 = [1068960194314399247378166 + 955362788779157080936856 i + 617043600699289273209645 j + 589913942316702850710486 k]
BICP | Distance=486 | [6 + 59 i + 48 j + 486 k] ^ 9 = [1159492599213178834706166 + 942946515118359494011259 i + 604627327038491686284048 j + 499381537417923263382486 k]
BICP | Distance=486 | [6 + 486 i + 61 j + 4 k] ^ 5 = [1262349850686 + 31376618019486 i + 17587571378861 j + 367113530564 k]
BICP | Distance=486 | [6 + 61 i + 486 j + 4 k] ^ 5 = [1262349850686 + 17587571378861 i + 31376618019486 j + 367113530564 k]
BICP | Distance=486 | [6 + 486 i + 61 j + 8 k] ^ 5 = [691792605726 + 31339800711486 i + 17624388686861 j + 1587028925848 k]
BICP | Distance=486 | [6 + 61 i + 486 j + 8 k] ^ 5 = [691792605726 + 17624388686861 i + 31339800711486 j + 1587028925848 k]
BICP | Distance=486 | [6 + 486 i + 64 j + 7 k] ^ 5 = [799981929726 + 31791549267486 i + 18535224485264 j + 1257510154727 k]
BICP | Distance=486 | [6 + 64 i + 486 j + 7 k] ^ 5 = [799981929726 + 18535224485264 i + 31791549267486 j + 1257510154727 k]
BICP | Distance=486 | [6 + 486 i + 64 j + 11 k] ^ 5 = [199828232286 + 31726552239486 i + 18560293229264 j + 2487106360411 k]
BICP | Distance=486 | [6 + 64 i + 486 j + 11 k] ^ 5 = [199828232286 + 18560293229264 i + 31726552239486 j + 2487106360411 k]
BICP | Distance=486 | [6 + 70 i + 23 j + 486 k] ^ 5 = [5057543845086 + 18178292158270 i + 4659560597423 j + 21152371047486 k]
BICP | Distance=486 | [6 + 70 i + 73 j + 486 k] ^ 5 = [12474492625086 + 15199369618270 i + 16078228962673 j + 16343519187486 k]
BICP | Distance=486 | [6 + 73 i + 0 j + 486 k] ^ 5 = [1448443213086 + 19464533499673 i + -983037196080 j + 21103548111486 k]
BICP | Distance=486 | [486 + 6 i + 73 j + 6 k] ^ 5 = [21101967891486 + 466364445726 i + 19368993954673 j + 2430137617086 k]
BICP | Distance=486 | [6 + 73 i + 6 j + 486 k] ^ 5 = [2430137617086 + 19368993954673 i + 466364445726 j + 21101967891486 k]
BICP | Distance=486 | [486 + 6 i + 73 j + 8 k] ^ 5 = [21144249099486 + 139843297086 i + 19357669141673 j + 2913328037848 k]
BICP | Distance=486 | [6 + 73 i + 20 j + 486 k] ^ 5 = [4703960665086 + 19002781527673 i + 3835071228020 j + 20798787867486 k]
BICP | Distance=486 | [6 + 73 i + 26 j + 486 k] ^ 5 = [5669048485086 + 18784665882673 i + 5265934321826 j + 20540866407486 k]
BICP | Distance=486 | [6 + 73 i + 70 j + 486 k] ^ 5 = [12474492625086 + 16078228962673 i + 15199369618270 j + 16343519187486 k]
BICP | Distance=486 | [6 + 73 i + 76 j + 486 k] ^ 5 = [13353611185086 + 15560382567673 i + 16439241912076 j + 15464400627486 k]
BICP | Distance=486 | [6 + 74 i + 7 j + 486 k] ^ 5 = [2602168849086 + 19590380514674 i + 687751005727 j + 20929936659486 k]
BICP | Distance=486 | [6 + 74 i + 27 j + 486 k] ^ 5 = [5880631525086 + 18981464478674 i + 5462732917827 j + 20329283367486 k]
BICP | Distance=486 | [6 + 74 i + 77 j + 486 k] ^ 5 = [13652985745086 + 15672812538674 i + 16551671883077 j + 15165026067486 k]
BICP | Distance=486 | [6 + 76 i + 23 j + 486 k] ^ 5 = [5315465305086 + 19609155252076 i + 4441444952423 j + 20187283227486 k]
BICP | Distance=486 | [6 + 76 i + 73 j + 486 k] ^ 5 = [13353611185086 + 16439241912076 i + 15560382567673 j + 15464400627486 k]
BICP | Distance=486 | [6 + 77 i + 0 j + 486 k] ^ 5 = [1423135393086 + 20422464216077 i + -1034207863920 j + 20430899811486 k]
BICP | Distance=486 | [486 + 6 i + 77 j + 2 k] ^ 5 = [20371702491486 + 1077780032286 i + 20360201171077 j + 1507672149802 k]
BICP | Distance=486 | [486 + 6 i + 77 j + 4 k] ^ 5 = [20397419379486 + 733715073726 i + 20341218542077 j + 1981678048964 k]
BICP | Distance=486 | [6 + 77 i + 24 j + 486 k] ^ 5 = [5527048345086 + 19805953848077 i + 4638243548424 j + 19975700187486 k]
BICP | Distance=486 | [6 + 77 i + 30 j + 486 k] ^ 5 = [6538302565086 + 19555141803077 i + 6036410242230 j + 19671612327486 k]
BICP | Distance=486 | [6 + 77 i + 74 j + 486 k] ^ 5 = [13652985745086 + 16551671883077 i + 15672812538674 j + 15165026067486 k]
BICP | Distance=486 | [6 + 77 i + 80 j + 486 k] ^ 5 = [14569630705086 + 15985680888077 i + 16864540232480 j + 14248381107486 k]
BICP | Distance=486 | [6 + 80 i + 7 j + 486 k] ^ 5 = [2652403789086 + 21013486796480 i + 565916100727 j + 19899587535486 k]
BICP | Distance=486 | [6 + 80 i + 27 j + 486 k] ^ 5 = [6184719385086 + 20379631172480 i + 5211920872827 j + 19318029147486 k]
BICP | Distance=486 | [6 + 80 i + 77 j + 486 k] ^ 5 = [14569630705086 + 16864540232480 i + 15985680888077 j + 14248381107486 k]
BICP | Distance=486 | [6 + 486 i + 86 j + 9 k] ^ 5 = [154474275486 + 35655748803486 i + 25559647553486 j + 1760126483889 k]
BICP | Distance=486 | [6 + 86 i + 486 j + 9 k] ^ 5 = [154474275486 + 25559647553486 i + 35655748803486 j + 1760126483889 k]
BICP | Distance=486 | [6 + 486 i + 89 j + 6 k] ^ 5 = [743856289086 + 36313284159486 i + 26541627949889 j + 743856289086 k]
BICP | Distance=486 | [6 + 89 i + 486 j + 6 k] ^ 5 = [743856289086 + 26541627949889 i + 36313284159486 j + 743856289086 k]
BICP | Distance=486 | [6 + 95 i + 8 j + 486 k] ^ 5 = [2968755949086 + 24366046990895 i + 466245141848 j + 16986569583486 k]
BICP | Distance=486 | [6 + 95 i + 48 j + 486 k] ^ 5 = [11170444165086 + 22398165070895 i + 8879433510048 j + 15039470727486 k]
BICP | Distance=486 | [6 + 95 i + 98 j + 486 k] ^ 5 = [20601028945086 + 17025776455895 i + 17904635800298 j + 8216982867486 k]
BICP | Distance=486 | [486 + 6 i + 98 j + 1 k] ^ 5 = [16285764987486 + 1051917669726 i + 25086303840298 j + 1505974943561 k]
BICP | Distance=486 | [486 + 6 i + 98 j + 3 k] ^ 5 = [16310263635486 + 620739982686 i + 25067596480298 j + 1928383880523 k]
BICP | Distance=486 | [6 + 98 i + 5 j + 486 k] ^ 5 = [2347184305086 + 25069428016298 i + -237135883555 j + 16364997939486 k]
BICP | Distance=486 | [6 + 98 i + 45 j + 486 k] ^ 5 = [10816860985086 + 23222654440298 i + 8054944140645 j + 14685887547486 k]
BICP | Distance=486 | [6 + 98 i + 51 j + 486 k] ^ 5 = [12049562725086 + 22759178020298 i + 9240446459451 j + 14160352167486 k]
BICP | Distance=486 | [6 + 98 i + 95 j + 486 k] ^ 5 = [20601028945086 + 17904635800298 i + 17025776455895 j + 8216982867486 k]
BICP | Distance=486 | [6 + 99 i + 52 j + 486 k] ^ 5 = [12348937285086 + 22871607991299 i + 9352876430452 j + 13860977607486 k]
BICP | Distance=486 | [6 + 105 i + 52 j + 486 k] ^ 5 = [12911999065086 + 24008965710105 i + 8841255410452 j + 12590749467486 k]
BICP | Distance=486 | [6 + 486 i + 111 j + 8 k] ^ 5 = [55086945726 + 41569658091486 i + 34257173952111 j + 1325332185848 k]
BICP | Distance=486 | [6 + 111 i + 486 j + 8 k] ^ 5 = [55086945726 + 34257173952111 i + 41569658091486 j + 1325332185848 k]
BICP | Distance=486 | [6 + 486 i + 139 j + 6 k] ^ 5 = [433909609086 + 50169110607486 i + 45198321033139 j + 433909609086 k]
BICP | Distance=486 | [6 + 139 i + 486 j + 6 k] ^ 5 = [433909609086 + 45198321033139 i + 50169110607486 j + 433909609086 k]
BICP | Distance=486 | [6 + 145 i + 48 j + 486 k] ^ 5 = [15112431925086 + 30574156086145 i + 4356256170048 j + 2728385847486 k]
BICP | Distance=486 | [6 + 486 i + 389 j + 6 k] ^ 5 = [2574709086 + 256458109347486 i + 256450826199389 j + 2574709086 k]
BICP | Distance=486 | [6 + 389 i + 486 j + 6 k] ^ 5 = [2574709086 + 256450826199389 i + 256458109347486 j + 2574709086 k]
BICP | Distance=486 | [486 + 6 i + 455 j + 18 k] ^ 9 = [22612322752145054320662486 + 3659791265281485282897846 i + 11321777794908070096590455 j + 5447440188952070217282018 k]
BICP | Distance=486 | [6 + 474 i + 7 j + 486 k] ^ 9 = [2137330165174393946133366 + 18983621536701238203330474 i + 3065538214949026573377847 j + 23777318546064765386982486 k]
BICP | Distance=486 | [7 + 486 i + 0 j + 2 k] ^ 5 = [1951590738727 + 27052404867486 i + 32134339440 j + 557172220202 k]
BICP | Distance=486 | [7 + 0 i + 486 j + 2 k] ^ 5 = [1951590738727 + 32134339440 i + 27052404867486 j + 557172220202 k]
BICP | Distance=486 | [7 + 0 i + 2 j + 486 k] ^ 9 = [196365533674411562771527 + -6463880497929326401440 i + 56339228916307015880402 j + 1522986886392028045974486 k]
BICP | Distance=486 | [486 + 7 i + 0 j + 4 k] ^ 5 = [27075349413486 + 1952582701727 i + -64274122080 j + 1114533358964 k]
BICP | Distance=486 | [486 + 7 i + 0 j + 6 k] ^ 5 = [27098295903486 + 1953574692727 i + -96419347920 j + 1672083421086 k]
BICP | Distance=486 | [7 + 486 i + 0 j + 8 k] ^ 5 = [1948615017727 + 26983582893486 i + 128504698560 j + 2227555407848 k]
BICP | Distance=486 | [7 + 0 i + 486 j + 8 k] ^ 5 = [1948615017727 + 128504698560 i + 26983582893486 j + 2227555407848 k]
BICP | Distance=486 | [486 + 7 i + 0 j + 14 k] ^ 5 = [27281937807486 + 1961511628727 i + -225130888080 j + 3906818195014 k]
BICP | Distance=486 | [486 + 7 i + 0 j + 36 k] ^ 5 = [28547843877486 + 2016126573727 i + -581602381920 j + 10139677225236 k]
BICP | Distance=486 | [7 + 486 i + 0 j + 48 k] ^ 5 = [1837701753727 + 24426748557486 i + 763712530560 j + 13111681800048 k]
BICP | Distance=486 | [7 + 0 i + 486 j + 48 k] ^ 5 = [1837701753727 + 763712530560 i + 24426748557486 j + 13111681800048 k]
BICP | Distance=486 | [7 + 486 i + 0 j + 52 k] ^ 5 = [1817932773727 + 23972737077486 i + 825940009440 j + 14155307540452 k]
BICP | Distance=486 | [7 + 0 i + 486 j + 52 k] ^ 5 = [1817932773727 + 825940009440 i + 23972737077486 j + 14155307540452 k]
BICP | Distance=486 | [486 + 7 i + 0 j + 64 k] ^ 5 = [31796685837486 + 2155528633727 i + -1046152558080 j + 18450234515264 k]
BICP | Distance=486 | [486 + 7 i + 0 j + 86 k] ^ 5 = [35674594047486 + 2320528468727 i + -1425077251920 j + 25465949245486 k]
BICP | Distance=486 | [7 + 486 i + 0 j + 98 k] ^ 5 = [1478680818727 + 16263438147486 i + 1510570600560 j + 25088807020298 k]
BICP | Distance=486 | [7 + 0 i + 486 j + 98 k] ^ 5 = [1478680818727 + 1510570600560 i + 16263438147486 j + 25088807020298 k]
BICP | Distance=486 | [486 + 7 i + 0 j + 236 k] ^ 5 = [98489309157486 + 4822755853727 i + -4686251461920 j + 97520399906236 k]
BICP | Distance=486 | [486 + 7 i + 0 j + 264 k] ^ 5 = [118815918957486 + 5578566153727 i + -5493723238080 j + 118282058796264 k]
BICP | Distance=486 | [486 + 7 i + 0 j + 486 k] ^ 5 = [433586783007486 + 15619173828727 i + -15619173811920 j + 433586783007486 k]
BICP | Distance=486 | [486 + 7 i + 2 j + 0 k] ^ 5 = [27052404867486 + 1951590738727 i + 557172220202 j + 32134339440 k]
BICP | Distance=486 | [7 + 2 i + 0 j + 486 k] ^ 9 = [196365533674411562771527 + 56339228916307015880402 i + -6463880497929326401440 j + 1522986886392028045974486 k]
BICP | Distance=486 | [486 + 7 i + 2 j + 2 k] ^ 5 = [27057390247486 + 1942611541727 i + 525095100202 j + 589289300682 k]
BICP | Distance=486 | [7 + 486 i + 2 j + 2 k] ^ 5 = [1942611541727 + 27057390247486 i + 589289300682 j + 525095100202 k]
BICP | Distance=486 | [7 + 2 i + 486 j + 2 k] ^ 5 = [1942611541727 + 589289300682 i + 27057390247486 j + 525095100202 k]
BICP | Distance=486 | [7 + 2 i + 2 j + 486 k] ^ 5 = [1962201306207 + 526358304202 i + 526358304202 j + 27160697179486 k]
BICP | Distance=486 | [7 + 2 i + 2 j + 486 k] ^ 9 = [198124450192955447732407 + 49851001341861531968402 i + 49851001341861531968402 j + 1522247185117348066518486 k]
BICP | Distance=486 | [7 + 2 i + 6 j + 486 k] ^ 5 = [1978987708127 + 461625708202 i + 1642926485886 j + 27124739703486 k]
BICP | Distance=486 | [486 + 7 i + 2 j + 32 k] ^ 5 = [28235981731486 + 1854938770727 i + 55329948202 j + 9024116258832 k]
BICP | Distance=486 | [7 + 486 i + 2 j + 52 k] ^ 5 = [1582241056727 + 23987445227486 i + 1344952880682 j + 14125743930452 k]
BICP | Distance=486 | [7 + 2 i + 486 j + 52 k] ^ 5 = [1582241056727 + 1344952880682 i + 23987445227486 j + 14125743930452 k]
BICP | Distance=486 | [7 + 2 i + 452 j + 486 k] ^ 9 = [2076996684320596276742407 + 1328787571203993203408402 i + 10970488929875753908752452 j + 22396723352690325368478486 k]
BICP | Distance=486 | [486 + 7 i + 3 j + 5 k] ^ 9 = [1505686891161259942335486 + 189181141941451356528847 i + 67650619405884746700843 j + 148919875433351488428365 k]
BICP | Distance=486 | [7 + 486 i + 3 j + 23 k] ^ 9 = [152498096105962904559247 + 1385983080251575724781486 i + 151377043433595900188283 j + 618598027951503532417823 k]
BICP | Distance=486 | [7 + 3 i + 486 j + 23 k] ^ 9 = [152498096105962904559247 + 151377043433595900188283 i + 1385983080251575724781486 j + 618598027951503532417823 k]
BICP | Distance=486 | [7 + 486 i + 4 j + 0 k] ^ 5 = [1952582701727 + 27075349413486 i + 1114533358964 j + -64274122080 k]
BICP | Distance=486 | [7 + 4 i + 486 j + 0 k] ^ 5 = [1952582701727 + 1114533358964 i + 27075349413486 j + -64274122080 k]
BICP | Distance=486 | [486 + 7 i + 4 j + 4 k] ^ 3 = [114720486 + 4913117 i + 2752244 j + 2915284 k]
BICP | Distance=486 | [7 + 486 i + 4 j + 4 k] ^ 3 = [-4913117 + -114720486 i + -2915284 j + -2752244 k]
BICP | Distance=486 | [7 + 4 i + 486 j + 4 k] ^ 3 = [-4913117 + -2915284 i + -114720486 j + -2752244 k]
BICP | Distance=486 | [486 + 7 i + 4 j + 6 k] ^ 5 = [27082313715486 + 1897710840727 i + 1018851496324 j + 1735698097086 k]
BICP | Distance=486 | [7 + 486 i + 4 j + 6 k] ^ 5 = [1895736262727 + 27036425655486 i + 1209922756964 j + 1607498613726 k]
BICP | Distance=486 | [7 + 4 i + 486 j + 6 k] ^ 5 = [1895736262727 + 1209922756964 i + 27036425655486 j + 1607498613726 k]
BICP | Distance=486 | [7 + 486 i + 4 j + 20 k] ^ 5 = [1749494761727 + 26624696981486 i + 1424071082964 j + 5491340786020 k]
BICP | Distance=486 | [7 + 4 i + 486 j + 20 k] ^ 5 = [1749494761727 + 1424071082964 i + 26624696981486 j + 5491340786020 k]
BICP | Distance=486 | [7 + 486 i + 4 j + 26 k] ^ 5 = [1681118326727 + 26311102943486 i + 1512028352964 j + 7141213293826 k]
BICP | Distance=486 | [7 + 4 i + 486 j + 26 k] ^ 5 = [1681118326727 + 1512028352964 i + 26311102943486 j + 7141213293826 k]
BICP | Distance=486 | [486 + 7 i + 4 j + 36 k] ^ 5 = [28543496949486 + 1683144009727 i + 569504626324 j + 10200912757236 k]
BICP | Distance=486 | [486 + 7 i + 4 j + 36 k] ^ 9 = [1807321766061857459130486 + 157169541061033195392247 i + 8372638068451348465444 j + 1066884137300298605162436 k]
BICP | Distance=486 | [7 + 4 i + 48 j + 486 k] ^ 5 = [2275263413327 + 287923491764 i + 13077069156048 j + 24537097809486 k]
BICP | Distance=486 | [7 + 486 i + 4 j + 70 k] ^ 5 = [1081239046727 + 21538863031486 i + 2077767812964 j + 18640991786270 k]
BICP | Distance=486 | [7 + 4 i + 486 j + 70 k] ^ 5 = [1081239046727 + 2077767812964 i + 21538863031486 j + 18640991786270 k]
BICP | Distance=486 | [7 + 486 i + 4 j + 76 k] ^ 5 = [986778121727 + 20558765893486 i + 2143024562964 j + 20088155494076 k]
BICP | Distance=486 | [7 + 4 i + 486 j + 76 k] ^ 5 = [986778121727 + 2143024562964 i + 20558765893486 j + 20088155494076 k]
BICP | Distance=486 | [7 + 486 i + 5 j + 3 k] ^ 9 = [189181141941451356528847 + 1505686891161259942335486 i + 148919875433351488428365 j + 67650619405884746700843 k]
BICP | Distance=486 | [7 + 5 i + 486 j + 3 k] ^ 9 = [189181141941451356528847 + 148919875433351488428365 i + 1505686891161259942335486 j + 67650619405884746700843 k]
BICP | Distance=486 | [7 + 486 i + 5 j + 7 k] ^ 9 = [179084506780197176307247 + 1497420440656137327459486 i + 161148121307764774364525 j + 179084506780197176307247 k]
BICP | Distance=486 | [7 + 5 i + 486 j + 7 k] ^ 9 = [179084506780197176307247 + 161148121307764774364525 i + 1497420440656137327459486 j + 179084506780197176307247 k]
BICP | Distance=486 | [7 + 486 i + 5 j + 27 k] ^ 9 = [118772359671219032616847 + 1347337845014103559575486 i + 212737490083932666762125 j + 717409168923203674194627 k]
BICP | Distance=486 | [7 + 5 i + 486 j + 27 k] ^ 9 = [118772359671219032616847 + 212737490083932666762125 i + 1347337845014103559575486 j + 717409168923203674194627 k]
BICP | Distance=486 | [7 + 486 i + 6 j + 0 k] ^ 5 = [1953574692727 + 27098295903486 i + 1672083421086 j + -96419347920 k]
BICP | Distance=486 | [7 + 6 i + 486 j + 0 k] ^ 5 = [1953574692727 + 1672083421086 i + 27098295903486 j + -96419347920 k]
BICP | Distance=486 | [7 + 6 i + 2 j + 486 k] ^ 5 = [1978987708127 + 1642926485886 i + 461625708202 j + 27124739703486 k]
BICP | Distance=486 | [486 + 7 i + 6 j + 4 k] ^ 5 = [27036425655486 + 1895736262727 i + 1607498613726 j + 1209922756964 k]
BICP | Distance=486 | [7 + 486 i + 6 j + 4 k] ^ 5 = [1897710840727 + 27082313715486 i + 1735698097086 j + 1018851496324 k]
BICP | Distance=486 | [7 + 6 i + 486 j + 4 k] ^ 5 = [1897710840727 + 1735698097086 i + 27082313715486 j + 1018851496324 k]
BICP | Distance=486 | [486 + 7 i + 6 j + 14 k] ^ 5 = [27248873247486 + 1766864749727 i + 1454367249726 j + 3999876755014 k]
BICP | Distance=486 | [7 + 486 i + 6 j + 24 k] ^ 5 = [1595376420727 + 26452286919486 i + 2032462789086 j + 6564058544424 k]
BICP | Distance=486 | [7 + 6 i + 486 j + 24 k] ^ 5 = [1595376420727 + 2032462789086 i + 26452286919486 j + 6564058544424 k]
BICP | Distance=486 | [7 + 486 i + 6 j + 24 k] ^ 9 = [118161991538630507583847 + 1384689406103968767246486 i + 232229358311833361469366 j + 637624825593226884458424 k]
BICP | Distance=486 | [7 + 6 i + 486 j + 24 k] ^ 9 = [118161991538630507583847 + 232229358311833361469366 i + 1384689406103968767246486 j + 637624825593226884458424 k]
BICP | Distance=486 | [7 + 6 i + 26 j + 486 k] ^ 9 = [250767540515842129335607 + 73304209722444301277046 i + 691807291664440943053226 j + 1368263172873919673214486 k]
BICP | Distance=486 | [7 + 486 i + 6 j + 30 k] ^ 5 = [1497478605727 + 26085146895486 i + 2114256589086 j + 8206455826230 k]
BICP | Distance=486 | [7 + 6 i + 486 j + 30 k] ^ 5 = [1497478605727 + 2114256589086 i + 26085146895486 j + 8206455826230 k]
BICP | Distance=486 | [7 + 486 i + 6 j + 48 k] ^ 9 = [20823198571569054868327 + 1009770314269334538654486 i + 267360706248546851154486 j + 1206476212519917529116048 k]
BICP | Distance=486 | [7 + 6 i + 486 j + 48 k] ^ 9 = [20823198571569054868327 + 267360706248546851154486 i + 1009770314269334538654486 j + 1206476212519917529116048 k]
BICP | Distance=486 | [7 + 6 i + 52 j + 486 k] ^ 5 = [2526203053127 + 734564945886 i + 14084944506452 j + 24072274359486 k]
BICP | Distance=486 | [486 + 7 i + 6 j + 64 k] ^ 5 = [31791549267486 + 1257510154727 i + 799981929726 j + 18535224485264 k]
BICP | Distance=486 | [7 + 486 i + 6 j + 74 k] ^ 5 = [687751005727 + 20929936659486 i + 2602168849086 j + 19590380514674 k]
BICP | Distance=486 | [7 + 6 i + 486 j + 74 k] ^ 5 = [687751005727 + 2602168849086 i + 20929936659486 j + 19590380514674 k]
BICP | Distance=486 | [7 + 486 i + 6 j + 80 k] ^ 5 = [565916100727 + 19899587535486 i + 2652403789086 j + 21013486796480 k]
BICP | Distance=486 | [7 + 6 i + 486 j + 80 k] ^ 5 = [565916100727 + 2652403789086 i + 19899587535486 j + 21013486796480 k]
BICP | Distance=486 | [7 + 486 i + 6 j + 474 k] ^ 9 = [3065538214949026573377847 + 23777318546064765386982486 i + 2137330165174393946133366 j + 18983621536701238203330474 k]
BICP | Distance=486 | [7 + 6 i + 486 j + 474 k] ^ 9 = [3065538214949026573377847 + 2137330165174393946133366 i + 23777318546064765386982486 j + 18983621536701238203330474 k]
BICP | Distance=486 | [486 + 7 i + 7 j + 5 k] ^ 9 = [1497420440656137327459486 + 179084506780197176307247 i + 179084506780197176307247 j + 161148121307764774364525 k]
BICP | Distance=486 | [486 + 7 i + 8 j + 0 k] ^ 5 = [26983582893486 + 1948615017727 i + 2227555407848 j + 128504698560 k]
BICP | Distance=486 | [486 + 7 i + 8 j + 8 k] ^ 5 = [27063302317486 + 1804947193727 i + 2102712599848 j + 2354955379368 k]
BICP | Distance=486 | [7 + 486 i + 8 j + 8 k] ^ 5 = [1804947193727 + 27063302317486 i + 2354955379368 j + 2102712599848 k]
BICP | Distance=486 | [7 + 8 i + 486 j + 8 k] ^ 5 = [1804947193727 + 2354955379368 i + 27063302317486 j + 2102712599848 k]
BICP | Distance=486 | [7 + 8 i + 8 j + 486 k] ^ 5 = [2094005820207 + 2101028471848 i + 2101028471848 j + 27028892665486 k]
BICP | Distance=486 | [486 + 7 i + 8 j + 10 k] ^ 5 = [27106169735486 + 1769994100727 i + 2072611001848 j + 2912450666610 k]
BICP | Distance=486 | [486 + 7 i + 8 j + 12 k] ^ 3 = [114840486 + 4681517 i + 5425528 j + 8664012 k]
BICP | Distance=486 | [486 + 7 i + 8 j + 18 k] ^ 5 = [27369517239486 + 1633927020727 i + 1956545121848 j + 5149363163418 k]
BICP | Distance=486 | [486 + 7 i + 8 j + 18 k] ^ 9 = [1567671819448223045358486 + 135113950037990519823847 i + 172582841417370290861288 j + 530365817675948139882018 k]
BICP | Distance=486 | [486 + 7 i + 8 j + 36 k] ^ 9 = [1801889017790800605498486 + 87520717588632196726327 i + 137133279913849215383048 j + 1075357982217225585967236 k]
BICP | Distance=486 | [7 + 486 i + 8 j + 48 k] ^ 5 = [968157769727 + 24535999917486 i + 2863933835368 j + 13008563280048 k]
BICP | Distance=486 | [7 + 8 i + 486 j + 48 k] ^ 5 = [968157769727 + 2863933835368 i + 24535999917486 j + 13008563280048 k]
BICP | Distance=486 | [7 + 8 i + 48 j + 486 k] ^ 5 = [2709469676207 + 1339294799848 i + 12998409120048 j + 24502568697486 k]
BICP | Distance=486 | [486 + 7 i + 8 j + 60 k] ^ 5 = [31189481205486 + 1009764285727 i + 1454127051848 j + 17333630686860 k]
BICP | Distance=486 | [486 + 7 i + 8 j + 68 k] ^ 5 = [32390178709486 + 906377725727 i + 1377361811848 j + 19793497783668 k]
BICP | Distance=486 | [486 + 7 i + 8 j + 68 k] ^ 9 = [2643372023381872101690486 + 22226549871843219681847 i + 102082525542965945825288 j + 2271779821940231220674468 k]
BICP | Distance=486 | [7 + 8 i + 98 j + 486 k] ^ 5 = [3204562071207 + 182369789848 i + 24999214860298 j + 16374389347486 k]
BICP | Distance=486 | [486 + 7 i + 8 j + 110 k] ^ 5 = [41297940775486 + 431689420727 i + 1062577901848 j + 33902272507110 k]
BICP | Distance=486 | [486 + 7 i + 8 j + 262 k] ^ 3 = [214797486 + 288017 i + 1966528 j + 203709262 k]
BICP | Distance=486 | [7 + 486 i + 10 j + 8 k] ^ 5 = [1769994100727 + 27106169735486 i + 2912450666610 j + 2072611001848 k]
BICP | Distance=486 | [7 + 10 i + 486 j + 8 k] ^ 5 = [1769994100727 + 2912450666610 i + 27106169735486 j + 2072611001848 k]
BICP | Distance=486 | [7 + 486 i + 10 j + 48 k] ^ 5 = [751586260727 + 24585599151486 i + 3390027010610 j + 12989539242048 k]
BICP | Distance=486 | [7 + 10 i + 486 j + 48 k] ^ 5 = [751586260727 + 3390027010610 i + 24585599151486 j + 12989539242048 k]
BICP | Distance=486 | [7 + 486 i + 12 j + 8 k] ^ 3 = [-4681517 + -114840486 i + -8664012 j + -5425528 k]
BICP | Distance=486 | [7 + 12 i + 486 j + 8 k] ^ 3 = [-4681517 + -8664012 i + -114840486 j + -5425528 k]
BICP | Distance=486 | [7 + 486 i + 14 j + 0 k] ^ 5 = [1961511628727 + 27281937807486 i + 3906818195014 j + -225130888080 k]
BICP | Distance=486 | [7 + 14 i + 486 j + 0 k] ^ 5 = [1961511628727 + 3906818195014 i + 27281937807486 j + -225130888080 k]
BICP | Distance=486 | [7 + 486 i + 14 j + 6 k] ^ 5 = [1766864749727 + 27248873247486 i + 3999876755014 j + 1454367249726 k]
BICP | Distance=486 | [7 + 14 i + 486 j + 6 k] ^ 5 = [1766864749727 + 3999876755014 i + 27248873247486 j + 1454367249726 k]
BICP | Distance=486 | [7 + 486 i + 14 j + 20 k] ^ 5 = [1299785920727 + 26850071011486 i + 4188750391014 j + 5356793792020 k]
BICP | Distance=486 | [7 + 14 i + 486 j + 20 k] ^ 5 = [1299785920727 + 4188750391014 i + 26850071011486 j + 5356793792020 k]
BICP | Distance=486 | [7 + 486 i + 14 j + 26 k] ^ 5 = [1094509765727 + 26541693211486 i + 4257382591014 j + 7014864741826 k]
BICP | Distance=486 | [7 + 14 i + 486 j + 26 k] ^ 5 = [1094509765727 + 4257382591014 i + 26541693211486 j + 7014864741826 k]
BICP | Distance=486 | [7 + 486 i + 14 j + 34 k] ^ 7 = [-72069298708138837 + -5869449150759320486 i + -1466968297643968014 j + -2982213057509535634 k]
BICP | Distance=486 | [7 + 14 i + 486 j + 34 k] ^ 7 = [-72069298708138837 + -1466968297643968014 i + -5869449150759320486 j + -2982213057509535634 k]
BICP | Distance=486 | [7 + 14 i + 48 j + 486 k] ^ 5 = [3357104991527 + 2913290605414 i + 12860186850048 j + 24383931867486 k]
BICP | Distance=486 | [7 + 14 i + 98 j + 486 k] ^ 5 = [4492050586527 + 1450057645414 i + 24824261508298 j + 16298851231486 k]
BICP | Distance=486 | [7 + 486 i + 18 j + 8 k] ^ 5 = [1633927020727 + 27369517239486 i + 5149363163418 j + 1956545121848 k]
BICP | Distance=486 | [7 + 18 i + 486 j + 8 k] ^ 5 = [1633927020727 + 5149363163418 i + 27369517239486 j + 1956545121848 k]
BICP | Distance=486 | [7 + 486 i + 18 j + 8 k] ^ 9 = [135113950037990519823847 + 1567671819448223045358486 i + 530365817675948139882018 j + 172582841417370290861288 k]
BICP | Distance=486 | [7 + 18 i + 486 j + 8 k] ^ 9 = [135113950037990519823847 + 530365817675948139882018 i + 1567671819448223045358486 j + 172582841417370290861288 k]
BICP | Distance=486 | [486 + 7 i + 20 j + 4 k] ^ 5 = [26624696981486 + 1749494761727 i + 5491340786020 j + 1424071082964 k]
BICP | Distance=486 | [486 + 7 i + 20 j + 14 k] ^ 5 = [26850071011486 + 1299785920727 i + 5356793792020 j + 4188750391014 k]
BICP | Distance=486 | [486 + 7 i + 23 j + 3 k] ^ 9 = [1385983080251575724781486 + 152498096105962904559247 i + 618598027951503532417823 j + 151377043433595900188283 k]
BICP | Distance=486 | [7 + 23 i + 23 j + 486 k] ^ 9 = [409751376513733172657407 + 524962858368565104421823 i + 524962858368565104421823 j + 1310620258796570341593486 k]
BICP | Distance=486 | [7 + 23 i + 73 j + 486 k] ^ 9 = [717755395282426768997407 + 64169456023491319201823 i + 1486052867253905446462273 j + 388347206147682166623486 k]
BICP | Distance=486 | [486 + 7 i + 24 j + 6 k] ^ 5 = [26452286919486 + 1595376420727 i + 6564058544424 j + 2032462789086 k]
BICP | Distance=486 | [486 + 7 i + 24 j + 6 k] ^ 9 = [1384689406103968767246486 + 118161991538630507583847 i + 637624825593226884458424 j + 232229358311833361469366 k]
BICP | Distance=486 | [486 + 7 i + 26 j + 4 k] ^ 5 = [26311102943486 + 1681118326727 i + 7141213293826 j + 1512028352964 k]
BICP | Distance=486 | [7 + 26 i + 6 j + 486 k] ^ 9 = [250767540515842129335607 + 691807291664440943053226 i + 73304209722444301277046 j + 1368263172873919673214486 k]
BICP | Distance=486 | [486 + 7 i + 26 j + 14 k] ^ 5 = [26541693211486 + 1094509765727 i + 7014864741826 j + 4257382591014 k]
BICP | Distance=486 | [486 + 7 i + 27 j + 5 k] ^ 9 = [1347337845014103559575486 + 118772359671219032616847 i + 717409168923203674194627 j + 212737490083932666762125 k]
BICP | Distance=486 | [7 + 27 i + 27 j + 486 k] ^ 9 = [486739537996747250537407 + 595063050209651963838627 i + 595063050209651963838627 j + 1233632097313556263713486 k]
BICP | Distance=486 | [7 + 27 i + 31 j + 486 k] ^ 9 = [526948241282602980260767 + 563724029184764740813827 i + 689272365359883884421031 j + 1189347237554755206573486 k]
BICP | Distance=486 | [7 + 27 i + 73 j + 486 k] ^ 9 = [822169477623861289933567 + 108126356775128673582627 i + 1436958121402913288242273 j + 375340922844665322771486 k]
BICP | Distance=486 | [7 + 27 i + 77 j + 486 k] ^ 9 = [835677296014081108757407 + 55195924956087365058627 i + 1477079336186501492319077 j + 270425305416027826863486 k]
BICP | Distance=486 | [7 + 27 i + 81 j + 486 k] ^ 9 = [846264265058452358571967 + 1107629875196023609827 i + 1510550531408501321563881 j + 162009251715843701451486 k]
BICP | Distance=486 | [486 + 7 i + 30 j + 6 k] ^ 5 = [26085146895486 + 1497478605727 i + 8206455826230 j + 2114256589086 k]
BICP | Distance=486 | [7 + 31 i + 27 j + 486 k] ^ 9 = [526948241282602980260767 + 689272365359883884421031 i + 563724029184764740813827 j + 1189347237554755206573486 k]
BICP | Distance=486 | [7 + 486 i + 32 j + 2 k] ^ 5 = [1854938770727 + 28235981731486 i + 9024116258832 j + 55329948202 k]
BICP | Distance=486 | [7 + 32 i + 486 j + 2 k] ^ 5 = [1854938770727 + 9024116258832 i + 28235981731486 j + 55329948202 k]
BICP | Distance=486 | [486 + 7 i + 34 j + 14 k] ^ 7 = [5869449150759320486 + 72069298708138837 i + 2982213057509535634 j + 1466968297643968014 k]
BICP | Distance=486 | [7 + 486 i + 36 j + 0 k] ^ 5 = [2016126573727 + 28547843877486 i + 10139677225236 j + -581602381920 k]
BICP | Distance=486 | [7 + 36 i + 486 j + 0 k] ^ 5 = [2016126573727 + 10139677225236 i + 28547843877486 j + -581602381920 k]
BICP | Distance=486 | [7 + 486 i + 36 j + 4 k] ^ 5 = [1683144009727 + 28543496949486 i + 10200912757236 j + 569504626324 k]
BICP | Distance=486 | [7 + 36 i + 486 j + 4 k] ^ 5 = [1683144009727 + 10200912757236 i + 28543496949486 j + 569504626324 k]
BICP | Distance=486 | [7 + 486 i + 36 j + 4 k] ^ 9 = [157169541061033195392247 + 1807321766061857459130486 i + 1066884137300298605162436 j + 8372638068451348465444 k]
BICP | Distance=486 | [7 + 36 i + 486 j + 4 k] ^ 9 = [157169541061033195392247 + 1066884137300298605162436 i + 1807321766061857459130486 j + 8372638068451348465444 k]
BICP | Distance=486 | [7 + 486 i + 36 j + 8 k] ^ 9 = [87520717588632196726327 + 1801889017790800605498486 i + 1075357982217225585967236 j + 137133279913849215383048 k]
BICP | Distance=486 | [7 + 36 i + 486 j + 8 k] ^ 9 = [87520717588632196726327 + 1075357982217225585967236 i + 1801889017790800605498486 j + 137133279913849215383048 k]
BICP | Distance=486 | [7 + 36 i + 52 j + 486 k] ^ 5 = [5983717740527 + 8444412982836 i + 13160284056452 j + 22832595009486 k]
BICP | Distance=486 | [486 + 7 i + 48 j + 0 k] ^ 5 = [24426748557486 + 1837701753727 i + 13111681800048 j + 763712530560 k]
BICP | Distance=486 | [7 + 48 i + 4 j + 486 k] ^ 5 = [2275263413327 + 13077069156048 i + 287923491764 j + 24537097809486 k]
BICP | Distance=486 | [486 + 7 i + 48 j + 6 k] ^ 9 = [1009770314269334538654486 + 20823198571569054868327 i + 1206476212519917529116048 j + 267360706248546851154486 k]
BICP | Distance=486 | [486 + 7 i + 48 j + 8 k] ^ 5 = [24535999917486 + 968157769727 i + 13008563280048 j + 2863933835368 k]
BICP | Distance=486 | [7 + 48 i + 8 j + 486 k] ^ 5 = [2709469676207 + 12998409120048 i + 1339294799848 j + 24502568697486 k]
BICP | Distance=486 | [486 + 7 i + 48 j + 10 k] ^ 5 = [24585599151486 + 751586260727 i + 12989539242048 j + 3390027010610 k]
BICP | Distance=486 | [7 + 48 i + 14 j + 486 k] ^ 5 = [3357104991527 + 12860186850048 i + 2913290605414 j + 24383931867486 k]
BICP | Distance=486 | [7 + 48 i + 48 j + 486 k] ^ 5 = [6915995356207 + 11623464696048 i + 11623464696048 j + 22206903129486 k]
BICP | Distance=486 | [7 + 48 i + 48 j + 486 k] ^ 9 = [1024889912222524058312407 + 775111161638698382832048 i + 775111161638698382832048 j + 695481723087779455938486 k]
BICP | Distance=486 | [7 + 48 i + 64 j + 486 k] ^ 5 = [8504756052527 + 10779224040048 i + 15495095113664 j + 20311556697486 k]
BICP | Distance=486 | [7 + 48 i + 98 j + 486 k] ^ 5 = [11632593431207 + 8445316446048 i + 22910021796298 j + 14510132379486 k]
BICP | Distance=486 | [486 + 7 i + 52 j + 0 k] ^ 5 = [23972737077486 + 1817932773727 i + 14155307540452 j + 825940009440 k]
BICP | Distance=486 | [486 + 7 i + 52 j + 2 k] ^ 5 = [23987445227486 + 1582241056727 i + 14125743930452 j + 1344952880682 k]
BICP | Distance=486 | [7 + 52 i + 6 j + 486 k] ^ 5 = [2526203053127 + 14084944506452 i + 734564945886 j + 24072274359486 k]
BICP | Distance=486 | [7 + 52 i + 36 j + 486 k] ^ 5 = [5983717740527 + 13160284056452 i + 8444412982836 j + 22832595009486 k]
BICP | Distance=486 | [7 + 52 i + 52 j + 486 k] ^ 5 = [7756831956207 + 12402858504452 i + 12402858504452 j + 21366066529486 k]
BICP | Distance=486 | [7 + 52 i + 52 j + 486 k] ^ 9 = [1142811812954178398072407 + 766137630571294428688852 i + 766137630571294428688852 j + 577559822356125116178486 k]
BICP | Distance=486 | [7 + 52 i + 86 j + 486 k] ^ 5 = [11293067779527 + 10198533546452 i + 20145429791086 j + 16447969079486 k]
BICP | Distance=486 | [7 + 486 i + 60 j + 8 k] ^ 5 = [1009764285727 + 31189481205486 i + 17333630686860 j + 1454127051848 k]
BICP | Distance=486 | [7 + 60 i + 486 j + 8 k] ^ 5 = [1009764285727 + 17333630686860 i + 31189481205486 j + 1454127051848 k]
BICP | Distance=486 | [7 + 486 i + 64 j + 0 k] ^ 5 = [2155528633727 + 31796685837486 i + 18450234515264 j + -1046152558080 k]
BICP | Distance=486 | [7 + 64 i + 486 j + 0 k] ^ 5 = [2155528633727 + 18450234515264 i + 31796685837486 j + -1046152558080 k]
BICP | Distance=486 | [7 + 486 i + 64 j + 6 k] ^ 5 = [1257510154727 + 31791549267486 i + 18535224485264 j + 799981929726 k]
BICP | Distance=486 | [7 + 64 i + 486 j + 6 k] ^ 5 = [1257510154727 + 18535224485264 i + 31791549267486 j + 799981929726 k]
BICP | Distance=486 | [7 + 64 i + 48 j + 486 k] ^ 5 = [8504756052527 + 15495095113664 i + 10779224040048 j + 20311556697486 k]
BICP | Distance=486 | [7 + 64 i + 98 j + 486 k] ^ 5 = [14859075247527 + 11525451103664 i + 21472347348298 j + 12881961611486 k]
BICP | Distance=486 | [7 + 486 i + 68 j + 8 k] ^ 5 = [906377725727 + 32390178709486 i + 19793497783668 j + 1377361811848 k]
BICP | Distance=486 | [7 + 68 i + 486 j + 8 k] ^ 5 = [906377725727 + 19793497783668 i + 32390178709486 j + 1377361811848 k]
BICP | Distance=486 | [7 + 486 i + 68 j + 8 k] ^ 9 = [22226549871843219681847 + 2643372023381872101690486 i + 2271779821940231220674468 j + 102082525542965945825288 k]
BICP | Distance=486 | [7 + 68 i + 486 j + 8 k] ^ 9 = [22226549871843219681847 + 2271779821940231220674468 i + 2643372023381872101690486 j + 102082525542965945825288 k]
BICP | Distance=486 | [486 + 7 i + 70 j + 4 k] ^ 5 = [21538863031486 + 1081239046727 i + 18640991786270 j + 2077767812964 k]
BICP | Distance=486 | [7 + 73 i + 23 j + 486 k] ^ 9 = [717755395282426768997407 + 1486052867253905446462273 i + 64169456023491319201823 j + 388347206147682166623486 k]
BICP | Distance=486 | [7 + 73 i + 27 j + 486 k] ^ 9 = [822169477623861289933567 + 1436958121402913288242273 i + 108126356775128673582627 j + 375340922844665322771486 k]
BICP | Distance=486 | [486 + 7 i + 74 j + 6 k] ^ 5 = [20929936659486 + 687751005727 i + 19590380514674 j + 2602168849086 k]
BICP | Distance=486 | [486 + 7 i + 76 j + 4 k] ^ 5 = [20558765893486 + 986778121727 i + 20088155494076 j + 2143024562964 k]
BICP | Distance=486 | [7 + 77 i + 27 j + 486 k] ^ 9 = [835677296014081108757407 + 1477079336186501492319077 i + 55195924956087365058627 j + 270425305416027826863486 k]
BICP | Distance=486 | [486 + 7 i + 80 j + 6 k] ^ 5 = [19899587535486 + 565916100727 i + 21013486796480 j + 2652403789086 k]
BICP | Distance=486 | [7 + 81 i + 27 j + 486 k] ^ 9 = [846264265058452358571967 + 1510550531408501321563881 i + 1107629875196023609827 j + 162009251715843701451486 k]
BICP | Distance=486 | [7 + 486 i + 86 j + 0 k] ^ 5 = [2320528468727 + 35674594047486 i + 25465949245486 j + -1425077251920 k]
BICP | Distance=486 | [7 + 86 i + 486 j + 0 k] ^ 5 = [2320528468727 + 25465949245486 i + 35674594047486 j + -1425077251920 k]
BICP | Distance=486 | [7 + 86 i + 52 j + 486 k] ^ 5 = [11293067779527 + 20145429791086 i + 10198533546452 j + 16447969079486 k]
BICP | Distance=486 | [486 + 7 i + 98 j + 0 k] ^ 5 = [16263438147486 + 1478680818727 i + 25088807020298 j + 1510570600560 k]
BICP | Distance=486 | [7 + 98 i + 8 j + 486 k] ^ 5 = [3204562071207 + 24999214860298 i + 182369789848 j + 16374389347486 k]
BICP | Distance=486 | [7 + 98 i + 14 j + 486 k] ^ 5 = [4492050586527 + 24824261508298 i + 1450057645414 j + 16298851231486 k]
BICP | Distance=486 | [7 + 98 i + 48 j + 486 k] ^ 5 = [11632593431207 + 22910021796298 i + 8445316446048 j + 14510132379486 k]
BICP | Distance=486 | [7 + 98 i + 64 j + 486 k] ^ 5 = [14859075247527 + 21472347348298 i + 11525451103664 j + 12881961611486 k]
BICP | Distance=486 | [7 + 98 i + 98 j + 486 k] ^ 5 = [21296174106207 + 17301860496298 i + 17301860496298 j + 7826724379486 k]
BICP | Distance=486 | [7 + 486 i + 110 j + 8 k] ^ 5 = [431689420727 + 41297940775486 i + 33902272507110 j + 1062577901848 k]
BICP | Distance=486 | [7 + 110 i + 486 j + 8 k] ^ 5 = [431689420727 + 33902272507110 i + 41297940775486 j + 1062577901848 k]
BICP | Distance=486 | [7 + 486 i + 236 j + 0 k] ^ 5 = [4822755853727 + 98489309157486 i + 97520399906236 j + -4686251461920 k]
BICP | Distance=486 | [7 + 236 i + 486 j + 0 k] ^ 5 = [4822755853727 + 97520399906236 i + 98489309157486 j + -4686251461920 k]
BICP | Distance=486 | [7 + 486 i + 262 j + 8 k] ^ 3 = [-288017 + -214797486 i + -203709262 j + -1966528 k]
BICP | Distance=486 | [7 + 262 i + 486 j + 8 k] ^ 3 = [-288017 + -203709262 i + -214797486 j + -1966528 k]
BICP | Distance=486 | [7 + 486 i + 264 j + 0 k] ^ 5 = [5578566153727 + 118815918957486 i + 118282058796264 j + -5493723238080 k]
BICP | Distance=486 | [7 + 264 i + 486 j + 0 k] ^ 5 = [5578566153727 + 118282058796264 i + 118815918957486 j + -5493723238080 k]
BICP | Distance=486 | [7 + 452 i + 2 j + 486 k] ^ 9 = [2076996684320596276742407 + 10970488929875753908752452 i + 1328787571203993203408402 j + 22396723352690325368478486 k]
BICP | Distance=486 | [486 + 7 i + 474 j + 6 k] ^ 9 = [23777318546064765386982486 + 3065538214949026573377847 i + 18983621536701238203330474 j + 2137330165174393946133366 k]
BICP | Distance=486 | [7 + 486 i + 486 j + 0 k] ^ 5 = [15619173828727 + 433586783007486 i + 433586783007486 j + -15619173811920 k]
BICP | Distance=486 | [7 + 486 i + 486 j + 0 k] ^ 5 = [15619173828727 + 433586783007486 i + 433586783007486 j + -15619173811920 k]
BICP | Distance=486 | [486 + 8 i + 0 j + 1 k] ^ 5 = [27040926033486 + 2230389407848 i + -18361702080 j + 278491637561 k]
BICP | Distance=486 | [8 + 486 i + 0 j + 3 k] ^ 5 = [2229822591848 + 27029456433486 i + 55082773440 j + 835404073323 k]
BICP | Distance=486 | [8 + 0 i + 486 j + 3 k] ^ 5 = [2229822591848 + 55082773440 i + 27029456433486 j + 835404073323 k]
BICP | Distance=486 | [8 + 0 i + 3 j + 486 k] ^ 9 = [224417652653754212702408 + -11084218298403769952640 i + 84641767822862319679443 j + 1525290561611375616018486 k]
BICP | Distance=486 | [8 + 486 i + 0 j + 7 k] ^ 5 = [2227555407848 + 26983582893486 i + 128504698560 j + 1948615017727 k]
BICP | Distance=486 | [8 + 0 i + 486 j + 7 k] ^ 5 = [2227555407848 + 128504698560 i + 26983582893486 j + 1948615017727 k]
BICP | Distance=486 | [486 + 8 i + 0 j + 9 k] ^ 5 = [27132700329486 + 2234924223848 i + -165311305920 j + 2508124947489 k]
BICP | Distance=486 | [486 + 8 i + 0 j + 9 k] ^ 9 = [1516457514297629524194486 + 225674288238056738316488 i + -33215230270778872429440 j + 250994018328370675274169 k]
BICP | Distance=486 | [486 + 8 i + 0 j + 11 k] ^ 5 = [27178599141486 + 2237191823848 i + -202081366080 j + 3066525116611 k]
BICP | Distance=486 | [8 + 486 i + 0 j + 23 k] ^ 5 = [2200359183848 + 26433706941486 i + 421371253440 j + 6376529609423 k]
BICP | Distance=486 | [8 + 0 i + 486 j + 23 k] ^ 5 = [2200359183848 + 421371253440 i + 26433706941486 j + 6376529609423 k]
BICP | Distance=486 | [8 + 486 i + 0 j + 27 k] ^ 5 = [2189032863848 + 26204922441486 i + 494233306560 j + 7472746945827 k]
BICP | Distance=486 | [8 + 0 i + 486 j + 27 k] ^ 5 = [2189032863848 + 494233306560 i + 26204922441486 j + 7472746945827 k]
BICP | Distance=486 | [486 + 8 i + 0 j + 39 k] ^ 5 = [28789956441486 + 2316638463848 i + -720715993920 j + 11001243138639 k]
BICP | Distance=486 | [486 + 8 i + 0 j + 61 k] ^ 5 = [31341334941486 + 2441799983848 i + -1137709126080 j + 17524665221861 k]
BICP | Distance=486 | [8 + 486 i + 0 j + 73 k] ^ 5 = [1929410703848 + 20996533341486 i + 1310148613440 j + 19413196614673 k]
BICP | Distance=486 | [8 + 0 i + 486 j + 73 k] ^ 5 = [1929410703848 + 1310148613440 i + 20996533341486 j + 19413196614673 k]
BICP | Distance=486 | [8 + 486 i + 0 j + 77 k] ^ 5 = [1895671743848 + 20324759841486 i + 1378345066560 j + 20368360551077 k]
BICP | Distance=486 | [8 + 0 i + 486 j + 77 k] ^ 5 = [1895671743848 + 1378345066560 i + 20324759841486 j + 20368360551077 k]
BICP | Distance=486 | [486 + 8 i + 0 j + 89 k] ^ 5 = [36277466841486 + 2681819903848 i + -1689002953920 j + 26455787043889 k]
BICP | Distance=486 | [486 + 8 i + 0 j + 111 k] ^ 5 = [41540603841486 + 2934782943848 i + -2144487286080 j + 34158574677111 k]
BICP | Distance=486 | [486 + 8 i + 0 j + 139 k] ^ 5 = [50107690341486 + 3340416143848 i + -2761099513920 j + 45103504099139 k]
BICP | Distance=486 | [486 + 8 i + 0 j + 361 k] ^ 5 = [217785344841486 + 10296519743848 i + -10286834086080 j + 217756074703361 k]
BICP | Distance=486 | [486 + 8 i + 0 j + 389 k] ^ 5 = [256244104341486 + 11723419343848 i + -11719926313920 j + 256236099125389 k]
BICP | Distance=486 | [8 + 486 i + 1 j + 0 k] ^ 5 = [2230389407848 + 27040926033486 i + 278491637561 j + -18361702080 k]
BICP | Distance=486 | [8 + 1 i + 486 j + 0 k] ^ 5 = [2230389407848 + 278491637561 i + 27040926033486 j + -18361702080 k]
BICP | Distance=486 | [8 + 486 i + 1 j + 2 k] ^ 9 = [222527158889843964515048 + 1497285575973659720022486 i + 35150003978799374319361 j + 51915037239409633141202 k]
BICP | Distance=486 | [8 + 1 i + 486 j + 2 k] ^ 9 = [222527158889843964515048 + 35150003978799374319361 i + 1497285575973659720022486 j + 51915037239409633141202 k]
BICP | Distance=486 | [8 + 486 i + 1 j + 4 k] ^ 9 = [221292658591843860046088 + 1494641394034084908354486 i + 42468327510299000134321 j + 107461625137629457716964 k]
BICP | Distance=486 | [8 + 1 i + 486 j + 4 k] ^ 9 = [221292658591843860046088 + 42468327510299000134321 i + 1494641394034084908354486 j + 107461625137629457716964 k]
BICP | Distance=486 | [486 + 8 i + 1 j + 6 k] ^ 5 = [27080606175486 + 2218550841848 i + 168556801201 j + 1689773149086 k]
BICP | Distance=486 | [8 + 486 i + 1 j + 6 k] ^ 5 = [2214587189848 + 27000317547486 i + 388390970561 j + 1652114817726 k]
BICP | Distance=486 | [8 + 1 i + 486 j + 6 k] ^ 5 = [2214587189848 + 388390970561 i + 27000317547486 j + 1652114817726 k]
BICP | Distance=486 | [8 + 486 i + 1 j + 20 k] ^ 5 = [2161921331848 + 26584783225486 i + 642273921561 j + 5532771374020 k]
BICP | Distance=486 | [8 + 1 i + 486 j + 20 k] ^ 5 = [2161921331848 + 642273921561 i + 26584783225486 j + 5532771374020 k]
BICP | Distance=486 | [8 + 486 i + 1 j + 26 k] ^ 5 = [2132618201848 + 26269613179486 i + 749746746561 j + 7181210505826 k]
BICP | Distance=486 | [8 + 1 i + 486 j + 26 k] ^ 5 = [2132618201848 + 749746746561 i + 26269613179486 j + 7181210505826 k]
BICP | Distance=486 | [8 + 486 i + 1 j + 26 k] ^ 9 = [194062038515010919709288 + 1346034179457001186422486 i + 119399605152915163912321 j + 700102402045044678522026 k]
BICP | Distance=486 | [8 + 1 i + 486 j + 26 k] ^ 9 = [194062038515010919709288 + 119399605152915163912321 i + 1346034179457001186422486 j + 700102402045044678522026 k]
BICP | Distance=486 | [8 + 486 i + 1 j + 70 k] ^ 5 = [1796363381848 + 21486880235486 i + 1502558586561 j + 18669271094270 k]
BICP | Distance=486 | [8 + 1 i + 486 j + 70 k] ^ 5 = [1796363381848 + 1502558586561 i + 21486880235486 j + 18669271094270 k]
BICP | Distance=486 | [8 + 486 i + 1 j + 76 k] ^ 5 = [1734252971848 + 20505504089486 i + 1599107841561 j + 20114677426076 k]
BICP | Distance=486 | [8 + 1 i + 486 j + 76 k] ^ 5 = [1734252971848 + 1599107841561 i + 20505504089486 j + 20114677426076 k]
BICP | Distance=486 | [8 + 486 i + 1 j + 76 k] ^ 9 = [50585251931205136721288 + 289286840661340854018486 i + 242914690641865011334321 j + 1644824667226183751594476 k]
BICP | Distance=486 | [8 + 1 i + 486 j + 76 k] ^ 9 = [50585251931205136721288 + 242914690641865011334321 i + 289286840661340854018486 j + 1644824667226183751594476 k]
BICP | Distance=486 | [486 + 8 i + 2 j + 1 k] ^ 9 = [1497285575973659720022486 + 222527158889843964515048 i + 51915037239409633141202 j + 35150003978799374319361 k]
BICP | Distance=486 | [486 + 8 i + 2 j + 3 k] ^ 5 = [27046193847486 + 2216852085848 i + 502003000202 j + 872173401843 k]
BICP | Distance=486 | [8 + 486 i + 2 j + 3 k] ^ 5 = [2216285849848 + 27034724043486 i + 611955504682 j + 798769408323 k]
BICP | Distance=486 | [8 + 2 i + 486 j + 3 k] ^ 5 = [2216285849848 + 611955504682 i + 27034724043486 j + 798769408323 k]
BICP | Distance=486 | [8 + 2 i + 3 j + 486 k] ^ 5 = [2245799777368 + 503536224202 i + 801301630323 j + 27172457919486 k]
BICP | Distance=486 | [8 + 2 i + 3 j + 486 k] ^ 9 = [227092539244001366860328 + 45298674945473390240402 i + 77217102705972112239843 j + 1524683048021560793502486 k]
BICP | Distance=486 | [486 + 8 i + 2 j + 5 k] ^ 5 = [27064999391486 + 2208581417848 i + 465500688202 j + 1429334156085 k]
BICP | Distance=486 | [8 + 2 i + 9 j + 486 k] ^ 5 = [2269276453048 + 392346372202 i + 2475884270889 j + 27091121355486 k]
BICP | Distance=486 | [8 + 486 i + 2 j + 23 k] ^ 5 = [2095298033848 + 26443474919486 i + 970898084682 j + 6340703788423 k]
BICP | Distance=486 | [8 + 2 i + 486 j + 23 k] ^ 5 = [2095298033848 + 970898084682 i + 26443474919486 j + 6340703788423 k]
BICP | Distance=486 | [8 + 2 i + 23 j + 486 k] ^ 5 = [2308001641368 + 129698868202 i + 6360227554423 j + 26580299771486 k]
BICP | Distance=486 | [8 + 486 i + 2 j + 23 k] ^ 9 = [188909792966594739840488 + 1380841792324374505422486 i + 135510796209994622178962 j + 619288860572957810344823 k]
BICP | Distance=486 | [8 + 2 i + 486 j + 23 k] ^ 9 = [188909792966594739840488 + 135510796209994622178962 i + 1380841792324374505422486 j + 619288860572957810344823 k]
BICP | Distance=486 | [8 + 486 i + 2 j + 73 k] ^ 5 = [1602271133848 + 21017237239486 i + 1791996884682 j + 19381012003673 k]
BICP | Distance=486 | [8 + 2 i + 486 j + 73 k] ^ 5 = [1602271133848 + 1791996884682 i + 21017237239486 j + 19381012003673 k]
BICP | Distance=486 | [8 + 486 i + 2 j + 73 k] ^ 9 = [33551001941483859000488 + 378959177071995280494486 i + 249653256760892721858962 j + 1611786898798794515959273 k]
BICP | Distance=486 | [8 + 2 i + 486 j + 73 k] ^ 9 = [33551001941483859000488 + 249653256760892721858962 i + 378959177071995280494486 j + 1611786898798794515959273 k]
BICP | Distance=486 | [486 + 8 i + 3 j + 0 k] ^ 5 = [27029456433486 + 2229822591848 i + 835404073323 j + 55082773440 k]
BICP | Distance=486 | [8 + 3 i + 0 j + 486 k] ^ 9 = [224417652653754212702408 + 84641767822862319679443 i + -11084218298403769952640 j + 1525290561611375616018486 k]
BICP | Distance=486 | [486 + 8 i + 3 j + 2 k] ^ 5 = [27034724043486 + 2216285849848 i + 798769408323 j + 611955504682 k]
BICP | Distance=486 | [8 + 486 i + 3 j + 2 k] ^ 5 = [2216852085848 + 27046193847486 i + 872173401843 j + 502003000202 k]
BICP | Distance=486 | [8 + 3 i + 486 j + 2 k] ^ 5 = [2216852085848 + 872173401843 i + 27046193847486 j + 502003000202 k]
BICP | Distance=486 | [8 + 3 i + 2 j + 486 k] ^ 5 = [2245799777368 + 801301630323 i + 503536224202 j + 27172457919486 k]
BICP | Distance=486 | [8 + 3 i + 2 j + 486 k] ^ 9 = [227092539244001366860328 + 77217102705972112239843 i + 45298674945473390240402 j + 1524683048021560793502486 k]
BICP | Distance=486 | [486 + 8 i + 3 j + 32 k] ^ 5 = [28217275569486 + 2066737439848 i + 267128617323 j + 9042822420832 k]
BICP | Distance=486 | [486 + 8 i + 3 j + 40 k] ^ 5 = [28884268593486 + 2043481799848 i + 130087417323 j + 11344444477640 k]
BICP | Distance=486 | [8 + 486 i + 3 j + 52 k] ^ 5 = [1724090475848 + 23983699557486 i + 1722155406843 j + 14099910140452 k]
BICP | Distance=486 | [8 + 3 i + 486 j + 52 k] ^ 5 = [1724090475848 + 1722155406843 i + 23983699557486 j + 14099910140452 k]
BICP | Distance=486 | [8 + 3 i + 452 j + 486 k] ^ 9 = [2302974249291144857320328 + 1750219365931391867709843 i + 10932216775055387956332452 j + 22371855589115967723138486 k]
BICP | Distance=486 | [486 + 8 i + 4 j + 1 k] ^ 9 = [1494641394034084908354486 + 221292658591843860046088 i + 107461625137629457716964 j + 42468327510299000134321 k]
BICP | Distance=486 | [8 + 486 i + 4 j + 5 k] ^ 5 = [2183945099848 + 27031719793486 i + 1205216894964 j + 1319289776605 k]
BICP | Distance=486 | [8 + 4 i + 486 j + 5 k] ^ 5 = [2183945099848 + 1205216894964 i + 27031719793486 j + 1319289776605 k]
BICP | Distance=486 | [486 + 8 i + 4 j + 9 k] ^ 5 = [27118411857486 + 2151411747848 i + 950823550324 j + 2580621855489 k]
BICP | Distance=486 | [8 + 486 i + 4 j + 9 k] ^ 5 = [2144088587848 + 26969303781486 i + 1277044630964 j + 2432326236849 k]
BICP | Distance=486 | [8 + 4 i + 486 j + 9 k] ^ 5 = [2144088587848 + 1277044630964 i + 26969303781486 j + 2432326236849 k]
BICP | Distance=486 | [8 + 4 i + 27 j + 486 k] ^ 5 = [2437908376648 + 602375672564 i + 7421350717827 j + 26344516545486 k]
BICP | Distance=486 | [486 + 8 i + 4 j + 39 k] ^ 5 = [28788972897486 + 1955586075848 i + 436379662324 j + 11071674102639 k]
BICP | Distance=486 | [8 + 486 i + 4 j + 49 k] ^ 5 = [1650295499848 + 24339826589486 i + 1936941734964 j + 13302774085049 k]
BICP | Distance=486 | [8 + 4 i + 486 j + 49 k] ^ 5 = [1650295499848 + 1936941734964 i + 24339826589486 j + 13302774085049 k]
BICP | Distance=486 | [8 + 486 i + 4 j + 49 k] ^ 9 = [78248563639784021854088 + 979757195342692489482486 i + 248233435065140141985124 j + 1225251307580931035696449 k]
BICP | Distance=486 | [8 + 4 i + 486 j + 49 k] ^ 9 = [78248563639784021854088 + 248233435065140141985124 i + 979757195342692489482486 j + 1225251307580931035696449 k]
BICP | Distance=486 | [8 + 486 i + 4 j + 55 k] ^ 5 = [1561894739848 + 23634883013486 i + 2025730694964 j + 14860127411855 k]
BICP | Distance=486 | [8 + 4 i + 486 j + 55 k] ^ 5 = [1561894739848 + 2025730694964 i + 23634883013486 j + 14860127411855 k]
BICP | Distance=486 | [8 + 486 i + 4 j + 99 k] ^ 5 = [808760819848 + 16091996409486 i + 2581023454964 j + 25235521720299 k]
BICP | Distance=486 | [8 + 4 i + 486 j + 99 k] ^ 5 = [808760819848 + 2581023454964 i + 16091996409486 j + 25235521720299 k]
BICP | Distance=486 | [8 + 486 i + 4 j + 105 k] ^ 5 = [692621579848 + 14752352133486 i + 2642475094964 j + 26469165897105 k]
BICP | Distance=486 | [8 + 4 i + 486 j + 105 k] ^ 5 = [692621579848 + 2642475094964 i + 14752352133486 j + 26469165897105 k]
BICP | Distance=486 | [8 + 486 i + 5 j + 2 k] ^ 5 = [2208581417848 + 27064999391486 i + 1429334156085 j + 465500688202 k]
BICP | Distance=486 | [8 + 5 i + 486 j + 2 k] ^ 5 = [2208581417848 + 1429334156085 i + 27064999391486 j + 465500688202 k]
BICP | Distance=486 | [486 + 8 i + 5 j + 4 k] ^ 5 = [27031719793486 + 2183945099848 i + 1319289776605 j + 1205216894964 k]
BICP | Distance=486 | [486 + 8 i + 5 j + 6 k] ^ 5 = [27055788339486 + 2162134113848 i + 1283274769445 j + 1762223473086 k]
BICP | Distance=486 | [486 + 8 i + 5 j + 6 k] ^ 9 = [1501969019897840863878486 + 210055900850546854944488 i + 117387032071911757030085 j + 184989146135961500315766 k]
BICP | Distance=486 | [8 + 486 i + 5 j + 8 k] ^ 5 = [2136378743848 + 26999569301486 i + 1537374541965 j + 2136378743848 k]
BICP | Distance=486 | [8 + 5 i + 486 j + 8 k] ^ 5 = [2136378743848 + 1537374541965 i + 26999569301486 j + 2136378743848 k]
BICP | Distance=486 | [486 + 8 i + 5 j + 14 k] ^ 5 = [27243873347486 + 2079332249848 i + 1141899749605 j + 3994876855014 k]
BICP | Distance=486 | [8 + 5 i + 26 j + 486 k] ^ 9 = [265205063539217373277928 + 35837824853649085586405 i + 694875337888355796546026 j + 1373568739262014353870486 k]
BICP | Distance=486 | [486 + 8 i + 5 j + 36 k] ^ 5 = [28521642609486 + 1887298539848 i + 773659156445 j + 10222767097236 k]
BICP | Distance=486 | [486 + 8 i + 5 j + 36 k] ^ 9 = [1804109432673327329106486 + 172001672329468499998088 i + 23204769336886653071285 j + 1070096470688828735186436 k]
BICP | Distance=486 | [8 + 486 i + 5 j + 48 k] ^ 5 = [1556119487848 + 24464993877486 i + 2184302429965 j + 13025939760048 k]
BICP | Distance=486 | [8 + 5 i + 486 j + 48 k] ^ 5 = [1556119487848 + 2184302429965 i + 24464993877486 j + 13025939760048 k]
BICP | Distance=486 | [8 + 486 i + 5 j + 52 k] ^ 5 = [1489099187848 + 24013167421486 i + 2241319871085 j + 14070312348452 k]
BICP | Distance=486 | [8 + 5 i + 486 j + 52 k] ^ 5 = [1489099187848 + 2241319871085 i + 24013167421486 j + 14070312348452 k]
BICP | Distance=486 | [486 + 8 i + 5 j + 64 k] ^ 5 = [31784894377486 + 1715002079848 i + 342490004605 j + 18528569595264 k]
BICP | Distance=486 | [486 + 8 i + 5 j + 86 k] ^ 5 = [35673646739486 + 1633068689848 i + 27416481445 j + 25541749617486 k]
BICP | Distance=486 | [486 + 8 i + 5 j + 86 k] ^ 9 = [3400297499850862233414486 + 192625650224371517338088 i + -116703241551091570758715 j + 3148084700852210786818886 k]
BICP | Distance=486 | [8 + 486 i + 5 j + 98 k] ^ 5 = [612591497848 + 16328296607486 i + 2781687334965 j + 25015037760298 k]
BICP | Distance=486 | [8 + 5 i + 486 j + 98 k] ^ 5 = [612591497848 + 2781687334965 i + 16328296607486 j + 25015037760298 k]
BICP | Distance=486 | [486 + 8 i + 5 j + 236 k] ^ 5 = [98555219729486 + 2164223939848 i + -1911690443555 j + 97605027778236 k]
BICP | Distance=486 | [486 + 8 i + 5 j + 236 k] ^ 9 = [26641757908487678724498486 + 997563098536558893838088 i + -995822693275709015088715 j + 26638311041104233267876236 k]
BICP | Distance=486 | [486 + 8 i + 5 j + 264 k] ^ 5 = [118893739497486 + 2451369399848 i + -2294572475395 j + 118372979556264 k]
BICP | Distance=486 | [486 + 8 i + 5 j + 486 k] ^ 5 = [433770443379486 + 6694498689848 i + -6694498318555 j + 433770443379486 k]
BICP | Distance=486 | [486 + 8 i + 5 j + 486 k] ^ 9 = [387094885373231535896838486 + 10755367984941844082938088 i + -10755367984941833478438715 j + 387094885373231535896838486 k]
BICP | Distance=486 | [486 + 8 i + 6 j + 1 k] ^ 5 = [27000317547486 + 2214587189848 i + 1652114817726 j + 388390970561 k]
BICP | Distance=486 | [8 + 486 i + 6 j + 1 k] ^ 5 = [2218550841848 + 27080606175486 i + 1689773149086 j + 168556801201 k]
BICP | Distance=486 | [8 + 6 i + 486 j + 1 k] ^ 5 = [2218550841848 + 1689773149086 i + 27080606175486 j + 168556801201 k]
BICP | Distance=486 | [8 + 486 i + 6 j + 5 k] ^ 5 = [2162134113848 + 27055788339486 i + 1762223473086 j + 1283274769445 k]
BICP | Distance=486 | [8 + 6 i + 486 j + 5 k] ^ 5 = [2162134113848 + 1762223473086 i + 27055788339486 j + 1283274769445 k]
BICP | Distance=486 | [8 + 486 i + 6 j + 5 k] ^ 9 = [210055900850546854944488 + 1501969019897840863878486 i + 184989146135961500315766 j + 117387032071911757030085 k]
BICP | Distance=486 | [8 + 6 i + 486 j + 5 k] ^ 9 = [210055900850546854944488 + 184989146135961500315766 i + 1501969019897840863878486 j + 117387032071911757030085 k]
BICP | Distance=486 | [486 + 8 i + 6 j + 11 k] ^ 5 = [27144730431486 + 2083694465848 i + 1473579765726 j + 3174041771611 k]
BICP | Distance=486 | [486 + 8 i + 6 j + 15 k] ^ 9 = [1545997973347777832982486 + 187044412798559636995688 i + 115609632597345133484406 j + 441425061913825925644815 k]
BICP | Distance=486 | [8 + 6 i + 23 j + 486 k] ^ 5 = [2517059657848 + 1231973137086 i + 6282038458423 j + 26554209435486 k]
BICP | Distance=486 | [8 + 486 i + 6 j + 45 k] ^ 5 = [1503590001848 + 24797864043486 i + 2405059369086 j + 12221117985645 k]
BICP | Distance=486 | [8 + 6 i + 486 j + 45 k] ^ 5 = [1503590001848 + 2405059369086 i + 24797864043486 j + 12221117985645 k]
BICP | Distance=486 | [8 + 486 i + 6 j + 51 k] ^ 5 = [1390869501848 + 24147417915486 i + 2487646969086 j + 13796479406451 k]
BICP | Distance=486 | [8 + 6 i + 486 j + 51 k] ^ 5 = [1390869501848 + 2487646969086 i + 24147417915486 j + 13796479406451 k]
BICP | Distance=486 | [486 + 8 i + 6 j + 61 k] ^ 5 = [31339800711486 + 1587028925848 i + 691792605726 j + 17624388686861 k]
BICP | Distance=486 | [8 + 6 i + 73 j + 486 k] ^ 5 = [2913328037848 + 139843297086 i + 19357669141673 j + 21144249099486 k]
BICP | Distance=486 | [8 + 486 i + 6 j + 95 k] ^ 5 = [466245141848 + 16986569583486 i + 2968755949086 j + 24366046990895 k]
BICP | Distance=486 | [8 + 6 i + 486 j + 95 k] ^ 5 = [466245141848 + 2968755949086 i + 16986569583486 j + 24366046990895 k]
BICP | Distance=486 | [486 + 8 i + 6 j + 111 k] ^ 5 = [41569658091486 + 1325332185848 i + 55086945726 j + 34257173952111 k]
BICP | Distance=486 | [486 + 8 i + 7 j + 0 k] ^ 5 = [26983582893486 + 2227555407848 i + 1948615017727 j + 128504698560 k]
BICP | Distance=486 | [486 + 8 i + 7 j + 8 k] ^ 5 = [27063302317486 + 2102712599848 i + 1804947193727 j + 2354955379368 k]
BICP | Distance=486 | [8 + 486 i + 7 j + 8 k] ^ 5 = [2101028471848 + 27028892665486 i + 2094005820207 j + 2101028471848 k]
BICP | Distance=486 | [8 + 7 i + 486 j + 8 k] ^ 5 = [2101028471848 + 2094005820207 i + 27028892665486 j + 2101028471848 k]
BICP | Distance=486 | [8 + 7 i + 8 j + 486 k] ^ 5 = [2354955379368 + 1804947193727 i + 2102712599848 j + 27063302317486 k]
BICP | Distance=486 | [486 + 8 i + 7 j + 10 k] ^ 5 = [27106169735486 + 2072611001848 i + 1769994100727 j + 2912450666610 k]
BICP | Distance=486 | [486 + 8 i + 7 j + 12 k] ^ 3 = [114840486 + 5425528 i + 4681517 j + 8664012 k]
BICP | Distance=486 | [486 + 8 i + 7 j + 18 k] ^ 5 = [27369517239486 + 1956545121848 i + 1633927020727 j + 5149363163418 k]
BICP | Distance=486 | [486 + 8 i + 7 j + 18 k] ^ 9 = [1567671819448223045358486 + 172582841417370290861288 i + 135113950037990519823847 j + 530365817675948139882018 k]
BICP | Distance=486 | [486 + 8 i + 7 j + 36 k] ^ 9 = [1801889017790800605498486 + 137133279913849215383048 i + 87520717588632196726327 j + 1075357982217225585967236 k]
BICP | Distance=486 | [8 + 486 i + 7 j + 48 k] ^ 5 = [1339294799848 + 24502568697486 i + 2709469676207 j + 12998409120048 k]
BICP | Distance=486 | [8 + 7 i + 486 j + 48 k] ^ 5 = [1339294799848 + 2709469676207 i + 24502568697486 j + 12998409120048 k]
BICP | Distance=486 | [8 + 7 i + 48 j + 486 k] ^ 5 = [2863933835368 + 968157769727 i + 13008563280048 j + 24535999917486 k]
BICP | Distance=486 | [486 + 8 i + 7 j + 60 k] ^ 5 = [31189481205486 + 1454127051848 i + 1009764285727 j + 17333630686860 k]
BICP | Distance=486 | [486 + 8 i + 7 j + 68 k] ^ 5 = [32390178709486 + 1377361811848 i + 906377725727 j + 19793497783668 k]
BICP | Distance=486 | [486 + 8 i + 7 j + 68 k] ^ 9 = [2643372023381872101690486 + 102082525542965945825288 i + 22226549871843219681847 j + 2271779821940231220674468 k]
BICP | Distance=486 | [8 + 486 i + 7 j + 98 k] ^ 5 = [182369789848 + 16374389347486 i + 3204562071207 j + 24999214860298 k]
BICP | Distance=486 | [8 + 7 i + 486 j + 98 k] ^ 5 = [182369789848 + 3204562071207 i + 16374389347486 j + 24999214860298 k]
BICP | Distance=486 | [486 + 8 i + 7 j + 110 k] ^ 5 = [41297940775486 + 1062577901848 i + 431689420727 j + 33902272507110 k]
BICP | Distance=486 | [486 + 8 i + 7 j + 262 k] ^ 3 = [214797486 + 1966528 i + 288017 j + 203709262 k]
BICP | Distance=486 | [486 + 8 i + 8 j + 5 k] ^ 5 = [26999569301486 + 2136378743848 i + 2136378743848 j + 1537374541965 k]
BICP | Distance=486 | [486 + 8 i + 8 j + 7 k] ^ 5 = [27028892665486 + 2101028471848 i + 2101028471848 j + 2094005820207 k]
BICP | Distance=486 | [8 + 486 i + 8 j + 7 k] ^ 5 = [2102712599848 + 27063302317486 i + 2354955379368 j + 1804947193727 k]
BICP | Distance=486 | [8 + 8 i + 486 j + 7 k] ^ 5 = [2102712599848 + 2354955379368 i + 27063302317486 j + 1804947193727 k]
BICP | Distance=486 | [8 + 8 i + 7 j + 486 k] ^ 5 = [2354955379368 + 2102712599848 i + 1804947193727 j + 27063302317486 k]
BICP | Distance=486 | [486 + 8 i + 8 j + 15 k] ^ 5 = [27237972513486 + 1963994391848 i + 1963994391848 j + 4325779989015 k]
BICP | Distance=486 | [8 + 486 i + 8 j + 27 k] ^ 5 = [1698550535848 + 26302122441486 i + 2682463523368 j + 7339403665827 k]
BICP | Distance=486 | [8 + 8 i + 486 j + 27 k] ^ 5 = [1698550535848 + 2682463523368 i + 26302122441486 j + 7339403665827 k]
BICP | Distance=486 | [8 + 8 i + 27 j + 486 k] ^ 5 = [2682463523368 + 1698550535848 i + 7339403665827 j + 26302122441486 k]
BICP | Distance=486 | [486 + 8 i + 8 j + 57 k] ^ 5 = [30767464185486 + 1351074951848 i + 1351074951848 j + 16438747325457 k]
BICP | Distance=486 | [486 + 8 i + 8 j + 65 k] ^ 5 = [31911100433486 + 1252945511848 i + 1252945511848 j + 18876535094265 k]
BICP | Distance=486 | [8 + 486 i + 8 j + 77 k] ^ 5 = [521246615848 + 20461898081486 i + 3273987283368 j + 20267111831077 k]
BICP | Distance=486 | [8 + 8 i + 486 j + 77 k] ^ 5 = [521246615848 + 3273987283368 i + 20461898081486 j + 20267111831077 k]
BICP | Distance=486 | [8 + 8 i + 77 j + 486 k] ^ 5 = [3273987283368 + 521246615848 i + 20267111831077 j + 20461898081486 k]
BICP | Distance=486 | [486 + 8 i + 8 j + 207 k] ^ 5 = [80733957345486 + 240775191848 i + 240775191848 j + 79098940341207 k]
BICP | Distance=486 | [486 + 8 i + 8 j + 265 k] ^ 5 = [119695283113486 + 94417991848 i + 94417991848 j + 119195660015265 k]
BICP | Distance=486 | [486 + 8 i + 8 j + 457 k] ^ 5 = [372845107945486 + 11591848 i + 11591848 j + 372845140367457 k]
BICP | Distance=486 | [8 + 486 i + 9 j + 0 k] ^ 5 = [2234924223848 + 27132700329486 i + 2508124947489 j + -165311305920 k]
BICP | Distance=486 | [8 + 9 i + 486 j + 0 k] ^ 5 = [2234924223848 + 2508124947489 i + 27132700329486 j + -165311305920 k]
BICP | Distance=486 | [8 + 486 i + 9 j + 0 k] ^ 9 = [225674288238056738316488 + 1516457514297629524194486 i + 250994018328370675274169 j + -33215230270778872429440 k]
BICP | Distance=486 | [8 + 9 i + 486 j + 0 k] ^ 9 = [225674288238056738316488 + 250994018328370675274169 i + 1516457514297629524194486 j + -33215230270778872429440 k]
BICP | Distance=486 | [8 + 9 i + 2 j + 486 k] ^ 5 = [2269276453048 + 2475884270889 i + 392346372202 j + 27091121355486 k]
BICP | Distance=486 | [486 + 8 i + 9 j + 4 k] ^ 5 = [26969303781486 + 2144088587848 i + 2432326236849 j + 1277044630964 k]
BICP | Distance=486 | [8 + 486 i + 9 j + 4 k] ^ 5 = [2151411747848 + 27118411857486 i + 2580621855489 j + 950823550324 k]
BICP | Distance=486 | [8 + 9 i + 486 j + 4 k] ^ 5 = [2151411747848 + 2580621855489 i + 27118411857486 j + 950823550324 k]
BICP | Distance=486 | [486 + 8 i + 9 j + 14 k] ^ 5 = [27185845671486 + 1947669473848 i + 2260166973849 j + 4062904331014 k]
BICP | Distance=486 | [8 + 486 i + 9 j + 24 k] ^ 5 = [1707821655848 + 26496635625486 i + 2911469955489 j + 6500766530424 k]
BICP | Distance=486 | [8 + 9 i + 486 j + 24 k] ^ 5 = [1707821655848 + 2911469955489 i + 26496635625486 j + 6500766530424 k]
BICP | Distance=486 | [8 + 486 i + 9 j + 30 k] ^ 5 = [1566705885848 + 26131897107486 i + 3000090840489 j + 8144718346230 k]
BICP | Distance=486 | [8 + 9 i + 486 j + 30 k] ^ 5 = [1566705885848 + 3000090840489 i + 26131897107486 j + 8144718346230 k]
BICP | Distance=486 | [8 + 9 i + 52 j + 486 k] ^ 5 = [3137859703048 + 1397298395889 i + 14007437100452 j + 24061008501486 k]
BICP | Distance=486 | [486 + 8 i + 9 j + 64 k] ^ 5 = [31746516381486 + 1114703183848 i + 1572231408849 j + 18580257371264 k]
BICP | Distance=486 | [8 + 486 i + 9 j + 74 k] ^ 5 = [432775065848 + 20993166675486 i + 3488956800489 j + 19541883030674 k]
BICP | Distance=486 | [8 + 9 i + 486 j + 74 k] ^ 5 = [432775065848 + 3488956800489 i + 20993166675486 j + 19541883030674 k]
BICP | Distance=486 | [8 + 486 i + 9 j + 80 k] ^ 5 = [266246415848 + 19964900457486 i + 3532513875489 j + 20967040646480 k]
BICP | Distance=486 | [8 + 9 i + 486 j + 80 k] ^ 5 = [266246415848 + 3532513875489 i + 19964900457486 j + 20967040646480 k]
BICP | Distance=486 | [8 + 9 i + 452 j + 486 k] ^ 9 = [1721391282642154682864648 + 3685790084880265283209689 i + 10959599376646361057628452 j + 22128687488352171025530486 k]
BICP | Distance=486 | [8 + 486 i + 10 j + 7 k] ^ 5 = [2072611001848 + 27106169735486 i + 2912450666610 j + 1769994100727 k]
BICP | Distance=486 | [8 + 10 i + 486 j + 7 k] ^ 5 = [2072611001848 + 2912450666610 i + 27106169735486 j + 1769994100727 k]
BICP | Distance=486 | [8 + 486 i + 10 j + 27 k] ^ 5 = [1576965809848 + 26349162867486 i + 3230494558610 j + 7309861912827 k]
BICP | Distance=486 | [8 + 10 i + 486 j + 27 k] ^ 5 = [1576965809848 + 3230494558610 i + 26349162867486 j + 7309861912827 k]
BICP | Distance=486 | [8 + 486 i + 10 j + 77 k] ^ 5 = [178476269848 + 20517409627486 i + 3749085878610 j + 20252591528077 k]
BICP | Distance=486 | [8 + 10 i + 486 j + 77 k] ^ 5 = [178476269848 + 3749085878610 i + 20517409627486 j + 20252591528077 k]
BICP | Distance=486 | [8 + 486 i + 11 j + 0 k] ^ 5 = [2237191823848 + 27178599141486 i + 3066525116611 j + -202081366080 k]
BICP | Distance=486 | [8 + 11 i + 486 j + 0 k] ^ 5 = [2237191823848 + 3066525116611 i + 27178599141486 j + -202081366080 k]
BICP | Distance=486 | [8 + 486 i + 11 j + 6 k] ^ 5 = [2083694465848 + 27144730431486 i + 3174041771611 j + 1473579765726 k]
BICP | Distance=486 | [8 + 11 i + 486 j + 6 k] ^ 5 = [2083694465848 + 3174041771611 i + 27144730431486 j + 1473579765726 k]
BICP | Distance=486 | [8 + 486 i + 11 j + 20 k] ^ 5 = [1710439499848 + 26744420717486 i + 3402534112611 j + 5366978198020 k]
BICP | Distance=486 | [8 + 11 i + 486 j + 20 k] ^ 5 = [1710439499848 + 3402534112611 i + 26744420717486 j + 5366978198020 k]
BICP | Distance=486 | [8 + 486 i + 11 j + 26 k] ^ 5 = [1544344109848 + 26435555567486 i + 3490634347611 j + 7021150581826 k]
BICP | Distance=486 | [8 + 11 i + 486 j + 26 k] ^ 5 = [1544344109848 + 3490634347611 i + 26435555567486 j + 7021150581826 k]
BICP | Distance=486 | [8 + 11 i + 48 j + 486 k] ^ 5 = [3296288265448 + 2019022723411 i + 12912890832048 j + 24477422841486 k]
BICP | Distance=486 | [8 + 486 i + 11 j + 70 k] ^ 5 = [229688129848 + 21694801087486 i + 3946572907611 j + 18556080938270 k]
BICP | Distance=486 | [8 + 11 i + 486 j + 70 k] ^ 5 = [229688129848 + 3946572907611 i + 21694801087486 j + 18556080938270 k]
BICP | Distance=486 | [8 + 486 i + 11 j + 76 k] ^ 5 = [39166259848 + 20718541837486 i + 3981690592611 j + 20008516522076 k]
BICP | Distance=486 | [8 + 11 i + 486 j + 76 k] ^ 5 = [39166259848 + 3981690592611 i + 20718541837486 j + 20008516522076 k]
BICP | Distance=486 | [8 + 11 i + 98 j + 486 k] ^ 5 = [4060400255448 + 602170528411 i + 24905973000298 j + 16375852775486 k]
BICP | Distance=486 | [8 + 486 i + 12 j + 7 k] ^ 3 = [-5425528 + -114840486 i + -8664012 j + -4681517 k]
BICP | Distance=486 | [8 + 12 i + 486 j + 7 k] ^ 3 = [-5425528 + -8664012 i + -114840486 j + -4681517 k]
BICP | Distance=486 | [8 + 486 i + 14 j + 5 k] ^ 5 = [2079332249848 + 27243873347486 i + 3994876855014 j + 1141899749605 k]
BICP | Distance=486 | [8 + 14 i + 486 j + 5 k] ^ 5 = [2079332249848 + 3994876855014 i + 27243873347486 j + 1141899749605 k]
BICP | Distance=486 | [8 + 486 i + 14 j + 9 k] ^ 5 = [1947669473848 + 27185845671486 i + 4062904331014 j + 2260166973849 k]
BICP | Distance=486 | [8 + 14 i + 486 j + 9 k] ^ 5 = [1947669473848 + 4062904331014 i + 27185845671486 j + 2260166973849 k]
BICP | Distance=486 | [8 + 14 i + 27 j + 486 k] ^ 5 = [3045496947448 + 3339516918214 i + 7205137822827 j + 26170300935486 k]
BICP | Distance=486 | [8 + 486 i + 14 j + 49 k] ^ 5 = [546515249848 + 24595455487486 i + 4560358915014 j + 13186828606049 k]
BICP | Distance=486 | [8 + 14 i + 486 j + 49 k] ^ 5 = [546515249848 + 4560358915014 i + 24595455487486 j + 13186828606049 k]
BICP | Distance=486 | [8 + 486 i + 14 j + 55 k] ^ 5 = [325029869848 + 23895600727486 i + 4605348475014 j + 14753201714855 k]
BICP | Distance=486 | [8 + 14 i + 486 j + 55 k] ^ 5 = [325029869848 + 4605348475014 i + 23895600727486 j + 14753201714855 k]
BICP | Distance=486 | [8 + 14 i + 77 j + 486 k] ^ 5 = [4299931007448 + 1943767998214 i + 20093930066077 j + 20373662351486 k]
BICP | Distance=486 | [8 + 486 i + 15 j + 6 k] ^ 9 = [187044412798559636995688 + 1545997973347777832982486 i + 441425061913825925644815 j + 115609632597345133484406 k]
BICP | Distance=486 | [8 + 15 i + 486 j + 6 k] ^ 9 = [187044412798559636995688 + 441425061913825925644815 i + 1545997973347777832982486 j + 115609632597345133484406 k]
BICP | Distance=486 | [8 + 486 i + 15 j + 8 k] ^ 5 = [1963994391848 + 27237972513486 i + 4325779989015 j + 1963994391848 k]
BICP | Distance=486 | [8 + 15 i + 486 j + 8 k] ^ 5 = [1963994391848 + 4325779989015 i + 27237972513486 j + 1963994391848 k]
BICP | Distance=486 | [8 + 486 i + 15 j + 48 k] ^ 5 = [475480239848 + 24742055457486 i + 4816085829015 j + 12915242400048 k]
BICP | Distance=486 | [8 + 15 i + 486 j + 48 k] ^ 5 = [475480239848 + 4816085829015 i + 24742055457486 j + 12915242400048 k]
BICP | Distance=486 | [8 + 486 i + 18 j + 7 k] ^ 5 = [1956545121848 + 27369517239486 i + 5149363163418 j + 1633927020727 k]
BICP | Distance=486 | [8 + 18 i + 486 j + 7 k] ^ 5 = [1956545121848 + 5149363163418 i + 27369517239486 j + 1633927020727 k]
BICP | Distance=486 | [8 + 486 i + 18 j + 7 k] ^ 9 = [172582841417370290861288 + 1567671819448223045358486 i + 530365817675948139882018 j + 135113950037990519823847 k]
BICP | Distance=486 | [8 + 18 i + 486 j + 7 k] ^ 9 = [172582841417370290861288 + 530365817675948139882018 i + 1567671819448223045358486 j + 135113950037990519823847 k]
BICP | Distance=486 | [8 + 486 i + 18 j + 27 k] ^ 5 = [1094394489848 + 26628418467486 i + 5429903711418 j + 7206766192827 k]
BICP | Distance=486 | [8 + 18 i + 486 j + 27 k] ^ 5 = [1094394489848 + 5429903711418 i + 26628418467486 j + 7206766192827 k]
BICP | Distance=486 | [486 + 8 i + 20 j + 1 k] ^ 5 = [26584783225486 + 2161921331848 i + 5532771374020 j + 642273921561 k]
BICP | Distance=486 | [486 + 8 i + 20 j + 11 k] ^ 5 = [26744420717486 + 1710439499848 i + 5366978198020 j + 3402534112611 k]
BICP | Distance=486 | [486 + 8 i + 23 j + 0 k] ^ 5 = [26433706941486 + 2200359183848 i + 6376529609423 j + 421371253440 k]
BICP | Distance=486 | [486 + 8 i + 23 j + 2 k] ^ 5 = [26443474919486 + 2095298033848 i + 6340703788423 j + 970898084682 k]
BICP | Distance=486 | [8 + 23 i + 2 j + 486 k] ^ 5 = [2308001641368 + 6360227554423 i + 129698868202 j + 26580299771486 k]
BICP | Distance=486 | [486 + 8 i + 23 j + 2 k] ^ 9 = [1380841792324374505422486 + 188909792966594739840488 i + 619288860572957810344823 j + 135510796209994622178962 k]
BICP | Distance=486 | [8 + 23 i + 6 j + 486 k] ^ 5 = [2517059657848 + 6282038458423 i + 1231973137086 j + 26554209435486 k]
BICP | Distance=486 | [486 + 8 i + 23 j + 32 k] ^ 5 = [27686358077486 + 566418479848 i + 5957195977423 j + 9295885748832 k]
BICP | Distance=486 | [8 + 23 i + 36 j + 486 k] ^ 5 = [4017331653448 + 5533146325423 i + 9398767230036 j + 25198466229486 k]
BICP | Distance=486 | [486 + 8 i + 23 j + 40 k] ^ 5 = [28367206717486 + 170930039848 i + 5902813657423 j + 11570574701640 k]
BICP | Distance=486 | [8 + 23 i + 52 j + 486 k] ^ 5 = [4760567431368 + 5019768949423 i + 13595539068452 j + 23646785461486 k]
BICP | Distance=486 | [8 + 23 i + 86 j + 486 k] ^ 5 = [6179070419448 + 3678990730423 i + 21829152798286 j + 18494522939486 k]
BICP | Distance=486 | [486 + 8 i + 24 j + 9 k] ^ 5 = [26496635625486 + 1707821655848 i + 6500766530424 j + 2911469955489 k]
BICP | Distance=486 | [486 + 8 i + 24 j + 39 k] ^ 5 = [28223579097486 + 128049639848 i + 6194292338424 j + 11289951762639 k]
BICP | Distance=486 | [486 + 8 i + 26 j + 1 k] ^ 5 = [26269613179486 + 2132618201848 i + 7181210505826 j + 749746746561 k]
BICP | Distance=486 | [486 + 8 i + 26 j + 1 k] ^ 9 = [1346034179457001186422486 + 194062038515010919709288 i + 700102402045044678522026 j + 119399605152915163912321 k]
BICP | Distance=486 | [8 + 26 i + 5 j + 486 k] ^ 9 = [265205063539217373277928 + 694875337888355796546026 i + 35837824853649085586405 j + 1373568739262014353870486 k]
BICP | Distance=486 | [486 + 8 i + 26 j + 11 k] ^ 5 = [26435555567486 + 1544344109848 i + 7021150581826 j + 3490634347611 k]
BICP | Distance=486 | [486 + 8 i + 27 j + 0 k] ^ 5 = [26204922441486 + 2189032863848 i + 7472746945827 j + 494233306560 k]
BICP | Distance=486 | [8 + 27 i + 4 j + 486 k] ^ 5 = [2437908376648 + 7421350717827 i + 602375672564 j + 26344516545486 k]
BICP | Distance=486 | [486 + 8 i + 27 j + 8 k] ^ 5 = [26302122441486 + 1698550535848 i + 7339403665827 j + 2682463523368 k]
BICP | Distance=486 | [8 + 27 i + 8 j + 486 k] ^ 5 = [2682463523368 + 7339403665827 i + 1698550535848 j + 26302122441486 k]
BICP | Distance=486 | [486 + 8 i + 27 j + 10 k] ^ 5 = [26349162867486 + 1576965809848 i + 7309861912827 j + 3230494558610 k]
BICP | Distance=486 | [8 + 27 i + 14 j + 486 k] ^ 5 = [3045496947448 + 7205137822827 i + 3339516918214 j + 26170300935486 k]
BICP | Distance=486 | [486 + 8 i + 27 j + 18 k] ^ 5 = [26628418467486 + 1094394489848 i + 7206766192827 j + 5429903711418 k]
BICP | Distance=486 | [8 + 27 i + 48 j + 486 k] ^ 5 = [5001041691368 + 6192389665827 i + 12422918352048 j + 23887259721486 k]
BICP | Distance=486 | [8 + 27 i + 64 j + 486 k] ^ 5 = [5849989881448 + 5571914977827 i + 16465783086464 j + 21923721225486 k]
BICP | Distance=486 | [8 + 27 i + 98 j + 486 k] ^ 5 = [7466278001368 + 3963068110827 i + 24232957752298 j + 15938835831486 k]
BICP | Distance=486 | [486 + 8 i + 30 j + 9 k] ^ 5 = [26131897107486 + 1566705885848 i + 8144718346230 j + 3000090840489 k]
BICP | Distance=486 | [8 + 486 i + 32 j + 3 k] ^ 5 = [2066737439848 + 28217275569486 i + 9042822420832 j + 267128617323 k]
BICP | Distance=486 | [8 + 32 i + 486 j + 3 k] ^ 5 = [2066737439848 + 9042822420832 i + 28217275569486 j + 267128617323 k]
BICP | Distance=486 | [8 + 486 i + 32 j + 23 k] ^ 5 = [566418479848 + 27686358077486 i + 9295885748832 j + 5957195977423 k]
BICP | Distance=486 | [8 + 32 i + 486 j + 23 k] ^ 5 = [566418479848 + 9295885748832 i + 27686358077486 j + 5957195977423 k]
BICP | Distance=486 | [8 + 486 i + 36 j + 5 k] ^ 5 = [1887298539848 + 28521642609486 i + 10222767097236 j + 773659156445 k]
BICP | Distance=486 | [8 + 36 i + 486 j + 5 k] ^ 5 = [1887298539848 + 10222767097236 i + 28521642609486 j + 773659156445 k]
BICP | Distance=486 | [8 + 486 i + 36 j + 5 k] ^ 9 = [172001672329468499998088 + 1804109432673327329106486 i + 1070096470688828735186436 j + 23204769336886653071285 k]
BICP | Distance=486 | [8 + 36 i + 486 j + 5 k] ^ 9 = [172001672329468499998088 + 1070096470688828735186436 i + 1804109432673327329106486 j + 23204769336886653071285 k]
BICP | Distance=486 | [8 + 486 i + 36 j + 7 k] ^ 9 = [137133279913849215383048 + 1801889017790800605498486 i + 1075357982217225585967236 j + 87520717588632196726327 k]
BICP | Distance=486 | [8 + 36 i + 486 j + 7 k] ^ 9 = [137133279913849215383048 + 1075357982217225585967236 i + 1801889017790800605498486 j + 87520717588632196726327 k]
BICP | Distance=486 | [8 + 36 i + 23 j + 486 k] ^ 5 = [4017331653448 + 9398767230036 i + 5533146325423 j + 25198466229486 k]
BICP | Distance=486 | [8 + 36 i + 73 j + 486 k] ^ 5 = [7729129293448 + 7307137710036 i + 18201005818673 j + 20044581813486 k]
BICP | Distance=486 | [8 + 486 i + 39 j + 0 k] ^ 5 = [2316638463848 + 28789956441486 i + 11001243138639 j + -720715993920 k]
BICP | Distance=486 | [8 + 39 i + 486 j + 0 k] ^ 5 = [2316638463848 + 11001243138639 i + 28789956441486 j + -720715993920 k]
BICP | Distance=486 | [8 + 486 i + 39 j + 4 k] ^ 5 = [1955586075848 + 28788972897486 i + 11071674102639 j + 436379662324 k]
BICP | Distance=486 | [8 + 39 i + 486 j + 4 k] ^ 5 = [1955586075848 + 11071674102639 i + 28788972897486 j + 436379662324 k]
BICP | Distance=486 | [8 + 486 i + 39 j + 24 k] ^ 5 = [128049639848 + 28223579097486 i + 11289951762639 j + 6194292338424 k]
BICP | Distance=486 | [8 + 39 i + 486 j + 24 k] ^ 5 = [128049639848 + 11289951762639 i + 28223579097486 j + 6194292338424 k]
BICP | Distance=486 | [8 + 39 i + 52 j + 486 k] ^ 5 = [6571033269448 + 9086038579839 i + 12951659484452 j + 22644764613486 k]
BICP | Distance=486 | [8 + 486 i + 40 j + 3 k] ^ 5 = [2043481799848 + 28884268593486 i + 11344444477640 j + 130087417323 k]
BICP | Distance=486 | [8 + 40 i + 486 j + 3 k] ^ 5 = [2043481799848 + 11344444477640 i + 28884268593486 j + 130087417323 k]
BICP | Distance=486 | [8 + 486 i + 40 j + 23 k] ^ 5 = [170930039848 + 28367206717486 i + 11570574701640 j + 5902813657423 k]
BICP | Distance=486 | [8 + 40 i + 486 j + 23 k] ^ 5 = [170930039848 + 11570574701640 i + 28367206717486 j + 5902813657423 k]
BICP | Distance=486 | [486 + 8 i + 45 j + 6 k] ^ 5 = [24797864043486 + 1503590001848 i + 12221117985645 j + 2405059369086 k]
BICP | Distance=486 | [486 + 8 i + 48 j + 5 k] ^ 5 = [24464993877486 + 1556119487848 i + 13025939760048 j + 2184302429965 k]
BICP | Distance=486 | [486 + 8 i + 48 j + 7 k] ^ 5 = [24502568697486 + 1339294799848 i + 12998409120048 j + 2709469676207 k]
BICP | Distance=486 | [8 + 48 i + 7 j + 486 k] ^ 5 = [2863933835368 + 13008563280048 i + 968157769727 j + 24535999917486 k]
BICP | Distance=486 | [8 + 48 i + 11 j + 486 k] ^ 5 = [3296288265448 + 12912890832048 i + 2019022723411 j + 24477422841486 k]
BICP | Distance=486 | [486 + 8 i + 48 j + 15 k] ^ 5 = [24742055457486 + 475480239848 i + 12915242400048 j + 4816085829015 k]
BICP | Distance=486 | [8 + 48 i + 27 j + 486 k] ^ 5 = [5001041691368 + 12422918352048 i + 6192389665827 j + 23887259721486 k]
BICP | Distance=486 | [8 + 48 i + 61 j + 486 k] ^ 5 = [8450172681448 + 10821261312048 i + 14686882216661 j + 20765625201486 k]
BICP | Distance=486 | [8 + 48 i + 77 j + 486 k] ^ 5 = [9967397531368 + 9810127872048 i + 18385897991077 j + 18439955361486 k]
BICP | Distance=486 | [486 + 8 i + 49 j + 4 k] ^ 5 = [24339826589486 + 1650295499848 i + 13302774085049 j + 1936941734964 k]
BICP | Distance=486 | [486 + 8 i + 49 j + 4 k] ^ 9 = [979757195342692489482486 + 78248563639784021854088 i + 1225251307580931035696449 j + 248233435065140141985124 k]
BICP | Distance=486 | [486 + 8 i + 49 j + 14 k] ^ 5 = [24595455487486 + 546515249848 i + 13186828606049 j + 4560358915014 k]
BICP | Distance=486 | [486 + 8 i + 51 j + 6 k] ^ 5 = [24147417915486 + 1390869501848 i + 13796479406451 j + 2487646969086 k]
BICP | Distance=486 | [486 + 8 i + 52 j + 3 k] ^ 5 = [23983699557486 + 1724090475848 i + 14099910140452 j + 1722155406843 k]
BICP | Distance=486 | [486 + 8 i + 52 j + 5 k] ^ 5 = [24013167421486 + 1489099187848 i + 14070312348452 j + 2241319871085 k]
BICP | Distance=486 | [8 + 52 i + 9 j + 486 k] ^ 5 = [3137859703048 + 14007437100452 i + 1397298395889 j + 24061008501486 k]
BICP | Distance=486 | [8 + 52 i + 23 j + 486 k] ^ 5 = [4760567431368 + 13595539068452 i + 5019768949423 j + 23646785461486 k]
BICP | Distance=486 | [8 + 52 i + 39 j + 486 k] ^ 5 = [6571033269448 + 12951659484452 i + 9086038579839 j + 22644764613486 k]
BICP | Distance=486 | [8 + 52 i + 73 j + 486 k] ^ 5 = [10207871791368 + 10982748588452 i + 17213277274673 j + 18680429621486 k]
BICP | Distance=486 | [8 + 52 i + 89 j + 486 k] ^ 5 = [11794098653448 + 9780716364452 i + 20674584473089 j + 15979612453486 k]
BICP | Distance=486 | [486 + 8 i + 55 j + 4 k] ^ 5 = [23634883013486 + 1561894739848 i + 14860127411855 j + 2025730694964 k]
BICP | Distance=486 | [486 + 8 i + 55 j + 14 k] ^ 5 = [23895600727486 + 325029869848 i + 14753201714855 j + 4605348475014 k]
BICP | Distance=486 | [8 + 486 i + 57 j + 8 k] ^ 5 = [1351074951848 + 30767464185486 i + 16438747325457 j + 1351074951848 k]
BICP | Distance=486 | [8 + 57 i + 486 j + 8 k] ^ 5 = [1351074951848 + 16438747325457 i + 30767464185486 j + 1351074951848 k]
BICP | Distance=486 | [8 + 486 i + 60 j + 7 k] ^ 5 = [1454127051848 + 31189481205486 i + 17333630686860 j + 1009764285727 k]
BICP | Distance=486 | [8 + 60 i + 486 j + 7 k] ^ 5 = [1454127051848 + 17333630686860 i + 31189481205486 j + 1009764285727 k]
BICP | Distance=486 | [8 + 486 i + 61 j + 0 k] ^ 5 = [2441799983848 + 31341334941486 i + 17524665221861 j + -1137709126080 k]
BICP | Distance=486 | [8 + 61 i + 486 j + 0 k] ^ 5 = [2441799983848 + 17524665221861 i + 31341334941486 j + -1137709126080 k]
BICP | Distance=486 | [8 + 486 i + 61 j + 6 k] ^ 5 = [1587028925848 + 31339800711486 i + 17624388686861 j + 691792605726 k]
BICP | Distance=486 | [8 + 61 i + 486 j + 6 k] ^ 5 = [1587028925848 + 17624388686861 i + 31339800711486 j + 691792605726 k]
BICP | Distance=486 | [8 + 61 i + 48 j + 486 k] ^ 5 = [8450172681448 + 14686882216661 i + 10821261312048 j + 20765625201486 k]
BICP | Distance=486 | [8 + 61 i + 98 j + 486 k] ^ 5 = [14451482771448 + 10763177971661 i + 21657046080298 j + 13322228335486 k]
BICP | Distance=486 | [8 + 486 i + 64 j + 5 k] ^ 5 = [1715002079848 + 31784894377486 i + 18528569595264 j + 342490004605 k]
BICP | Distance=486 | [8 + 64 i + 486 j + 5 k] ^ 5 = [1715002079848 + 18528569595264 i + 31784894377486 j + 342490004605 k]
BICP | Distance=486 | [8 + 486 i + 64 j + 9 k] ^ 5 = [1114703183848 + 31746516381486 i + 18580257371264 j + 1572231408849 k]
BICP | Distance=486 | [8 + 64 i + 486 j + 9 k] ^ 5 = [1114703183848 + 18580257371264 i + 31746516381486 j + 1572231408849 k]
BICP | Distance=486 | [8 + 64 i + 27 j + 486 k] ^ 5 = [5849989881448 + 16465783086464 i + 5571914977827 j + 21923721225486 k]
BICP | Distance=486 | [8 + 64 i + 77 j + 486 k] ^ 5 = [12515142041448 + 13294839966464 i + 17160460871077 j + 16700655841486 k]
BICP | Distance=486 | [8 + 486 i + 65 j + 8 k] ^ 5 = [1252945511848 + 31911100433486 i + 18876535094265 j + 1252945511848 k]
BICP | Distance=486 | [8 + 65 i + 486 j + 8 k] ^ 5 = [1252945511848 + 18876535094265 i + 31911100433486 j + 1252945511848 k]
BICP | Distance=486 | [8 + 486 i + 68 j + 7 k] ^ 5 = [1377361811848 + 32390178709486 i + 19793497783668 j + 906377725727 k]
BICP | Distance=486 | [8 + 68 i + 486 j + 7 k] ^ 5 = [1377361811848 + 19793497783668 i + 32390178709486 j + 906377725727 k]
BICP | Distance=486 | [8 + 486 i + 68 j + 7 k] ^ 9 = [102082525542965945825288 + 2643372023381872101690486 i + 2271779821940231220674468 j + 22226549871843219681847 k]
BICP | Distance=486 | [8 + 68 i + 486 j + 7 k] ^ 9 = [102082525542965945825288 + 2271779821940231220674468 i + 2643372023381872101690486 j + 22226549871843219681847 k]
BICP | Distance=486 | [486 + 8 i + 70 j + 1 k] ^ 5 = [21486880235486 + 1796363381848 i + 18669271094270 j + 1502558586561 k]
BICP | Distance=486 | [486 + 8 i + 70 j + 11 k] ^ 5 = [21694801087486 + 229688129848 i + 18556080938270 j + 3946572907611 k]
BICP | Distance=486 | [486 + 8 i + 73 j + 0 k] ^ 5 = [20996533341486 + 1929410703848 i + 19413196614673 j + 1310148613440 k]
BICP | Distance=486 | [486 + 8 i + 73 j + 2 k] ^ 5 = [21017237239486 + 1602271133848 i + 19381012003673 j + 1791996884682 k]
BICP | Distance=486 | [486 + 8 i + 73 j + 2 k] ^ 9 = [378959177071995280494486 + 33551001941483859000488 i + 1611786898798794515959273 j + 249653256760892721858962 k]
BICP | Distance=486 | [8 + 73 i + 6 j + 486 k] ^ 5 = [2913328037848 + 19357669141673 i + 139843297086 j + 21144249099486 k]
BICP | Distance=486 | [8 + 73 i + 36 j + 486 k] ^ 5 = [7729129293448 + 18201005818673 i + 7307137710036 j + 20044581813486 k]
BICP | Distance=486 | [8 + 73 i + 52 j + 486 k] ^ 5 = [10207871791368 + 17213277274673 i + 10982748588452 j + 18680429621486 k]
BICP | Distance=486 | [8 + 73 i + 86 j + 486 k] ^ 5 = [15172526159448 + 14277301573673 i + 18142922478286 j + 14043271723486 k]
BICP | Distance=486 | [486 + 8 i + 74 j + 9 k] ^ 5 = [20993166675486 + 432775065848 i + 19541883030674 j + 3488956800489 k]
BICP | Distance=486 | [486 + 8 i + 76 j + 1 k] ^ 5 = [20505504089486 + 1734252971848 i + 20114677426076 j + 1599107841561 k]
BICP | Distance=486 | [486 + 8 i + 76 j + 1 k] ^ 9 = [289286840661340854018486 + 50585251931205136721288 i + 1644824667226183751594476 j + 242914690641865011334321 k]
BICP | Distance=486 | [486 + 8 i + 76 j + 11 k] ^ 5 = [20718541837486 + 39166259848 i + 20008516522076 j + 3981690592611 k]
BICP | Distance=486 | [486 + 8 i + 77 j + 0 k] ^ 5 = [20324759841486 + 1895671743848 i + 20368360551077 j + 1378345066560 k]
BICP | Distance=486 | [486 + 8 i + 77 j + 8 k] ^ 5 = [20461898081486 + 521246615848 i + 20267111831077 j + 3273987283368 k]
BICP | Distance=486 | [8 + 77 i + 8 j + 486 k] ^ 5 = [3273987283368 + 20267111831077 i + 521246615848 j + 20461898081486 k]
BICP | Distance=486 | [486 + 8 i + 77 j + 10 k] ^ 5 = [20517409627486 + 178476269848 i + 20252591528077 j + 3749085878610 k]
BICP | Distance=486 | [8 + 77 i + 14 j + 486 k] ^ 5 = [4299931007448 + 20093930066077 i + 1943767998214 j + 20373662351486 k]
BICP | Distance=486 | [8 + 77 i + 48 j + 486 k] ^ 5 = [9967397531368 + 18385897991077 i + 9810127872048 j + 18439955361486 k]
BICP | Distance=486 | [8 + 77 i + 64 j + 486 k] ^ 5 = [12515142041448 + 17160460871077 i + 13294839966464 j + 16700655841486 k]
BICP | Distance=486 | [8 + 77 i + 98 j + 486 k] ^ 5 = [17569991941368 + 13683804386077 i + 19914333072298 j + 11318309471486 k]
BICP | Distance=486 | [486 + 8 i + 80 j + 9 k] ^ 5 = [19964900457486 + 266246415848 i + 20967040646480 j + 3532513875489 k]
BICP | Distance=486 | [8 + 486 i + 86 j + 5 k] ^ 5 = [1633068689848 + 35673646739486 i + 25541749617486 j + 27416481445 k]
BICP | Distance=486 | [8 + 86 i + 486 j + 5 k] ^ 5 = [1633068689848 + 25541749617486 i + 35673646739486 j + 27416481445 k]
BICP | Distance=486 | [8 + 486 i + 86 j + 5 k] ^ 9 = [192625650224371517338088 + 3400297499850862233414486 i + 3148084700852210786818886 j + -116703241551091570758715 k]
BICP | Distance=486 | [8 + 86 i + 486 j + 5 k] ^ 9 = [192625650224371517338088 + 3148084700852210786818886 i + 3400297499850862233414486 j + -116703241551091570758715 k]
BICP | Distance=486 | [8 + 86 i + 23 j + 486 k] ^ 5 = [6179070419448 + 21829152798286 i + 3678990730423 j + 18494522939486 k]
BICP | Distance=486 | [8 + 86 i + 73 j + 486 k] ^ 5 = [15172526159448 + 18142922478286 i + 14277301573673 j + 14043271723486 k]
BICP | Distance=486 | [8 + 486 i + 89 j + 0 k] ^ 5 = [2681819903848 + 36277466841486 i + 26455787043889 j + -1689002953920 k]
BICP | Distance=486 | [8 + 89 i + 486 j + 0 k] ^ 5 = [2681819903848 + 26455787043889 i + 36277466841486 j + -1689002953920 k]
BICP | Distance=486 | [8 + 89 i + 52 j + 486 k] ^ 5 = [11794098653448 + 20674584473089 i + 9780716364452 j + 15979612453486 k]
BICP | Distance=486 | [486 + 8 i + 95 j + 6 k] ^ 5 = [16986569583486 + 466245141848 i + 24366046990895 j + 2968755949086 k]
BICP | Distance=486 | [486 + 8 i + 98 j + 5 k] ^ 5 = [16328296607486 + 612591497848 i + 25015037760298 j + 2781687334965 k]
BICP | Distance=486 | [486 + 8 i + 98 j + 7 k] ^ 5 = [16374389347486 + 182369789848 i + 24999214860298 j + 3204562071207 k]
BICP | Distance=486 | [8 + 98 i + 11 j + 486 k] ^ 5 = [4060400255448 + 24905973000298 i + 602170528411 j + 16375852775486 k]
BICP | Distance=486 | [8 + 98 i + 27 j + 486 k] ^ 5 = [7466278001368 + 24232957752298 i + 3963068110827 j + 15938835831486 k]
BICP | Distance=486 | [8 + 98 i + 61 j + 486 k] ^ 5 = [14451482771448 + 21657046080298 i + 10763177971661 j + 13322228335486 k]
BICP | Distance=486 | [8 + 98 i + 77 j + 486 k] ^ 5 = [17569991941368 + 19914333072298 i + 13683804386077 j + 11318309471486 k]
BICP | Distance=486 | [486 + 8 i + 99 j + 4 k] ^ 5 = [16091996409486 + 808760819848 i + 25235521720299 j + 2581023454964 k]
BICP | Distance=486 | [486 + 8 i + 105 j + 4 k] ^ 5 = [14752352133486 + 692621579848 i + 26469165897105 j + 2642475094964 k]
BICP | Distance=486 | [8 + 486 i + 110 j + 7 k] ^ 5 = [1062577901848 + 41297940775486 i + 33902272507110 j + 431689420727 k]
BICP | Distance=486 | [8 + 110 i + 486 j + 7 k] ^ 5 = [1062577901848 + 33902272507110 i + 41297940775486 j + 431689420727 k]
BICP | Distance=486 | [8 + 486 i + 111 j + 0 k] ^ 5 = [2934782943848 + 41540603841486 i + 34158574677111 j + -2144487286080 k]
BICP | Distance=486 | [8 + 111 i + 486 j + 0 k] ^ 5 = [2934782943848 + 34158574677111 i + 41540603841486 j + -2144487286080 k]
BICP | Distance=486 | [8 + 486 i + 111 j + 6 k] ^ 5 = [1325332185848 + 41569658091486 i + 34257173952111 j + 55086945726 k]
BICP | Distance=486 | [8 + 111 i + 486 j + 6 k] ^ 5 = [1325332185848 + 34257173952111 i + 41569658091486 j + 55086945726 k]
BICP | Distance=486 | [8 + 486 i + 139 j + 0 k] ^ 5 = [3340416143848 + 50107690341486 i + 45103504099139 j + -2761099513920 k]
BICP | Distance=486 | [8 + 139 i + 486 j + 0 k] ^ 5 = [3340416143848 + 45103504099139 i + 50107690341486 j + -2761099513920 k]
BICP | Distance=486 | [8 + 486 i + 207 j + 8 k] ^ 5 = [240775191848 + 80733957345486 i + 79098940341207 j + 240775191848 k]
BICP | Distance=486 | [8 + 207 i + 486 j + 8 k] ^ 5 = [240775191848 + 79098940341207 i + 80733957345486 j + 240775191848 k]
BICP | Distance=486 | [8 + 486 i + 236 j + 5 k] ^ 5 = [2164223939848 + 98555219729486 i + 97605027778236 j + -1911690443555 k]
BICP | Distance=486 | [8 + 236 i + 486 j + 5 k] ^ 5 = [2164223939848 + 97605027778236 i + 98555219729486 j + -1911690443555 k]
BICP | Distance=486 | [8 + 486 i + 236 j + 5 k] ^ 9 = [997563098536558893838088 + 26641757908487678724498486 i + 26638311041104233267876236 j + -995822693275709015088715 k]
BICP | Distance=486 | [8 + 236 i + 486 j + 5 k] ^ 9 = [997563098536558893838088 + 26638311041104233267876236 i + 26641757908487678724498486 j + -995822693275709015088715 k]
BICP | Distance=486 | [8 + 486 i + 262 j + 7 k] ^ 3 = [-1966528 + -214797486 i + -203709262 j + -288017 k]
BICP | Distance=486 | [8 + 262 i + 486 j + 7 k] ^ 3 = [-1966528 + -203709262 i + -214797486 j + -288017 k]
BICP | Distance=486 | [8 + 486 i + 264 j + 5 k] ^ 5 = [2451369399848 + 118893739497486 i + 118372979556264 j + -2294572475395 k]
BICP | Distance=486 | [8 + 264 i + 486 j + 5 k] ^ 5 = [2451369399848 + 118372979556264 i + 118893739497486 j + -2294572475395 k]
BICP | Distance=486 | [8 + 486 i + 265 j + 8 k] ^ 5 = [94417991848 + 119695283113486 i + 119195660015265 j + 94417991848 k]
BICP | Distance=486 | [8 + 265 i + 486 j + 8 k] ^ 5 = [94417991848 + 119195660015265 i + 119695283113486 j + 94417991848 k]
BICP | Distance=486 | [8 + 486 i + 361 j + 0 k] ^ 5 = [10296519743848 + 217785344841486 i + 217756074703361 j + -10286834086080 k]
BICP | Distance=486 | [8 + 361 i + 486 j + 0 k] ^ 5 = [10296519743848 + 217756074703361 i + 217785344841486 j + -10286834086080 k]
BICP | Distance=486 | [8 + 486 i + 389 j + 0 k] ^ 5 = [11723419343848 + 256244104341486 i + 256236099125389 j + -11719926313920 k]
BICP | Distance=486 | [8 + 389 i + 486 j + 0 k] ^ 5 = [11723419343848 + 256236099125389 i + 256244104341486 j + -11719926313920 k]
BICP | Distance=486 | [8 + 452 i + 3 j + 486 k] ^ 9 = [2302974249291144857320328 + 10932216775055387956332452 i + 1750219365931391867709843 j + 22371855589115967723138486 k]
BICP | Distance=486 | [8 + 452 i + 9 j + 486 k] ^ 9 = [1721391282642154682864648 + 10959599376646361057628452 i + 3685790084880265283209689 j + 22128687488352171025530486 k]
BICP | Distance=486 | [8 + 486 i + 457 j + 8 k] ^ 5 = [11591848 + 372845107945486 i + 372845140367457 j + 11591848 k]
BICP | Distance=486 | [8 + 457 i + 486 j + 8 k] ^ 5 = [11591848 + 372845140367457 i + 372845107945486 j + 11591848 k]
BICP | Distance=486 | [8 + 486 i + 486 j + 5 k] ^ 5 = [6694498689848 + 433770443379486 i + 433770443379486 j + -6694498318555 k]
BICP | Distance=486 | [8 + 486 i + 486 j + 5 k] ^ 5 = [6694498689848 + 433770443379486 i + 433770443379486 j + -6694498318555 k]
BICP | Distance=486 | [8 + 486 i + 486 j + 5 k] ^ 9 = [10755367984941844082938088 + 387094885373231535896838486 i + 387094885373231535896838486 j + -10755367984941833478438715 k]
BICP | Distance=486 | [8 + 486 i + 486 j + 5 k] ^ 9 = [10755367984941844082938088 + 387094885373231535896838486 i + 387094885373231535896838486 j + -10755367984941833478438715 k]
BICP | Distance=486 | [9 + 0 i + 2 j + 486 k] ^ 5 = [2511951576489 + -41338324080 i + 559014580202 j + 27201636027486 k]
BICP | Distance=486 | [9 + 0 i + 8 j + 486 k] ^ 5 = [2508124947489 + -165311305920 i + 2234924223848 j + 27132700329486 k]
BICP | Distance=486 | [9 + 0 i + 8 j + 486 k] ^ 9 = [250994018328370675274169 + -33215230270778872429440 i + 225674288238056738316488 j + 1516457514297629524194486 k]
BICP | Distance=486 | [9 + 0 i + 48 j + 486 k] ^ 5 = [2365495971489 + -982461985920 i + 13155754920048 j + 24571620297486 k]
BICP | Distance=486 | [9 + 0 i + 52 j + 486 k] ^ 5 = [2340074031489 + -1062514234080 i + 14203026380452 j + 24116850657486 k]
BICP | Distance=486 | [9 + 0 i + 98 j + 486 k] ^ 5 = [1903812216489 + -1943276695920 i + 25177859620298 j + 16394473467486 k]
BICP | Distance=486 | [9 + 2 i + 0 j + 486 k] ^ 5 = [2511951576489 + 559014580202 i + -41338324080 j + 27201636027486 k]
BICP | Distance=486 | [486 + 9 i + 2 j + 6 k] ^ 5 = [27058497471486 + 2483278188849 i + 433284148202 j + 1711881853086 k]
BICP | Distance=486 | [9 + 2 i + 6 j + 486 k] ^ 5 = [2537229165489 + 434512360202 i + 1635100557726 j + 27161804547486 k]
BICP | Distance=486 | [486 + 9 i + 2 j + 8 k] ^ 5 = [27091121355486 + 2475884270889 i + 392346372202 j + 2269276453048 k]
BICP | Distance=486 | [9 + 2 i + 20 j + 486 k] ^ 5 = [2578217532489 + 140676160202 i + 5529740748020 j + 26747510247486 k]
BICP | Distance=486 | [9 + 2 i + 26 j + 486 k] ^ 5 = [2588019477489 + 13593340202 i + 7184199121826 j + 26432625447486 k]
BICP | Distance=486 | [9 + 486 i + 2 j + 48 k] ^ 5 = [2144312113689 + 24407756271486 i + 1506001038602 j + 13062087822048 k]
BICP | Distance=486 | [9 + 2 i + 486 j + 48 k] ^ 5 = [2144312113689 + 1506001038602 i + 24407756271486 j + 13062087822048 k]
BICP | Distance=486 | [9 + 486 i + 2 j + 98 k] ^ 5 = [1469523568689 + 16259880195486 i + 2363609978602 j + 25033357560298 k]
BICP | Distance=486 | [9 + 2 i + 486 j + 98 k] ^ 5 = [1469523568689 + 2363609978602 i + 16259880195486 j + 25033357560298 k]
BICP | Distance=486 | [486 + 9 i + 3 j + 9 k] ^ 9 = [1512057361165045517853486 + 241057317376713031373889 i + 46682709197590827804843 j + 262723703605776625133169 k]
BICP | Distance=486 | [9 + 3 i + 9 j + 486 k] ^ 9 = [262723703605776625133169 + 46682709197590827804843 i + 241057317376713031373889 j + 1512057361165045517853486 k]
BICP | Distance=486 | [9 + 486 i + 3 j + 27 k] ^ 9 = [193681878482318413174209 + 1335590486595548000847486 i + 185541251912327290679163 j + 716643645116645331181827 k]
BICP | Distance=486 | [9 + 3 i + 486 j + 27 k] ^ 9 = [193681878482318413174209 + 185541251912327290679163 i + 1335590486595548000847486 j + 716643645116645331181827 k]
BICP | Distance=486 | [9 + 486 i + 4 j + 8 k] ^ 5 = [2432326236849 + 26969303781486 i + 1277044630964 j + 2144088587848 k]
BICP | Distance=486 | [9 + 4 i + 486 j + 8 k] ^ 5 = [2432326236849 + 1277044630964 i + 26969303781486 j + 2144088587848 k]
BICP | Distance=486 | [9 + 4 i + 8 j + 486 k] ^ 5 = [2580621855489 + 950823550324 i + 2151411747848 j + 27118411857486 k]
BICP | Distance=486 | [486 + 9 i + 4 j + 14 k] ^ 5 = [27233874027486 + 2391709751289 i + 829522248164 j + 3984877535014 k]
BICP | Distance=486 | [9 + 486 i + 4 j + 48 k] ^ 5 = [1927021164849 + 24433318197486 i + 2030433342964 j + 13026048420048 k]
BICP | Distance=486 | [9 + 4 i + 486 j + 48 k] ^ 5 = [1927021164849 + 2030433342964 i + 24433318197486 j + 13026048420048 k]
BICP | Distance=486 | [9 + 4 i + 48 j + 486 k] ^ 5 = [2801407695489 + 70437094324 i + 13070075052048 j + 24578184321486 k]
BICP | Distance=486 | [9 + 486 i + 4 j + 98 k] ^ 5 = [1038982299849 + 16296619527486 i + 2785646572964 j + 25005300240298 k]
BICP | Distance=486 | [9 + 4 i + 486 j + 98 k] ^ 5 = [1038982299849 + 2785646572964 i + 16296619527486 j + 25005300240298 k]
BICP | Distance=486 | [486 + 9 i + 5 j + 43 k] ^ 9 = [1935517367101070615553486 + 202906390142693770453089 i + -17749781904707147883715 j + 1301957405273855549223043 k]
BICP | Distance=486 | [486 + 9 i + 5 j + 293 k] ^ 9 = [52771080629588614307847486 + 2440539360260025931081089 i + -2440308613503891954855715 j + 52770778170908569793781293 k]
BICP | Distance=486 | [9 + 486 i + 6 j + 2 k] ^ 5 = [2483278188849 + 27058497471486 i + 1711881853086 j + 433284148202 k]
BICP | Distance=486 | [9 + 6 i + 486 j + 2 k] ^ 5 = [2483278188849 + 1711881853086 i + 27058497471486 j + 433284148202 k]
BICP | Distance=486 | [9 + 6 i + 2 j + 486 k] ^ 5 = [2537229165489 + 1635100557726 i + 434512360202 j + 27161804547486 k]
BICP | Distance=486 | [486 + 9 i + 6 j + 36 k] ^ 5 = [28496152431486 + 2091137258889 i + 977497875486 j + 10248257275236 k]
BICP | Distance=486 | [9 + 486 i + 6 j + 52 k] ^ 5 = [1631469633849 + 24016781691486 i + 2618283193086 j + 14037079538452 k]
BICP | Distance=486 | [9 + 6 i + 486 j + 52 k] ^ 5 = [1631469633849 + 2618283193086 i + 24016781691486 j + 14037079538452 k]
BICP | Distance=486 | [9 + 6 i + 52 j + 486 k] ^ 5 = [3046529220489 + 499791597726 i + 14070067670452 j + 24116550687486 k]
BICP | Distance=486 | [486 + 9 i + 6 j + 86 k] ^ 5 = [35655748803486 + 1760126483889 i + 154474275486 j + 25559647553486 k]
BICP | Distance=486 | [9 + 8 i + 0 j + 486 k] ^ 5 = [2508124947489 + 2234924223848 i + -165311305920 j + 27132700329486 k]
BICP | Distance=486 | [9 + 8 i + 0 j + 486 k] ^ 9 = [250994018328370675274169 + 225674288238056738316488 i + -33215230270778872429440 j + 1516457514297629524194486 k]
BICP | Distance=486 | [9 + 486 i + 8 j + 2 k] ^ 5 = [2475884270889 + 27091121355486 i + 2269276453048 j + 392346372202 k]
BICP | Distance=486 | [9 + 8 i + 486 j + 2 k] ^ 5 = [2475884270889 + 2269276453048 i + 27091121355486 j + 392346372202 k]
BICP | Distance=486 | [486 + 9 i + 8 j + 4 k] ^ 5 = [26969303781486 + 2432326236849 i + 2144088587848 j + 1277044630964 k]
BICP | Distance=486 | [9 + 8 i + 4 j + 486 k] ^ 5 = [2580621855489 + 2151411747848 i + 950823550324 j + 27118411857486 k]
BICP | Distance=486 | [486 + 9 i + 8 j + 14 k] ^ 5 = [27185845671486 + 2260166973849 i + 1947669473848 j + 4062904331014 k]
BICP | Distance=486 | [9 + 8 i + 24 j + 486 k] ^ 5 = [2911469955489 + 1707821655848 i + 6500766530424 j + 26496635625486 k]
BICP | Distance=486 | [9 + 8 i + 30 j + 486 k] ^ 5 = [3000090840489 + 1566705885848 i + 8144718346230 j + 26131897107486 k]
BICP | Distance=486 | [9 + 486 i + 8 j + 52 k] ^ 5 = [1397298395889 + 24061008501486 i + 3137859703048 j + 14007437100452 k]
BICP | Distance=486 | [9 + 8 i + 486 j + 52 k] ^ 5 = [1397298395889 + 3137859703048 i + 24061008501486 j + 14007437100452 k]
BICP | Distance=486 | [486 + 9 i + 8 j + 64 k] ^ 5 = [31746516381486 + 1572231408849 i + 1114703183848 j + 18580257371264 k]
BICP | Distance=486 | [9 + 8 i + 74 j + 486 k] ^ 5 = [3488956800489 + 432775065848 i + 19541883030674 j + 20993166675486 k]
BICP | Distance=486 | [9 + 8 i + 80 j + 486 k] ^ 5 = [3532513875489 + 266246415848 i + 20967040646480 j + 19964900457486 k]
BICP | Distance=486 | [9 + 486 i + 8 j + 452 k] ^ 9 = [3685790084880265283209689 + 22128687488352171025530486 i + 1721391282642154682864648 j + 10959599376646361057628452 k]
BICP | Distance=486 | [9 + 8 i + 486 j + 452 k] ^ 9 = [3685790084880265283209689 + 1721391282642154682864648 i + 22128687488352171025530486 j + 10959599376646361057628452 k]
BICP | Distance=486 | [9 + 486 i + 9 j + 3 k] ^ 9 = [241057317376713031373889 + 1512057361165045517853486 i + 262723703605776625133169 j + 46682709197590827804843 k]
BICP | Distance=486 | [9 + 9 i + 486 j + 3 k] ^ 9 = [241057317376713031373889 + 262723703605776625133169 i + 1512057361165045517853486 j + 46682709197590827804843 k]
BICP | Distance=486 | [9 + 9 i + 3 j + 486 k] ^ 9 = [262723703605776625133169 + 241057317376713031373889 i + 46682709197590827804843 j + 1512057361165045517853486 k]
BICP | Distance=486 | [486 + 9 i + 9 j + 15 k] ^ 9 = [1534817888494577179857486 + 193510557482027443625889 i + 193510557482027443625889 j + 453745927950808329147015 k]
BICP | Distance=486 | [9 + 486 i + 9 j + 23 k] ^ 9 = [144440817398914914641889 + 1403750773214942947209486 i + 329226271375699885572369 j + 595217548473527118613823 k]
BICP | Distance=486 | [9 + 9 i + 486 j + 23 k] ^ 9 = [144440817398914914641889 + 329226271375699885572369 i + 1403750773214942947209486 j + 595217548473527118613823 k]
BICP | Distance=486 | [9 + 9 i + 23 j + 486 k] ^ 9 = [329226271375699885572369 + 144440817398914914641889 i + 595217548473527118613823 j + 1403750773214942947209486 k]
BICP | Distance=486 | [486 + 9 i + 9 j + 39 k] ^ 9 = [1850527241560577324025486 + 127156443914981238044769 i + 127156443914981238044769 j + 1179410680272461006052639 k]
BICP | Distance=486 | [486 + 9 i + 9 j + 207 k] ^ 9 = [18436223326823553917457486 + 2859038344978916969889 i + 2859038344978916969889 j + 18427492665853029849915207 k]
BICP | Distance=486 | [486 + 9 i + 9 j + 265 k] ^ 9 = [37995743547822802102191486 + 432663145849823573889 i + 432663145849823573889 j + 37994779366883116168065265 k]
BICP | Distance=486 | [9 + 486 i + 9 j + 423 k] ^ 9 = [3299302310689407275201889 + 18625096347863877681273486 i + 777119778326814351732369 j + 3018544098381902202345423 k]
BICP | Distance=486 | [9 + 9 i + 486 j + 423 k] ^ 9 = [3299302310689407275201889 + 777119778326814351732369 i + 18625096347863877681273486 j + 3018544098381902202345423 k]
BICP | Distance=486 | [9 + 9 i + 423 j + 486 k] ^ 9 = [777119778326814351732369 + 3299302310689407275201889 i + 3018544098381902202345423 j + 18625096347863877681273486 k]
BICP | Distance=486 | [9 + 486 i + 14 j + 4 k] ^ 5 = [2391709751289 + 27233874027486 i + 3984877535014 j + 829522248164 k]
BICP | Distance=486 | [9 + 14 i + 486 j + 4 k] ^ 5 = [2391709751289 + 3984877535014 i + 27233874027486 j + 829522248164 k]
BICP | Distance=486 | [9 + 486 i + 14 j + 8 k] ^ 5 = [2260166973849 + 27185845671486 i + 4062904331014 j + 1947669473848 k]
BICP | Distance=486 | [9 + 14 i + 486 j + 8 k] ^ 5 = [2260166973849 + 4062904331014 i + 27185845671486 j + 1947669473848 k]
BICP | Distance=486 | [486 + 9 i + 14 j + 14 k] ^ 5 = [27044893251486 + 2059237264689 i + 3621424767814 j + 4173858311014 k]
BICP | Distance=486 | [9 + 486 i + 14 j + 14 k] ^ 5 = [2059237264689 + 27044893251486 i + 4173858311014 j + 3621424767814 k]
BICP | Distance=486 | [9 + 14 i + 486 j + 14 k] ^ 5 = [2059237264689 + 4173858311014 i + 27044893251486 j + 3621424767814 k]
BICP | Distance=486 | [9 + 486 i + 14 j + 48 k] ^ 5 = [847025565849 + 24694815087486 i + 4659718515014 j + 12886318290048 k]
BICP | Distance=486 | [9 + 14 i + 486 j + 48 k] ^ 5 = [847025565849 + 4659718515014 i + 24694815087486 j + 12886318290048 k]
BICP | Distance=486 | [486 + 9 i + 14 j + 64 k] ^ 5 = [31636577619486 + 669080299689 i + 2956358427814 j + 18650267849264 k]
BICP | Distance=486 | [9 + 486 i + 14 j + 64 k] ^ 5 = [239639521689 + 22690813311486 i + 4800813251014 j + 17011705306064 k]
BICP | Distance=486 | [9 + 14 i + 486 j + 64 k] ^ 5 = [239639521689 + 4800813251014 i + 22690813311486 j + 17011705306064 k]
BICP | Distance=486 | [9 + 486 i + 15 j + 9 k] ^ 9 = [193510557482027443625889 + 1534817888494577179857486 i + 453745927950808329147015 j + 193510557482027443625889 k]
BICP | Distance=486 | [9 + 15 i + 486 j + 9 k] ^ 9 = [193510557482027443625889 + 453745927950808329147015 i + 1534817888494577179857486 j + 193510557482027443625889 k]
BICP | Distance=486 | [9 + 20 i + 2 j + 486 k] ^ 5 = [2578217532489 + 5529740748020 i + 140676160202 j + 26747510247486 k]
BICP | Distance=486 | [9 + 20 i + 52 j + 486 k] ^ 5 = [4673598027489 + 4131992058020 i + 13657695920452 j + 23805453537486 k]
BICP | Distance=486 | [486 + 9 i + 23 j + 9 k] ^ 9 = [1403750773214942947209486 + 144440817398914914641889 i + 595217548473527118613823 j + 329226271375699885572369 k]
BICP | Distance=486 | [9 + 23 i + 9 j + 486 k] ^ 9 = [329226271375699885572369 + 595217548473527118613823 i + 144440817398914914641889 j + 1403750773214942947209486 k]
BICP | Distance=486 | [9 + 24 i + 8 j + 486 k] ^ 5 = [2911469955489 + 6500766530424 i + 1707821655848 j + 26496635625486 k]
BICP | Distance=486 | [9 + 24 i + 48 j + 486 k] ^ 5 = [4944394707489 + 5309541098424 i + 12480146880048 j + 24076250217486 k]
BICP | Distance=486 | [9 + 24 i + 98 j + 486 k] ^ 5 = [7041189912489 + 3125853308424 i + 24348954940298 j + 16109769267486 k]
BICP | Distance=486 | [9 + 26 i + 2 j + 486 k] ^ 5 = [2588019477489 + 7184199121826 i + 13593340202 j + 26432625447486 k]
BICP | Distance=486 | [9 + 26 i + 52 j + 486 k] ^ 5 = [5360203572489 + 5675719381826 i + 13437508250452 j + 23539463847486 k]
BICP | Distance=486 | [486 + 9 i + 27 j + 3 k] ^ 9 = [1335590486595548000847486 + 193681878482318413174209 i + 716643645116645331181827 j + 185541251912327290679163 k]
BICP | Distance=486 | [9 + 30 i + 8 j + 486 k] ^ 5 = [3000090840489 + 8144718346230 i + 1566705885848 j + 26131897107486 k]
BICP | Distance=486 | [9 + 30 i + 48 j + 486 k] ^ 5 = [5573233752489 + 6862081522230 i + 12251146110048 j + 23752494027486 k]
BICP | Distance=486 | [9 + 30 i + 98 j + 486 k] ^ 5 = [8305279557489 + 4375746982230 i + 24019429120298 j + 15857750187486 k]
BICP | Distance=486 | [9 + 486 i + 36 j + 6 k] ^ 5 = [2091137258889 + 28496152431486 i + 10248257275236 j + 977497875486 k]
BICP | Distance=486 | [9 + 36 i + 486 j + 6 k] ^ 5 = [2091137258889 + 10248257275236 i + 28496152431486 j + 977497875486 k]
BICP | Distance=486 | [9 + 486 i + 39 j + 9 k] ^ 9 = [127156443914981238044769 + 1850527241560577324025486 i + 1179410680272461006052639 j + 127156443914981238044769 k]
BICP | Distance=486 | [9 + 39 i + 486 j + 9 k] ^ 9 = [127156443914981238044769 + 1179410680272461006052639 i + 1850527241560577324025486 j + 127156443914981238044769 k]
BICP | Distance=486 | [9 + 486 i + 43 j + 5 k] ^ 9 = [202906390142693770453089 + 1935517367101070615553486 i + 1301957405273855549223043 j + -17749781904707147883715 k]
BICP | Distance=486 | [9 + 43 i + 486 j + 5 k] ^ 9 = [202906390142693770453089 + 1301957405273855549223043 i + 1935517367101070615553486 j + -17749781904707147883715 k]
BICP | Distance=486 | [9 + 48 i + 0 j + 486 k] ^ 5 = [2365495971489 + 13155754920048 i + -982461985920 j + 24571620297486 k]
BICP | Distance=486 | [486 + 9 i + 48 j + 2 k] ^ 5 = [24407756271486 + 2144312113689 i + 13062087822048 j + 1506001038602 k]
BICP | Distance=486 | [486 + 9 i + 48 j + 4 k] ^ 5 = [24433318197486 + 1927021164849 i + 13026048420048 j + 2030433342964 k]
BICP | Distance=486 | [9 + 48 i + 4 j + 486 k] ^ 5 = [2801407695489 + 13070075052048 i + 70437094324 j + 24578184321486 k]
BICP | Distance=486 | [486 + 9 i + 48 j + 14 k] ^ 5 = [24694815087486 + 847025565849 i + 12886318290048 j + 4659718515014 k]
BICP | Distance=486 | [9 + 48 i + 24 j + 486 k] ^ 5 = [4944394707489 + 12480146880048 i + 5309541098424 j + 24076250217486 k]
BICP | Distance=486 | [9 + 48 i + 30 j + 486 k] ^ 5 = [5573233752489 + 12251146110048 i + 6862081522230 j + 23752494027486 k]
BICP | Distance=486 | [9 + 48 i + 74 j + 486 k] ^ 5 = [9915544032489 + 9856509690048 i + 17618298558674 j + 18984123387486 k]
BICP | Distance=486 | [9 + 48 i + 80 j + 486 k] ^ 5 = [10463290467489 + 9434736120048 i + 18960439982480 j + 18015761097486 k]
BICP | Distance=486 | [9 + 52 i + 0 j + 486 k] ^ 5 = [2340074031489 + 14203026380452 i + -1062514234080 j + 24116850657486 k]
BICP | Distance=486 | [486 + 9 i + 52 j + 6 k] ^ 5 = [24016781691486 + 1631469633849 i + 14037079538452 j + 2618283193086 k]
BICP | Distance=486 | [9 + 52 i + 6 j + 486 k] ^ 5 = [3046529220489 + 14070067670452 i + 499791597726 j + 24116550687486 k]
BICP | Distance=486 | [486 + 9 i + 52 j + 8 k] ^ 5 = [24061008501486 + 1397298395889 i + 14007437100452 j + 3137859703048 k]
BICP | Distance=486 | [9 + 52 i + 20 j + 486 k] ^ 5 = [4673598027489 + 13657695920452 i + 4131992058020 j + 23805453537486 k]
BICP | Distance=486 | [9 + 52 i + 26 j + 486 k] ^ 5 = [5360203572489 + 13437508250452 i + 5675719381826 j + 23539463847486 k]
BICP | Distance=486 | [9 + 52 i + 70 j + 486 k] ^ 5 = [10128574212489 + 11042871830452 i + 16431936418270 j + 19197153567486 k]
BICP | Distance=486 | [9 + 52 i + 76 j + 486 k] ^ 5 = [10734087147489 + 10612285160452 i + 17782890942076 j + 18286557777486 k]
BICP | Distance=486 | [9 + 486 i + 64 j + 8 k] ^ 5 = [1572231408849 + 31746516381486 i + 18580257371264 j + 1114703183848 k]
BICP | Distance=486 | [9 + 64 i + 486 j + 8 k] ^ 5 = [1572231408849 + 18580257371264 i + 31746516381486 j + 1114703183848 k]
BICP | Distance=486 | [486 + 9 i + 64 j + 14 k] ^ 5 = [22690813311486 + 239639521689 i + 17011705306064 j + 4800813251014 k]
BICP | Distance=486 | [9 + 486 i + 64 j + 14 k] ^ 5 = [669080299689 + 31636577619486 i + 18650267849264 j + 2956358427814 k]
BICP | Distance=486 | [9 + 64 i + 486 j + 14 k] ^ 5 = [669080299689 + 18650267849264 i + 31636577619486 j + 2956358427814 k]
BICP | Distance=486 | [9 + 70 i + 52 j + 486 k] ^ 5 = [10128574212489 + 16431936418270 i + 11042871830452 j + 19197153567486 k]
BICP | Distance=486 | [9 + 74 i + 8 j + 486 k] ^ 5 = [3488956800489 + 19541883030674 i + 432775065848 j + 20993166675486 k]
BICP | Distance=486 | [9 + 74 i + 48 j + 486 k] ^ 5 = [9915544032489 + 17618298558674 i + 9856509690048 j + 18984123387486 k]
BICP | Distance=486 | [9 + 74 i + 98 j + 486 k] ^ 5 = [17173572837489 + 12961979718674 i + 20132585500298 j + 11847072087486 k]
BICP | Distance=486 | [9 + 76 i + 52 j + 486 k] ^ 5 = [10734087147489 + 17782890942076 i + 10612285160452 j + 18286557777486 k]
BICP | Distance=486 | [9 + 80 i + 8 j + 486 k] ^ 5 = [3532513875489 + 20967040646480 i + 266246415848 j + 19964900457486 k]
BICP | Distance=486 | [9 + 80 i + 48 j + 486 k] ^ 5 = [10463290467489 + 18960439982480 i + 9434736120048 j + 18015761097486 k]
BICP | Distance=486 | [9 + 80 i + 98 j + 486 k] ^ 5 = [18312262872489 + 14016180392480 i + 19405244980298 j + 11013464907486 k]
BICP | Distance=486 | [9 + 486 i + 86 j + 6 k] ^ 5 = [1760126483889 + 35655748803486 i + 25559647553486 j + 154474275486 k]
BICP | Distance=486 | [9 + 86 i + 486 j + 6 k] ^ 5 = [1760126483889 + 25559647553486 i + 35655748803486 j + 154474275486 k]
BICP | Distance=486 | [9 + 98 i + 0 j + 486 k] ^ 5 = [1903812216489 + 25177859620298 i + -1943276695920 j + 16394473467486 k]
BICP | Distance=486 | [486 + 9 i + 98 j + 2 k] ^ 5 = [16259880195486 + 1469523568689 i + 25033357560298 j + 2363609978602 k]
BICP | Distance=486 | [486 + 9 i + 98 j + 4 k] ^ 5 = [16296619527486 + 1038982299849 i + 25005300240298 j + 2785646572964 k]
BICP | Distance=486 | [9 + 98 i + 24 j + 486 k] ^ 5 = [7041189912489 + 24348954940298 i + 3125853308424 j + 16109769267486 k]
BICP | Distance=486 | [9 + 98 i + 30 j + 486 k] ^ 5 = [8305279557489 + 24019429120298 i + 4375746982230 j + 15857750187486 k]
BICP | Distance=486 | [9 + 98 i + 74 j + 486 k] ^ 5 = [17173572837489 + 20132585500298 i + 12961979718674 j + 11847072087486 k]
BICP | Distance=486 | [9 + 98 i + 80 j + 486 k] ^ 5 = [18312262872489 + 19405244980298 i + 14016180392480 j + 11013464907486 k]
BICP | Distance=486 | [9 + 486 i + 207 j + 9 k] ^ 9 = [2859038344978916969889 + 18436223326823553917457486 i + 18427492665853029849915207 j + 2859038344978916969889 k]
BICP | Distance=486 | [9 + 207 i + 486 j + 9 k] ^ 9 = [2859038344978916969889 + 18427492665853029849915207 i + 18436223326823553917457486 j + 2859038344978916969889 k]
BICP | Distance=486 | [9 + 486 i + 265 j + 9 k] ^ 9 = [432663145849823573889 + 37995743547822802102191486 i + 37994779366883116168065265 j + 432663145849823573889 k]
BICP | Distance=486 | [9 + 265 i + 486 j + 9 k] ^ 9 = [432663145849823573889 + 37994779366883116168065265 i + 37995743547822802102191486 j + 432663145849823573889 k]
BICP | Distance=486 | [9 + 486 i + 293 j + 5 k] ^ 9 = [2440539360260025931081089 + 52771080629588614307847486 i + 52770778170908569793781293 j + -2440308613503891954855715 k]
BICP | Distance=486 | [9 + 293 i + 486 j + 5 k] ^ 9 = [2440539360260025931081089 + 52770778170908569793781293 i + 52771080629588614307847486 j + -2440308613503891954855715 k]
BICP | Distance=486 | [486 + 9 i + 423 j + 9 k] ^ 9 = [18625096347863877681273486 + 3299302310689407275201889 i + 3018544098381902202345423 j + 777119778326814351732369 k]
BICP | Distance=486 | [9 + 423 i + 9 j + 486 k] ^ 9 = [777119778326814351732369 + 3018544098381902202345423 i + 3299302310689407275201889 j + 18625096347863877681273486 k]
BICP | Distance=486 | [486 + 9 i + 452 j + 8 k] ^ 9 = [22128687488352171025530486 + 3685790084880265283209689 i + 10959599376646361057628452 j + 1721391282642154682864648 k]
BICP | Distance=486 | [10 + 2 i + 3 j + 486 k] ^ 5 = [2804659990610 + 490258488202 i + 792875389323 j + 27213960411486 k]
BICP | Distance=486 | [10 + 2 i + 23 j + 486 k] ^ 5 = [2859534914610 + 24732804202 i + 6356959933423 j + 26622662479486 k]
BICP | Distance=486 | [10 + 2 i + 423 j + 486 k] ^ 9 = [1987164900317064245989210 + 1863255466012391949128402 i + 2926330733811543290910423 j + 18865185949086237554238486 k]
BICP | Distance=486 | [10 + 3 i + 2 j + 486 k] ^ 5 = [2804659990610 + 792875389323 i + 490258488202 j + 27213960411486 k]
BICP | Distance=486 | [10 + 7 i + 8 j + 486 k] ^ 5 = [2912450666610 + 1769994100727 i + 2072611001848 j + 27106169735486 k]
BICP | Distance=486 | [10 + 7 i + 48 j + 486 k] ^ 5 = [3390027010610 + 751586260727 i + 12989539242048 j + 24585599151486 k]
BICP | Distance=486 | [10 + 8 i + 7 j + 486 k] ^ 5 = [2912450666610 + 2072611001848 i + 1769994100727 j + 27106169735486 k]
BICP | Distance=486 | [10 + 8 i + 27 j + 486 k] ^ 5 = [3230494558610 + 1576965809848 i + 7309861912827 j + 26349162867486 k]
BICP | Distance=486 | [10 + 8 i + 77 j + 486 k] ^ 5 = [3749085878610 + 178476269848 i + 20252591528077 j + 20517409627486 k]
BICP | Distance=486 | [10 + 23 i + 2 j + 486 k] ^ 5 = [2859534914610 + 6356959933423 i + 24732804202 j + 26622662479486 k]
BICP | Distance=486 | [10 + 23 i + 52 j + 486 k] ^ 5 = [5275189814610 + 4790890408423 i + 13506871554452 j + 23720183579486 k]
BICP | Distance=486 | [10 + 23 i + 52 j + 486 k] ^ 9 = [683436858475935722509210 + 228122588152525400896823 i + 1153853702220925883668852 j + 912550144010154609558486 k]
BICP | Distance=486 | [10 + 23 i + 452 j + 486 k] ^ 9 = [1079445211564188983149210 + 8341266426816063695296823 i + 11352448637509885028952452 j + 21149484504761815828278486 k]
BICP | Distance=486 | [10 + 27 i + 8 j + 486 k] ^ 5 = [3230494558610 + 7309861912827 i + 1576965809848 j + 26349162867486 k]
BICP | Distance=486 | [10 + 27 i + 48 j + 486 k] ^ 5 = [5518601814610 + 5982767416827 i + 12314994546048 j + 23963595579486 k]
BICP | Distance=486 | [10 + 27 i + 48 j + 486 k] ^ 9 = [735644233410437349709210 + 350597516621776290273627 i + 1031378773751674994292048 j + 964757518944656236758486 k]
BICP | Distance=486 | [10 + 27 i + 98 j + 486 k] ^ 5 = [7882954414610 + 3541685941827 i + 24148946496298 j + 16048680579486 k]
BICP | Distance=486 | [10 + 48 i + 7 j + 486 k] ^ 5 = [3390027010610 + 12989539242048 i + 751586260727 j + 24585599151486 k]
BICP | Distance=486 | [10 + 48 i + 27 j + 486 k] ^ 5 = [5518601814610 + 12314994546048 i + 5982767416827 j + 23963595579486 k]
BICP | Distance=486 | [10 + 48 i + 27 j + 486 k] ^ 9 = [735644233410437349709210 + 1031378773751674994292048 i + 350597516621776290273627 j + 964757518944656236758486 k]
BICP | Distance=486 | [10 + 48 i + 77 j + 486 k] ^ 5 = [10414823614610 + 9487325646048 i + 18203306792077 j + 18580549779486 k]
BICP | Distance=486 | [10 + 48 i + 77 j + 486 k] ^ 9 = [1369244819511225796189210 + 162177587094967818252048 i + 1087908701163368301024077 j + 226742182974864535878486 k]
BICP | Distance=486 | [10 + 52 i + 23 j + 486 k] ^ 5 = [5275189814610 + 13506871554452 i + 4790890408423 j + 23720183579486 k]
BICP | Distance=486 | [10 + 52 i + 23 j + 486 k] ^ 9 = [683436858475935722509210 + 1153853702220925883668852 i + 228122588152525400896823 j + 912550144010154609558486 k]
BICP | Distance=486 | [10 + 52 i + 73 j + 486 k] ^ 5 = [10658235614610 + 10679202654452 i + 17011429783673 j + 18823961779486 k]
BICP | Distance=486 | [10 + 52 i + 73 j + 486 k] ^ 9 = [1421452194445727423389210 + 284652515564218707628852 i + 965433772694117411647273 j + 278949557909366163078486 k]
BICP | Distance=486 | [10 + 73 i + 52 j + 486 k] ^ 5 = [10658235614610 + 17011429783673 i + 10679202654452 j + 18823961779486 k]
BICP | Distance=486 | [10 + 73 i + 52 j + 486 k] ^ 9 = [1421452194445727423389210 + 965433772694117411647273 i + 284652515564218707628852 j + 278949557909366163078486 k]
BICP | Distance=486 | [10 + 77 i + 8 j + 486 k] ^ 5 = [3749085878610 + 20252591528077 i + 178476269848 j + 20517409627486 k]
BICP | Distance=486 | [10 + 77 i + 48 j + 486 k] ^ 5 = [10414823614610 + 18203306792077 i + 9487325646048 j + 18580549779486 k]
BICP | Distance=486 | [10 + 77 i + 48 j + 486 k] ^ 9 = [1369244819511225796189210 + 1087908701163368301024077 i + 162177587094967818252048 j + 226742182974864535878486 k]
BICP | Distance=486 | [10 + 77 i + 98 j + 486 k] ^ 5 = [17921436314610 + 13304222267077 i + 19636449396298 j + 11560761079486 k]
BICP | Distance=486 | [10 + 98 i + 27 j + 486 k] ^ 5 = [7882954414610 + 24148946496298 i + 3541685941827 j + 16048680579486 k]
BICP | Distance=486 | [10 + 98 i + 77 j + 486 k] ^ 5 = [17921436314610 + 19636449396298 i + 13304222267077 j + 11560761079486 k]
BICP | Distance=486 | [10 + 423 i + 2 j + 486 k] ^ 9 = [1987164900317064245989210 + 2926330733811543290910423 i + 1863255466012391949128402 j + 18865185949086237554238486 k]
BICP | Distance=486 | [10 + 452 i + 23 j + 486 k] ^ 9 = [1079445211564188983149210 + 11352448637509885028952452 i + 8341266426816063695296823 j + 21149484504761815828278486 k]
BICP | Distance=486 | [11 + 0 i + 2 j + 486 k] ^ 5 = [3071202371611 + -50533171920 i + 559581528202 j + 27247569831486 k]
BICP | Distance=486 | [11 + 0 i + 8 j + 486 k] ^ 5 = [3066525116611 + -202081366080 i + 2237191823848 j + 27178599141486 k]
BICP | Distance=486 | [11 + 0 i + 48 j + 486 k] ^ 5 = [2892190956611 + -1200992158080 i + 13169317512048 j + 24616212741486 k]
BICP | Distance=486 | [11 + 0 i + 52 j + 486 k] ^ 5 = [2861117936611 + -1298850901920 i + 14217710868452 j + 24161209821486 k]
BICP | Distance=486 | [11 + 0 i + 98 j + 486 k] ^ 5 = [2327878691611 + -2375535088080 i + 25205263752298 j + 16434808551486 k]
BICP | Distance=486 | [11 + 1 i + 423 j + 486 k] ^ 9 = [2355286389360472501594211 + 1779266918110039831613401 i + 2897085781879132466385423 j + 18905452678136850583563486 k]
BICP | Distance=486 | [11 + 2 i + 0 j + 486 k] ^ 5 = [3071202371611 + 559581528202 i + -50533171920 j + 27247569831486 k]
BICP | Distance=486 | [486 + 11 i + 2 j + 2 k] ^ 5 = [26974996955486 + 3056057474611 i + 505728072202 j + 606617084202 k]
BICP | Distance=486 | [11 + 486 i + 2 j + 2 k] ^ 5 = [3056057474611 + 26974996955486 i + 606617084202 j + 505728072202 k]
BICP | Distance=486 | [11 + 2 i + 486 j + 2 k] ^ 5 = [3056057474611 + 606617084202 i + 26974996955486 j + 505728072202 k]
BICP | Distance=486 | [11 + 2 i + 4 j + 486 k] ^ 5 = [3088348351611 + 458298588202 i + 1068413288324 j + 27230423851486 k]
BICP | Distance=486 | [11 + 486 i + 2 j + 52 k] ^ 5 = [2619541049611 + 23913530551486 i + 1815533984202 j + 14081601450452 k]
BICP | Distance=486 | [11 + 2 i + 486 j + 52 k] ^ 5 = [2619541049611 + 1815533984202 i + 23913530551486 j + 14081601450452 k]
BICP | Distance=486 | [11 + 2 i + 424 j + 486 k] ^ 9 = [2249992790898668199559211 + 2000642338060134114368402 i + 3118461201829226749140424 j + 19010746276598654885598486 k]
BICP | Distance=486 | [11 + 2 i + 480 j + 486 k] ^ 9 = [4637771780256311602759211 + 1095176847846591794768402 i + 21289297146701446457484480 j + 24253397454837104070318486 k]
BICP | Distance=486 | [11 + 4 i + 2 j + 486 k] ^ 5 = [3088348351611 + 1068413288324 i + 458298588202 j + 27230423851486 k]
BICP | Distance=486 | [11 + 4 i + 6 j + 486 k] ^ 5 = [3122633015611 + 966480590564 i + 1576595290686 j + 27196139187486 k]
BICP | Distance=486 | [11 + 4 i + 6 j + 486 k] ^ 9 = [318864124039701255285611 + 82636087570839227611204 i + 149633491040224370045046 j + 1530209724577846284582486 k]
BICP | Distance=486 | [486 + 11 i + 4 j + 36 k] ^ 5 = [28467708129486 + 2833182045011 i + 235453089364 j + 10219812973236 k]
BICP | Distance=486 | [11 + 4 i + 36 j + 486 k] ^ 5 = [3298603076611 + 177892753364 i + 9859137771636 j + 25770587373486 k]
BICP | Distance=486 | [11 + 5 i + 27 j + 486 k] ^ 9 = [343758388574316229594211 + -4347233922404208289795 i + 719295334108620198798627 j + 1376778226048204427883486 k]
BICP | Distance=486 | [11 + 5 i + 77 j + 486 k] ^ 9 = [254103718201433253694211 + -275206172373983605309795 i + 1679336385064597417719077 j + 299439174868660187013486 k]
BICP | Distance=486 | [11 + 6 i + 4 j + 486 k] ^ 5 = [3122633015611 + 1576595290686 i + 966480590564 j + 27196139187486 k]
BICP | Distance=486 | [11 + 6 i + 4 j + 486 k] ^ 9 = [318864124039701255285611 + 149633491040224370045046 i + 82636087570839227611204 j + 1530209724577846284582486 k]
BICP | Distance=486 | [11 + 6 i + 8 j + 486 k] ^ 5 = [3174041771611 + 1473579765726 i + 2083694465848 j + 27144730431486 k]
BICP | Distance=486 | [486 + 11 i + 6 j + 14 k] ^ 5 = [27170846451486 + 2885011975411 i + 1322824472286 j + 4047905111014 k]
BICP | Distance=486 | [11 + 6 i + 14 j + 486 k] ^ 5 = [3246388730611 + 1316672036286 i + 3755945226214 j + 26998735527486 k]
BICP | Distance=486 | [11 + 6 i + 48 j + 486 k] ^ 5 = [3545075211611 + 380011821726 i + 13009962162048 j + 24620792391486 k]
BICP | Distance=486 | [486 + 11 i + 6 j + 64 k] ^ 5 = [31726552239486 + 2487106360411 i + 199828232286 j + 18560293229264 k]
BICP | Distance=486 | [11 + 8 i + 0 j + 486 k] ^ 5 = [3066525116611 + 2237191823848 i + -202081366080 j + 27178599141486 k]
BICP | Distance=486 | [11 + 8 i + 6 j + 486 k] ^ 5 = [3174041771611 + 2083694465848 i + 1473579765726 j + 27144730431486 k]
BICP | Distance=486 | [11 + 8 i + 20 j + 486 k] ^ 5 = [3402534112611 + 1710439499848 i + 5366978198020 j + 26744420717486 k]
BICP | Distance=486 | [11 + 8 i + 26 j + 486 k] ^ 5 = [3490634347611 + 1544344109848 i + 7021150581826 j + 26435555567486 k]
BICP | Distance=486 | [11 + 486 i + 8 j + 48 k] ^ 5 = [2019022723411 + 24477422841486 i + 3296288265448 j + 12912890832048 k]
BICP | Distance=486 | [11 + 8 i + 486 j + 48 k] ^ 5 = [2019022723411 + 3296288265448 i + 24477422841486 j + 12912890832048 k]
BICP | Distance=486 | [11 + 8 i + 70 j + 486 k] ^ 5 = [3946572907611 + 229688129848 i + 18556080938270 j + 21694801087486 k]
BICP | Distance=486 | [11 + 8 i + 76 j + 486 k] ^ 5 = [3981690592611 + 39166259848 i + 20008516522076 j + 20718541837486 k]
BICP | Distance=486 | [11 + 486 i + 8 j + 98 k] ^ 5 = [602170528411 + 16375852775486 i + 4060400255448 j + 24905973000298 k]
BICP | Distance=486 | [11 + 8 i + 486 j + 98 k] ^ 5 = [602170528411 + 4060400255448 i + 16375852775486 j + 24905973000298 k]
BICP | Distance=486 | [486 + 11 i + 11 j + 139 k] ^ 9 = [7307224170695703963933486 + 20033931814389922684211 i + 20033931814389922684211 j + 7244691057671147842707139 k]
BICP | Distance=486 | [486 + 11 i + 11 j + 389 k] ^ 9 = [150328900463656570871835486 + 431709254017384211 i + 431709254017384211 j + 150328900866432998219961389 k]
BICP | Distance=486 | [11 + 486 i + 14 j + 6 k] ^ 5 = [2885011975411 + 27170846451486 i + 4047905111014 j + 1322824472286 k]
BICP | Distance=486 | [11 + 14 i + 486 j + 6 k] ^ 5 = [2885011975411 + 4047905111014 i + 27170846451486 j + 1322824472286 k]
BICP | Distance=486 | [11 + 14 i + 6 j + 486 k] ^ 5 = [3246388730611 + 3755945226214 i + 1316672036286 j + 26998735527486 k]
BICP | Distance=486 | [486 + 11 i + 14 j + 36 k] ^ 5 = [28314284931486 + 1990255503611 i + 3103894887014 j + 10430124775236 k]
BICP | Distance=486 | [11 + 486 i + 14 j + 36 k] ^ 5 = [1829584025611 + 25792514559486 i + 4677212003014 j + 9603031291236 k]
BICP | Distance=486 | [11 + 14 i + 486 j + 36 k] ^ 5 = [1829584025611 + 4677212003014 i + 25792514559486 j + 9603031291236 k]
BICP | Distance=486 | [11 + 14 i + 36 j + 486 k] ^ 5 = [4106944223611 + 2879879351014 i + 9565062055236 j + 25623145395486 k]
BICP | Distance=486 | [11 + 486 i + 14 j + 36 k] ^ 9 = [44271409160127582864011 + 1270436628112187317182486 i + 508442645035395690630014 j + 902746696029176655129636 k]
BICP | Distance=486 | [11 + 14 i + 486 j + 36 k] ^ 9 = [44271409160127582864011 + 508442645035395690630014 i + 1270436628112187317182486 j + 902746696029176655129636 k]
BICP | Distance=486 | [486 + 11 i + 14 j + 86 k] ^ 5 = [35528088803486 + 784678778611 i + 2390330987014 j + 25687307553486 k]
BICP | Distance=486 | [11 + 14 i + 86 j + 486 k] ^ 5 = [5162719498611 + 1081125479014 i + 22125944833486 j + 18863686295486 k]
BICP | Distance=486 | [11 + 486 i + 14 j + 436 k] ^ 9 = [4689507350429423103580811 + 20152150672266137114142486 i + 2376448766897070893670014 j + 5980935364410288582096436 k]
BICP | Distance=486 | [11 + 14 i + 486 j + 436 k] ^ 9 = [4689507350429423103580811 + 2376448766897070893670014 i + 20152150672266137114142486 j + 5980935364410288582096436 k]
BICP | Distance=486 | [11 + 20 i + 8 j + 486 k] ^ 5 = [3402534112611 + 5366978198020 i + 1710439499848 j + 26744420717486 k]
BICP | Distance=486 | [11 + 20 i + 48 j + 486 k] ^ 5 = [5043468464611 + 4056299150020 i + 12543975396048 j + 24319276029486 k]
BICP | Distance=486 | [11 + 20 i + 48 j + 486 k] ^ 9 = [627033867280743597649211 + 190723403167928924220020 i + 1101170820545584997352048 j + 1014057971461329030378486 k]
BICP | Distance=486 | [11 + 20 i + 98 j + 486 k] ^ 5 = [6614116639611 + 1862379800020 i + 24488324796298 j + 16332618779486 k]
BICP | Distance=486 | [11 + 23 i + 45 j + 486 k] ^ 9 = [666756255220967612374211 + 284125827841244757241823 i + 1007768395872269164330245 j + 1053780359401553045103486 k]
BICP | Distance=486 | [11 + 23 i + 51 j + 486 k] ^ 9 = [697887564812148515794211 + 219326749902401843581823 i + 1129774167280057916713851 j + 943204273929924112233486 k]
BICP | Distance=486 | [11 + 486 i + 23 j + 423 k] ^ 9 = [5714524715687736447205811 + 18279038848628562448581486 i + 3585848276714249288103023 j + 2208345326658008118261423 k]
BICP | Distance=486 | [11 + 23 i + 486 j + 423 k] ^ 9 = [5714524715687736447205811 + 3585848276714249288103023 i + 18279038848628562448581486 j + 2208345326658008118261423 k]
BICP | Distance=486 | [11 + 23 i + 451 j + 486 k] ^ 9 = [1310520462850350315874211 + 8369804894470344698701823 i + 10953886413578400727677451 j + 21004250964106002132633486 k]
BICP | Distance=486 | [11 + 24 i + 52 j + 486 k] ^ 5 = [5646551264611 + 4934471558424 i + 13422147804452 j + 23716193229486 k]
BICP | Distance=486 | [11 + 24 i + 52 j + 486 k] ^ 9 = [722334141958575175729211 + 227373016551833245036824 i + 1137820433929489318168852 j + 918757696783497452298486 k]
BICP | Distance=486 | [11 + 24 i + 452 j + 486 k] ^ 9 = [1310528181315201862129211 + 8742978887044785408076824 i + 11327060406152841437052452 j + 21004243245641150586378486 k]
BICP | Distance=486 | [11 + 26 i + 8 j + 486 k] ^ 5 = [3490634347611 + 7021150581826 i + 1544344109848 j + 26435555567486 k]
BICP | Distance=486 | [11 + 26 i + 48 j + 486 k] ^ 5 = [5673474539611 + 5619103341826 i + 12304286046048 j + 24056615079486 k]
BICP | Distance=486 | [11 + 26 i + 48 j + 486 k] ^ 9 = [737609952752372530519211 + 312729174575717676603626 i + 1036371742606742083692048 j + 982926661870148126958486 k]
BICP | Distance=486 | [11 + 26 i + 98 j + 486 k] ^ 5 = [7881499114611 + 3122396841826 i + 24167216196298 j + 16144906679486 k]
BICP | Distance=486 | [11 + 27 i + 5 j + 486 k] ^ 9 = [343758388574316229594211 + 719295334108620198798627 i + -4347233922404208289795 j + 1376778226048204427883486 k]
BICP | Distance=486 | [11 + 27 i + 49 j + 486 k] ^ 9 = [762056529898799190454211 + 320775441225149078058627 i + 1044418009256173485147049 j + 958480084723721467023486 k]
BICP | Distance=486 | [11 + 27 i + 55 j + 486 k] ^ 9 = [797878191037422847354211 + 246841397656478869638627 i + 1157288815034134942770655 j + 843213647704649780673486 k]
BICP | Distance=486 | [11 + 30 i + 52 j + 486 k] ^ 5 = [6324146639611 + 6473111650230 i + 13158294354452 j + 23405942979486 k]
BICP | Distance=486 | [11 + 30 i + 52 j + 486 k] ^ 9 = [837600578977646862079211 + 340243822329794702660430 i + 1063886390360819109748852 j + 882936035644873795398486 k]
BICP | Distance=486 | [11 + 30 i + 452 j + 486 k] ^ 9 = [822556696458265308799211 + 10633327565389472808740430 i + 11751146429158565443512452 j + 20438182371039057776358486 k]
BICP | Distance=486 | [11 + 486 i + 36 j + 4 k] ^ 5 = [2833182045011 + 28467708129486 i + 10219812973236 j + 235453089364 k]
BICP | Distance=486 | [11 + 36 i + 486 j + 4 k] ^ 5 = [2833182045011 + 10219812973236 i + 28467708129486 j + 235453089364 k]
BICP | Distance=486 | [11 + 36 i + 4 j + 486 k] ^ 5 = [3298603076611 + 9859137771636 i + 177892753364 j + 25770587373486 k]
BICP | Distance=486 | [486 + 11 i + 36 j + 14 k] ^ 5 = [25792514559486 + 1829584025611 i + 9603031291236 j + 4677212003014 k]
BICP | Distance=486 | [11 + 486 i + 36 j + 14 k] ^ 5 = [1990255503611 + 28314284931486 i + 10430124775236 j + 3103894887014 k]
BICP | Distance=486 | [11 + 36 i + 486 j + 14 k] ^ 5 = [1990255503611 + 10430124775236 i + 28314284931486 j + 3103894887014 k]
BICP | Distance=486 | [11 + 36 i + 14 j + 486 k] ^ 5 = [4106944223611 + 9565062055236 i + 2879879351014 j + 25623145395486 k]
BICP | Distance=486 | [486 + 11 i + 36 j + 14 k] ^ 9 = [1270436628112187317182486 + 44271409160127582864011 i + 902746696029176655129636 j + 508442645035395690630014 k]
BICP | Distance=486 | [11 + 36 i + 64 j + 486 k] ^ 5 = [7830888848611 + 7359697033236 i + 15847373279264 j + 21531855645486 k]
BICP | Distance=486 | [11 + 45 i + 23 j + 486 k] ^ 9 = [666756255220967612374211 + 1007768395872269164330245 i + 284125827841244757241823 j + 1053780359401553045103486 k]
BICP | Distance=486 | [11 + 45 i + 73 j + 486 k] ^ 9 = [1289177227104103712914211 + 200329708824924456310245 i + 1110777126202580529442273 j + 351914611637968915113486 k]
BICP | Distance=486 | [11 + 48 i + 0 j + 486 k] ^ 5 = [2892190956611 + 13169317512048 i + -1200992158080 j + 24616212741486 k]
BICP | Distance=486 | [11 + 48 i + 6 j + 486 k] ^ 5 = [3545075211611 + 13009962162048 i + 380011821726 j + 24620792391486 k]
BICP | Distance=486 | [486 + 11 i + 48 j + 8 k] ^ 5 = [24477422841486 + 2019022723411 i + 12912890832048 j + 3296288265448 k]
BICP | Distance=486 | [11 + 48 i + 20 j + 486 k] ^ 5 = [5043468464611 + 12543975396048 i + 4056299150020 j + 24319276029486 k]
BICP | Distance=486 | [11 + 48 i + 20 j + 486 k] ^ 9 = [627033867280743597649211 + 1101170820545584997352048 i + 190723403167928924220020 j + 1014057971461329030378486 k]
BICP | Distance=486 | [11 + 48 i + 26 j + 486 k] ^ 5 = [5673474539611 + 12304286046048 i + 5619103341826 j + 24056615079486 k]
BICP | Distance=486 | [11 + 48 i + 26 j + 486 k] ^ 9 = [737609952752372530519211 + 1036371742606742083692048 i + 312729174575717676603626 j + 982926661870148126958486 k]
BICP | Distance=486 | [11 + 48 i + 70 j + 486 k] ^ 5 = [10005793739611 + 9832760946048 i + 16517943650270 j + 19724295879486 k]
BICP | Distance=486 | [11 + 48 i + 70 j + 486 k] ^ 9 = [1328899615044327727639211 + 293732133498240289332048 i + 1017374701529264696420470 j + 391636999578192929838486 k]
BICP | Distance=486 | [11 + 48 i + 76 j + 486 k] ^ 5 = [10549668464611 + 9400968396048 i + 17888644642076 j + 18813076029486 k]
BICP | Distance=486 | [11 + 48 i + 76 j + 486 k] ^ 9 = [1371131336855157405649211 + 163255842026490508152048 i + 1073703259404146581284076 j + 269960501886915222378486 k]
BICP | Distance=486 | [11 + 49 i + 27 j + 486 k] ^ 9 = [762056529898799190454211 + 1044418009256173485147049 i + 320775441225149078058627 j + 958480084723721467023486 k]
BICP | Distance=486 | [11 + 49 i + 77 j + 486 k] ^ 9 = [1398061255097652588874211 + 148967326007930459967049 i + 1059414743385586533099077 j + 243030583644420039153486 k]
BICP | Distance=486 | [11 + 51 i + 23 j + 486 k] ^ 9 = [697887564812148515794211 + 1129774167280057916713851 i + 219326749902401843581823 j + 943204273929924112233486 k]
BICP | Distance=486 | [11 + 51 i + 73 j + 486 k] ^ 9 = [1410853724795381420374211 + 256658266699806341173851 i + 980300834730830748262273 j + 309682889827139237103486 k]
BICP | Distance=486 | [11 + 52 i + 0 j + 486 k] ^ 5 = [2861117936611 + 14217710868452 i + -1298850901920 j + 24161209821486 k]
BICP | Distance=486 | [486 + 11 i + 52 j + 2 k] ^ 5 = [23913530551486 + 2619541049611 i + 14081601450452 j + 1815533984202 k]
BICP | Distance=486 | [11 + 52 i + 24 j + 486 k] ^ 5 = [5646551264611 + 13422147804452 i + 4934471558424 j + 23716193229486 k]
BICP | Distance=486 | [11 + 52 i + 24 j + 486 k] ^ 9 = [722334141958575175729211 + 1137820433929489318168852 i + 227373016551833245036824 j + 918757696783497452298486 k]
BICP | Distance=486 | [11 + 52 i + 30 j + 486 k] ^ 5 = [6324146639611 + 13158294354452 i + 6473111650230 j + 23405942979486 k]
BICP | Distance=486 | [11 + 52 i + 30 j + 486 k] ^ 9 = [837600578977646862079211 + 1063886390360819109748852 i + 340243822329794702660430 j + 882936035644873795398486 k]
BICP | Distance=486 | [11 + 52 i + 74 j + 486 k] ^ 5 = [10982714839611 + 10452205254452 i + 17137387958674 j + 18747374779486 k]
BICP | Distance=486 | [11 + 52 i + 74 j + 486 k] ^ 9 = [1437783643037876603599211 + 242369750681246292988852 i + 966012318712270700077274 j + 282752971584644053878486 k]
BICP | Distance=486 | [11 + 52 i + 80 j + 486 k] ^ 5 = [11567338864611 + 9980739204452 i + 18468415450480 j + 17795405629486 k]
BICP | Distance=486 | [11 + 52 i + 80 j + 486 k] ^ 9 = [1477290606490324379089211 + 100299519300470727208852 i + 1010746936678126800340880 j + 163801232251748248938486 k]
BICP | Distance=486 | [11 + 486 i + 52 j + 452 k] ^ 9 = [9315982892450516729370011 + 22934795322546774277170486 i + 15011925280201029711703252 j + 5377207679463796431108452 k]
BICP | Distance=486 | [11 + 52 i + 486 j + 452 k] ^ 9 = [9315982892450516729370011 + 15011925280201029711703252 i + 22934795322546774277170486 j + 5377207679463796431108452 k]
BICP | Distance=486 | [11 + 52 i + 480 j + 486 k] ^ 9 = [4640950012842480416209211 + 21671224610285894908168852 i + 24255306129393950937144480 j + 17673821414113872032298486 k]
BICP | Distance=486 | [11 + 55 i + 27 j + 486 k] ^ 9 = [797878191037422847354211 + 1157288815034134942770655 i + 246841397656478869638627 j + 843213647704649780673486 k]
BICP | Distance=486 | [11 + 55 i + 77 j + 486 k] ^ 9 = [1517012994430548393814211 + 193701943973786560230655 i + 917344512004810967319077 j + 203523620191972263663486 k]
BICP | Distance=486 | [11 + 486 i + 64 j + 6 k] ^ 5 = [2487106360411 + 31726552239486 i + 18560293229264 j + 199828232286 k]
BICP | Distance=486 | [11 + 64 i + 486 j + 6 k] ^ 5 = [2487106360411 + 18560293229264 i + 31726552239486 j + 199828232286 k]
BICP | Distance=486 | [11 + 64 i + 36 j + 486 k] ^ 5 = [7830888848611 + 15847373279264 i + 7359697033236 j + 21531855645486 k]
BICP | Distance=486 | [11 + 64 i + 86 j + 486 k] ^ 5 = [14230381723611 + 11977945757264 i + 18663128461486 j + 15499707895486 k]
BICP | Distance=486 | [11 + 70 i + 8 j + 486 k] ^ 5 = [3946572907611 + 18556080938270 i + 229688129848 j + 21694801087486 k]
BICP | Distance=486 | [11 + 70 i + 48 j + 486 k] ^ 5 = [10005793739611 + 16517943650270 i + 9832760946048 j + 19724295879486 k]
BICP | Distance=486 | [11 + 70 i + 48 j + 486 k] ^ 9 = [1328899615044327727639211 + 1017374701529264696420470 i + 293732133498240289332048 j + 391636999578192929838486 k]
BICP | Distance=486 | [11 + 70 i + 98 j + 486 k] ^ 5 = [16769184514611 + 11854711250270 i + 20342387496298 j + 12593559979486 k]
BICP | Distance=486 | [11 + 73 i + 45 j + 486 k] ^ 9 = [1289177227104103712914211 + 1110777126202580529442273 i + 200329708824924456310245 j + 351914611637968915113486 k]
BICP | Distance=486 | [11 + 73 i + 51 j + 486 k] ^ 9 = [1410853724795381420374211 + 980300834730830748262273 i + 256658266699806341173851 j + 309682889827139237103486 k]
BICP | Distance=486 | [11 + 74 i + 52 j + 486 k] ^ 5 = [10982714839611 + 17137387958674 i + 10452205254452 j + 18747374779486 k]
BICP | Distance=486 | [11 + 74 i + 52 j + 486 k] ^ 9 = [1437783643037876603599211 + 966012318712270700077274 i + 242369750681246292988852 j + 282752971584644053878486 k]
BICP | Distance=486 | [11 + 76 i + 8 j + 486 k] ^ 5 = [3981690592611 + 20008516522076 i + 39166259848 j + 20718541837486 k]
BICP | Distance=486 | [11 + 76 i + 48 j + 486 k] ^ 5 = [10549668464611 + 17888644642076 i + 9400968396048 j + 18813076029486 k]
BICP | Distance=486 | [11 + 76 i + 48 j + 486 k] ^ 9 = [1371131336855157405649211 + 1073703259404146581284076 i + 163255842026490508152048 j + 269960501886915222378486 k]
BICP | Distance=486 | [11 + 76 i + 98 j + 486 k] ^ 5 = [17909890639611 + 12938555092076 i + 19623737796298 j + 11820198979486 k]
BICP | Distance=486 | [11 + 77 i + 5 j + 486 k] ^ 9 = [254103718201433253694211 + 1679336385064597417719077 i + -275206172373983605309795 j + 299439174868660187013486 k]
BICP | Distance=486 | [11 + 77 i + 49 j + 486 k] ^ 9 = [1398061255097652588874211 + 1059414743385586533099077 i + 148967326007930459967049 j + 243030583644420039153486 k]
BICP | Distance=486 | [11 + 77 i + 55 j + 486 k] ^ 9 = [1517012994430548393814211 + 917344512004810967319077 i + 193701943973786560230655 j + 203523620191972263663486 k]
BICP | Distance=486 | [11 + 80 i + 52 j + 486 k] ^ 5 = [11567338864611 + 18468415450480 i + 9980739204452 j + 17795405629486 k]
BICP | Distance=486 | [11 + 80 i + 52 j + 486 k] ^ 9 = [1477290606490324379089211 + 1010746936678126800340880 i + 100299519300470727208852 j + 163801232251748248938486 k]
BICP | Distance=486 | [11 + 486 i + 86 j + 14 k] ^ 5 = [784678778611 + 35528088803486 i + 25687307553486 j + 2390330987014 k]
BICP | Distance=486 | [11 + 86 i + 486 j + 14 k] ^ 5 = [784678778611 + 25687307553486 i + 35528088803486 j + 2390330987014 k]
BICP | Distance=486 | [11 + 86 i + 14 j + 486 k] ^ 5 = [5162719498611 + 22125944833486 i + 1081125479014 j + 18863686295486 k]
BICP | Distance=486 | [11 + 86 i + 64 j + 486 k] ^ 5 = [14230381723611 + 18663128461486 i + 11977945757264 j + 15499707895486 k]
BICP | Distance=486 | [11 + 98 i + 0 j + 486 k] ^ 5 = [2327878691611 + 25205263752298 i + -2375535088080 j + 16434808551486 k]
BICP | Distance=486 | [486 + 11 i + 98 j + 8 k] ^ 5 = [16375852775486 + 602170528411 i + 24905973000298 j + 4060400255448 k]
BICP | Distance=486 | [11 + 98 i + 20 j + 486 k] ^ 5 = [6614116639611 + 24488324796298 i + 1862379800020 j + 16332618779486 k]
BICP | Distance=486 | [11 + 98 i + 26 j + 486 k] ^ 5 = [7881499114611 + 24167216196298 i + 3122396841826 j + 16144906679486 k]
BICP | Distance=486 | [11 + 98 i + 70 j + 486 k] ^ 5 = [16769184514611 + 20342387496298 i + 11854711250270 j + 12593559979486 k]
BICP | Distance=486 | [11 + 98 i + 76 j + 486 k] ^ 5 = [17909890639611 + 19623737796298 i + 12938555092076 j + 11820198979486 k]
BICP | Distance=486 | [11 + 486 i + 139 j + 11 k] ^ 9 = [20033931814389922684211 + 7307224170695703963933486 i + 7244691057671147842707139 j + 20033931814389922684211 k]
BICP | Distance=486 | [11 + 139 i + 486 j + 11 k] ^ 9 = [20033931814389922684211 + 7244691057671147842707139 i + 7307224170695703963933486 j + 20033931814389922684211 k]
BICP | Distance=486 | [11 + 270 i + 298 j + 486 k] ^ 9 = [1321510864256687716549211 + 32989037338573325697222270 i + 33899484755950981770354298 j + 319580974485384911478486 k]
BICP | Distance=486 | [11 + 298 i + 270 j + 486 k] ^ 9 = [1321510864256687716549211 + 33899484755950981770354298 i + 32989037338573325697222270 j + 319580974485384911478486 k]
BICP | Distance=486 | [11 + 486 i + 389 j + 11 k] ^ 9 = [431709254017384211 + 150328900463656570871835486 i + 150328900866432998219961389 j + 431709254017384211 k]
BICP | Distance=486 | [11 + 389 i + 486 j + 11 k] ^ 9 = [431709254017384211 + 150328900866432998219961389 i + 150328900463656570871835486 j + 431709254017384211 k]
BICP | Distance=486 | [11 + 423 i + 1 j + 486 k] ^ 9 = [2355286389360472501594211 + 2897085781879132466385423 i + 1779266918110039831613401 j + 18905452678136850583563486 k]
BICP | Distance=486 | [486 + 11 i + 423 j + 23 k] ^ 9 = [18279038848628562448581486 + 5714524715687736447205811 i + 2208345326658008118261423 j + 3585848276714249288103023 k]
BICP | Distance=486 | [11 + 424 i + 2 j + 486 k] ^ 9 = [2249992790898668199559211 + 3118461201829226749140424 i + 2000642338060134114368402 j + 19010746276598654885598486 k]
BICP | Distance=486 | [486 + 11 i + 436 j + 14 k] ^ 9 = [20152150672266137114142486 + 4689507350429423103580811 i + 5980935364410288582096436 j + 2376448766897070893670014 k]
BICP | Distance=486 | [11 + 451 i + 23 j + 486 k] ^ 9 = [1310520462850350315874211 + 10953886413578400727677451 i + 8369804894470344698701823 j + 21004250964106002132633486 k]
BICP | Distance=486 | [11 + 452 i + 24 j + 486 k] ^ 9 = [1310528181315201862129211 + 11327060406152841437052452 i + 8742978887044785408076824 j + 21004243245641150586378486 k]
BICP | Distance=486 | [11 + 452 i + 30 j + 486 k] ^ 9 = [822556696458265308799211 + 11751146429158565443512452 i + 10633327565389472808740430 j + 20438182371039057776358486 k]
BICP | Distance=486 | [486 + 11 i + 452 j + 52 k] ^ 9 = [22934795322546774277170486 + 9315982892450516729370011 i + 5377207679463796431108452 j + 15011925280201029711703252 k]
BICP | Distance=486 | [11 + 480 i + 2 j + 486 k] ^ 9 = [4637771780256311602759211 + 21289297146701446457484480 i + 1095176847846591794768402 j + 24253397454837104070318486 k]
BICP | Distance=486 | [11 + 480 i + 52 j + 486 k] ^ 9 = [4640950012842480416209211 + 24255306129393950937144480 i + 21671224610285894908168852 j + 17673821414113872032298486 k]
BICP | Distance=486 | [12 + 7 i + 8 j + 486 k] ^ 3 = [8664012 + 4681517 i + 5425528 j + 114840486 k]
BICP | Distance=486 | [12 + 8 i + 7 j + 486 k] ^ 3 = [8664012 + 5425528 i + 4681517 j + 114840486 k]
BICP | Distance=486 | [13 + 3 i + 3 j + 486 k] ^ 9 = [370011308710404976665013 + 67546107467956838972043 i + 67546107467956838972043 j + 1548237382719230514339486 k]
BICP | Distance=486 | [14 + 0 i + 3 j + 486 k] ^ 5 = [3910787223014 + -96500995920 i + 840931504323 j + 27327962979486 k]
BICP | Distance=486 | [14 + 0 i + 3 j + 486 k] ^ 9 = [394778597726386347726014 + -19473214953545777521440 i + 85960099460059539498243 j + 1555815471203459181798486 k]
BICP | Distance=486 | [14 + 0 i + 7 j + 486 k] ^ 5 = [3906818195014 + -225130888080 i + 1961511628727 j + 27281937807486 k]
BICP | Distance=486 | [14 + 0 i + 23 j + 486 k] ^ 5 = [3859207331014 + -738213451920 i + 6418875484423 j + 26730242271486 k]
BICP | Distance=486 | [14 + 0 i + 27 j + 486 k] ^ 5 = [3839378991014 + -865863568080 i + 7522443280827 j + 26500699611486 k]
BICP | Distance=486 | [14 + 0 i + 73 j + 486 k] ^ 5 = [3384872771014 + -2295342871920 i + 19546687699673 j + 21274872831486 k]
BICP | Distance=486 | [14 + 0 i + 77 j + 486 k] ^ 5 = [3325807751014 + -2414828188080 i + 20509046096077 j + 20600824851486 k]
BICP | Distance=486 | [14 + 1 i + 2 j + 486 k] ^ 5 = [3915787123014 + 215966504201 i + 528464004202 j + 27332962879486 k]
BICP | Distance=486 | [14 + 1 i + 2 j + 486 k] ^ 9 = [395903440230208332966014 + 15665973499319385488401 i + 50820911007194376488402 j + 1556940313707281167038486 k]
BICP | Distance=486 | [14 + 1 i + 6 j + 486 k] ^ 5 = [3921815975014 + 87096618761 i + 1649284121886 j + 27296935587486 k]
BICP | Distance=486 | [14 + 1 i + 452 j + 486 k] ^ 9 = [4441047346558695970926014 + 1698670530884060243258401 i + 10706232366366113208552452 j + 22551500146255401310278486 k]
BICP | Distance=486 | [14 + 2 i + 1 j + 486 k] ^ 5 = [3915787123014 + 528464004202 i + 215966504201 j + 27332962879486 k]
BICP | Distance=486 | [14 + 2 i + 1 j + 486 k] ^ 9 = [395903440230208332966014 + 50820911007194376488402 i + 15665973499319385488401 j + 1556940313707281167038486 k]
BICP | Distance=486 | [486 + 14 i + 2 j + 3 k] ^ 5 = [26895253083486 + 3885472764614 i + 458873368202 j + 896877114123 k]
BICP | Distance=486 | [14 + 2 i + 5 j + 486 k] ^ 5 = [3931815295014 + 399474120202 i + 1336906620445 j + 27306934907486 k]
BICP | Distance=486 | [14 + 486 i + 2 j + 23 k] ^ 5 = [3741559427014 + 26296950707486 i + 1284663332202 j + 6291888829423 k]
BICP | Distance=486 | [14 + 2 i + 486 j + 23 k] ^ 5 = [3741559427014 + 1284663332202 i + 26296950707486 j + 6291888829423 k]
BICP | Distance=486 | [14 + 486 i + 2 j + 73 k] ^ 5 = [3045791327014 + 20888359111486 i + 2771520032202 j + 19287615082673 k]
BICP | Distance=486 | [14 + 2 i + 486 j + 73 k] ^ 5 = [3045791327014 + 2771520032202 i + 20888359111486 j + 19287615082673 k]
BICP | Distance=486 | [14 + 2 i + 451 j + 486 k] ^ 9 = [4286967179580332454726014 + 2043102918007954529048402 i + 10361799979242218922762451 j + 22397419979277037794078486 k]
BICP | Distance=486 | [14 + 3 i + 0 j + 486 k] ^ 5 = [3910787223014 + 840931504323 i + -96500995920 j + 27327962979486 k]
BICP | Distance=486 | [14 + 3 i + 0 j + 486 k] ^ 9 = [394778597726386347726014 + 85960099460059539498243 i + -19473214953545777521440 j + 1555815471203459181798486 k]
BICP | Distance=486 | [14 + 486 i + 3 j + 2 k] ^ 5 = [3885472764614 + 26895253083486 i + 896877114123 j + 458873368202 k]
BICP | Distance=486 | [14 + 3 i + 486 j + 2 k] ^ 5 = [3885472764614 + 896877114123 i + 26895253083486 j + 458873368202 k]
BICP | Distance=486 | [14 + 3 i + 4 j + 486 k] ^ 5 = [3936815195014 + 711941620323 i + 1024439120324 j + 27311934807486 k]
BICP | Distance=486 | [14 + 3 i + 24 j + 486 k] ^ 5 = [4018957791014 + 58614064323 i + 6597965648424 j + 26680278411486 k]
BICP | Distance=486 | [14 + 486 i + 3 j + 52 k] ^ 5 = [3278772504614 + 23850652539486 i + 2426432919123 j + 14011623266452 k]
BICP | Distance=486 | [14 + 3 i + 486 j + 52 k] ^ 5 = [3278772504614 + 2426432919123 i + 23850652539486 j + 14011623266452 k]
BICP | Distance=486 | [14 + 4 i + 3 j + 486 k] ^ 5 = [3936815195014 + 1024439120324 i + 711941620323 j + 27311934807486 k]
BICP | Distance=486 | [14 + 4 i + 9 j + 486 k] ^ 5 = [3984877535014 + 829522248164 i + 2391709751289 j + 27233874027486 k]
BICP | Distance=486 | [14 + 4 i + 23 j + 486 k] ^ 5 = [4068877591014 + 368112368324 i + 6288467344423 j + 26730198211486 k]
BICP | Distance=486 | [14 + 5 i + 2 j + 486 k] ^ 5 = [3931815295014 + 1336906620445 i + 399474120202 j + 27306934907486 k]
BICP | Distance=486 | [14 + 5 i + 8 j + 486 k] ^ 5 = [3994876855014 + 1141899749605 i + 2079332249848 j + 27243873347486 k]
BICP | Distance=486 | [14 + 5 i + 48 j + 486 k] ^ 5 = [4227906623014 + -208733562395 i + 13030145946048 j + 24719390379486 k]
BICP | Distance=486 | [14 + 5 i + 48 j + 486 k] ^ 9 = [394220181963637379166014 + -184575198823863213604795 i + 1223945859299854435332048 j + 1052268775258749370038486 k]
BICP | Distance=486 | [14 + 5 i + 52 j + 486 k] ^ 5 = [4232926315014 + -347413994555 i + 14080757850452 j + 24268022887486 k]
BICP | Distance=486 | [14 + 5 i + 98 j + 486 k] ^ 5 = [4044648223014 + -1960273287395 i + 25098291096298 j + 16581114779486 k]
BICP | Distance=486 | [14 + 6 i + 1 j + 486 k] ^ 5 = [3921815975014 + 1649284121886 i + 87096618761 j + 27296935587486 k]
BICP | Distance=486 | [14 + 6 i + 7 j + 486 k] ^ 5 = [3999876755014 + 1454367249726 i + 1766864749727 j + 27248873247486 k]
BICP | Distance=486 | [486 + 14 i + 6 j + 11 k] ^ 5 = [26998735527486 + 3755945226214 i + 1316672036286 j + 3246388730611 k]
BICP | Distance=486 | [14 + 6 i + 11 j + 486 k] ^ 5 = [4047905111014 + 1322824472286 i + 2885011975411 j + 27170846451486 k]
BICP | Distance=486 | [14 + 6 i + 27 j + 486 k] ^ 5 = [4207462791014 + 785011461726 i + 7324363045827 j + 26491773411486 k]
BICP | Distance=486 | [14 + 7 i + 0 j + 486 k] ^ 5 = [3906818195014 + 1961511628727 i + -225130888080 j + 27281937807486 k]
BICP | Distance=486 | [14 + 7 i + 6 j + 486 k] ^ 5 = [3999876755014 + 1766864749727 i + 1454367249726 j + 27248873247486 k]
BICP | Distance=486 | [14 + 7 i + 20 j + 486 k] ^ 5 = [4188750391014 + 1299785920727 i + 5356793792020 j + 26850071011486 k]
BICP | Distance=486 | [14 + 7 i + 26 j + 486 k] ^ 5 = [4257382591014 + 1094509765727 i + 7014864741826 j + 26541693211486 k]
BICP | Distance=486 | [14 + 7 i + 34 j + 486 k] ^ 7 = [1466968297643968014 + 72069298708138837 i + 2982213057509535634 j + 5869449150759320486 k]
BICP | Distance=486 | [14 + 486 i + 7 j + 48 k] ^ 5 = [2913290605414 + 24383931867486 i + 3357104991527 j + 12860186850048 k]
BICP | Distance=486 | [14 + 7 i + 486 j + 48 k] ^ 5 = [2913290605414 + 3357104991527 i + 24383931867486 j + 12860186850048 k]
BICP | Distance=486 | [14 + 486 i + 7 j + 98 k] ^ 5 = [1450057645414 + 16298851231486 i + 4492050586527 j + 24824261508298 k]
BICP | Distance=486 | [14 + 7 i + 486 j + 98 k] ^ 5 = [1450057645414 + 4492050586527 i + 16298851231486 j + 24824261508298 k]
BICP | Distance=486 | [14 + 8 i + 5 j + 486 k] ^ 5 = [3994876855014 + 2079332249848 i + 1141899749605 j + 27243873347486 k]
BICP | Distance=486 | [14 + 8 i + 9 j + 486 k] ^ 5 = [4062904331014 + 1947669473848 i + 2260166973849 j + 27185845671486 k]
BICP | Distance=486 | [14 + 486 i + 8 j + 27 k] ^ 5 = [3339516918214 + 26170300935486 i + 3045496947448 j + 7205137822827 k]
BICP | Distance=486 | [14 + 8 i + 486 j + 27 k] ^ 5 = [3339516918214 + 3045496947448 i + 26170300935486 j + 7205137822827 k]
BICP | Distance=486 | [14 + 8 i + 49 j + 486 k] ^ 5 = [4560358915014 + 546515249848 i + 13186828606049 j + 24595455487486 k]
BICP | Distance=486 | [14 + 8 i + 55 j + 486 k] ^ 5 = [4605348475014 + 325029869848 i + 14753201714855 j + 23895600727486 k]
BICP | Distance=486 | [14 + 486 i + 8 j + 77 k] ^ 5 = [1943767998214 + 20373662351486 i + 4299931007448 j + 20093930066077 k]
BICP | Distance=486 | [14 + 8 i + 486 j + 77 k] ^ 5 = [1943767998214 + 4299931007448 i + 20373662351486 j + 20093930066077 k]
BICP | Distance=486 | [14 + 9 i + 4 j + 486 k] ^ 5 = [3984877535014 + 2391709751289 i + 829522248164 j + 27233874027486 k]
BICP | Distance=486 | [14 + 9 i + 8 j + 486 k] ^ 5 = [4062904331014 + 2260166973849 i + 1947669473848 j + 27185845671486 k]
BICP | Distance=486 | [486 + 14 i + 9 j + 14 k] ^ 5 = [27044893251486 + 3621424767814 i + 2059237264689 j + 4173858311014 k]
BICP | Distance=486 | [14 + 9 i + 14 j + 486 k] ^ 5 = [4173858311014 + 2059237264689 i + 3621424767814 j + 27044893251486 k]
BICP | Distance=486 | [14 + 9 i + 48 j + 486 k] ^ 5 = [4659718515014 + 847025565849 i + 12886318290048 j + 24694815087486 k]
BICP | Distance=486 | [486 + 14 i + 9 j + 64 k] ^ 5 = [31636577619486 + 2956358427814 i + 669080299689 j + 18650267849264 k]
BICP | Distance=486 | [14 + 9 i + 64 j + 486 k] ^ 5 = [4800813251014 + 239639521689 i + 17011705306064 j + 22690813311486 k]
BICP | Distance=486 | [14 + 486 i + 11 j + 6 k] ^ 5 = [3755945226214 + 26998735527486 i + 3246388730611 j + 1316672036286 k]
BICP | Distance=486 | [14 + 11 i + 486 j + 6 k] ^ 5 = [3755945226214 + 3246388730611 i + 26998735527486 j + 1316672036286 k]
BICP | Distance=486 | [14 + 11 i + 6 j + 486 k] ^ 5 = [4047905111014 + 2885011975411 i + 1322824472286 j + 27170846451486 k]
BICP | Distance=486 | [486 + 14 i + 11 j + 36 k] ^ 5 = [28314284931486 + 3103894887014 i + 1990255503611 j + 10430124775236 k]
BICP | Distance=486 | [14 + 486 i + 11 j + 36 k] ^ 5 = [2879879351014 + 25623145395486 i + 4106944223611 j + 9565062055236 k]
BICP | Distance=486 | [14 + 11 i + 486 j + 36 k] ^ 5 = [2879879351014 + 4106944223611 i + 25623145395486 j + 9565062055236 k]
BICP | Distance=486 | [14 + 11 i + 36 j + 486 k] ^ 5 = [4677212003014 + 1829584025611 i + 9603031291236 j + 25792514559486 k]
BICP | Distance=486 | [14 + 11 i + 36 j + 486 k] ^ 9 = [508442645035395690630014 + 44271409160127582864011 i + 902746696029176655129636 j + 1270436628112187317182486 k]
BICP | Distance=486 | [486 + 14 i + 11 j + 86 k] ^ 5 = [35528088803486 + 2390330987014 i + 784678778611 j + 25687307553486 k]
BICP | Distance=486 | [14 + 486 i + 11 j + 86 k] ^ 5 = [1081125479014 + 18863686295486 i + 5162719498611 j + 22125944833486 k]
BICP | Distance=486 | [14 + 11 i + 486 j + 86 k] ^ 5 = [1081125479014 + 5162719498611 i + 18863686295486 j + 22125944833486 k]
BICP | Distance=486 | [14 + 11 i + 436 j + 486 k] ^ 9 = [2376448766897070893670014 + 4689507350429423103580811 i + 5980935364410288582096436 j + 20152150672266137114142486 k]
BICP | Distance=486 | [14 + 486 i + 14 j + 9 k] ^ 5 = [3621424767814 + 27044893251486 i + 4173858311014 j + 2059237264689 k]
BICP | Distance=486 | [14 + 14 i + 486 j + 9 k] ^ 5 = [3621424767814 + 4173858311014 i + 27044893251486 j + 2059237264689 k]
BICP | Distance=486 | [14 + 14 i + 9 j + 486 k] ^ 5 = [4173858311014 + 3621424767814 i + 2059237264689 j + 27044893251486 k]
BICP | Distance=486 | [486 + 14 i + 14 j + 39 k] ^ 5 = [28515405723486 + 2772732123014 i + 2772732123014 j + 11368393104639 k]
BICP | Distance=486 | [14 + 486 i + 14 j + 39 k] ^ 5 = [2523982559014 + 25480605159486 i + 4989121403014 j + 10297429824639 k]
BICP | Distance=486 | [14 + 14 i + 486 j + 39 k] ^ 5 = [2523982559014 + 4989121403014 i + 25480605159486 j + 10297429824639 k]
BICP | Distance=486 | [14 + 14 i + 39 j + 486 k] ^ 5 = [4989121403014 + 2523982559014 i + 10297429824639 j + 25480605159486 k]
BICP | Distance=486 | [14 + 486 i + 14 j + 39 k] ^ 9 = [90447686803471074730814 + 1218463933221347499342486 i + 560415339926235508470014 j + 948922973672520146996439 k]
BICP | Distance=486 | [14 + 14 i + 486 j + 39 k] ^ 9 = [90447686803471074730814 + 560415339926235508470014 i + 1218463933221347499342486 j + 948922973672520146996439 k]
BICP | Distance=486 | [14 + 14 i + 39 j + 486 k] ^ 9 = [560415339926235508470014 + 90447686803471074730814 i + 948922973672520146996439 j + 1218463933221347499342486 k]
BICP | Distance=486 | [486 + 14 i + 14 j + 89 k] ^ 5 = [36113647151486 + 1721551223014 i + 1721551223014 j + 26741264957889 k]
BICP | Distance=486 | [14 + 486 i + 14 j + 89 k] ^ 5 = [376416131014 + 18417159059486 i + 5880692503014 j + 22761601677889 k]
BICP | Distance=486 | [14 + 14 i + 486 j + 89 k] ^ 5 = [376416131014 + 5880692503014 i + 18417159059486 j + 22761601677889 k]
BICP | Distance=486 | [14 + 14 i + 89 j + 486 k] ^ 5 = [5880692503014 + 376416131014 i + 22761601677889 j + 18417159059486 k]
BICP | Distance=486 | [486 + 14 i + 14 j + 139 k] ^ 5 = [50035923679486 + 1001675423014 i + 1001675423014 j + 45331507961139 k]
BICP | Distance=486 | [486 + 14 i + 14 j + 139 k] ^ 9 = [7304072944348424623038486 + 24891544567140978846014 i + 24891544567140978846014 j + 7247842284018427183602139 k]
BICP | Distance=486 | [486 + 14 i + 14 j + 389 k] ^ 5 = [256455332819486 + 5172923014 i + 5172923014 j + 256453602727389 k]
BICP | Distance=486 | [486 + 14 i + 14 j + 389 k] ^ 9 = [150328900219158279993990486 + 313238026569846014 i + 313238026569846014 j + 150328901110931289097806389 k]
BICP | Distance=486 | [14 + 20 i + 7 j + 486 k] ^ 5 = [4188750391014 + 5356793792020 i + 1299785920727 j + 26850071011486 k]
BICP | Distance=486 | [14 + 20 i + 27 j + 486 k] ^ 5 = [5036726723014 + 4622986400020 i + 6809628916827 j + 26152029279486 k]
BICP | Distance=486 | [14 + 20 i + 27 j + 486 k] ^ 9 = [588679609812709907526014 + 350687205170795542320020 i + 596330900018508695673627 j + 1350673592889501534078486 k]
BICP | Distance=486 | [14 + 20 i + 77 j + 486 k] ^ 5 = [6736757923014 + 2348521700020 i + 19698640892077 j + 20478382079486 k]
BICP | Distance=486 | [14 + 23 i + 0 j + 486 k] ^ 5 = [3859207331014 + 6418875484423 i + -738213451920 j + 26730242271486 k]
BICP | Distance=486 | [486 + 14 i + 23 j + 2 k] ^ 5 = [26296950707486 + 3741559427014 i + 6291888829423 j + 1284663332202 k]
BICP | Distance=486 | [14 + 23 i + 4 j + 486 k] ^ 5 = [4068877591014 + 6288467344423 i + 368112368324 j + 26730198211486 k]
BICP | Distance=486 | [14 + 23 i + 24 j + 486 k] ^ 5 = [5066723723014 + 5560058908423 i + 5872556408424 j + 26182026279486 k]
BICP | Distance=486 | [14 + 23 i + 24 j + 486 k] ^ 9 = [595424885430348936726014 + 455931583840714623496823 i + 491086521348589614496824 j + 1357418868507140563278486 k]
BICP | Distance=486 | [14 + 23 i + 30 j + 486 k] ^ 5 = [5348636123014 + 5317384933423 i + 7504027450230 j + 25840119879486 k]
BICP | Distance=486 | [14 + 23 i + 30 j + 486 k] ^ 9 = [640652304703549725366014 + 396863482814139034186823 i + 642507177661852187540430 j + 1298700897998661716238486 k]
BICP | Distance=486 | [486 + 14 i + 23 j + 52 k] ^ 5 = [29614378807486 + 1350097931014 i + 5117990254423 j + 15331977010452 k]
BICP | Distance=486 | [14 + 486 i + 23 j + 52 k] ^ 5 = [969256475014 + 24631933351486 i + 7634727294423 j + 13580536050452 k]
BICP | Distance=486 | [14 + 23 i + 486 j + 52 k] ^ 5 = [969256475014 + 7634727294423 i + 24631933351486 j + 13580536050452 k]
BICP | Distance=486 | [14 + 23 i + 74 j + 486 k] ^ 5 = [7137019423014 + 3220472533423 i + 18826690058674 j + 20878643579486 k]
BICP | Distance=486 | [14 + 23 i + 80 j + 486 k] ^ 5 = [7339336723014 + 2893949308423 i + 20244068500480 j + 19875803279486 k]
BICP | Distance=486 | [14 + 23 i + 424 j + 486 k] ^ 9 = [57691883951685726966014 + 7144400019007315456456823 i + 3526042695832396229220424 j + 17833393789320751947438486 k]
BICP | Distance=486 | [14 + 486 i + 23 j + 452 k] ^ 9 = [6734021153650464996879614 + 21610802474814072576270486 i + 5978764954052952612681623 j + 9834127094460639554808452 k]
BICP | Distance=486 | [14 + 23 i + 486 j + 452 k] ^ 9 = [6734021153650464996879614 + 5978764954052952612681623 i + 21610802474814072576270486 j + 9834127094460639554808452 k]
BICP | Distance=486 | [14 + 23 i + 480 j + 486 k] ^ 9 = [5471969733782566781766014 + 9929861367426373643656823 i + 21103263321101153280924480 j + 22398885558953363541438486 k]
BICP | Distance=486 | [14 + 24 i + 3 j + 486 k] ^ 5 = [4018957791014 + 6597965648424 i + 58614064323 j + 26680278411486 k]
BICP | Distance=486 | [14 + 24 i + 23 j + 486 k] ^ 5 = [5066723723014 + 5872556408424 i + 5560058908423 j + 26182026279486 k]
BICP | Distance=486 | [14 + 24 i + 23 j + 486 k] ^ 9 = [595424885430348936726014 + 491086521348589614496824 i + 455931583840714623496823 j + 1357418868507140563278486 k]
BICP | Distance=486 | [14 + 24 i + 73 j + 486 k] ^ 5 = [7260768923014 + 3514251308424 i + 18532911283673 j + 21002393079486 k]
BICP | Distance=486 | [14 + 26 i + 7 j + 486 k] ^ 5 = [4257382591014 + 7014864741826 i + 1094509765727 j + 26541693211486 k]
BICP | Distance=486 | [14 + 26 i + 27 j + 486 k] ^ 5 = [5378633123014 + 6254457441826 i + 6566954941827 j + 25870116879486 k]
BICP | Distance=486 | [14 + 26 i + 27 j + 486 k] ^ 9 = [647397580321188754566014 + 502107861484058115363626 i + 537262798991933106363627 j + 1305446173616300745438486 k]
BICP | Distance=486 | [14 + 26 i + 77 j + 486 k] ^ 5 = [7739598223014 + 3765900141826 i + 19372117667077 j + 20276064779486 k]
BICP | Distance=486 | [14 + 27 i + 0 j + 486 k] ^ 5 = [3839378991014 + 7522443280827 i + -865863568080 j + 26500699611486 k]
BICP | Distance=486 | [14 + 27 i + 6 j + 486 k] ^ 5 = [4207462791014 + 7324363045827 i + 785011461726 j + 26491773411486 k]
BICP | Distance=486 | [486 + 14 i + 27 j + 8 k] ^ 5 = [26170300935486 + 3339516918214 i + 7205137822827 j + 3045496947448 k]
BICP | Distance=486 | [14 + 27 i + 20 j + 486 k] ^ 5 = [5036726723014 + 6809628916827 i + 4622986400020 j + 26152029279486 k]
BICP | Distance=486 | [14 + 27 i + 20 j + 486 k] ^ 9 = [588679609812709907526014 + 596330900018508695673627 i + 350687205170795542320020 j + 1350673592889501534078486 k]
BICP | Distance=486 | [14 + 27 i + 26 j + 486 k] ^ 5 = [5378633123014 + 6566954941827 i + 6254457441826 j + 25870116879486 k]
BICP | Distance=486 | [14 + 27 i + 26 j + 486 k] ^ 9 = [647397580321188754566014 + 537262798991933106363627 i + 502107861484058115363626 j + 1305446173616300745438486 k]
BICP | Distance=486 | [486 + 14 i + 27 j + 48 k] ^ 5 = [28939134303486 + 1066798923014 i + 6345940798827 j + 14225246346048 k]
BICP | Distance=486 | [14 + 486 i + 27 j + 48 k] ^ 5 = [794078979014 + 25331068359486 i + 8641007758827 j + 12464535306048 k]
BICP | Distance=486 | [14 + 27 i + 486 j + 48 k] ^ 5 = [794078979014 + 8641007758827 i + 25331068359486 j + 12464535306048 k]
BICP | Distance=486 | [14 + 27 i + 70 j + 486 k] ^ 5 = [7602836423014 + 4404141541827 i + 17643021050270 j + 21344460579486 k]
BICP | Distance=486 | [14 + 27 i + 76 j + 486 k] ^ 5 = [7863347723014 + 4059678916827 i + 19078338892076 j + 20399814279486 k]
BICP | Distance=486 | [14 + 30 i + 23 j + 486 k] ^ 5 = [5348636123014 + 7504027450230 i + 5317384933423 j + 25840119879486 k]
BICP | Distance=486 | [14 + 30 i + 23 j + 486 k] ^ 9 = [640652304703549725366014 + 642507177661852187540430 i + 396863482814139034186823 j + 1298700897998661716238486 k]
BICP | Distance=486 | [14 + 30 i + 73 j + 486 k] ^ 5 = [8205415223014 + 4949569150230 i + 18188448658673 j + 20741881779486 k]
BICP | Distance=486 | [14 + 34 i + 7 j + 486 k] ^ 7 = [1466968297643968014 + 2982213057509535634 i + 72069298708138837 j + 5869449150759320486 k]
BICP | Distance=486 | [486 + 14 i + 36 j + 11 k] ^ 5 = [25623145395486 + 2879879351014 i + 9565062055236 j + 4106944223611 k]
BICP | Distance=486 | [14 + 486 i + 36 j + 11 k] ^ 5 = [3103894887014 + 28314284931486 i + 10430124775236 j + 1990255503611 k]
BICP | Distance=486 | [14 + 36 i + 486 j + 11 k] ^ 5 = [3103894887014 + 10430124775236 i + 28314284931486 j + 1990255503611 k]
BICP | Distance=486 | [14 + 36 i + 11 j + 486 k] ^ 5 = [4677212003014 + 9603031291236 i + 1829584025611 j + 25792514559486 k]
BICP | Distance=486 | [14 + 36 i + 11 j + 486 k] ^ 9 = [508442645035395690630014 + 902746696029176655129636 i + 44271409160127582864011 j + 1270436628112187317182486 k]
BICP | Distance=486 | [14 + 36 i + 61 j + 486 k] ^ 5 = [8364051203014 + 7136857663236 i + 14910304928861 j + 22105675359486 k]
BICP | Distance=486 | [14 + 36 i + 61 j + 486 k] ^ 9 = [1064993435447749527750014 + 248712654336661690459236 i + 1107187941205710762724861 j + 713885837699833480062486 k]
BICP | Distance=486 | [14 + 36 i + 111 j + 486 k] ^ 5 = [11245975503014 + 3543356635236 i + 25928542182111 j + 13051876059486 k]
BICP | Distance=486 | [486 + 14 i + 39 j + 14 k] ^ 5 = [25480605159486 + 2523982559014 i + 10297429824639 j + 4989121403014 k]
BICP | Distance=486 | [14 + 486 i + 39 j + 14 k] ^ 5 = [2772732123014 + 28515405723486 i + 11368393104639 j + 2772732123014 k]
BICP | Distance=486 | [14 + 39 i + 486 j + 14 k] ^ 5 = [2772732123014 + 11368393104639 i + 28515405723486 j + 2772732123014 k]
BICP | Distance=486 | [14 + 39 i + 14 j + 486 k] ^ 5 = [4989121403014 + 10297429824639 i + 2523982559014 j + 25480605159486 k]
BICP | Distance=486 | [486 + 14 i + 39 j + 14 k] ^ 9 = [1218463933221347499342486 + 90447686803471074730814 i + 948922973672520146996439 j + 560415339926235508470014 k]
BICP | Distance=486 | [14 + 39 i + 14 j + 486 k] ^ 9 = [560415339926235508470014 + 948922973672520146996439 i + 90447686803471074730814 j + 1218463933221347499342486 k]
BICP | Distance=486 | [14 + 39 i + 64 j + 486 k] ^ 5 = [8966630003014 + 7682285271639 i + 15455732537264 j + 21503096559486 k]
BICP | Distance=486 | [14 + 39 i + 64 j + 486 k] ^ 9 = [1143857055928584347430014 + 240834349442402721996039 i + 1099309636311451794261664 j + 635022217218998660382486 k]
BICP | Distance=486 | [14 + 39 i + 464 j + 486 k] ^ 9 = [2800841806996205624070014 + 14870848337273330723032839 i + 16162276351254196201548464 j + 19727757632167002383742486 k]
BICP | Distance=486 | [14 + 45 i + 52 j + 486 k] ^ 5 = [8723565923014 + 9930260037645 i + 12116902554452 j + 22465190079486 k]
BICP | Distance=486 | [14 + 45 i + 52 j + 486 k] ^ 9 = [1145230400225063744646014 + 555128450347329649915245 i + 800772145195042803268852 j + 794122802477147696958486 k]
BICP | Distance=486 | [14 + 45 i + 452 j + 486 k] ^ 9 = [763174123283983232166014 + 15490664659101176492155245 i + 12915812446598599430472452 j + 18306671374432787068638486 k]
BICP | Distance=486 | [14 + 48 i + 5 j + 486 k] ^ 5 = [4227906623014 + 13030145946048 i + -208733562395 j + 24719390379486 k]
BICP | Distance=486 | [14 + 48 i + 5 j + 486 k] ^ 9 = [394220181963637379166014 + 1223945859299854435332048 i + -184575198823863213604795 j + 1052268775258749370038486 k]
BICP | Distance=486 | [486 + 14 i + 48 j + 7 k] ^ 5 = [24383931867486 + 2913290605414 i + 12860186850048 j + 3357104991527 k]
BICP | Distance=486 | [14 + 48 i + 9 j + 486 k] ^ 5 = [4659718515014 + 12886318290048 i + 847025565849 j + 24694815087486 k]
BICP | Distance=486 | [486 + 14 i + 48 j + 27 k] ^ 5 = [25331068359486 + 794078979014 i + 12464535306048 j + 8641007758827 k]
BICP | Distance=486 | [14 + 486 i + 48 j + 27 k] ^ 5 = [1066798923014 + 28939134303486 i + 14225246346048 j + 6345940798827 k]
BICP | Distance=486 | [14 + 48 i + 486 j + 27 k] ^ 5 = [1066798923014 + 14225246346048 i + 28939134303486 j + 6345940798827 k]
BICP | Distance=486 | [14 + 48 i + 49 j + 486 k] ^ 5 = [8753562923014 + 10867332546048 i + 11179830046049 j + 22495187079486 k]
BICP | Distance=486 | [14 + 48 i + 49 j + 486 k] ^ 9 = [1151975675842702773846014 + 660372829017248731092048 i + 695527766525123722092049 j + 800868078094786726158486 k]
BICP | Distance=486 | [14 + 48 i + 55 j + 486 k] ^ 5 = [9326144723014 + 10475687646048 i + 12662330162855 j + 21862611279486 k]
BICP | Distance=486 | [14 + 48 i + 55 j + 486 k] ^ 9 = [1224094020705898564326014 + 547250145453070681452048 i + 792893840300783834805655 j + 715259181996312877278486 k]
BICP | Distance=486 | [14 + 48 i + 99 j + 486 k] ^ 5 = [13104881223014 + 6932840646048 i + 22539058171299 j + 14910781779486 k]
BICP | Distance=486 | [14 + 48 i + 105 j + 486 k] ^ 5 = [13555387923014 + 6361782546048 i + 23711901738105 j + 13659752079486 k]
BICP | Distance=486 | [14 + 49 i + 8 j + 486 k] ^ 5 = [4560358915014 + 13186828606049 i + 546515249848 j + 24595455487486 k]
BICP | Distance=486 | [14 + 49 i + 48 j + 486 k] ^ 5 = [8753562923014 + 11179830046049 i + 10867332546048 j + 22495187079486 k]
BICP | Distance=486 | [14 + 49 i + 48 j + 486 k] ^ 9 = [1151975675842702773846014 + 695527766525123722092049 i + 660372829017248731092048 j + 800868078094786726158486 k]
BICP | Distance=486 | [14 + 49 i + 98 j + 486 k] ^ 5 = [13228630723014 + 7226619421049 i + 22245279396298 j + 15034531279486 k]
BICP | Distance=486 | [14 + 51 i + 52 j + 486 k] ^ 5 = [9356141723014 + 11412760154451 i + 11725257654452 j + 21892608279486 k]
BICP | Distance=486 | [14 + 51 i + 52 j + 486 k] ^ 9 = [1230839296323537593526014 + 652494524122989762628851 i + 687649461630864753628852 j + 722004457613951906478486 k]
BICP | Distance=486 | [14 + 51 i + 452 j + 486 k] ^ 9 = [482084924050820457366014 + 17325741005851223075908851 i + 13707383682676303848672452 j + 17409000749221617217038486 k]
BICP | Distance=486 | [486 + 14 i + 52 j + 3 k] ^ 5 = [23850652539486 + 3278772504614 i + 14011623266452 j + 2426432919123 k]
BICP | Distance=486 | [14 + 52 i + 5 j + 486 k] ^ 5 = [4232926315014 + 14080757850452 i + -347413994555 j + 24268022887486 k]
BICP | Distance=486 | [486 + 14 i + 52 j + 23 k] ^ 5 = [24631933351486 + 969256475014 i + 13580536050452 j + 7634727294423 k]
BICP | Distance=486 | [14 + 486 i + 52 j + 23 k] ^ 5 = [1350097931014 + 29614378807486 i + 15331977010452 j + 5117990254423 k]
BICP | Distance=486 | [14 + 52 i + 486 j + 23 k] ^ 5 = [1350097931014 + 15331977010452 i + 29614378807486 j + 5117990254423 k]
BICP | Distance=486 | [14 + 52 i + 45 j + 486 k] ^ 5 = [8723565923014 + 12116902554452 i + 9930260037645 j + 22465190079486 k]
BICP | Distance=486 | [14 + 52 i + 45 j + 486 k] ^ 9 = [1145230400225063744646014 + 800772145195042803268852 i + 555128450347329649915245 j + 794122802477147696958486 k]
BICP | Distance=486 | [14 + 52 i + 51 j + 486 k] ^ 5 = [9356141723014 + 11725257654452 i + 11412760154451 j + 21892608279486 k]
BICP | Distance=486 | [14 + 52 i + 51 j + 486 k] ^ 9 = [1230839296323537593526014 + 687649461630864753628852 i + 652494524122989762628851 j + 722004457613951906478486 k]
BICP | Distance=486 | [14 + 52 i + 95 j + 486 k] ^ 5 = [13570698223014 + 8116509654452 i + 21355389162895 j + 15376598779486 k]
BICP | Distance=486 | [14 + 52 i + 145 j + 486 k] ^ 5 = [17226935623014 + 2546848554452 i + 29605412938145 j + 3398827379486 k]
BICP | Distance=486 | [14 + 52 i + 451 j + 486 k] ^ 9 = [285227083579892442966014 + 17486751063396083672668852 i + 13546373625131443251912451 j + 17212142908750689202638486 k]
BICP | Distance=486 | [14 + 55 i + 8 j + 486 k] ^ 5 = [4605348475014 + 14753201714855 i + 325029869848 j + 23895600727486 k]
BICP | Distance=486 | [14 + 55 i + 48 j + 486 k] ^ 5 = [9326144723014 + 12662330162855 i + 10475687646048 j + 21862611279486 k]
BICP | Distance=486 | [14 + 55 i + 48 j + 486 k] ^ 9 = [1224094020705898564326014 + 792893840300783834805655 i + 547250145453070681452048 j + 715259181996312877278486 k]
BICP | Distance=486 | [14 + 55 i + 98 j + 486 k] ^ 5 = [14421466423014 + 8417402387855 i + 21656281896298 j + 14525830579486 k]
BICP | Distance=486 | [14 + 61 i + 36 j + 486 k] ^ 5 = [8364051203014 + 14910304928861 i + 7136857663236 j + 22105675359486 k]
BICP | Distance=486 | [14 + 61 i + 36 j + 486 k] ^ 9 = [1064993435447749527750014 + 1107187941205710762724861 i + 248712654336661690459236 j + 713885837699833480062486 k]
BICP | Distance=486 | [14 + 61 i + 86 j + 486 k] ^ 5 = [14331913003014 + 10849225775861 i + 18622673041486 j + 16137813559486 k]
BICP | Distance=486 | [14 + 486 i + 64 j + 9 k] ^ 5 = [2956358427814 + 31636577619486 i + 18650267849264 j + 669080299689 k]
BICP | Distance=486 | [14 + 64 i + 486 j + 9 k] ^ 5 = [2956358427814 + 18650267849264 i + 31636577619486 j + 669080299689 k]
BICP | Distance=486 | [14 + 64 i + 9 j + 486 k] ^ 5 = [4800813251014 + 17011705306064 i + 239639521689 j + 22690813311486 k]
BICP | Distance=486 | [14 + 64 i + 39 j + 486 k] ^ 5 = [8966630003014 + 15455732537264 i + 7682285271639 j + 21503096559486 k]
BICP | Distance=486 | [14 + 64 i + 39 j + 486 k] ^ 9 = [1143857055928584347430014 + 1099309636311451794261664 i + 240834349442402721996039 j + 635022217218998660382486 k]
BICP | Distance=486 | [14 + 64 i + 89 j + 486 k] ^ 5 = [15182681203014 + 11150118509264 i + 18923565774889 j + 15287045359486 k]
BICP | Distance=486 | [14 + 64 i + 139 j + 486 k] ^ 5 = [20098217503014 + 4849956881264 i + 27235142428139 j + 4199634059486 k]
BICP | Distance=486 | [14 + 70 i + 27 j + 486 k] ^ 5 = [7602836423014 + 17643021050270 i + 4404141541827 j + 21344460579486 k]
BICP | Distance=486 | [14 + 70 i + 77 j + 486 k] ^ 5 = [14691427723014 + 13642628150270 i + 15829270667077 j + 16497328279486 k]
BICP | Distance=486 | [14 + 70 i + 77 j + 486 k] ^ 9 = [1773277426052062623126014 + 240213406189647852620470 i + 485857101037361005974077 j + 166075776650148818478486 k]
BICP | Distance=486 | [14 + 73 i + 0 j + 486 k] ^ 5 = [3384872771014 + 19546687699673 i + -2295342871920 j + 21274872831486 k]
BICP | Distance=486 | [486 + 14 i + 73 j + 2 k] ^ 5 = [20888359111486 + 3045791327014 i + 19287615082673 j + 2771520032202 k]
BICP | Distance=486 | [14 + 73 i + 24 j + 486 k] ^ 5 = [7260768923014 + 18532911283673 i + 3514251308424 j + 21002393079486 k]
BICP | Distance=486 | [14 + 73 i + 30 j + 486 k] ^ 5 = [8205415223014 + 18188448658673 i + 4949569150230 j + 20741881779486 k]
BICP | Distance=486 | [14 + 73 i + 74 j + 486 k] ^ 5 = [14721424723014 + 14579700658673 i + 14892198158674 j + 16527325279486 k]
BICP | Distance=486 | [14 + 73 i + 74 j + 486 k] ^ 9 = [1780022701669701652326014 + 345457784859566933797273 i + 380612722367441924797274 j + 172821052267787847678486 k]
BICP | Distance=486 | [14 + 73 i + 80 j + 486 k] ^ 5 = [15542195923014 + 13943520883673 i + 16130163400480 j + 15646560079486 k]
BICP | Distance=486 | [14 + 73 i + 80 j + 486 k] ^ 9 = [1834696615181202812646014 + 164226196661579283607273 i + 409869891509292436960880 j + 104656587521008628958486 k]
BICP | Distance=486 | [14 + 486 i + 73 j + 452 k] ^ 9 = [13651123982733345276332414 + 23629414455332394659070486 i + 20238104818032270901622473 j + 6159180621801999408452 k]
BICP | Distance=486 | [14 + 73 i + 486 j + 452 k] ^ 9 = [13651123982733345276332414 + 20238104818032270901622473 i + 23629414455332394659070486 j + 6159180621801999408452 k]
BICP | Distance=486 | [14 + 73 i + 480 j + 486 k] ^ 9 = [7389901140589818005766014 + 29586506018333628584407273 i + 27011653805831051522724480 j + 11679944357126952295038486 k]
BICP | Distance=486 | [14 + 74 i + 23 j + 486 k] ^ 5 = [7137019423014 + 18826690058674 i + 3220472533423 j + 20878643579486 k]
BICP | Distance=486 | [14 + 74 i + 73 j + 486 k] ^ 5 = [14721424723014 + 14892198158674 i + 14579700658673 j + 16527325279486 k]
BICP | Distance=486 | [14 + 74 i + 73 j + 486 k] ^ 9 = [1780022701669701652326014 + 380612722367441924797274 i + 345457784859566933797273 j + 172821052267787847678486 k]
BICP | Distance=486 | [14 + 76 i + 27 j + 486 k] ^ 5 = [7863347723014 + 19078338892076 i + 4059678916827 j + 20399814279486 k]
BICP | Distance=486 | [14 + 76 i + 77 j + 486 k] ^ 5 = [15572192923014 + 14880593392076 i + 15193090892077 j + 15676557079486 k]
BICP | Distance=486 | [14 + 76 i + 77 j + 486 k] ^ 9 = [1841441890798841841846014 + 269470575331498364784076 i + 304625512839373355784077 j + 111401863138647658158486 k]
BICP | Distance=486 | [14 + 77 i + 0 j + 486 k] ^ 5 = [3325807751014 + 20509046096077 i + -2414828188080 j + 20600824851486 k]
BICP | Distance=486 | [486 + 14 i + 77 j + 8 k] ^ 5 = [20373662351486 + 1943767998214 i + 20093930066077 j + 4299931007448 k]
BICP | Distance=486 | [14 + 77 i + 20 j + 486 k] ^ 5 = [6736757923014 + 19698640892077 i + 2348521700020 j + 20478382079486 k]
BICP | Distance=486 | [14 + 77 i + 26 j + 486 k] ^ 5 = [7739598223014 + 19372117667077 i + 3765900141826 j + 20276064779486 k]
BICP | Distance=486 | [14 + 77 i + 70 j + 486 k] ^ 5 = [14691427723014 + 15829270667077 i + 13642628150270 j + 16497328279486 k]
BICP | Distance=486 | [14 + 77 i + 70 j + 486 k] ^ 9 = [1773277426052062623126014 + 485857101037361005974077 i + 240213406189647852620470 j + 166075776650148818478486 k]
BICP | Distance=486 | [14 + 77 i + 76 j + 486 k] ^ 5 = [15572192923014 + 15193090892077 i + 14880593392076 j + 15676557079486 k]
BICP | Distance=486 | [14 + 77 i + 76 j + 486 k] ^ 9 = [1841441890798841841846014 + 304625512839373355784077 i + 269470575331498364784076 j + 111401863138647658158486 k]
BICP | Distance=486 | [14 + 80 i + 23 j + 486 k] ^ 5 = [7339336723014 + 20244068500480 i + 2893949308423 j + 19875803279486 k]
BICP | Distance=486 | [14 + 80 i + 73 j + 486 k] ^ 5 = [15542195923014 + 16130163400480 i + 13943520883673 j + 15646560079486 k]
BICP | Distance=486 | [14 + 80 i + 73 j + 486 k] ^ 9 = [1834696615181202812646014 + 409869891509292436960880 i + 164226196661579283607273 j + 104656587521008628958486 k]
BICP | Distance=486 | [486 + 14 i + 86 j + 11 k] ^ 5 = [18863686295486 + 1081125479014 i + 22125944833486 j + 5162719498611 k]
BICP | Distance=486 | [14 + 486 i + 86 j + 11 k] ^ 5 = [2390330987014 + 35528088803486 i + 25687307553486 j + 784678778611 k]
BICP | Distance=486 | [14 + 86 i + 486 j + 11 k] ^ 5 = [2390330987014 + 25687307553486 i + 35528088803486 j + 784678778611 k]
BICP | Distance=486 | [14 + 86 i + 61 j + 486 k] ^ 5 = [14331913003014 + 18622673041486 i + 10849225775861 j + 16137813559486 k]
BICP | Distance=486 | [14 + 86 i + 111 j + 486 k] ^ 5 = [22148917403014 + 12189407113486 i + 19962854379111 j + 8320809159486 k]
BICP | Distance=486 | [486 + 14 i + 89 j + 14 k] ^ 5 = [18417159059486 + 376416131014 i + 22761601677889 j + 5880692503014 k]
BICP | Distance=486 | [14 + 486 i + 89 j + 14 k] ^ 5 = [1721551223014 + 36113647151486 i + 26741264957889 j + 1721551223014 k]
BICP | Distance=486 | [14 + 89 i + 486 j + 14 k] ^ 5 = [1721551223014 + 26741264957889 i + 36113647151486 j + 1721551223014 k]
BICP | Distance=486 | [14 + 89 i + 14 j + 486 k] ^ 5 = [5880692503014 + 22761601677889 i + 376416131014 j + 18417159059486 k]
BICP | Distance=486 | [14 + 89 i + 64 j + 486 k] ^ 5 = [15182681203014 + 18923565774889 i + 11150118509264 j + 15287045359486 k]
BICP | Distance=486 | [14 + 95 i + 52 j + 486 k] ^ 5 = [13570698223014 + 21355389162895 i + 8116509654452 j + 15376598779486 k]
BICP | Distance=486 | [14 + 95 i + 452 j + 486 k] ^ 9 = [1436239364204229703326014 + 30642874375930655875845695 i + 22584379234934995073952452 j + 8079986264808120945078486 k]
BICP | Distance=486 | [14 + 98 i + 5 j + 486 k] ^ 5 = [4044648223014 + 25098291096298 i + -1960273287395 j + 16581114779486 k]
BICP | Distance=486 | [486 + 14 i + 98 j + 7 k] ^ 5 = [16298851231486 + 1450057645414 i + 24824261508298 j + 4492050586527 k]
BICP | Distance=486 | [14 + 98 i + 49 j + 486 k] ^ 5 = [13228630723014 + 22245279396298 i + 7226619421049 j + 15034531279486 k]
BICP | Distance=486 | [14 + 98 i + 55 j + 486 k] ^ 5 = [14421466423014 + 21656281896298 i + 8417402387855 j + 14525830579486 k]
BICP | Distance=486 | [14 + 98 i + 99 j + 486 k] ^ 5 = [22538429123014 + 15919881996298 i + 16232379496299 j + 8710320879486 k]
BICP | Distance=486 | [14 + 98 i + 105 j + 486 k] ^ 5 = [23543669723014 + 14949228396298 i + 17135870913105 j + 7645086279486 k]
BICP | Distance=486 | [14 + 99 i + 48 j + 486 k] ^ 5 = [13104881223014 + 22539058171299 i + 6932840646048 j + 14910781779486 k]
BICP | Distance=486 | [14 + 99 i + 98 j + 486 k] ^ 5 = [22538429123014 + 16232379496299 i + 15919881996298 j + 8710320879486 k]
BICP | Distance=486 | [14 + 105 i + 48 j + 486 k] ^ 5 = [13555387923014 + 23711901738105 i + 6361782546048 j + 13659752079486 k]
BICP | Distance=486 | [14 + 105 i + 98 j + 486 k] ^ 5 = [23543669723014 + 17135870913105 i + 14949228396298 j + 7645086279486 k]
BICP | Distance=486 | [14 + 111 i + 36 j + 486 k] ^ 5 = [11245975503014 + 25928542182111 i + 3543356635236 j + 13051876059486 k]
BICP | Distance=486 | [14 + 111 i + 86 j + 486 k] ^ 5 = [22148917403014 + 19962854379111 i + 12189407113486 j + 8320809159486 k]
BICP | Distance=486 | [14 + 486 i + 139 j + 14 k] ^ 5 = [1001675423014 + 50035923679486 i + 45331507961139 j + 1001675423014 k]
BICP | Distance=486 | [14 + 139 i + 486 j + 14 k] ^ 5 = [1001675423014 + 45331507961139 i + 50035923679486 j + 1001675423014 k]
BICP | Distance=486 | [14 + 486 i + 139 j + 14 k] ^ 9 = [24891544567140978846014 + 7304072944348424623038486 i + 7247842284018427183602139 j + 24891544567140978846014 k]
BICP | Distance=486 | [14 + 139 i + 486 j + 14 k] ^ 9 = [24891544567140978846014 + 7247842284018427183602139 i + 7304072944348424623038486 j + 24891544567140978846014 k]
BICP | Distance=486 | [14 + 139 i + 64 j + 486 k] ^ 5 = [20098217503014 + 27235142428139 i + 4849956881264 j + 4199634059486 k]
BICP | Distance=486 | [14 + 145 i + 52 j + 486 k] ^ 5 = [17226935623014 + 29605412938145 i + 2546848554452 j + 3398827379486 k]
BICP | Distance=486 | [14 + 486 i + 389 j + 14 k] ^ 5 = [5172923014 + 256455332819486 i + 256453602727389 j + 5172923014 k]
BICP | Distance=486 | [14 + 389 i + 486 j + 14 k] ^ 5 = [5172923014 + 256453602727389 i + 256455332819486 j + 5172923014 k]
BICP | Distance=486 | [14 + 486 i + 389 j + 14 k] ^ 9 = [313238026569846014 + 150328900219158279993990486 i + 150328901110931289097806389 j + 313238026569846014 k]
BICP | Distance=486 | [14 + 389 i + 486 j + 14 k] ^ 9 = [313238026569846014 + 150328901110931289097806389 i + 150328900219158279993990486 j + 313238026569846014 k]
BICP | Distance=486 | [14 + 424 i + 23 j + 486 k] ^ 9 = [57691883951685726966014 + 3526042695832396229220424 i + 7144400019007315456456823 j + 17833393789320751947438486 k]
BICP | Distance=486 | [14 + 436 i + 11 j + 486 k] ^ 9 = [2376448766897070893670014 + 5980935364410288582096436 i + 4689507350429423103580811 j + 20152150672266137114142486 k]
BICP | Distance=486 | [14 + 451 i + 2 j + 486 k] ^ 9 = [4286967179580332454726014 + 10361799979242218922762451 i + 2043102918007954529048402 j + 22397419979277037794078486 k]
BICP | Distance=486 | [14 + 451 i + 52 j + 486 k] ^ 9 = [285227083579892442966014 + 13546373625131443251912451 i + 17486751063396083672668852 j + 17212142908750689202638486 k]
BICP | Distance=486 | [14 + 452 i + 1 j + 486 k] ^ 9 = [4441047346558695970926014 + 10706232366366113208552452 i + 1698670530884060243258401 j + 22551500146255401310278486 k]
BICP | Distance=486 | [486 + 14 i + 452 j + 23 k] ^ 9 = [21610802474814072576270486 + 6734021153650464996879614 i + 9834127094460639554808452 j + 5978764954052952612681623 k]
BICP | Distance=486 | [14 + 452 i + 45 j + 486 k] ^ 9 = [763174123283983232166014 + 12915812446598599430472452 i + 15490664659101176492155245 j + 18306671374432787068638486 k]
BICP | Distance=486 | [14 + 452 i + 51 j + 486 k] ^ 9 = [482084924050820457366014 + 13707383682676303848672452 i + 17325741005851223075908851 j + 17409000749221617217038486 k]
BICP | Distance=486 | [486 + 14 i + 452 j + 73 k] ^ 9 = [23629414455332394659070486 + 13651123982733345276332414 i + 6159180621801999408452 j + 20238104818032270901622473 k]
BICP | Distance=486 | [14 + 452 i + 95 j + 486 k] ^ 9 = [1436239364204229703326014 + 22584379234934995073952452 i + 30642874375930655875845695 j + 8079986264808120945078486 k]
BICP | Distance=486 | [14 + 464 i + 39 j + 486 k] ^ 9 = [2800841806996205624070014 + 16162276351254196201548464 i + 14870848337273330723032839 j + 19727757632167002383742486 k]
BICP | Distance=486 | [14 + 480 i + 23 j + 486 k] ^ 9 = [5471969733782566781766014 + 21103263321101153280924480 i + 9929861367426373643656823 j + 22398885558953363541438486 k]
BICP | Distance=486 | [14 + 480 i + 73 j + 486 k] ^ 9 = [7389901140589818005766014 + 27011653805831051522724480 i + 29586506018333628584407273 j + 11679944357126952295038486 k]
BICP | Distance=486 | [15 + 2 i + 2 j + 486 k] ^ 5 = [4200472323015 + 492063304202 i + 492063304202 j + 27363280179486 k]
BICP | Distance=486 | [15 + 2 i + 2 j + 486 k] ^ 9 = [425390517201246895686015 + 43565965972009653968402 i + 43565965972009653968402 j + 1563173299244138613318486 k]
BICP | Distance=486 | [15 + 2 i + 4 j + 486 k] ^ 9 = [426669788930905681780815 + 29576553719090628608402 i + 101011333920305132119684 j + 1560753246330698076846486 k]
BICP | Distance=486 | [15 + 2 i + 452 j + 486 k] ^ 9 = [4662867260848531872936015 + 2122530319268890667648402 i + 10627462486984977254352452 j + 22521846417078441151278486 k]
BICP | Distance=486 | [15 + 4 i + 2 j + 486 k] ^ 9 = [426669788930905681780815 + 101011333920305132119684 i + 29576553719090628608402 j + 1560753246330698076846486 k]
BICP | Distance=486 | [15 + 6 i + 8 j + 486 k] ^ 9 = [441425061913825925644815 + 115609632597345133484406 i + 187044412798559636995688 j + 1545997973347777832982486 k]
BICP | Distance=486 | [15 + 8 i + 6 j + 486 k] ^ 9 = [441425061913825925644815 + 187044412798559636995688 i + 115609632597345133484406 j + 1545997973347777832982486 k]
BICP | Distance=486 | [15 + 8 i + 8 j + 486 k] ^ 5 = [4325779989015 + 1963994391848 i + 1963994391848 j + 27237972513486 k]
BICP | Distance=486 | [15 + 8 i + 48 j + 486 k] ^ 5 = [4816085829015 + 475480239848 i + 12915242400048 j + 24742055457486 k]
BICP | Distance=486 | [15 + 9 i + 9 j + 486 k] ^ 9 = [453745927950808329147015 + 193510557482027443625889 i + 193510557482027443625889 j + 1534817888494577179857486 k]
BICP | Distance=486 | [15 + 23 i + 23 j + 486 k] ^ 9 = [613267941944310235131015 + 457350699758761698301823 i + 457350699758761698301823 j + 1375295874501075273873486 k]
BICP | Distance=486 | [15 + 23 i + 423 j + 486 k] ^ 9 = [209438824966176459531015 + 7216758712315962787981823 i + 3237347127285294626385423 j + 17645826238252174483713486 k]
BICP | Distance=486 | [15 + 27 i + 27 j + 486 k] ^ 9 = [681503675078571841011015 + 517751817859283153718627 i + 517751817859283153718627 j + 1307060141366813667993486 k]
BICP | Distance=486 | [15 + 48 i + 8 j + 486 k] ^ 5 = [4816085829015 + 12915242400048 i + 475480239848 j + 24742055457486 k]
BICP | Distance=486 | [15 + 48 i + 48 j + 486 k] ^ 5 = [8906869173015 + 10833946296048 i + 10833946296048 j + 22656883329486 k]
BICP | Distance=486 | [15 + 48 i + 48 j + 486 k] ^ 9 = [1156322960820187676346015 + 665583377774039540592048 i + 665583377774039540592048 j + 832240855625197832658486 k]
BICP | Distance=486 | [15 + 48 i + 98 j + 486 k] ^ 5 = [13229261448015 + 6825605646048 i + 22262542396298 j + 15206359779486 k]
BICP | Distance=486 | [15 + 52 i + 52 j + 486 k] ^ 5 = [9705025773015 + 11553870104452 i + 11553870104452 j + 21858726729486 k]
BICP | Distance=486 | [15 + 52 i + 52 j + 486 k] ^ 9 = [1259716721775208304106015 + 654882770463485238448852 i + 654882770463485238448852 j + 728847094670177204898486 k]
BICP | Distance=486 | [15 + 52 i + 452 j + 486 k] ^ 9 = [746798752965971825706015 + 17669188446632011556368852 i + 13689776861601343394772452 j + 17108466310252379117538486 k]
BICP | Distance=486 | [15 + 73 i + 73 j + 486 k] ^ 9 = [1775441056388904086331015 + 364244935440277210402273 i + 364244935440277210402273 j + 213122760056481422673486 k]
BICP | Distance=486 | [15 + 77 i + 77 j + 486 k] ^ 9 = [1855558052407678567971015 + 264093118779322645659077 i + 264093118779322645659077 j + 133005764037706941033486 k]
BICP | Distance=486 | [15 + 98 i + 48 j + 486 k] ^ 5 = [13229261448015 + 22262542396298 i + 6825605646048 j + 15206359779486 k]
BICP | Distance=486 | [15 + 98 i + 98 j + 486 k] ^ 5 = [22524256323015 + 15907408696298 i + 15907408696298 j + 9039496179486 k]
BICP | Distance=486 | [15 + 423 i + 23 j + 486 k] ^ 9 = [209438824966176459531015 + 3237347127285294626385423 i + 7216758712315962787981823 j + 17645826238252174483713486 k]
BICP | Distance=486 | [15 + 452 i + 2 j + 486 k] ^ 9 = [4662867260848531872936015 + 10627462486984977254352452 i + 2122530319268890667648402 j + 22521846417078441151278486 k]
BICP | Distance=486 | [15 + 452 i + 52 j + 486 k] ^ 9 = [746798752965971825706015 + 13689776861601343394772452 i + 17669188446632011556368852 j + 17108466310252379117538486 k]
BICP | Distance=486 | [486 + 16 i + 3 j + 4 k] ^ 9 = [1456655989528186998210486 + 438614890090355615659216 i + 52341287896631847521043 j + 130596122905101324225124 k]
BICP | Distance=486 | [16 + 486 i + 4 j + 3 k] ^ 9 = [438614890090355615659216 + 1456655989528186998210486 i + 130596122905101324225124 j + 52341287896631847521043 k]
BICP | Distance=486 | [16 + 4 i + 486 j + 3 k] ^ 9 = [438614890090355615659216 + 130596122905101324225124 i + 1456655989528186998210486 j + 52341287896631847521043 k]
BICP | Distance=486 | [16 + 486 i + 6 j + 27 k] ^ 9 = [335758458516262064594416 + 1315810457894578296726486 i + 343063678736523801362166 j + 674077646596129872321627 k]
BICP | Distance=486 | [16 + 6 i + 486 j + 27 k] ^ 9 = [335758458516262064594416 + 343063678736523801362166 i + 1315810457894578296726486 j + 674077646596129872321627 k]
BICP | Distance=486 | [486 + 16 i + 27 j + 6 k] ^ 9 = [1315810457894578296726486 + 335758458516262064594416 i + 674077646596129872321627 j + 343063678736523801362166 k]
BICP | Distance=486 | [17 + 5 i + 423 j + 486 k] ^ 9 = [3130557322080830548780217 + 3535286814741854708672285 i + 2596985155385405094573423 j + 18740920283756952421149486 k]
BICP | Distance=486 | [17 + 423 i + 5 j + 486 k] ^ 9 = [3130557322080830548780217 + 2596985155385405094573423 i + 3535286814741854708672285 j + 18740920283756952421149486 k]
BICP | Distance=486 | [18 + 2 i + 3 j + 486 k] ^ 5 = [5046918431418 + 438197968202 i + 760816069323 j + 27471961971486 k]
BICP | Distance=486 | [18 + 2 i + 423 j + 486 k] ^ 9 = [3787132690241405217622818 + 3010120683289196173688402 i + 2555568074222834378670423 j + 18923317092070823131758486 k]
BICP | Distance=486 | [18 + 3 i + 2 j + 486 k] ^ 5 = [5046918431418 + 760816069323 i + 438197968202 j + 27471961971486 k]
BICP | Distance=486 | [18 + 6 i + 455 j + 486 k] ^ 9 = [5447440188952070217282018 + 3659791265281485282897846 i + 11321777794908070096590455 j + 22612322752145054320662486 k]
BICP | Distance=486 | [18 + 7 i + 8 j + 486 k] ^ 5 = [5149363163418 + 1633927020727 i + 1956545121848 j + 27369517239486 k]
BICP | Distance=486 | [18 + 7 i + 8 j + 486 k] ^ 9 = [530365817675948139882018 + 135113950037990519823847 i + 172582841417370290861288 j + 1567671819448223045358486 k]
BICP | Distance=486 | [18 + 8 i + 7 j + 486 k] ^ 5 = [5149363163418 + 1956545121848 i + 1633927020727 j + 27369517239486 k]
BICP | Distance=486 | [18 + 8 i + 7 j + 486 k] ^ 9 = [530365817675948139882018 + 172582841417370290861288 i + 135113950037990519823847 j + 1567671819448223045358486 k]
BICP | Distance=486 | [18 + 8 i + 27 j + 486 k] ^ 5 = [5429903711418 + 1094394489848 i + 7206766192827 j + 26628418467486 k]
BICP | Distance=486 | [18 + 23 i + 52 j + 486 k] ^ 5 = [7343180231418 + 3886807808423 i + 13180874954452 j + 24102080379486 k]
BICP | Distance=486 | [18 + 23 i + 52 j + 486 k] ^ 9 = [840949449371233952302818 + 71014048732496399536823 i + 1124240294266459271908852 j + 1010178113909043598038486 k]
BICP | Distance=486 | [18 + 23 i + 452 j + 486 k] ^ 9 = [3581343375124016352142818 + 9037445004472310176816823 i + 10583475536969897253672452 j + 20741382335703299592438486 k]
BICP | Distance=486 | [18 + 27 i + 8 j + 486 k] ^ 5 = [5429903711418 + 7206766192827 i + 1094394489848 j + 26628418467486 k]
BICP | Distance=486 | [18 + 27 i + 48 j + 486 k] ^ 5 = [7598582231418 + 5158084816827 i + 11909597946048 j + 24357482379486 k]
BICP | Distance=486 | [18 + 27 i + 48 j + 486 k] ^ 9 = [899378192313539895502818 + 210547912050030248913627 i + 984706430948925422532048 j + 1068606856851349541238486 k]
BICP | Distance=486 | [18 + 27 i + 98 j + 486 k] ^ 5 = [9562339031418 + 1868090941827 i + 23866809496298 j + 16568165979486 k]
BICP | Distance=486 | [18 + 48 i + 27 j + 486 k] ^ 5 = [7598582231418 + 11909597946048 i + 5158084816827 j + 24357482379486 k]
BICP | Distance=486 | [18 + 48 i + 27 j + 486 k] ^ 9 = [899378192313539895502818 + 984706430948925422532048 i + 210547912050030248913627 j + 1068606856851349541238486 k]
BICP | Distance=486 | [18 + 48 i + 77 j + 486 k] ^ 5 = [12219716831418 + 8220416646048 i + 17514483792077 j + 19225543779486 k]
BICP | Distance=486 | [18 + 52 i + 23 j + 486 k] ^ 5 = [7343180231418 + 13180874954452 i + 3886807808423 j + 24102080379486 k]
BICP | Distance=486 | [18 + 52 i + 23 j + 486 k] ^ 9 = [840949449371233952302818 + 1124240294266459271908852 i + 71014048732496399536823 j + 1010178113909043598038486 k]
BICP | Distance=486 | [18 + 52 i + 73 j + 486 k] ^ 5 = [12475118831418 + 9491693654452 i + 16243206783673 j + 19480945779486 k]
BICP | Distance=486 | [18 + 52 i + 73 j + 486 k] ^ 9 = [1499455339807448259262818 + 135841917683861275228852 i + 910000436582756448847273 j + 468529709357441177478486 k]
BICP | Distance=486 | [18 + 73 i + 52 j + 486 k] ^ 5 = [12475118831418 + 16243206783673 i + 9491693654452 j + 19480945779486 k]
BICP | Distance=486 | [18 + 73 i + 52 j + 486 k] ^ 9 = [1499455339807448259262818 + 910000436582756448847273 i + 135841917683861275228852 j + 468529709357441177478486 k]
BICP | Distance=486 | [18 + 73 i + 452 j + 486 k] ^ 9 = [1390146050039763429982818 + 23936174705356171269967273 i + 16651032383623076437152452 j + 12594507357357595032678486 k]
BICP | Distance=486 | [18 + 77 i + 48 j + 486 k] ^ 5 = [12219716831418 + 17514483792077 i + 8220416646048 j + 19225543779486 k]
BICP | Distance=486 | [18 + 77 i + 98 j + 486 k] ^ 5 = [19351173731418 + 11824686867077 i + 18576199996298 j + 12604890879486 k]
BICP | Distance=486 | [18 + 98 i + 27 j + 486 k] ^ 5 = [9562339031418 + 23866809496298 i + 1868090941827 j + 16568165979486 k]
BICP | Distance=486 | [18 + 98 i + 77 j + 486 k] ^ 5 = [19351173731418 + 18576199996298 i + 11824686867077 j + 12604890879486 k]
BICP | Distance=486 | [18 + 423 i + 2 j + 486 k] ^ 9 = [3787132690241405217622818 + 2555568074222834378670423 i + 3010120683289196173688402 j + 18923317092070823131758486 k]
BICP | Distance=486 | [18 + 452 i + 23 j + 486 k] ^ 9 = [3581343375124016352142818 + 10583475536969897253672452 i + 9037445004472310176816823 j + 20741382335703299592438486 k]
BICP | Distance=486 | [18 + 452 i + 73 j + 486 k] ^ 9 = [1390146050039763429982818 + 16651032383623076437152452 i + 23936174705356171269967273 j + 12594507357357595032678486 k]
BICP | Distance=486 | [18 + 455 i + 6 j + 486 k] ^ 9 = [5447440188952070217282018 + 11321777794908070096590455 i + 3659791265281485282897846 j + 22612322752145054320662486 k]
BICP | Distance=486 | [19 + 486 i + 6 j + 30 k] ^ 9 = [392700907096045481638819 + 1261210416604319852118486 i + 397663720026782245970166 j + 731020095175913289366030 k]
BICP | Distance=486 | [19 + 6 i + 486 j + 30 k] ^ 9 = [392700907096045481638819 + 397663720026782245970166 i + 1261210416604319852118486 j + 731020095175913289366030 k]
BICP | Distance=486 | [486 + 19 i + 30 j + 6 k] ^ 9 = [1261210416604319852118486 + 392700907096045481638819 i + 731020095175913289366030 j + 397663720026782245970166 k]
BICP | Distance=486 | [20 + 486 i + 1 j + 8 k] ^ 5 = [5532771374020 + 26584783225486 i + 642273921561 j + 2161921331848 k]
BICP | Distance=486 | [20 + 1 i + 486 j + 8 k] ^ 5 = [5532771374020 + 642273921561 i + 26584783225486 j + 2161921331848 k]
BICP | Distance=486 | [20 + 486 i + 1 j + 48 k] ^ 5 = [5125735382020 + 24050666601486 i + 2438628401561 j + 12948568092048 k]
BICP | Distance=486 | [20 + 1 i + 486 j + 48 k] ^ 5 = [5125735382020 + 2438628401561 i + 24050666601486 j + 12948568092048 k]
BICP | Distance=486 | [20 + 486 i + 1 j + 98 k] ^ 5 = [3994334252020 + 15938439631486 i + 4517921286561 j + 24808893672298 k]
BICP | Distance=486 | [20 + 1 i + 486 j + 98 k] ^ 5 = [3994334252020 + 4517921286561 i + 15938439631486 j + 24808893672298 k]
BICP | Distance=486 | [486 + 20 i + 2 j + 9 k] ^ 5 = [26747510247486 + 5529740748020 i + 140676160202 j + 2578217532489 k]
BICP | Distance=486 | [486 + 20 i + 3 j + 6 k] ^ 5 = [26690393223486 + 5522667096020 i + 553984972323 j + 1794356485086 k]
BICP | Distance=486 | [20 + 486 i + 4 j + 7 k] ^ 5 = [5491340786020 + 26624696981486 i + 1424071082964 j + 1749494761727 k]
BICP | Distance=486 | [20 + 4 i + 486 j + 7 k] ^ 5 = [5491340786020 + 1424071082964 i + 26624696981486 j + 1749494761727 k]
BICP | Distance=486 | [20 + 486 i + 4 j + 27 k] ^ 5 = [5213080202020 + 25871840721486 i + 2318042050964 j + 7229937025827 k]
BICP | Distance=486 | [20 + 4 i + 486 j + 27 k] ^ 5 = [5213080202020 + 2318042050964 i + 25871840721486 j + 7229937025827 k]
BICP | Distance=486 | [20 + 486 i + 4 j + 77 k] ^ 5 = [4040098322020 + 20071896601486 i + 4379074490964 j + 20025734471077 k]
BICP | Distance=486 | [20 + 4 i + 486 j + 77 k] ^ 5 = [4040098322020 + 4379074490964 i + 20071896601486 j + 20025734471077 k]
BICP | Distance=486 | [20 + 486 i + 6 j + 3 k] ^ 5 = [5522667096020 + 26690393223486 i + 1794356485086 j + 553984972323 k]
BICP | Distance=486 | [20 + 6 i + 486 j + 3 k] ^ 5 = [5522667096020 + 1794356485086 i + 26690393223486 j + 553984972323 k]
BICP | Distance=486 | [20 + 486 i + 6 j + 23 k] ^ 5 = [5175598968020 + 26130883827486 i + 2687127985086 j + 6054458312423 k]
BICP | Distance=486 | [20 + 6 i + 486 j + 23 k] ^ 5 = [5175598968020 + 2687127985086 i + 26130883827486 j + 6054458312423 k]
BICP | Distance=486 | [20 + 486 i + 6 j + 31 k] ^ 9 = [410564237560109833094420 + 1241664448995450535446486 i + 417209687635651562642166 j + 748883425639977640821631 k]
BICP | Distance=486 | [20 + 6 i + 486 j + 31 k] ^ 9 = [410564237560109833094420 + 417209687635651562642166 i + 1241664448995450535446486 j + 748883425639977640821631 k]
BICP | Distance=486 | [20 + 486 i + 6 j + 73 k] ^ 5 = [3835071228020 + 20798787867486 i + 4703960665086 j + 19002781527673 k]
BICP | Distance=486 | [20 + 6 i + 486 j + 73 k] ^ 5 = [3835071228020 + 4703960665086 i + 20798787867486 j + 19002781527673 k]
BICP | Distance=486 | [486 + 20 i + 7 j + 4 k] ^ 5 = [26624696981486 + 5491340786020 i + 1749494761727 j + 1424071082964 k]
BICP | Distance=486 | [486 + 20 i + 7 j + 14 k] ^ 5 = [26850071011486 + 5356793792020 i + 1299785920727 j + 4188750391014 k]
BICP | Distance=486 | [486 + 20 i + 8 j + 1 k] ^ 5 = [26584783225486 + 5532771374020 i + 2161921331848 j + 642273921561 k]
BICP | Distance=486 | [486 + 20 i + 8 j + 11 k] ^ 5 = [26744420717486 + 5366978198020 i + 1710439499848 j + 3402534112611 k]
BICP | Distance=486 | [20 + 486 i + 9 j + 2 k] ^ 5 = [5529740748020 + 26747510247486 i + 2578217532489 j + 140676160202 k]
BICP | Distance=486 | [20 + 9 i + 486 j + 2 k] ^ 5 = [5529740748020 + 2578217532489 i + 26747510247486 j + 140676160202 k]
BICP | Distance=486 | [20 + 486 i + 9 j + 52 k] ^ 5 = [4131992058020 + 23805453537486 i + 4673598027489 j + 13657695920452 k]
BICP | Distance=486 | [20 + 9 i + 486 j + 52 k] ^ 5 = [4131992058020 + 4673598027489 i + 23805453537486 j + 13657695920452 k]
BICP | Distance=486 | [20 + 486 i + 11 j + 8 k] ^ 5 = [5366978198020 + 26744420717486 i + 3402534112611 j + 1710439499848 k]
BICP | Distance=486 | [20 + 11 i + 486 j + 8 k] ^ 5 = [5366978198020 + 3402534112611 i + 26744420717486 j + 1710439499848 k]
BICP | Distance=486 | [20 + 486 i + 11 j + 48 k] ^ 5 = [4056299150020 + 24319276029486 i + 5043468464611 j + 12543975396048 k]
BICP | Distance=486 | [20 + 11 i + 486 j + 48 k] ^ 5 = [4056299150020 + 5043468464611 i + 24319276029486 j + 12543975396048 k]
BICP | Distance=486 | [20 + 486 i + 11 j + 48 k] ^ 9 = [190723403167928924220020 + 1014057971461329030378486 i + 627033867280743597649211 j + 1101170820545584997352048 k]
BICP | Distance=486 | [20 + 11 i + 486 j + 48 k] ^ 9 = [190723403167928924220020 + 627033867280743597649211 i + 1014057971461329030378486 j + 1101170820545584997352048 k]
BICP | Distance=486 | [20 + 486 i + 11 j + 98 k] ^ 5 = [1862379800020 + 16332618779486 i + 6614116639611 j + 24488324796298 k]
BICP | Distance=486 | [20 + 11 i + 486 j + 98 k] ^ 5 = [1862379800020 + 6614116639611 i + 16332618779486 j + 24488324796298 k]
BICP | Distance=486 | [20 + 486 i + 14 j + 7 k] ^ 5 = [5356793792020 + 26850071011486 i + 4188750391014 j + 1299785920727 k]
BICP | Distance=486 | [20 + 14 i + 486 j + 7 k] ^ 5 = [5356793792020 + 4188750391014 i + 26850071011486 j + 1299785920727 k]
BICP | Distance=486 | [20 + 486 i + 14 j + 27 k] ^ 5 = [4622986400020 + 26152029279486 i + 5036726723014 j + 6809628916827 k]
BICP | Distance=486 | [20 + 14 i + 486 j + 27 k] ^ 5 = [4622986400020 + 5036726723014 i + 26152029279486 j + 6809628916827 k]
BICP | Distance=486 | [20 + 486 i + 14 j + 27 k] ^ 9 = [350687205170795542320020 + 1350673592889501534078486 i + 588679609812709907526014 j + 596330900018508695673627 k]
BICP | Distance=486 | [20 + 14 i + 486 j + 27 k] ^ 9 = [350687205170795542320020 + 588679609812709907526014 i + 1350673592889501534078486 j + 596330900018508695673627 k]
BICP | Distance=486 | [20 + 486 i + 14 j + 77 k] ^ 5 = [2348521700020 + 20478382079486 i + 6736757923014 j + 19698640892077 k]
BICP | Distance=486 | [20 + 14 i + 486 j + 77 k] ^ 5 = [2348521700020 + 6736757923014 i + 20478382079486 j + 19698640892077 k]
BICP | Distance=486 | [486 + 20 i + 23 j + 6 k] ^ 5 = [26130883827486 + 5175598968020 i + 6054458312423 j + 2687127985086 k]
BICP | Distance=486 | [486 + 20 i + 23 j + 36 k] ^ 5 = [27760006629486 + 3770924850020 i + 4884564233423 j + 10984403077236 k]
BICP | Distance=486 | [486 + 20 i + 23 j + 36 k] ^ 9 = [1695028884924106496538486 + 223624300248636328740020 i + 372421203241218175666823 j + 1179177018438049567754436 k]
BICP | Distance=486 | [486 + 20 i + 23 j + 86 k] ^ 5 = [35139436979486 + 1885641800020 i + 3491294008423 j + 26075959377486 k]
BICP | Distance=486 | [486 + 20 i + 23 j + 264 k] ^ 5 = [118803716277486 + -2131381437820 i + 2614560437423 j + 118463002776264 k]
BICP | Distance=486 | [486 + 20 i + 27 j + 4 k] ^ 5 = [25871840721486 + 5213080202020 i + 7229937025827 j + 2318042050964 k]
BICP | Distance=486 | [486 + 20 i + 27 j + 14 k] ^ 5 = [26152029279486 + 4622986400020 i + 6809628916827 j + 5036726723014 k]
BICP | Distance=486 | [486 + 20 i + 27 j + 14 k] ^ 9 = [1350673592889501534078486 + 350687205170795542320020 i + 596330900018508695673627 j + 588679609812709907526014 k]
BICP | Distance=486 | [486 + 20 i + 27 j + 64 k] ^ 5 = [30990195729486 + 2033212550020 i + 5234893741827 j + 19256724623264 k]
BICP | Distance=486 | [486 + 20 i + 27 j + 236 k] ^ 5 = [98323607457486 + -4327849297820 i + 5181158017827 j + 97686101606236 k]
BICP | Distance=486 | [486 + 20 i + 27 j + 486 k] ^ 5 = [433586783007486 + -15619059147820 i + 15619288492827 j + 433586783007486 k]
BICP | Distance=486 | [486 + 20 i + 31 j + 6 k] ^ 9 = [1241664448995450535446486 + 410564237560109833094420 i + 748883425639977640821631 j + 417209687635651562642166 k]
BICP | Distance=486 | [20 + 486 i + 36 j + 23 k] ^ 5 = [3770924850020 + 27760006629486 i + 10984403077236 j + 4884564233423 k]
BICP | Distance=486 | [20 + 36 i + 486 j + 23 k] ^ 5 = [3770924850020 + 10984403077236 i + 27760006629486 j + 4884564233423 k]
BICP | Distance=486 | [20 + 486 i + 36 j + 23 k] ^ 9 = [223624300248636328740020 + 1695028884924106496538486 i + 1179177018438049567754436 j + 372421203241218175666823 k]
BICP | Distance=486 | [20 + 36 i + 486 j + 23 k] ^ 9 = [223624300248636328740020 + 1179177018438049567754436 i + 1695028884924106496538486 j + 372421203241218175666823 k]
BICP | Distance=486 | [20 + 486 i + 36 j + 77 k] ^ 5 = [-1304035377820 + 22120772697486 i + 12042720565236 j + 19352491143077 k]
BICP | Distance=486 | [20 + 36 i + 486 j + 77 k] ^ 5 = [-1304035377820 + 12042720565236 i + 22120772697486 j + 19352491143077 k]
BICP | Distance=486 | [20 + 486 i + 36 j + 423 k] ^ 9 = [9454746177485079111780020 + 17041135217215001694138486 i + 4985085512461614562634436 j + 1009889713344428204310423 k]
BICP | Distance=486 | [20 + 36 i + 486 j + 423 k] ^ 9 = [9454746177485079111780020 + 4985085512461614562634436 i + 17041135217215001694138486 j + 1009889713344428204310423 k]
BICP | Distance=486 | [20 + 486 i + 39 j + 52 k] ^ 5 = [781940850020 + 25840324929486 i + 12564466410639 j + 12846720104452 k]
BICP | Distance=486 | [20 + 39 i + 486 j + 52 k] ^ 5 = [781940850020 + 12564466410639 i + 25840324929486 j + 12846720104452 k]
BICP | Distance=486 | [20 + 486 i + 39 j + 98 k] ^ 5 = [-4013985387820 + 18510119727486 i + 12667105497639 j + 24308882680298 k]
BICP | Distance=486 | [20 + 39 i + 486 j + 98 k] ^ 5 = [-4013985387820 + 12667105497639 i + 18510119727486 j + 24308882680298 k]
BICP | Distance=486 | [20 + 486 i + 39 j + 452 k] ^ 9 = [10228291568155579697220020 + 20797951565795359714578486 i + 10127508850955648028901239 j + 7547410337213486523252452 k]
BICP | Distance=486 | [20 + 39 i + 486 j + 452 k] ^ 9 = [10228291568155579697220020 + 10127508850955648028901239 i + 20797951565795359714578486 j + 7547410337213486523252452 k]
BICP | Distance=486 | [486 + 20 i + 48 j + 1 k] ^ 5 = [24050666601486 + 5125735382020 i + 12948568092048 j + 2438628401561 k]
BICP | Distance=486 | [486 + 20 i + 48 j + 11 k] ^ 5 = [24319276029486 + 4056299150020 i + 12543975396048 j + 5043468464611 k]
BICP | Distance=486 | [486 + 20 i + 48 j + 11 k] ^ 9 = [1014057971461329030378486 + 190723403167928924220020 i + 1101170820545584997352048 j + 627033867280743597649211 k]
BICP | Distance=486 | [486 + 20 i + 48 j + 89 k] ^ 5 = [34188554097486 + -3639779677820 i + 11591463420048 j + 27177667647889 k]
BICP | Distance=486 | [486 + 20 i + 48 j + 139 k] ^ 5 = [48295655037486 + -8362145557820 i + 12914426340048 j + 45159634903139 k]
BICP | Distance=486 | [486 + 20 i + 48 j + 389 k] ^ 5 = [253818096237486 + -40947703957820 i + 40949672940048 j + 253841340929389 k]
BICP | Distance=486 | [486 + 20 i + 52 j + 9 k] ^ 5 = [23805453537486 + 4131992058020 i + 13657695920452 j + 4673598027489 k]
BICP | Distance=486 | [486 + 20 i + 52 j + 39 k] ^ 5 = [25840324929486 + 781940850020 i + 12846720104452 j + 12564466410639 k]
BICP | Distance=486 | [486 + 20 i + 52 j + 61 k] ^ 5 = [28620509237486 + -1576628257820 i + 12649524600452 j + 18677141277861 k]
BICP | Distance=486 | [486 + 20 i + 52 j + 111 k] ^ 5 = [39196027497486 + -6805714977820 i + 13401910520452 j + 34463617533111 k]
BICP | Distance=486 | [486 + 20 i + 52 j + 361 k] ^ 5 = [214829255297486 + -41040777577820 i + 41072283120452 j + 214883191559361 k]
BICP | Distance=486 | [20 + 486 i + 61 j + 52 k] ^ 5 = [-1576628257820 + 28620509237486 i + 18677141277861 j + 12649524600452 k]
BICP | Distance=486 | [20 + 61 i + 486 j + 52 k] ^ 5 = [-1576628257820 + 18677141277861 i + 28620509237486 j + 12649524600452 k]
BICP | Distance=486 | [20 + 486 i + 64 j + 27 k] ^ 5 = [2033212550020 + 30990195729486 i + 19256724623264 j + 5234893741827 k]
BICP | Distance=486 | [20 + 64 i + 486 j + 27 k] ^ 5 = [2033212550020 + 19256724623264 i + 30990195729486 j + 5234893741827 k]
BICP | Distance=486 | [20 + 486 i + 64 j + 73 k] ^ 5 = [-5238863557820 + 26358961637486 i + 19317700935264 j + 18560357962673 k]
BICP | Distance=486 | [20 + 64 i + 486 j + 73 k] ^ 5 = [-5238863557820 + 19317700935264 i + 26358961637486 j + 18560357962673 k]
BICP | Distance=486 | [20 + 486 i + 64 j + 173 k] ^ 5 = [-20591351437820 + 603184777486 i + 12285477495264 j + 38660500523173 k]
BICP | Distance=486 | [20 + 64 i + 486 j + 173 k] ^ 5 = [-20591351437820 + 12285477495264 i + 603184777486 j + 38660500523173 k]
BICP | Distance=486 | [486 + 20 i + 73 j + 6 k] ^ 5 = [20798787867486 + 3835071228020 i + 19002781527673 j + 4703960665086 k]
BICP | Distance=486 | [486 + 20 i + 73 j + 64 k] ^ 5 = [26358961637486 + -5238863557820 i + 18560357962673 j + 19317700935264 k]
BICP | Distance=486 | [486 + 20 i + 73 j + 264 k] ^ 5 = [112579884597486 + -41135329677820 i + 41875311642673 j + 112903923456264 k]
BICP | Distance=486 | [486 + 20 i + 77 j + 4 k] ^ 5 = [20071896601486 + 4040098322020 i + 20025734471077 j + 4379074490964 k]
BICP | Distance=486 | [486 + 20 i + 77 j + 14 k] ^ 5 = [20478382079486 + 2348521700020 i + 19698640892077 j + 6736757923014 k]
BICP | Distance=486 | [486 + 20 i + 77 j + 36 k] ^ 5 = [22120772697486 + -1304035377820 i + 19352491143077 j + 12042720565236 k]
BICP | Distance=486 | [486 + 20 i + 77 j + 86 k] ^ 5 = [29788624607486 + -9469719847820 i + 20434030388077 j + 25393326045486 k]
BICP | Distance=486 | [486 + 20 i + 77 j + 236 k] ^ 5 = [91810564937486 + -37573784857820 i + 38906482823077 j + 92193497086236 k]
BICP | Distance=486 | [486 + 20 i + 77 j + 486 k] ^ 5 = [418919147487486 + -126319065207820 i + 126327652548077 j + 418919147487486 k]
BICP | Distance=486 | [20 + 486 i + 86 j + 23 k] ^ 5 = [1885641800020 + 35139436979486 i + 26075959377486 j + 3491294008423 k]
BICP | Distance=486 | [20 + 86 i + 486 j + 23 k] ^ 5 = [1885641800020 + 26075959377486 i + 35139436979486 j + 3491294008423 k]
BICP | Distance=486 | [20 + 486 i + 86 j + 77 k] ^ 5 = [-9469719847820 + 29788624607486 i + 25393326045486 j + 20434030388077 k]
BICP | Distance=486 | [20 + 86 i + 486 j + 77 k] ^ 5 = [-9469719847820 + 25393326045486 i + 29788624607486 j + 20434030388077 k]
BICP | Distance=486 | [20 + 486 i + 89 j + 48 k] ^ 5 = [-3639779677820 + 34188554097486 i + 27177667647889 j + 11591463420048 k]
BICP | Distance=486 | [20 + 89 i + 486 j + 48 k] ^ 5 = [-3639779677820 + 27177667647889 i + 34188554097486 j + 11591463420048 k]
BICP | Distance=486 | [20 + 486 i + 89 j + 98 k] ^ 5 = [-14488331767820 + 26464642967486 i + 24930433052889 j + 26577595200298 k]
BICP | Distance=486 | [20 + 89 i + 486 j + 98 k] ^ 5 = [-14488331767820 + 24930433052889 i + 26464642967486 j + 26577595200298 k]
BICP | Distance=486 | [486 + 20 i + 98 j + 1 k] ^ 5 = [15938439631486 + 3994334252020 i + 24808893672298 j + 4517921286561 k]
BICP | Distance=486 | [486 + 20 i + 98 j + 11 k] ^ 5 = [16332618779486 + 1862379800020 i + 24488324796298 j + 6614116639611 k]
BICP | Distance=486 | [486 + 20 i + 98 j + 39 k] ^ 5 = [18510119727486 + -4013985387820 i + 24308882680298 j + 12667105497639 k]
BICP | Distance=486 | [486 + 20 i + 98 j + 89 k] ^ 5 = [26464642967486 + -14488331767820 i + 26577595200298 j + 24930433052889 k]
BICP | Distance=486 | [486 + 20 i + 98 j + 139 k] ^ 5 = [40089585307486 + -25529956747820 i + 32128489020298 j + 40540002758139 k]
BICP | Distance=486 | [486 + 20 i + 98 j + 389 k] ^ 5 = [236144183507486 + -112529960647820 i + 112450477620298 j + 236168646034389 k]
BICP | Distance=486 | [20 + 486 i + 111 j + 52 k] ^ 5 = [-6805714977820 + 39196027497486 i + 34463617533111 j + 13401910520452 k]
BICP | Distance=486 | [20 + 111 i + 486 j + 52 k] ^ 5 = [-6805714977820 + 34463617533111 i + 39196027497486 j + 13401910520452 k]
BICP | Distance=486 | [20 + 486 i + 139 j + 48 k] ^ 5 = [-8362145557820 + 48295655037486 i + 45159634903139 j + 12914426340048 k]
BICP | Distance=486 | [20 + 139 i + 486 j + 48 k] ^ 5 = [-8362145557820 + 45159634903139 i + 48295655037486 j + 12914426340048 k]
BICP | Distance=486 | [20 + 486 i + 139 j + 98 k] ^ 5 = [-25529956747820 + 40089585307486 i + 40540002758139 j + 32128489020298 k]
BICP | Distance=486 | [20 + 139 i + 486 j + 98 k] ^ 5 = [-25529956747820 + 40540002758139 i + 40089585307486 j + 32128489020298 k]
BICP | Distance=486 | [486 + 20 i + 173 j + 64 k] ^ 5 = [603184777486 + -20591351437820 i + 38660500523173 j + 12285477495264 k]
BICP | Distance=486 | [486 + 20 i + 173 j + 264 k] ^ 5 = [69303398937486 + -111459810357820 i + 110528441403173 j + 71299499616264 k]
BICP | Distance=486 | [486 + 20 i + 202 j + 361 k] ^ 5 = [119943237287486 + -213102193807820 i + 212202869761202 j + 119357227424361 k]
BICP | Distance=486 | [20 + 486 i + 236 j + 27 k] ^ 5 = [-4327849297820 + 98323607457486 i + 97686101606236 j + 5181158017827 k]
BICP | Distance=486 | [20 + 236 i + 486 j + 27 k] ^ 5 = [-4327849297820 + 97686101606236 i + 98323607457486 j + 5181158017827 k]
BICP | Distance=486 | [20 + 486 i + 236 j + 77 k] ^ 5 = [-37573784857820 + 91810564937486 i + 92193497086236 j + 38906482823077 k]
BICP | Distance=486 | [20 + 236 i + 486 j + 77 k] ^ 5 = [-37573784857820 + 92193497086236 i + 91810564937486 j + 38906482823077 k]
BICP | Distance=486 | [20 + 486 i + 264 j + 23 k] ^ 5 = [-2131381437820 + 118803716277486 i + 118463002776264 j + 2614560437423 k]
BICP | Distance=486 | [20 + 264 i + 486 j + 23 k] ^ 5 = [-2131381437820 + 118463002776264 i + 118803716277486 j + 2614560437423 k]
BICP | Distance=486 | [20 + 486 i + 264 j + 73 k] ^ 5 = [-41135329677820 + 112579884597486 i + 112903923456264 j + 41875311642673 k]
BICP | Distance=486 | [20 + 264 i + 486 j + 73 k] ^ 5 = [-41135329677820 + 112903923456264 i + 112579884597486 j + 41875311642673 k]
BICP | Distance=486 | [20 + 486 i + 264 j + 173 k] ^ 5 = [-111459810357820 + 69303398937486 i + 71299499616264 j + 110528441403173 k]
BICP | Distance=486 | [20 + 264 i + 486 j + 173 k] ^ 5 = [-111459810357820 + 71299499616264 i + 69303398937486 j + 110528441403173 k]
BICP | Distance=486 | [486 + 20 i + 298 j + 389 k] ^ 5 = [12671441587486 + -325795901407820 i + 326162858341298 j + 8626144954389 k]
BICP | Distance=486 | [486 + 20 i + 327 j + 486 k] ^ 5 = [22638708387486 + -547247466507820 i + 552278386074327 j + 22638708387486 k]
BICP | Distance=486 | [20 + 486 i + 361 j + 52 k] ^ 5 = [-41040777577820 + 214829255297486 i + 214883191559361 j + 41072283120452 k]
BICP | Distance=486 | [20 + 361 i + 486 j + 52 k] ^ 5 = [-41040777577820 + 214883191559361 i + 214829255297486 j + 41072283120452 k]
BICP | Distance=486 | [20 + 486 i + 361 j + 202 k] ^ 5 = [-213102193807820 + 119943237287486 i + 119357227424361 j + 212202869761202 k]
BICP | Distance=486 | [20 + 361 i + 486 j + 202 k] ^ 5 = [-213102193807820 + 119357227424361 i + 119943237287486 j + 212202869761202 k]
BICP | Distance=486 | [20 + 486 i + 389 j + 48 k] ^ 5 = [-40947703957820 + 253818096237486 i + 253841340929389 j + 40949672940048 k]
BICP | Distance=486 | [20 + 389 i + 486 j + 48 k] ^ 5 = [-40947703957820 + 253841340929389 i + 253818096237486 j + 40949672940048 k]
BICP | Distance=486 | [20 + 486 i + 389 j + 98 k] ^ 5 = [-112529960647820 + 236144183507486 i + 236168646034389 j + 112450477620298 k]
BICP | Distance=486 | [20 + 389 i + 486 j + 98 k] ^ 5 = [-112529960647820 + 236168646034389 i + 236144183507486 j + 112450477620298 k]
BICP | Distance=486 | [20 + 486 i + 389 j + 298 k] ^ 5 = [-325795901407820 + 12671441587486 i + 8626144954389 j + 326162858341298 k]
BICP | Distance=486 | [20 + 389 i + 486 j + 298 k] ^ 5 = [-325795901407820 + 8626144954389 i + 12671441587486 j + 326162858341298 k]
BICP | Distance=486 | [486 + 20 i + 423 j + 36 k] ^ 9 = [17041135217215001694138486 + 9454746177485079111780020 i + 1009889713344428204310423 j + 4985085512461614562634436 k]
BICP | Distance=486 | [486 + 20 i + 452 j + 39 k] ^ 9 = [20797951565795359714578486 + 10228291568155579697220020 i + 7547410337213486523252452 j + 10127508850955648028901239 k]
BICP | Distance=486 | [20 + 486 i + 486 j + 27 k] ^ 5 = [-15619059147820 + 433586783007486 i + 433586783007486 j + 15619288492827 k]
BICP | Distance=486 | [20 + 486 i + 486 j + 27 k] ^ 5 = [-15619059147820 + 433586783007486 i + 433586783007486 j + 15619288492827 k]
BICP | Distance=486 | [20 + 486 i + 486 j + 77 k] ^ 5 = [-126319065207820 + 418919147487486 i + 418919147487486 j + 126327652548077 k]
BICP | Distance=486 | [20 + 486 i + 486 j + 77 k] ^ 5 = [-126319065207820 + 418919147487486 i + 418919147487486 j + 126327652548077 k]
BICP | Distance=486 | [20 + 486 i + 486 j + 327 k] ^ 5 = [-547247466507820 + 22638708387486 i + 22638708387486 j + 552278386074327 k]
BICP | Distance=486 | [20 + 486 i + 486 j + 327 k] ^ 5 = [-547247466507820 + 22638708387486 i + 22638708387486 j + 552278386074327 k]
BICP | Distance=486 | [23 + 486 i + 0 j + 2 k] ^ 5 = [6386300354423 + 26502109011486 i + 105369640560 j + 550372588202 k]
BICP | Distance=486 | [23 + 0 i + 486 j + 2 k] ^ 5 = [6386300354423 + 105369640560 i + 26502109011486 j + 550372588202 k]
BICP | Distance=486 | [486 + 23 i + 0 j + 4 k] ^ 5 = [26524913589486 + 6389557453423 i + -210757165920 j + 1100933710964 k]
BICP | Distance=486 | [486 + 23 i + 0 j + 4 k] ^ 9 = [1395120931458349395834486 + 632045451787835846938823 i + -41776749837362200213440 j + 105126408604604025930724 k]
BICP | Distance=486 | [486 + 23 i + 0 j + 6 k] ^ 5 = [26547720111486 + 6392814644423 i + -316162576080 j + 1651683373086 k]
BICP | Distance=486 | [23 + 486 i + 0 j + 8 k] ^ 5 = [6376529609423 + 26433706941486 i + 421371253440 j + 2200359183848 k]
BICP | Distance=486 | [23 + 0 i + 486 j + 8 k] ^ 5 = [6376529609423 + 421371253440 i + 26433706941486 j + 2200359183848 k]
BICP | Distance=486 | [486 + 23 i + 0 j + 14 k] ^ 5 = [26730242271486 + 6418875484423 i + -738213451920 j + 3859207331014 k]
BICP | Distance=486 | [486 + 23 i + 0 j + 36 k] ^ 5 = [27988450101486 + 6598203149423 i + -1907116138080 j + 10017059209236 k]
BICP | Distance=486 | [23 + 486 i + 0 j + 48 k] ^ 5 = [6012347609423 + 23892549021486 i + 2504190349440 j + 12949020552048 k]
BICP | Distance=486 | [23 + 0 i + 486 j + 48 k] ^ 5 = [6012347609423 + 2504190349440 i + 23892549021486 j + 12949020552048 k]
BICP | Distance=486 | [23 + 486 i + 0 j + 52 k] ^ 5 = [5947436549423 + 23441336901486 i + 2708222830560 j + 13979191028452 k]
BICP | Distance=486 | [23 + 0 i + 486 j + 52 k] ^ 5 = [5947436549423 + 2708222830560 i + 23441336901486 j + 13979191028452 k]
BICP | Distance=486 | [486 + 23 i + 0 j + 64 k] ^ 5 = [31217696541486 + 7055929369423 i + -3430490641920 j + 18231386771264 k]
BICP | Distance=486 | [486 + 23 i + 0 j + 86 k] ^ 5 = [35072510031486 + 7597707364423 i + -4673168128080 j + 25170510349486 k]
BICP | Distance=486 | [23 + 486 i + 0 j + 98 k] ^ 5 = [4833513314423 + 15780326931486 i + 4952787139440 j + 24760140892298 k]
BICP | Distance=486 | [23 + 0 i + 486 j + 98 k] ^ 5 = [4833513314423 + 4952787139440 i + 15780326931486 j + 24760140892298 k]
BICP | Distance=486 | [486 + 23 i + 0 j + 236 k] ^ 5 = [97549202421486 + 15813979309423 i + -15372358498080 j + 96654946370236 k]
BICP | Distance=486 | [486 + 23 i + 0 j + 264 k] ^ 5 = [117777834621486 + 18295810409423 i + -18022475401920 j + 117296183532264 k]
BICP | Distance=486 | [486 + 23 i + 0 j + 486 k] ^ 5 = [431383465071486 + 51267996884423 i + -51267990448080 j + 431383465071486 k]
BICP | Distance=486 | [486 + 23 i + 2 j + 0 k] ^ 5 = [26502109011486 + 6386300354423 i + 550372588202 j + 105369640560 k]
BICP | Distance=486 | [23 + 486 i + 2 j + 4 k] ^ 5 = [6366755248423 + 26495592715486 i + 760923337002 j + 995393419364 k]
BICP | Distance=486 | [23 + 2 i + 486 j + 4 k] ^ 5 = [6366755248423 + 760923337002 i + 26495592715486 j + 995393419364 k]
BICP | Distance=486 | [23 + 2 i + 4 j + 486 k] ^ 5 = [6459654289623 + 353475048202 i + 1024683967364 j + 27700659823486 k]
BICP | Distance=486 | [486 + 23 i + 2 j + 8 k] ^ 5 = [26580299771486 + 6360227554423 i + 129698868202 j + 2308001641368 k]
BICP | Distance=486 | [23 + 486 i + 2 j + 8 k] ^ 5 = [6340703788423 + 26443474919486 i + 970898084682 j + 2095298033848 k]
BICP | Distance=486 | [23 + 2 i + 486 j + 8 k] ^ 5 = [6340703788423 + 970898084682 i + 26443474919486 j + 2095298033848 k]
BICP | Distance=486 | [23 + 486 i + 2 j + 8 k] ^ 9 = [619288860572957810344823 + 1380841792324374505422486 i + 135510796209994622178962 j + 188909792966594739840488 k]
BICP | Distance=486 | [23 + 2 i + 486 j + 8 k] ^ 9 = [619288860572957810344823 + 135510796209994622178962 i + 1380841792324374505422486 j + 188909792966594739840488 k]
BICP | Distance=486 | [486 + 23 i + 2 j + 10 k] ^ 5 = [26622662479486 + 6356959933423 i + 24732804202 j + 2859534914610 k]
BICP | Distance=486 | [23 + 486 i + 2 j + 14 k] ^ 5 = [6291888829423 + 26296950707486 i + 1284663332202 j + 3741559427014 k]
BICP | Distance=486 | [23 + 2 i + 486 j + 14 k] ^ 5 = [6291888829423 + 1284663332202 i + 26296950707486 j + 3741559427014 k]
BICP | Distance=486 | [23 + 486 i + 2 j + 48 k] ^ 5 = [5796220492423 + 23928141807486 i + 3022203708682 j + 12848090850048 k]
BICP | Distance=486 | [23 + 2 i + 486 j + 48 k] ^ 5 = [5796220492423 + 3022203708682 i + 23928141807486 j + 12848090850048 k]
BICP | Distance=486 | [23 + 486 i + 2 j + 64 k] ^ 5 = [5435673004423 + 21922951807486 i + 3806112728202 j + 16897733405264 k]
BICP | Distance=486 | [23 + 2 i + 486 j + 64 k] ^ 5 = [5435673004423 + 3806112728202 i + 21922951807486 j + 16897733405264 k]
BICP | Distance=486 | [23 + 486 i + 2 j + 98 k] ^ 5 = [4405469077423 + 15847300727486 i + 5368581188682 j + 24670383900298 k]
BICP | Distance=486 | [23 + 2 i + 486 j + 98 k] ^ 5 = [4405469077423 + 5368581188682 i + 15847300727486 j + 24670383900298 k]
BICP | Distance=486 | [23 + 486 i + 3 j + 7 k] ^ 9 = [618598027951503532417823 + 1385983080251575724781486 i + 151377043433595900188283 j + 152498096105962904559247 k]
BICP | Distance=486 | [23 + 3 i + 486 j + 7 k] ^ 9 = [618598027951503532417823 + 151377043433595900188283 i + 1385983080251575724781486 j + 152498096105962904559247 k]
BICP | Distance=486 | [23 + 486 i + 4 j + 0 k] ^ 5 = [6389557453423 + 26524913589486 i + 1100933710964 j + -210757165920 k]
BICP | Distance=486 | [23 + 4 i + 486 j + 0 k] ^ 5 = [6389557453423 + 1100933710964 i + 26524913589486 j + -210757165920 k]
BICP | Distance=486 | [23 + 486 i + 4 j + 0 k] ^ 9 = [632045451787835846938823 + 1395120931458349395834486 i + 105126408604604025930724 j + -41776749837362200213440 k]
BICP | Distance=486 | [23 + 4 i + 486 j + 0 k] ^ 9 = [632045451787835846938823 + 105126408604604025930724 i + 1395120931458349395834486 j + -41776749837362200213440 k]
BICP | Distance=486 | [486 + 23 i + 4 j + 2 k] ^ 5 = [26495592715486 + 6366755248423 i + 995393419364 j + 760923337002 k]
BICP | Distance=486 | [23 + 4 i + 2 j + 486 k] ^ 5 = [6459654289623 + 1024683967364 i + 353475048202 j + 27700659823486 k]
BICP | Distance=486 | [486 + 23 i + 4 j + 4 k] ^ 5 = [26511878597486 + 6350465257423 i + 890370290324 j + 1311252698964 k]
BICP | Distance=486 | [23 + 486 i + 4 j + 4 k] ^ 5 = [6350465257423 + 26511878597486 i + 1311252698964 j + 890370290324 k]
BICP | Distance=486 | [23 + 4 i + 486 j + 4 k] ^ 5 = [6350465257423 + 1311252698964 i + 26511878597486 j + 890370290324 k]
BICP | Distance=486 | [486 + 23 i + 4 j + 14 k] ^ 5 = [26730198211486 + 6288467344423 i + 368112368324 j + 4068877591014 k]
BICP | Distance=486 | [23 + 486 i + 4 j + 24 k] ^ 5 = [6077389789423 + 25900073541486 i + 2346274870964 j + 6365627438424 k]
BICP | Distance=486 | [23 + 4 i + 486 j + 24 k] ^ 5 = [6077389789423 + 2346274870964 i + 25900073541486 j + 6365627438424 k]
BICP | Distance=486 | [23 + 486 i + 4 j + 30 k] ^ 5 = [5970455614423 + 25539528231486 i + 2650354540964 j + 7987312438230 k]
BICP | Distance=486 | [23 + 4 i + 486 j + 30 k] ^ 5 = [5970455614423 + 2650354540964 i + 25539528231486 j + 7987312438230 k]
BICP | Distance=486 | [23 + 486 i + 4 j + 74 k] ^ 5 = [4841870134423 + 20448435631486 i + 4755613520964 j + 19223962658674 k]
BICP | Distance=486 | [23 + 4 i + 486 j + 74 k] ^ 5 = [4841870134423 + 4755613520964 i + 20448435631486 j + 19223962658674 k]
BICP | Distance=486 | [23 + 486 i + 4 j + 80 k] ^ 5 = [4642063309423 + 19428961621486 i + 5022009470964 j + 20627699458480 k]
BICP | Distance=486 | [23 + 4 i + 486 j + 80 k] ^ 5 = [4642063309423 + 5022009470964 i + 19428961621486 j + 20627699458480 k]
BICP | Distance=486 | [486 + 23 i + 5 j + 39 k] ^ 9 = [1757726611030980242163486 + 655875765000639889741823 i + -268836827022403427809795 j + 1144516413468756573886239 k]
BICP | Distance=486 | [486 + 23 i + 5 j + 89 k] ^ 9 = [3415576193807895646293486 + 1033220496139282312321823 i + -884888103965645216869795 j + 3213712464563885682546689 k]
BICP | Distance=486 | [486 + 23 i + 5 j + 139 k] ^ 9 = [7087444376779709277783486 + 1896238118236353458881823 i + -1846455029102071501189795 j + 7031213716449711838347139 k]
BICP | Distance=486 | [486 + 23 i + 5 j + 389 k] ^ 9 = [148042088868465882135633486 + 27722462545246527271381823 i + -27722461918770474131689795 j + 148042089760238891239449389 k]
BICP | Distance=486 | [23 + 486 i + 6 j + 0 k] ^ 5 = [6392814644423 + 26547720111486 i + 1651683373086 j + -316162576080 k]
BICP | Distance=486 | [23 + 6 i + 486 j + 0 k] ^ 5 = [6392814644423 + 1651683373086 i + 26547720111486 j + -316162576080 k]
BICP | Distance=486 | [486 + 23 i + 6 j + 6 k] ^ 5 = [26518382631486 + 6304856789423 i + 1336174665726 j + 1966367077086 k]
BICP | Distance=486 | [23 + 486 i + 6 j + 6 k] ^ 5 = [6304856789423 + 26518382631486 i + 1966367077086 j + 1336174665726 k]
BICP | Distance=486 | [23 + 6 i + 486 j + 6 k] ^ 5 = [6304856789423 + 1966367077086 i + 26518382631486 j + 1336174665726 k]
BICP | Distance=486 | [486 + 23 i + 6 j + 8 k] ^ 5 = [26554209435486 + 6282038458423 i + 1231973137086 j + 2517059657848 k]
BICP | Distance=486 | [23 + 486 i + 6 j + 20 k] ^ 5 = [6054458312423 + 26130883827486 i + 2687127985086 j + 5175598968020 k]
BICP | Distance=486 | [23 + 6 i + 486 j + 20 k] ^ 5 = [6054458312423 + 2687127985086 i + 26130883827486 j + 5175598968020 k]
BICP | Distance=486 | [23 + 486 i + 6 j + 26 k] ^ 5 = [5927989517423 + 25828465107486 i + 2989546705086 j + 6806848861826 k]
BICP | Distance=486 | [23 + 6 i + 486 j + 26 k] ^ 5 = [5927989517423 + 2989546705086 i + 25828465107486 j + 6806848861826 k]
BICP | Distance=486 | [23 + 486 i + 6 j + 34 k] ^ 9 = [460512255716363098378823 + 1179196607967583990230486 i + 479677528663518107858166 j + 798831443796230906106034 k]
BICP | Distance=486 | [23 + 6 i + 486 j + 34 k] ^ 9 = [460512255716363098378823 + 479677528663518107858166 i + 1179196607967583990230486 j + 798831443796230906106034 k]
BICP | Distance=486 | [23 + 486 i + 6 j + 70 k] ^ 5 = [4659560597423 + 21152371047486 i + 5057543845086 j + 18178292158270 k]
BICP | Distance=486 | [23 + 6 i + 486 j + 70 k] ^ 5 = [4659560597423 + 5057543845086 i + 21152371047486 j + 18178292158270 k]
BICP | Distance=486 | [23 + 486 i + 6 j + 76 k] ^ 5 = [4441444952423 + 20187283227486 i + 5315465305086 j + 19609155252076 k]
BICP | Distance=486 | [23 + 6 i + 486 j + 76 k] ^ 5 = [4441444952423 + 5315465305086 i + 20187283227486 j + 19609155252076 k]
BICP | Distance=486 | [486 + 23 i + 7 j + 3 k] ^ 9 = [1385983080251575724781486 + 618598027951503532417823 i + 152498096105962904559247 j + 151377043433595900188283 k]
BICP | Distance=486 | [23 + 486 i + 7 j + 23 k] ^ 9 = [524962858368565104421823 + 1310620258796570341593486 i + 409751376513733172657407 j + 524962858368565104421823 k]
BICP | Distance=486 | [23 + 7 i + 486 j + 23 k] ^ 9 = [524962858368565104421823 + 409751376513733172657407 i + 1310620258796570341593486 j + 524962858368565104421823 k]
BICP | Distance=486 | [23 + 486 i + 7 j + 73 k] ^ 9 = [64169456023491319201823 + 388347206147682166623486 i + 717755395282426768997407 j + 1486052867253905446462273 k]
BICP | Distance=486 | [23 + 7 i + 486 j + 73 k] ^ 9 = [64169456023491319201823 + 717755395282426768997407 i + 388347206147682166623486 j + 1486052867253905446462273 k]
BICP | Distance=486 | [486 + 23 i + 8 j + 0 k] ^ 5 = [26433706941486 + 6376529609423 i + 2200359183848 j + 421371253440 k]
BICP | Distance=486 | [486 + 23 i + 8 j + 2 k] ^ 5 = [26443474919486 + 6340703788423 i + 2095298033848 j + 970898084682 k]
BICP | Distance=486 | [23 + 486 i + 8 j + 2 k] ^ 5 = [6360227554423 + 26580299771486 i + 2308001641368 j + 129698868202 k]
BICP | Distance=486 | [23 + 8 i + 486 j + 2 k] ^ 5 = [6360227554423 + 2308001641368 i + 26580299771486 j + 129698868202 k]
BICP | Distance=486 | [486 + 23 i + 8 j + 2 k] ^ 9 = [1380841792324374505422486 + 619288860572957810344823 i + 188909792966594739840488 j + 135510796209994622178962 k]
BICP | Distance=486 | [23 + 486 i + 8 j + 6 k] ^ 5 = [6282038458423 + 26554209435486 i + 2517059657848 j + 1231973137086 k]
BICP | Distance=486 | [23 + 8 i + 486 j + 6 k] ^ 5 = [6282038458423 + 2517059657848 i + 26554209435486 j + 1231973137086 k]
BICP | Distance=486 | [486 + 23 i + 8 j + 32 k] ^ 5 = [27686358077486 + 5957195977423 i + 566418479848 j + 9295885748832 k]
BICP | Distance=486 | [23 + 486 i + 8 j + 36 k] ^ 5 = [5533146325423 + 25198466229486 i + 4017331653448 j + 9398767230036 k]
BICP | Distance=486 | [23 + 8 i + 486 j + 36 k] ^ 5 = [5533146325423 + 4017331653448 i + 25198466229486 j + 9398767230036 k]
BICP | Distance=486 | [486 + 23 i + 8 j + 40 k] ^ 5 = [28367206717486 + 5902813657423 i + 170930039848 j + 11570574701640 k]
BICP | Distance=486 | [23 + 486 i + 8 j + 52 k] ^ 5 = [5019768949423 + 23646785461486 i + 4760567431368 j + 13595539068452 k]
BICP | Distance=486 | [23 + 8 i + 486 j + 52 k] ^ 5 = [5019768949423 + 4760567431368 i + 23646785461486 j + 13595539068452 k]
BICP | Distance=486 | [23 + 486 i + 8 j + 86 k] ^ 5 = [3678990730423 + 18494522939486 i + 6179070419448 j + 21829152798286 k]
BICP | Distance=486 | [23 + 8 i + 486 j + 86 k] ^ 5 = [3678990730423 + 6179070419448 i + 18494522939486 j + 21829152798286 k]
BICP | Distance=486 | [486 + 23 i + 9 j + 9 k] ^ 9 = [1403750773214942947209486 + 595217548473527118613823 i + 144440817398914914641889 j + 329226271375699885572369 k]
BICP | Distance=486 | [23 + 486 i + 9 j + 9 k] ^ 9 = [595217548473527118613823 + 1403750773214942947209486 i + 329226271375699885572369 j + 144440817398914914641889 k]
BICP | Distance=486 | [23 + 9 i + 486 j + 9 k] ^ 9 = [595217548473527118613823 + 329226271375699885572369 i + 1403750773214942947209486 j + 144440817398914914641889 k]
BICP | Distance=486 | [23 + 486 i + 10 j + 2 k] ^ 5 = [6356959933423 + 26622662479486 i + 2859534914610 j + 24732804202 k]
BICP | Distance=486 | [23 + 10 i + 486 j + 2 k] ^ 5 = [6356959933423 + 2859534914610 i + 26622662479486 j + 24732804202 k]
BICP | Distance=486 | [23 + 486 i + 10 j + 52 k] ^ 5 = [4790890408423 + 23720183579486 i + 5275189814610 j + 13506871554452 k]
BICP | Distance=486 | [23 + 10 i + 486 j + 52 k] ^ 5 = [4790890408423 + 5275189814610 i + 23720183579486 j + 13506871554452 k]
BICP | Distance=486 | [23 + 486 i + 10 j + 52 k] ^ 9 = [228122588152525400896823 + 912550144010154609558486 i + 683436858475935722509210 j + 1153853702220925883668852 k]
BICP | Distance=486 | [23 + 10 i + 486 j + 52 k] ^ 9 = [228122588152525400896823 + 683436858475935722509210 i + 912550144010154609558486 j + 1153853702220925883668852 k]
BICP | Distance=486 | [23 + 486 i + 10 j + 452 k] ^ 9 = [8341266426816063695296823 + 21149484504761815828278486 i + 1079445211564188983149210 j + 11352448637509885028952452 k]
BICP | Distance=486 | [23 + 10 i + 486 j + 452 k] ^ 9 = [8341266426816063695296823 + 1079445211564188983149210 i + 21149484504761815828278486 j + 11352448637509885028952452 k]
BICP | Distance=486 | [23 + 486 i + 11 j + 45 k] ^ 9 = [284125827841244757241823 + 1053780359401553045103486 i + 666756255220967612374211 j + 1007768395872269164330245 k]
BICP | Distance=486 | [23 + 11 i + 486 j + 45 k] ^ 9 = [284125827841244757241823 + 666756255220967612374211 i + 1053780359401553045103486 j + 1007768395872269164330245 k]
BICP | Distance=486 | [23 + 486 i + 11 j + 51 k] ^ 9 = [219326749902401843581823 + 943204273929924112233486 i + 697887564812148515794211 j + 1129774167280057916713851 k]
BICP | Distance=486 | [23 + 11 i + 486 j + 51 k] ^ 9 = [219326749902401843581823 + 697887564812148515794211 i + 943204273929924112233486 j + 1129774167280057916713851 k]
BICP | Distance=486 | [23 + 11 i + 423 j + 486 k] ^ 9 = [3585848276714249288103023 + 5714524715687736447205811 i + 2208345326658008118261423 j + 18279038848628562448581486 k]
BICP | Distance=486 | [23 + 486 i + 11 j + 451 k] ^ 9 = [8369804894470344698701823 + 21004250964106002132633486 i + 1310520462850350315874211 j + 10953886413578400727677451 k]
BICP | Distance=486 | [23 + 11 i + 486 j + 451 k] ^ 9 = [8369804894470344698701823 + 1310520462850350315874211 i + 21004250964106002132633486 j + 10953886413578400727677451 k]
BICP | Distance=486 | [23 + 486 i + 14 j + 0 k] ^ 5 = [6418875484423 + 26730242271486 i + 3859207331014 j + -738213451920 k]
BICP | Distance=486 | [23 + 14 i + 486 j + 0 k] ^ 5 = [6418875484423 + 3859207331014 i + 26730242271486 j + -738213451920 k]
BICP | Distance=486 | [486 + 23 i + 14 j + 2 k] ^ 5 = [26296950707486 + 6291888829423 i + 3741559427014 j + 1284663332202 k]
BICP | Distance=486 | [23 + 486 i + 14 j + 4 k] ^ 5 = [6288467344423 + 26730198211486 i + 4068877591014 j + 368112368324 k]
BICP | Distance=486 | [23 + 14 i + 486 j + 4 k] ^ 5 = [6288467344423 + 4068877591014 i + 26730198211486 j + 368112368324 k]
BICP | Distance=486 | [23 + 486 i + 14 j + 24 k] ^ 5 = [5560058908423 + 26182026279486 i + 5066723723014 j + 5872556408424 k]
BICP | Distance=486 | [23 + 14 i + 486 j + 24 k] ^ 5 = [5560058908423 + 5066723723014 i + 26182026279486 j + 5872556408424 k]
BICP | Distance=486 | [23 + 486 i + 14 j + 24 k] ^ 9 = [455931583840714623496823 + 1357418868507140563278486 i + 595424885430348936726014 j + 491086521348589614496824 k]
BICP | Distance=486 | [23 + 14 i + 486 j + 24 k] ^ 9 = [455931583840714623496823 + 595424885430348936726014 i + 1357418868507140563278486 j + 491086521348589614496824 k]
BICP | Distance=486 | [23 + 486 i + 14 j + 30 k] ^ 5 = [5317384933423 + 25840119879486 i + 5348636123014 j + 7504027450230 k]
BICP | Distance=486 | [23 + 14 i + 486 j + 30 k] ^ 5 = [5317384933423 + 5348636123014 i + 25840119879486 j + 7504027450230 k]
BICP | Distance=486 | [23 + 486 i + 14 j + 30 k] ^ 9 = [396863482814139034186823 + 1298700897998661716238486 i + 640652304703549725366014 j + 642507177661852187540430 k]
BICP | Distance=486 | [23 + 14 i + 486 j + 30 k] ^ 9 = [396863482814139034186823 + 640652304703549725366014 i + 1298700897998661716238486 j + 642507177661852187540430 k]
BICP | Distance=486 | [486 + 23 i + 14 j + 52 k] ^ 5 = [29614378807486 + 5117990254423 i + 1350097931014 j + 15331977010452 k]
BICP | Distance=486 | [23 + 14 i + 52 j + 486 k] ^ 5 = [7634727294423 + 969256475014 i + 13580536050452 j + 24631933351486 k]
BICP | Distance=486 | [23 + 486 i + 14 j + 74 k] ^ 5 = [3220472533423 + 20878643579486 i + 7137019423014 j + 18826690058674 k]
BICP | Distance=486 | [23 + 14 i + 486 j + 74 k] ^ 5 = [3220472533423 + 7137019423014 i + 20878643579486 j + 18826690058674 k]
BICP | Distance=486 | [23 + 486 i + 14 j + 80 k] ^ 5 = [2893949308423 + 19875803279486 i + 7339336723014 j + 20244068500480 k]
BICP | Distance=486 | [23 + 14 i + 486 j + 80 k] ^ 5 = [2893949308423 + 7339336723014 i + 19875803279486 j + 20244068500480 k]
BICP | Distance=486 | [23 + 486 i + 14 j + 424 k] ^ 9 = [7144400019007315456456823 + 17833393789320751947438486 i + 57691883951685726966014 j + 3526042695832396229220424 k]
BICP | Distance=486 | [23 + 14 i + 486 j + 424 k] ^ 9 = [7144400019007315456456823 + 57691883951685726966014 i + 17833393789320751947438486 j + 3526042695832396229220424 k]
BICP | Distance=486 | [23 + 14 i + 452 j + 486 k] ^ 9 = [5978764954052952612681623 + 6734021153650464996879614 i + 9834127094460639554808452 j + 21610802474814072576270486 k]
BICP | Distance=486 | [23 + 486 i + 14 j + 480 k] ^ 9 = [9929861367426373643656823 + 22398885558953363541438486 i + 5471969733782566781766014 j + 21103263321101153280924480 k]
BICP | Distance=486 | [23 + 14 i + 486 j + 480 k] ^ 9 = [9929861367426373643656823 + 5471969733782566781766014 i + 22398885558953363541438486 j + 21103263321101153280924480 k]
BICP | Distance=486 | [23 + 486 i + 15 j + 23 k] ^ 9 = [457350699758761698301823 + 1375295874501075273873486 i + 613267941944310235131015 j + 457350699758761698301823 k]
BICP | Distance=486 | [23 + 15 i + 486 j + 23 k] ^ 9 = [457350699758761698301823 + 613267941944310235131015 i + 1375295874501075273873486 j + 457350699758761698301823 k]
BICP | Distance=486 | [23 + 486 i + 15 j + 423 k] ^ 9 = [7216758712315962787981823 + 17645826238252174483713486 i + 209438824966176459531015 j + 3237347127285294626385423 k]
BICP | Distance=486 | [23 + 15 i + 486 j + 423 k] ^ 9 = [7216758712315962787981823 + 209438824966176459531015 i + 17645826238252174483713486 j + 3237347127285294626385423 k]
BICP | Distance=486 | [23 + 486 i + 18 j + 52 k] ^ 5 = [3886807808423 + 24102080379486 i + 7343180231418 j + 13180874954452 k]
BICP | Distance=486 | [23 + 18 i + 486 j + 52 k] ^ 5 = [3886807808423 + 7343180231418 i + 24102080379486 j + 13180874954452 k]
BICP | Distance=486 | [23 + 486 i + 18 j + 52 k] ^ 9 = [71014048732496399536823 + 1010178113909043598038486 i + 840949449371233952302818 j + 1124240294266459271908852 k]
BICP | Distance=486 | [23 + 18 i + 486 j + 52 k] ^ 9 = [71014048732496399536823 + 840949449371233952302818 i + 1010178113909043598038486 j + 1124240294266459271908852 k]
BICP | Distance=486 | [23 + 486 i + 18 j + 452 k] ^ 9 = [9037445004472310176816823 + 20741382335703299592438486 i + 3581343375124016352142818 j + 10583475536969897253672452 k]
BICP | Distance=486 | [23 + 18 i + 486 j + 452 k] ^ 9 = [9037445004472310176816823 + 3581343375124016352142818 i + 20741382335703299592438486 j + 10583475536969897253672452 k]
BICP | Distance=486 | [486 + 23 i + 20 j + 6 k] ^ 5 = [26130883827486 + 6054458312423 i + 5175598968020 j + 2687127985086 k]
BICP | Distance=486 | [486 + 23 i + 20 j + 36 k] ^ 5 = [27760006629486 + 4884564233423 i + 3770924850020 j + 10984403077236 k]
BICP | Distance=486 | [486 + 23 i + 20 j + 36 k] ^ 9 = [1695028884924106496538486 + 372421203241218175666823 i + 223624300248636328740020 j + 1179177018438049567754436 k]
BICP | Distance=486 | [486 + 23 i + 20 j + 86 k] ^ 5 = [35139436979486 + 3491294008423 i + 1885641800020 j + 26075959377486 k]
BICP | Distance=486 | [486 + 23 i + 20 j + 264 k] ^ 5 = [118803716277486 + 2614560437423 i + -2131381437820 j + 118463002776264 k]
BICP | Distance=486 | [486 + 23 i + 23 j + 7 k] ^ 9 = [1310620258796570341593486 + 524962858368565104421823 i + 524962858368565104421823 j + 409751376513733172657407 k]
BICP | Distance=486 | [486 + 23 i + 23 j + 15 k] ^ 9 = [1375295874501075273873486 + 457350699758761698301823 i + 457350699758761698301823 j + 613267941944310235131015 k]
BICP | Distance=486 | [486 + 23 i + 23 j + 57 k] ^ 9 = [2200254122077236469503486 + 212435017031572989121823 i + 212435017031572989121823 j + 1903661909627896854637857 k]
BICP | Distance=486 | [486 + 23 i + 23 j + 65 k] ^ 9 = [2462792579377058622423486 + 181924567573316901961823 i + 181924567573316901961823 j + 2218484956919993276471465 k]
BICP | Distance=486 | [486 + 23 i + 23 j + 207 k] ^ 9 = [18432435792132586749393486 + 5749661990502071101823 i + 5749661990502071101823 j + 18431280200543997017979207 k]
BICP | Distance=486 | [486 + 23 i + 23 j + 265 k] ^ 9 = [37995053977072307690223486 + 732174898671656401823 i + 732174898671656401823 j + 37995468937633610580033265 k]
BICP | Distance=486 | [486 + 23 i + 23 j + 457 k] ^ 9 = [294832421222341407229743486 + 712977114001823 i + 712977114001823 j + 294832421226246705874881457 k]
BICP | Distance=486 | [486 + 23 i + 24 j + 4 k] ^ 5 = [25900073541486 + 6077389789423 i + 6365627438424 j + 2346274870964 k]
BICP | Distance=486 | [486 + 23 i + 24 j + 14 k] ^ 5 = [26182026279486 + 5560058908423 i + 5872556408424 j + 5066723723014 k]
BICP | Distance=486 | [486 + 23 i + 24 j + 14 k] ^ 9 = [1357418868507140563278486 + 455931583840714623496823 i + 491086521348589614496824 j + 595424885430348936726014 k]
BICP | Distance=486 | [486 + 23 i + 24 j + 64 k] ^ 5 = [31030122429486 + 3405289033423 i + 3862817258424 j + 19296651323264 k]
BICP | Distance=486 | [486 + 23 i + 24 j + 64 k] ^ 9 = [2423940870170800913418486 + 150870960067994304946823 i + 226229179007274081556824 j + 2180877643470568236086464 k]
BICP | Distance=486 | [486 + 23 i + 26 j + 6 k] ^ 5 = [25828465107486 + 5927989517423 i + 6806848861826 j + 2989546705086 k]
BICP | Distance=486 | [486 + 23 i + 26 j + 36 k] ^ 5 = [27511140879486 + 4347467558423 i + 5461106941826 j + 11233268827236 k]
BICP | Distance=486 | [486 + 23 i + 26 j + 36 k] ^ 9 = [1660599639841849595838486 + 256071288526236634636823 i + 404868191518818481563626 j + 1213606263520306468454436 k]
BICP | Distance=486 | [486 + 23 i + 26 j + 86 k] ^ 5 = [34965142979486 + 2239195933423 i + 3844848141826 j + 26250253377486 k]
BICP | Distance=486 | [486 + 23 i + 27 j + 35 k] ^ 9 = [1633672449620607566313486 + 244087114998215224141823 i + 439415480234397818478627 j + 1188718329736032838109435 k]
BICP | Distance=486 | [486 + 23 i + 27 j + 43 k] ^ 9 = [1803275866507509645633486 + 184489604466140072581823 i + 405145776513540990918627 j + 1434198905867416519143043 k]
BICP | Distance=486 | [486 + 23 i + 30 j + 4 k] ^ 5 = [25539528231486 + 5970455614423 i + 7987312438230 j + 2650354540964 k]
BICP | Distance=486 | [486 + 23 i + 30 j + 14 k] ^ 5 = [25840119879486 + 5317384933423 i + 7504027450230 j + 5348636123014 k]
BICP | Distance=486 | [486 + 23 i + 30 j + 14 k] ^ 9 = [1298700897998661716238486 + 396863482814139034186823 i + 642507177661852187540430 j + 640652304703549725366014 k]
BICP | Distance=486 | [486 + 23 i + 30 j + 64 k] ^ 5 = [30767917779486 + 2468898658423 i + 5670579850230 j + 19479002573264 k]
BICP | Distance=486 | [23 + 486 i + 32 j + 8 k] ^ 5 = [5957195977423 + 27686358077486 i + 9295885748832 j + 566418479848 k]
BICP | Distance=486 | [23 + 32 i + 486 j + 8 k] ^ 5 = [5957195977423 + 9295885748832 i + 27686358077486 j + 566418479848 k]
BICP | Distance=486 | [23 + 486 i + 32 j + 48 k] ^ 5 = [2694019033423 + 25527644829486 i + 10899512268832 j + 11651824296048 k]
BICP | Distance=486 | [23 + 32 i + 486 j + 48 k] ^ 5 = [2694019033423 + 10899512268832 i + 25527644829486 j + 11651824296048 k]
BICP | Distance=486 | [486 + 23 i + 34 j + 6 k] ^ 9 = [1179196607967583990230486 + 460512255716363098378823 i + 798831443796230906106034 j + 479677528663518107858166 k]
BICP | Distance=486 | [23 + 486 i + 35 j + 27 k] ^ 9 = [244087114998215224141823 + 1633672449620607566313486 i + 1188718329736032838109435 j + 439415480234397818478627 k]
BICP | Distance=486 | [23 + 35 i + 486 j + 27 k] ^ 9 = [244087114998215224141823 + 1188718329736032838109435 i + 1633672449620607566313486 j + 439415480234397818478627 k]
BICP | Distance=486 | [23 + 486 i + 36 j + 0 k] ^ 5 = [6598203149423 + 27988450101486 i + 10017059209236 j + -1907116138080 k]
BICP | Distance=486 | [23 + 36 i + 486 j + 0 k] ^ 5 = [6598203149423 + 10017059209236 i + 27988450101486 j + -1907116138080 k]
BICP | Distance=486 | [486 + 23 i + 36 j + 8 k] ^ 5 = [25198466229486 + 5533146325423 i + 9398767230036 j + 4017331653448 k]
BICP | Distance=486 | [23 + 486 i + 36 j + 20 k] ^ 5 = [4884564233423 + 27760006629486 i + 10984403077236 j + 3770924850020 k]
BICP | Distance=486 | [23 + 36 i + 486 j + 20 k] ^ 5 = [4884564233423 + 10984403077236 i + 27760006629486 j + 3770924850020 k]
BICP | Distance=486 | [23 + 486 i + 36 j + 20 k] ^ 9 = [372421203241218175666823 + 1695028884924106496538486 i + 1179177018438049567754436 j + 223624300248636328740020 k]
BICP | Distance=486 | [23 + 36 i + 486 j + 20 k] ^ 9 = [372421203241218175666823 + 1179177018438049567754436 i + 1695028884924106496538486 j + 223624300248636328740020 k]
BICP | Distance=486 | [23 + 486 i + 36 j + 26 k] ^ 5 = [4347467558423 + 27511140879486 i + 11233268827236 j + 5461106941826 k]
BICP | Distance=486 | [23 + 36 i + 486 j + 26 k] ^ 5 = [4347467558423 + 11233268827236 i + 27511140879486 j + 5461106941826 k]
BICP | Distance=486 | [23 + 486 i + 36 j + 26 k] ^ 9 = [256071288526236634636823 + 1660599639841849595838486 i + 1213606263520306468454436 j + 404868191518818481563626 k]
BICP | Distance=486 | [23 + 36 i + 486 j + 26 k] ^ 9 = [256071288526236634636823 + 1213606263520306468454436 i + 1660599639841849595838486 j + 404868191518818481563626 k]
BICP | Distance=486 | [486 + 23 i + 36 j + 48 k] ^ 5 = [28193059557486 + 2592390629423 i + 7871532505236 j + 14971321092048 k]
BICP | Distance=486 | [23 + 36 i + 48 j + 486 k] ^ 5 = [9793517915423 + 7005707953236 i + 11028609156048 j + 24182227809486 k]
BICP | Distance=486 | [23 + 36 i + 48 j + 486 k] ^ 9 = [1148888230725708954944423 + 322980152866754617231236 i + 807051198528381123240048 j + 1098609639655480576722486 k]
BICP | Distance=486 | [23 + 486 i + 36 j + 70 k] ^ 5 = [140271158423 + 23183831079486 i + 12444108127236 j + 17305769050270 k]
BICP | Distance=486 | [23 + 36 i + 486 j + 70 k] ^ 5 = [140271158423 + 12444108127236 i + 23183831079486 j + 17305769050270 k]
BICP | Distance=486 | [23 + 36 i + 98 j + 486 k] ^ 5 = [12466368190423 + 2741458003236 i + 22933030584298 j + 16667658063486 k]
BICP | Distance=486 | [23 + 486 i + 39 j + 5 k] ^ 9 = [655875765000639889741823 + 1757726611030980242163486 i + 1144516413468756573886239 j + -268836827022403427809795 k]
BICP | Distance=486 | [23 + 39 i + 486 j + 5 k] ^ 9 = [655875765000639889741823 + 1144516413468756573886239 i + 1757726611030980242163486 j + -268836827022403427809795 k]
BICP | Distance=486 | [23 + 486 i + 40 j + 8 k] ^ 5 = [5902813657423 + 28367206717486 i + 11570574701640 j + 170930039848 k]
BICP | Distance=486 | [23 + 40 i + 486 j + 8 k] ^ 5 = [5902813657423 + 11570574701640 i + 28367206717486 j + 170930039848 k]
BICP | Distance=486 | [23 + 486 i + 40 j + 48 k] ^ 5 = [1905435433423 + 26294077629486 i + 13062471685640 j + 11430915696048 k]
BICP | Distance=486 | [23 + 40 i + 486 j + 48 k] ^ 5 = [1905435433423 + 13062471685640 i + 26294077629486 j + 11430915696048 k]
BICP | Distance=486 | [23 + 486 i + 43 j + 27 k] ^ 9 = [184489604466140072581823 + 1803275866507509645633486 i + 1434198905867416519143043 j + 405145776513540990918627 k]
BICP | Distance=486 | [23 + 43 i + 486 j + 27 k] ^ 9 = [184489604466140072581823 + 1434198905867416519143043 i + 1803275866507509645633486 j + 405145776513540990918627 k]
BICP | Distance=486 | [486 + 23 i + 45 j + 11 k] ^ 9 = [1053780359401553045103486 + 284125827841244757241823 i + 1007768395872269164330245 j + 666756255220967612374211 k]
BICP | Distance=486 | [486 + 23 i + 48 j + 0 k] ^ 5 = [23892549021486 + 6012347609423 i + 12949020552048 j + 2504190349440 k]
BICP | Distance=486 | [486 + 23 i + 48 j + 2 k] ^ 5 = [23928141807486 + 5796220492423 i + 12848090850048 j + 3022203708682 k]
BICP | Distance=486 | [486 + 23 i + 48 j + 32 k] ^ 5 = [25527644829486 + 2694019033423 i + 11651824296048 j + 10899512268832 k]
BICP | Distance=486 | [23 + 486 i + 48 j + 36 k] ^ 5 = [2592390629423 + 28193059557486 i + 14971321092048 j + 7871532505236 k]
BICP | Distance=486 | [23 + 48 i + 486 j + 36 k] ^ 5 = [2592390629423 + 14971321092048 i + 28193059557486 j + 7871532505236 k]
BICP | Distance=486 | [23 + 48 i + 36 j + 486 k] ^ 5 = [9793517915423 + 11028609156048 i + 7005707953236 j + 24182227809486 k]
BICP | Distance=486 | [23 + 48 i + 36 j + 486 k] ^ 9 = [1148888230725708954944423 + 807051198528381123240048 i + 322980152866754617231236 j + 1098609639655480576722486 k]
BICP | Distance=486 | [486 + 23 i + 48 j + 40 k] ^ 5 = [26294077629486 + 1905435433423 i + 11430915696048 j + 13062471685640 k]
BICP | Distance=486 | [23 + 48 i + 86 j + 486 k] ^ 5 = [14032685386423 + 6531604506048 i + 19142884081486 j + 18233975259486 k]
BICP | Distance=486 | [486 + 23 i + 51 j + 11 k] ^ 9 = [943204273929924112233486 + 219326749902401843581823 i + 1129774167280057916713851 j + 697887564812148515794211 k]
BICP | Distance=486 | [486 + 23 i + 52 j + 0 k] ^ 5 = [23441336901486 + 5947436549423 i + 13979191028452 j + 2708222830560 k]
BICP | Distance=486 | [486 + 23 i + 52 j + 8 k] ^ 5 = [23646785461486 + 5019768949423 i + 13595539068452 j + 4760567431368 k]
BICP | Distance=486 | [486 + 23 i + 52 j + 10 k] ^ 5 = [23720183579486 + 4790890408423 i + 13506871554452 j + 5275189814610 k]
BICP | Distance=486 | [486 + 23 i + 52 j + 10 k] ^ 9 = [912550144010154609558486 + 228122588152525400896823 i + 1153853702220925883668852 j + 683436858475935722509210 k]
BICP | Distance=486 | [23 + 486 i + 52 j + 14 k] ^ 5 = [5117990254423 + 29614378807486 i + 15331977010452 j + 1350097931014 k]
BICP | Distance=486 | [23 + 52 i + 486 j + 14 k] ^ 5 = [5117990254423 + 15331977010452 i + 29614378807486 j + 1350097931014 k]
BICP | Distance=486 | [23 + 52 i + 14 j + 486 k] ^ 5 = [7634727294423 + 13580536050452 i + 969256475014 j + 24631933351486 k]
BICP | Distance=486 | [486 + 23 i + 52 j + 18 k] ^ 5 = [24102080379486 + 3886807808423 i + 13180874954452 j + 7343180231418 k]
BICP | Distance=486 | [486 + 23 i + 52 j + 18 k] ^ 9 = [1010178113909043598038486 + 71014048732496399536823 i + 1124240294266459271908852 j + 840949449371233952302818 k]
BICP | Distance=486 | [23 + 52 i + 64 j + 486 k] ^ 5 = [12817656123423 + 9652692300452 i + 13675593503264 j + 21158089601486 k]
BICP | Distance=486 | [23 + 486 i + 57 j + 23 k] ^ 9 = [212435017031572989121823 + 2200254122077236469503486 i + 1903661909627896854637857 j + 212435017031572989121823 k]
BICP | Distance=486 | [23 + 57 i + 486 j + 23 k] ^ 9 = [212435017031572989121823 + 1903661909627896854637857 i + 2200254122077236469503486 j + 212435017031572989121823 k]
BICP | Distance=486 | [23 + 486 i + 60 j + 452 k] ^ 9 = [13736223347651794075186823 + 20542621716303523963578486 i + 15423518176414163100069660 j + 3024530138048192610852452 k]
BICP | Distance=486 | [23 + 60 i + 486 j + 452 k] ^ 9 = [13736223347651794075186823 + 15423518176414163100069660 i + 20542621716303523963578486 j + 3024530138048192610852452 k]
BICP | Distance=486 | [23 + 486 i + 61 j + 451 k] ^ 9 = [13912309467284536102801823 + 20422168363260671312343486 i + 15421973676159908776374661 j + 2522968105284323633457451 k]
BICP | Distance=486 | [23 + 61 i + 486 j + 451 k] ^ 9 = [13912309467284536102801823 + 15421973676159908776374661 i + 20422168363260671312343486 j + 2522968105284323633457451 k]
BICP | Distance=486 | [23 + 486 i + 64 j + 0 k] ^ 5 = [7055929369423 + 31217696541486 i + 18231386771264 j + -3430490641920 k]
BICP | Distance=486 | [23 + 64 i + 486 j + 0 k] ^ 5 = [7055929369423 + 18231386771264 i + 31217696541486 j + -3430490641920 k]
BICP | Distance=486 | [486 + 23 i + 64 j + 2 k] ^ 5 = [21922951807486 + 5435673004423 i + 16897733405264 j + 3806112728202 k]
BICP | Distance=486 | [23 + 486 i + 64 j + 24 k] ^ 5 = [3405289033423 + 31030122429486 i + 19296651323264 j + 3862817258424 k]
BICP | Distance=486 | [23 + 64 i + 486 j + 24 k] ^ 5 = [3405289033423 + 19296651323264 i + 31030122429486 j + 3862817258424 k]
BICP | Distance=486 | [23 + 486 i + 64 j + 24 k] ^ 9 = [150870960067994304946823 + 2423940870170800913418486 i + 2180877643470568236086464 j + 226229179007274081556824 k]
BICP | Distance=486 | [23 + 64 i + 486 j + 24 k] ^ 9 = [150870960067994304946823 + 2180877643470568236086464 i + 2423940870170800913418486 j + 226229179007274081556824 k]
BICP | Distance=486 | [23 + 486 i + 64 j + 30 k] ^ 5 = [2468898658423 + 30767917779486 i + 19479002573264 j + 5670579850230 k]
BICP | Distance=486 | [23 + 64 i + 486 j + 30 k] ^ 5 = [2468898658423 + 19479002573264 i + 30767917779486 j + 5670579850230 k]
BICP | Distance=486 | [23 + 64 i + 52 j + 486 k] ^ 5 = [12817656123423 + 13675593503264 i + 9652692300452 j + 21158089601486 k]
BICP | Distance=486 | [23 + 64 i + 452 j + 486 k] ^ 9 = [2779421634063275471398823 + 21363167925324823757630464 i + 13993151230097849062428452 j + 13663805374759769526930486 k]
BICP | Distance=486 | [23 + 486 i + 64 j + 480 k] ^ 9 = [12399467124647901807826823 + 24414424394433538666698486 i + 24430405122736406964326464 j + 10276679752254302689824480 k]
BICP | Distance=486 | [23 + 64 i + 486 j + 480 k] ^ 9 = [12399467124647901807826823 + 24430405122736406964326464 i + 24414424394433538666698486 j + 10276679752254302689824480 k]
BICP | Distance=486 | [23 + 486 i + 65 j + 23 k] ^ 9 = [181924567573316901961823 + 2462792579377058622423486 i + 2218484956919993276471465 j + 181924567573316901961823 k]
BICP | Distance=486 | [23 + 65 i + 486 j + 23 k] ^ 9 = [181924567573316901961823 + 2218484956919993276471465 i + 2462792579377058622423486 j + 181924567573316901961823 k]
BICP | Distance=486 | [23 + 486 i + 68 j + 452 k] ^ 9 = [14981744438910841207666823 + 20807813121918983004378486 i + 17392242389070076938583268 j + 909874770251824692852452 k]
BICP | Distance=486 | [23 + 68 i + 486 j + 452 k] ^ 9 = [14981744438910841207666823 + 17392242389070076938583268 i + 20807813121918983004378486 j + 909874770251824692852452 k]
BICP | Distance=486 | [486 + 23 i + 70 j + 6 k] ^ 5 = [21152371047486 + 4659560597423 i + 18178292158270 j + 5057543845086 k]
BICP | Distance=486 | [486 + 23 i + 70 j + 36 k] ^ 5 = [23183831079486 + 140271158423 i + 17305769050270 j + 12444108127236 k]
BICP | Distance=486 | [486 + 23 i + 73 j + 7 k] ^ 9 = [388347206147682166623486 + 64169456023491319201823 i + 1486052867253905446462273 j + 717755395282426768997407 k]
BICP | Distance=486 | [486 + 23 i + 74 j + 4 k] ^ 5 = [20448435631486 + 4841870134423 i + 19223962658674 j + 4755613520964 k]
BICP | Distance=486 | [486 + 23 i + 74 j + 14 k] ^ 5 = [20878643579486 + 3220472533423 i + 18826690058674 j + 7137019423014 k]
BICP | Distance=486 | [486 + 23 i + 76 j + 6 k] ^ 5 = [20187283227486 + 4441444952423 i + 19609155252076 j + 5315465305086 k]
BICP | Distance=486 | [486 + 23 i + 80 j + 4 k] ^ 5 = [19428961621486 + 4642063309423 i + 20627699458480 j + 5022009470964 k]
BICP | Distance=486 | [486 + 23 i + 80 j + 14 k] ^ 5 = [19875803279486 + 2893949308423 i + 20244068500480 j + 7339336723014 k]
BICP | Distance=486 | [23 + 486 i + 86 j + 0 k] ^ 5 = [7597707364423 + 35072510031486 i + 25170510349486 j + -4673168128080 k]
BICP | Distance=486 | [23 + 86 i + 486 j + 0 k] ^ 5 = [7597707364423 + 25170510349486 i + 35072510031486 j + -4673168128080 k]
BICP | Distance=486 | [486 + 23 i + 86 j + 8 k] ^ 5 = [18494522939486 + 3678990730423 i + 21829152798286 j + 6179070419448 k]
BICP | Distance=486 | [23 + 486 i + 86 j + 20 k] ^ 5 = [3491294008423 + 35139436979486 i + 26075959377486 j + 1885641800020 k]
BICP | Distance=486 | [23 + 86 i + 486 j + 20 k] ^ 5 = [3491294008423 + 26075959377486 i + 35139436979486 j + 1885641800020 k]
BICP | Distance=486 | [23 + 486 i + 86 j + 26 k] ^ 5 = [2239195933423 + 34965142979486 i + 26250253377486 j + 3844848141826 k]
BICP | Distance=486 | [23 + 86 i + 486 j + 26 k] ^ 5 = [2239195933423 + 26250253377486 i + 34965142979486 j + 3844848141826 k]
BICP | Distance=486 | [23 + 86 i + 48 j + 486 k] ^ 5 = [14032685386423 + 19142884081486 i + 6531604506048 j + 18233975259486 k]
BICP | Distance=486 | [23 + 86 i + 98 j + 486 k] ^ 5 = [21824268261423 + 12555811081486 i + 16578712284298 j + 12151477463486 k]
BICP | Distance=486 | [23 + 486 i + 89 j + 5 k] ^ 9 = [1033220496139282312321823 + 3415576193807895646293486 i + 3213712464563885682546689 j + -884888103965645216869795 k]
BICP | Distance=486 | [23 + 89 i + 486 j + 5 k] ^ 9 = [1033220496139282312321823 + 3213712464563885682546689 i + 3415576193807895646293486 j + -884888103965645216869795 k]
BICP | Distance=486 | [486 + 23 i + 98 j + 0 k] ^ 5 = [15780326931486 + 4833513314423 i + 24760140892298 j + 4952787139440 k]
BICP | Distance=486 | [486 + 23 i + 98 j + 2 k] ^ 5 = [15847300727486 + 4405469077423 i + 24670383900298 j + 5368581188682 k]
BICP | Distance=486 | [23 + 98 i + 36 j + 486 k] ^ 5 = [12466368190423 + 22933030584298 i + 2741458003236 j + 16667658063486 k]
BICP | Distance=486 | [23 + 98 i + 86 j + 486 k] ^ 5 = [21824268261423 + 16578712284298 i + 12555811081486 j + 12151477463486 k]
BICP | Distance=486 | [23 + 486 i + 139 j + 5 k] ^ 9 = [1896238118236353458881823 + 7087444376779709277783486 i + 7031213716449711838347139 j + -1846455029102071501189795 k]
BICP | Distance=486 | [23 + 139 i + 486 j + 5 k] ^ 9 = [1896238118236353458881823 + 7031213716449711838347139 i + 7087444376779709277783486 j + -1846455029102071501189795 k]
BICP | Distance=486 | [23 + 486 i + 207 j + 23 k] ^ 9 = [5749661990502071101823 + 18432435792132586749393486 i + 18431280200543997017979207 j + 5749661990502071101823 k]
BICP | Distance=486 | [23 + 207 i + 486 j + 23 k] ^ 9 = [5749661990502071101823 + 18431280200543997017979207 i + 18432435792132586749393486 j + 5749661990502071101823 k]
BICP | Distance=486 | [23 + 486 i + 236 j + 0 k] ^ 5 = [15813979309423 + 97549202421486 i + 96654946370236 j + -15372358498080 k]
BICP | Distance=486 | [23 + 236 i + 486 j + 0 k] ^ 5 = [15813979309423 + 96654946370236 i + 97549202421486 j + -15372358498080 k]
BICP | Distance=486 | [23 + 486 i + 264 j + 0 k] ^ 5 = [18295810409423 + 117777834621486 i + 117296183532264 j + -18022475401920 k]
BICP | Distance=486 | [23 + 264 i + 486 j + 0 k] ^ 5 = [18295810409423 + 117296183532264 i + 117777834621486 j + -18022475401920 k]
BICP | Distance=486 | [23 + 486 i + 264 j + 20 k] ^ 5 = [2614560437423 + 118803716277486 i + 118463002776264 j + -2131381437820 k]
BICP | Distance=486 | [23 + 264 i + 486 j + 20 k] ^ 5 = [2614560437423 + 118463002776264 i + 118803716277486 j + -2131381437820 k]
BICP | Distance=486 | [23 + 486 i + 265 j + 23 k] ^ 9 = [732174898671656401823 + 37995053977072307690223486 i + 37995468937633610580033265 j + 732174898671656401823 k]
BICP | Distance=486 | [23 + 265 i + 486 j + 23 k] ^ 9 = [732174898671656401823 + 37995468937633610580033265 i + 37995053977072307690223486 j + 732174898671656401823 k]
BICP | Distance=486 | [23 + 486 i + 389 j + 5 k] ^ 9 = [27722462545246527271381823 + 148042088868465882135633486 i + 148042089760238891239449389 j + -27722461918770474131689795 k]
BICP | Distance=486 | [23 + 389 i + 486 j + 5 k] ^ 9 = [27722462545246527271381823 + 148042089760238891239449389 i + 148042088868465882135633486 j + -27722461918770474131689795 k]
BICP | Distance=486 | [23 + 423 i + 11 j + 486 k] ^ 9 = [3585848276714249288103023 + 2208345326658008118261423 i + 5714524715687736447205811 j + 18279038848628562448581486 k]
BICP | Distance=486 | [486 + 23 i + 423 j + 15 k] ^ 9 = [17645826238252174483713486 + 7216758712315962787981823 i + 3237347127285294626385423 j + 209438824966176459531015 k]
BICP | Distance=486 | [486 + 23 i + 424 j + 14 k] ^ 9 = [17833393789320751947438486 + 7144400019007315456456823 i + 3526042695832396229220424 j + 57691883951685726966014 k]
BICP | Distance=486 | [486 + 23 i + 451 j + 11 k] ^ 9 = [21004250964106002132633486 + 8369804894470344698701823 i + 10953886413578400727677451 j + 1310520462850350315874211 k]
BICP | Distance=486 | [486 + 23 i + 451 j + 61 k] ^ 9 = [20422168363260671312343486 + 13912309467284536102801823 i + 2522968105284323633457451 j + 15421973676159908776374661 k]
BICP | Distance=486 | [486 + 23 i + 452 j + 10 k] ^ 9 = [21149484504761815828278486 + 8341266426816063695296823 i + 11352448637509885028952452 j + 1079445211564188983149210 k]
BICP | Distance=486 | [23 + 452 i + 14 j + 486 k] ^ 9 = [5978764954052952612681623 + 9834127094460639554808452 i + 6734021153650464996879614 j + 21610802474814072576270486 k]
BICP | Distance=486 | [486 + 23 i + 452 j + 18 k] ^ 9 = [20741382335703299592438486 + 9037445004472310176816823 i + 10583475536969897253672452 j + 3581343375124016352142818 k]
BICP | Distance=486 | [486 + 23 i + 452 j + 60 k] ^ 9 = [20542621716303523963578486 + 13736223347651794075186823 i + 3024530138048192610852452 j + 15423518176414163100069660 k]
BICP | Distance=486 | [23 + 452 i + 64 j + 486 k] ^ 9 = [2779421634063275471398823 + 13993151230097849062428452 i + 21363167925324823757630464 j + 13663805374759769526930486 k]
BICP | Distance=486 | [486 + 23 i + 452 j + 68 k] ^ 9 = [20807813121918983004378486 + 14981744438910841207666823 i + 909874770251824692852452 j + 17392242389070076938583268 k]
BICP | Distance=486 | [23 + 486 i + 457 j + 23 k] ^ 9 = [712977114001823 + 294832421222341407229743486 i + 294832421226246705874881457 j + 712977114001823 k]
BICP | Distance=486 | [23 + 457 i + 486 j + 23 k] ^ 9 = [712977114001823 + 294832421226246705874881457 i + 294832421222341407229743486 j + 712977114001823 k]
BICP | Distance=486 | [486 + 23 i + 480 j + 14 k] ^ 9 = [22398885558953363541438486 + 9929861367426373643656823 i + 21103263321101153280924480 j + 5471969733782566781766014 k]
BICP | Distance=486 | [486 + 23 i + 480 j + 64 k] ^ 9 = [24414424394433538666698486 + 12399467124647901807826823 i + 10276679752254302689824480 j + 24430405122736406964326464 k]
BICP | Distance=486 | [23 + 486 i + 486 j + 0 k] ^ 5 = [51267996884423 + 431383465071486 i + 431383465071486 j + -51267990448080 k]
BICP | Distance=486 | [23 + 486 i + 486 j + 0 k] ^ 5 = [51267996884423 + 431383465071486 i + 431383465071486 j + -51267990448080 k]
BICP | Distance=486 | [24 + 486 i + 1 j + 2 k] ^ 5 = [6656914508424 + 26450105211486 i + 384767426561 j + 494758308202 k]
BICP | Distance=486 | [24 + 1 i + 486 j + 2 k] ^ 5 = [6656914508424 + 384767426561 i + 26450105211486 j + 494758308202 k]
BICP | Distance=486 | [24 + 486 i + 1 j + 52 k] ^ 5 = [6086412878424 + 23408068761486 i + 3081226241561 j + 13909245588452 k]
BICP | Distance=486 | [24 + 1 i + 486 j + 52 k] ^ 5 = [6086412878424 + 3081226241561 i + 23408068761486 j + 13909245588452 k]
BICP | Distance=486 | [486 + 24 i + 2 j + 1 k] ^ 5 = [26450105211486 + 6656914508424 i + 494758308202 j + 384767426561 k]
BICP | Distance=486 | [486 + 24 i + 3 j + 4 k] ^ 5 = [26464897593486 + 6635822510424 i + 605013037323 j + 1264271694964 k]
BICP | Distance=486 | [486 + 24 i + 3 j + 14 k] ^ 5 = [26680278411486 + 6597965648424 i + 58614064323 j + 4018957791014 k]
BICP | Distance=486 | [24 + 486 i + 4 j + 3 k] ^ 5 = [6635822510424 + 26464897593486 i + 1264271694964 j + 605013037323 k]
BICP | Distance=486 | [24 + 4 i + 486 j + 3 k] ^ 5 = [6635822510424 + 1264271694964 i + 26464897593486 j + 605013037323 k]
BICP | Distance=486 | [24 + 486 i + 4 j + 23 k] ^ 5 = [6365627438424 + 25900073541486 i + 2346274870964 j + 6077389789423 k]
BICP | Distance=486 | [24 + 4 i + 486 j + 23 k] ^ 5 = [6365627438424 + 2346274870964 i + 25900073541486 j + 6077389789423 k]
BICP | Distance=486 | [24 + 486 i + 4 j + 73 k] ^ 5 = [5112131558424 + 20564859141486 i + 4872037030964 j + 18953701234673 k]
BICP | Distance=486 | [24 + 4 i + 486 j + 73 k] ^ 5 = [5112131558424 + 4872037030964 i + 20564859141486 j + 18953701234673 k]
BICP | Distance=486 | [24 + 486 i + 5 j + 24 k] ^ 9 = [562224842488168626014424 + 1279885479954540818202486 i + 378683082009361283621525 j + 562224842488168626014424 k]
BICP | Distance=486 | [24 + 5 i + 486 j + 24 k] ^ 9 = [562224842488168626014424 + 378683082009361283621525 i + 1279885479954540818202486 j + 562224842488168626014424 k]
BICP | Distance=486 | [24 + 486 i + 6 j + 7 k] ^ 5 = [6564058544424 + 26452286919486 i + 2032462789086 j + 1595376420727 k]
BICP | Distance=486 | [24 + 6 i + 486 j + 7 k] ^ 5 = [6564058544424 + 2032462789086 i + 26452286919486 j + 1595376420727 k]
BICP | Distance=486 | [24 + 486 i + 6 j + 7 k] ^ 9 = [637624825593226884458424 + 1384689406103968767246486 i + 232229358311833361469366 j + 118161991538630507583847 k]
BICP | Distance=486 | [24 + 6 i + 486 j + 7 k] ^ 9 = [637624825593226884458424 + 232229358311833361469366 i + 1384689406103968767246486 j + 118161991538630507583847 k]
BICP | Distance=486 | [24 + 486 i + 6 j + 27 k] ^ 5 = [6176159288424 + 25719073587486 i + 3098938225086 j + 7055018632827 k]
BICP | Distance=486 | [24 + 6 i + 486 j + 27 k] ^ 5 = [6176159288424 + 3098938225086 i + 25719073587486 j + 7055018632827 k]
BICP | Distance=486 | [24 + 486 i + 6 j + 77 k] ^ 5 = [4638243548424 + 19975700187486 i + 5527048345086 j + 19805953848077 k]
BICP | Distance=486 | [24 + 6 i + 486 j + 77 k] ^ 5 = [4638243548424 + 5527048345086 i + 19975700187486 j + 19805953848077 k]
BICP | Distance=486 | [486 + 24 i + 7 j + 6 k] ^ 5 = [26452286919486 + 6564058544424 i + 1595376420727 j + 2032462789086 k]
BICP | Distance=486 | [486 + 24 i + 7 j + 6 k] ^ 9 = [1384689406103968767246486 + 637624825593226884458424 i + 118161991538630507583847 j + 232229358311833361469366 k]
BICP | Distance=486 | [486 + 24 i + 8 j + 9 k] ^ 5 = [26496635625486 + 6500766530424 i + 1707821655848 j + 2911469955489 k]
BICP | Distance=486 | [486 + 24 i + 8 j + 39 k] ^ 5 = [28223579097486 + 6194292338424 i + 128049639848 j + 11289951762639 k]
BICP | Distance=486 | [24 + 486 i + 9 j + 8 k] ^ 5 = [6500766530424 + 26496635625486 i + 2911469955489 j + 1707821655848 k]
BICP | Distance=486 | [24 + 9 i + 486 j + 8 k] ^ 5 = [6500766530424 + 2911469955489 i + 26496635625486 j + 1707821655848 k]
BICP | Distance=486 | [24 + 486 i + 9 j + 48 k] ^ 5 = [5309541098424 + 24076250217486 i + 4944394707489 j + 12480146880048 k]
BICP | Distance=486 | [24 + 9 i + 486 j + 48 k] ^ 5 = [5309541098424 + 4944394707489 i + 24076250217486 j + 12480146880048 k]
BICP | Distance=486 | [24 + 486 i + 9 j + 98 k] ^ 5 = [3125853308424 + 16109769267486 i + 7041189912489 j + 24348954940298 k]
BICP | Distance=486 | [24 + 9 i + 486 j + 98 k] ^ 5 = [3125853308424 + 7041189912489 i + 16109769267486 j + 24348954940298 k]
BICP | Distance=486 | [24 + 486 i + 11 j + 52 k] ^ 5 = [4934471558424 + 23716193229486 i + 5646551264611 j + 13422147804452 k]
BICP | Distance=486 | [24 + 11 i + 486 j + 52 k] ^ 5 = [4934471558424 + 5646551264611 i + 23716193229486 j + 13422147804452 k]
BICP | Distance=486 | [24 + 486 i + 11 j + 52 k] ^ 9 = [227373016551833245036824 + 918757696783497452298486 i + 722334141958575175729211 j + 1137820433929489318168852 k]
BICP | Distance=486 | [24 + 11 i + 486 j + 52 k] ^ 9 = [227373016551833245036824 + 722334141958575175729211 i + 918757696783497452298486 j + 1137820433929489318168852 k]
BICP | Distance=486 | [24 + 486 i + 11 j + 452 k] ^ 9 = [8742978887044785408076824 + 21004243245641150586378486 i + 1310528181315201862129211 j + 11327060406152841437052452 k]
BICP | Distance=486 | [24 + 11 i + 486 j + 452 k] ^ 9 = [8742978887044785408076824 + 1310528181315201862129211 i + 21004243245641150586378486 j + 11327060406152841437052452 k]
BICP | Distance=486 | [24 + 486 i + 14 j + 3 k] ^ 5 = [6597965648424 + 26680278411486 i + 4018957791014 j + 58614064323 k]
BICP | Distance=486 | [24 + 14 i + 486 j + 3 k] ^ 5 = [6597965648424 + 4018957791014 i + 26680278411486 j + 58614064323 k]
BICP | Distance=486 | [24 + 486 i + 14 j + 23 k] ^ 5 = [5872556408424 + 26182026279486 i + 5066723723014 j + 5560058908423 k]
BICP | Distance=486 | [24 + 14 i + 486 j + 23 k] ^ 5 = [5872556408424 + 5066723723014 i + 26182026279486 j + 5560058908423 k]
BICP | Distance=486 | [24 + 486 i + 14 j + 23 k] ^ 9 = [491086521348589614496824 + 1357418868507140563278486 i + 595424885430348936726014 j + 455931583840714623496823 k]
BICP | Distance=486 | [24 + 14 i + 486 j + 23 k] ^ 9 = [491086521348589614496824 + 595424885430348936726014 i + 1357418868507140563278486 j + 455931583840714623496823 k]
BICP | Distance=486 | [24 + 486 i + 14 j + 73 k] ^ 5 = [3514251308424 + 21002393079486 i + 7260768923014 j + 18532911283673 k]
BICP | Distance=486 | [24 + 14 i + 486 j + 73 k] ^ 5 = [3514251308424 + 7260768923014 i + 21002393079486 j + 18532911283673 k]
BICP | Distance=486 | [486 + 24 i + 23 j + 4 k] ^ 5 = [25900073541486 + 6365627438424 i + 6077389789423 j + 2346274870964 k]
BICP | Distance=486 | [486 + 24 i + 23 j + 14 k] ^ 5 = [26182026279486 + 5872556408424 i + 5560058908423 j + 5066723723014 k]
BICP | Distance=486 | [486 + 24 i + 23 j + 14 k] ^ 9 = [1357418868507140563278486 + 491086521348589614496824 i + 455931583840714623496823 j + 595424885430348936726014 k]
BICP | Distance=486 | [486 + 24 i + 23 j + 64 k] ^ 5 = [31030122429486 + 3862817258424 i + 3405289033423 j + 19296651323264 k]
BICP | Distance=486 | [486 + 24 i + 23 j + 64 k] ^ 9 = [2423940870170800913418486 + 226229179007274081556824 i + 150870960067994304946823 j + 2180877643470568236086464 k]
BICP | Distance=486 | [486 + 24 i + 24 j + 5 k] ^ 9 = [1279885479954540818202486 + 562224842488168626014424 i + 562224842488168626014424 j + 378683082009361283621525 k]
BICP | Distance=486 | [486 + 24 i + 27 j + 6 k] ^ 5 = [25719073587486 + 6176159288424 i + 7055018632827 j + 3098938225086 k]
BICP | Distance=486 | [486 + 24 i + 27 j + 36 k] ^ 5 = [27421141329486 + 4537340558424 i + 5650979941827 j + 11323268377236 k]
BICP | Distance=486 | [486 + 24 i + 27 j + 36 k] ^ 9 = [1648296185785081597458486 + 266133624216021477436824 i + 414930527208603324363627 j + 1225909717577074466834436 k]
BICP | Distance=486 | [486 + 24 i + 27 j + 86 k] ^ 5 = [34902143379486 + 2355225608424 i + 3960877816827 j + 26313252977486 k]
BICP | Distance=486 | [24 + 486 i + 36 j + 27 k] ^ 5 = [4537340558424 + 27421141329486 i + 11323268377236 j + 5650979941827 k]
BICP | Distance=486 | [24 + 36 i + 486 j + 27 k] ^ 5 = [4537340558424 + 11323268377236 i + 27421141329486 j + 5650979941827 k]
BICP | Distance=486 | [24 + 486 i + 36 j + 27 k] ^ 9 = [266133624216021477436824 + 1648296185785081597458486 i + 1225909717577074466834436 j + 414930527208603324363627 k]
BICP | Distance=486 | [24 + 36 i + 486 j + 27 k] ^ 9 = [266133624216021477436824 + 1225909717577074466834436 i + 1648296185785081597458486 j + 414930527208603324363627 k]
BICP | Distance=486 | [24 + 486 i + 39 j + 8 k] ^ 5 = [6194292338424 + 28223579097486 i + 11289951762639 j + 128049639848 k]
BICP | Distance=486 | [24 + 39 i + 486 j + 8 k] ^ 5 = [6194292338424 + 11289951762639 i + 28223579097486 j + 128049639848 k]
BICP | Distance=486 | [24 + 486 i + 39 j + 48 k] ^ 5 = [2275229258424 + 26163519129486 i + 12887660610639 j + 11353431696048 k]
BICP | Distance=486 | [24 + 39 i + 486 j + 48 k] ^ 5 = [2275229258424 + 12887660610639 i + 26163519129486 j + 11353431696048 k]
BICP | Distance=486 | [486 + 24 i + 48 j + 9 k] ^ 5 = [24076250217486 + 5309541098424 i + 12480146880048 j + 4944394707489 k]
BICP | Distance=486 | [486 + 24 i + 48 j + 39 k] ^ 5 = [26163519129486 + 2275229258424 i + 11353431696048 j + 12887660610639 k]
BICP | Distance=486 | [486 + 24 i + 52 j + 1 k] ^ 5 = [23408068761486 + 6086412878424 i + 13909245588452 j + 3081226241561 k]
BICP | Distance=486 | [486 + 24 i + 52 j + 11 k] ^ 5 = [23716193229486 + 4934471558424 i + 13422147804452 j + 5646551264611 k]
BICP | Distance=486 | [486 + 24 i + 52 j + 11 k] ^ 9 = [918757696783497452298486 + 227373016551833245036824 i + 1137820433929489318168852 j + 722334141958575175729211 k]
BICP | Distance=486 | [24 + 486 i + 61 j + 452 k] ^ 9 = [14133681205384692888796824 + 20316864119622257664378486 i + 15527277919798322424339661 j + 2744339843384480419452452 k]
BICP | Distance=486 | [24 + 61 i + 486 j + 452 k] ^ 9 = [14133681205384692888796824 + 15527277919798322424339661 i + 20316864119622257664378486 j + 2744339843384480419452452 k]
BICP | Distance=486 | [24 + 486 i + 64 j + 23 k] ^ 5 = [3862817258424 + 31030122429486 i + 19296651323264 j + 3405289033423 k]
BICP | Distance=486 | [24 + 64 i + 486 j + 23 k] ^ 5 = [3862817258424 + 19296651323264 i + 31030122429486 j + 3405289033423 k]
BICP | Distance=486 | [24 + 486 i + 64 j + 23 k] ^ 9 = [226229179007274081556824 + 2423940870170800913418486 i + 2180877643470568236086464 j + 150870960067994304946823 k]
BICP | Distance=486 | [24 + 64 i + 486 j + 23 k] ^ 9 = [226229179007274081556824 + 2180877643470568236086464 i + 2423940870170800913418486 j + 150870960067994304946823 k]
BICP | Distance=486 | [486 + 24 i + 73 j + 4 k] ^ 5 = [20564859141486 + 5112131558424 i + 18953701234673 j + 4872037030964 k]
BICP | Distance=486 | [486 + 24 i + 73 j + 14 k] ^ 5 = [21002393079486 + 3514251308424 i + 18532911283673 j + 7260768923014 k]
BICP | Distance=486 | [486 + 24 i + 77 j + 6 k] ^ 5 = [19975700187486 + 4638243548424 i + 19805953848077 j + 5527048345086 k]
BICP | Distance=486 | [24 + 486 i + 86 j + 27 k] ^ 5 = [2355225608424 + 34902143379486 i + 26313252977486 j + 3960877816827 k]
BICP | Distance=486 | [24 + 86 i + 486 j + 27 k] ^ 5 = [2355225608424 + 26313252977486 i + 34902143379486 j + 3960877816827 k]
BICP | Distance=486 | [486 + 24 i + 98 j + 9 k] ^ 5 = [16109769267486 + 3125853308424 i + 24348954940298 j + 7041189912489 k]
BICP | Distance=486 | [486 + 24 i + 452 j + 11 k] ^ 9 = [21004243245641150586378486 + 8742978887044785408076824 i + 11327060406152841437052452 j + 1310528181315201862129211 k]
BICP | Distance=486 | [486 + 24 i + 452 j + 61 k] ^ 9 = [20316864119622257664378486 + 14133681205384692888796824 i + 2744339843384480419452452 j + 15527277919798322424339661 k]
BICP | Distance=486 | [26 + 486 i + 1 j + 8 k] ^ 5 = [7181210505826 + 26269613179486 i + 749746746561 j + 2132618201848 k]
BICP | Distance=486 | [26 + 1 i + 486 j + 8 k] ^ 5 = [7181210505826 + 749746746561 i + 26269613179486 j + 2132618201848 k]
BICP | Distance=486 | [26 + 486 i + 1 j + 8 k] ^ 9 = [700102402045044678522026 + 1346034179457001186422486 i + 119399605152915163912321 j + 194062038515010919709288 k]
BICP | Distance=486 | [26 + 1 i + 486 j + 8 k] ^ 9 = [700102402045044678522026 + 119399605152915163912321 i + 1346034179457001186422486 j + 194062038515010919709288 k]
BICP | Distance=486 | [26 + 486 i + 1 j + 48 k] ^ 5 = [6679635441826 + 23747890851486 i + 3086981786561 j + 12841791642048 k]
BICP | Distance=486 | [26 + 1 i + 486 j + 48 k] ^ 5 = [6679635441826 + 3086981786561 i + 23747890851486 j + 12841791642048 k]
BICP | Distance=486 | [26 + 486 i + 1 j + 98 k] ^ 5 = [5241580761826 + 15669181951486 i + 5801996871561 j + 24607975572298 k]
BICP | Distance=486 | [26 + 1 i + 486 j + 98 k] ^ 5 = [5241580761826 + 5801996871561 i + 15669181951486 j + 24607975572298 k]
BICP | Distance=486 | [486 + 26 i + 2 j + 9 k] ^ 5 = [26432625447486 + 7184199121826 i + 13593340202 j + 2588019477489 k]
BICP | Distance=486 | [486 + 26 i + 3 j + 6 k] ^ 5 = [26375709519486 + 7175004337826 i + 466027117323 j + 1823693965086 k]
BICP | Distance=486 | [486 + 26 i + 3 j + 6 k] ^ 9 = [1367233578982407912030486 + 703409502669912026845226 i + 7150247272684777601043 j + 190103706413119573926966 k]
BICP | Distance=486 | [26 + 486 i + 4 j + 7 k] ^ 5 = [7141213293826 + 26311102943486 i + 1512028352964 j + 1681118326727 k]
BICP | Distance=486 | [26 + 4 i + 486 j + 7 k] ^ 5 = [7141213293826 + 1512028352964 i + 26311102943486 j + 1681118326727 k]
BICP | Distance=486 | [26 + 486 i + 4 j + 27 k] ^ 5 = [6834765201826 + 25567761051486 i + 2678587360964 j + 7123002850827 k]
BICP | Distance=486 | [26 + 4 i + 486 j + 27 k] ^ 5 = [6834765201826 + 2678587360964 i + 25567761051486 j + 7123002850827 k]
BICP | Distance=486 | [26 + 486 i + 4 j + 77 k] ^ 5 = [5443835121826 + 19805500651486 i + 5398548500964 j + 19825927646077 k]
BICP | Distance=486 | [26 + 4 i + 486 j + 77 k] ^ 5 = [5443835121826 + 5398548500964 i + 19805500651486 j + 19825927646077 k]
BICP | Distance=486 | [486 + 26 i + 5 j + 8 k] ^ 9 = [1373568739262014353870486 + 694875337888355796546026 i + 35837824853649085586405 j + 265205063539217373277928 k]
BICP | Distance=486 | [26 + 486 i + 6 j + 3 k] ^ 5 = [7175004337826 + 26375709519486 i + 1823693965086 j + 466027117323 k]
BICP | Distance=486 | [26 + 6 i + 486 j + 3 k] ^ 5 = [7175004337826 + 1823693965086 i + 26375709519486 j + 466027117323 k]
BICP | Distance=486 | [26 + 486 i + 6 j + 3 k] ^ 9 = [703409502669912026845226 + 1367233578982407912030486 i + 190103706413119573926966 j + 7150247272684777601043 k]
BICP | Distance=486 | [26 + 6 i + 486 j + 3 k] ^ 9 = [703409502669912026845226 + 190103706413119573926966 i + 1367233578982407912030486 j + 7150247272684777601043 k]
BICP | Distance=486 | [486 + 26 i + 6 j + 7 k] ^ 9 = [1368263172873919673214486 + 691807291664440943053226 i + 73304209722444301277046 j + 250767540515842129335607 k]
BICP | Distance=486 | [26 + 486 i + 6 j + 23 k] ^ 5 = [6806848861826 + 25828465107486 i + 2989546705086 j + 5927989517423 k]
BICP | Distance=486 | [26 + 6 i + 486 j + 23 k] ^ 5 = [6806848861826 + 2989546705086 i + 25828465107486 j + 5927989517423 k]
BICP | Distance=486 | [26 + 486 i + 6 j + 73 k] ^ 5 = [5265934321826 + 20540866407486 i + 5669048485086 j + 18784665882673 k]
BICP | Distance=486 | [26 + 6 i + 486 j + 73 k] ^ 5 = [5265934321826 + 5669048485086 i + 20540866407486 j + 18784665882673 k]
BICP | Distance=486 | [486 + 26 i + 7 j + 4 k] ^ 5 = [26311102943486 + 7141213293826 i + 1681118326727 j + 1512028352964 k]
BICP | Distance=486 | [26 + 486 i + 7 j + 6 k] ^ 9 = [691807291664440943053226 + 1368263172873919673214486 i + 250767540515842129335607 j + 73304209722444301277046 k]
BICP | Distance=486 | [26 + 7 i + 486 j + 6 k] ^ 9 = [691807291664440943053226 + 250767540515842129335607 i + 1368263172873919673214486 j + 73304209722444301277046 k]
BICP | Distance=486 | [486 + 26 i + 7 j + 14 k] ^ 5 = [26541693211486 + 7014864741826 i + 1094509765727 j + 4257382591014 k]
BICP | Distance=486 | [486 + 26 i + 8 j + 1 k] ^ 5 = [26269613179486 + 7181210505826 i + 2132618201848 j + 749746746561 k]
BICP | Distance=486 | [486 + 26 i + 8 j + 1 k] ^ 9 = [1346034179457001186422486 + 700102402045044678522026 i + 194062038515010919709288 j + 119399605152915163912321 k]
BICP | Distance=486 | [26 + 486 i + 8 j + 5 k] ^ 9 = [694875337888355796546026 + 1373568739262014353870486 i + 265205063539217373277928 j + 35837824853649085586405 k]
BICP | Distance=486 | [26 + 8 i + 486 j + 5 k] ^ 9 = [694875337888355796546026 + 265205063539217373277928 i + 1373568739262014353870486 j + 35837824853649085586405 k]
BICP | Distance=486 | [486 + 26 i + 8 j + 11 k] ^ 5 = [26435555567486 + 7021150581826 i + 1544344109848 j + 3490634347611 k]
BICP | Distance=486 | [26 + 486 i + 9 j + 2 k] ^ 5 = [7184199121826 + 26432625447486 i + 2588019477489 j + 13593340202 k]
BICP | Distance=486 | [26 + 9 i + 486 j + 2 k] ^ 5 = [7184199121826 + 2588019477489 i + 26432625447486 j + 13593340202 k]
BICP | Distance=486 | [26 + 486 i + 9 j + 52 k] ^ 5 = [5675719381826 + 23539463847486 i + 5360203572489 j + 13437508250452 k]
BICP | Distance=486 | [26 + 9 i + 486 j + 52 k] ^ 5 = [5675719381826 + 5360203572489 i + 23539463847486 j + 13437508250452 k]
BICP | Distance=486 | [26 + 486 i + 11 j + 8 k] ^ 5 = [7021150581826 + 26435555567486 i + 3490634347611 j + 1544344109848 k]
BICP | Distance=486 | [26 + 11 i + 486 j + 8 k] ^ 5 = [7021150581826 + 3490634347611 i + 26435555567486 j + 1544344109848 k]
BICP | Distance=486 | [26 + 486 i + 11 j + 48 k] ^ 5 = [5619103341826 + 24056615079486 i + 5673474539611 j + 12304286046048 k]
BICP | Distance=486 | [26 + 11 i + 486 j + 48 k] ^ 5 = [5619103341826 + 5673474539611 i + 24056615079486 j + 12304286046048 k]
BICP | Distance=486 | [26 + 486 i + 11 j + 48 k] ^ 9 = [312729174575717676603626 + 982926661870148126958486 i + 737609952752372530519211 j + 1036371742606742083692048 k]
BICP | Distance=486 | [26 + 11 i + 486 j + 48 k] ^ 9 = [312729174575717676603626 + 737609952752372530519211 i + 982926661870148126958486 j + 1036371742606742083692048 k]
BICP | Distance=486 | [26 + 486 i + 11 j + 98 k] ^ 5 = [3122396841826 + 16144906679486 i + 7881499114611 j + 24167216196298 k]
BICP | Distance=486 | [26 + 11 i + 486 j + 98 k] ^ 5 = [3122396841826 + 7881499114611 i + 16144906679486 j + 24167216196298 k]
BICP | Distance=486 | [26 + 486 i + 14 j + 7 k] ^ 5 = [7014864741826 + 26541693211486 i + 4257382591014 j + 1094509765727 k]
BICP | Distance=486 | [26 + 14 i + 486 j + 7 k] ^ 5 = [7014864741826 + 4257382591014 i + 26541693211486 j + 1094509765727 k]
BICP | Distance=486 | [26 + 486 i + 14 j + 27 k] ^ 5 = [6254457441826 + 25870116879486 i + 5378633123014 j + 6566954941827 k]
BICP | Distance=486 | [26 + 14 i + 486 j + 27 k] ^ 5 = [6254457441826 + 5378633123014 i + 25870116879486 j + 6566954941827 k]
BICP | Distance=486 | [26 + 486 i + 14 j + 27 k] ^ 9 = [502107861484058115363626 + 1305446173616300745438486 i + 647397580321188754566014 j + 537262798991933106363627 k]
BICP | Distance=486 | [26 + 14 i + 486 j + 27 k] ^ 9 = [502107861484058115363626 + 647397580321188754566014 i + 1305446173616300745438486 j + 537262798991933106363627 k]
BICP | Distance=486 | [26 + 486 i + 14 j + 77 k] ^ 5 = [3765900141826 + 20276064779486 i + 7739598223014 j + 19372117667077 k]
BICP | Distance=486 | [26 + 14 i + 486 j + 77 k] ^ 5 = [3765900141826 + 7739598223014 i + 20276064779486 j + 19372117667077 k]
BICP | Distance=486 | [486 + 26 i + 23 j + 6 k] ^ 5 = [25828465107486 + 6806848861826 i + 5927989517423 j + 2989546705086 k]
BICP | Distance=486 | [486 + 26 i + 23 j + 36 k] ^ 5 = [27511140879486 + 5461106941826 i + 4347467558423 j + 11233268827236 k]
BICP | Distance=486 | [486 + 26 i + 23 j + 36 k] ^ 9 = [1660599639841849595838486 + 404868191518818481563626 i + 256071288526236634636823 j + 1213606263520306468454436 k]
BICP | Distance=486 | [486 + 26 i + 23 j + 86 k] ^ 5 = [34965142979486 + 3844848141826 i + 2239195933423 j + 26250253377486 k]
BICP | Distance=486 | [486 + 26 i + 27 j + 4 k] ^ 5 = [25567761051486 + 6834765201826 i + 7123002850827 j + 2678587360964 k]
BICP | Distance=486 | [486 + 26 i + 27 j + 14 k] ^ 5 = [25870116879486 + 6254457441826 i + 6566954941827 j + 5378633123014 k]
BICP | Distance=486 | [486 + 26 i + 27 j + 14 k] ^ 9 = [1305446173616300745438486 + 502107861484058115363626 i + 537262798991933106363627 j + 647397580321188754566014 k]
BICP | Distance=486 | [486 + 26 i + 27 j + 64 k] ^ 5 = [30807844479486 + 3840975141826 i + 4298503366827 j + 19518929273264 k]
BICP | Distance=486 | [486 + 26 i + 27 j + 64 k] ^ 9 = [2400703411205363952798486 + 167714948645672935083626 i + 243073167584952711693627 j + 2204115102436005196706464 k]
BICP | Distance=486 | [26 + 486 i + 36 j + 23 k] ^ 5 = [5461106941826 + 27511140879486 i + 11233268827236 j + 4347467558423 k]
BICP | Distance=486 | [26 + 36 i + 486 j + 23 k] ^ 5 = [5461106941826 + 11233268827236 i + 27511140879486 j + 4347467558423 k]
BICP | Distance=486 | [26 + 486 i + 36 j + 23 k] ^ 9 = [404868191518818481563626 + 1660599639841849595838486 i + 1213606263520306468454436 j + 256071288526236634636823 k]
BICP | Distance=486 | [26 + 36 i + 486 j + 23 k] ^ 9 = [404868191518818481563626 + 1213606263520306468454436 i + 1660599639841849595838486 j + 256071288526236634636823 k]
BICP | Distance=486 | [26 + 486 i + 36 j + 73 k] ^ 5 = [588625141826 + 22682862279486 i + 12945076927236 j + 17754123033673 k]
BICP | Distance=486 | [26 + 36 i + 486 j + 73 k] ^ 5 = [588625141826 + 12945076927236 i + 22682862279486 j + 17754123033673 k]
BICP | Distance=486 | [26 + 486 i + 36 j + 423 k] ^ 9 = [10623461680858331472123626 + 16245637921266089610078486 i + 4139818237210791815654436 j + 1242366953512102868880423 k]
BICP | Distance=486 | [26 + 36 i + 486 j + 423 k] ^ 9 = [10623461680858331472123626 + 4139818237210791815654436 i + 16245637921266089610078486 j + 1242366953512102868880423 k]
BICP | Distance=486 | [26 + 486 i + 39 j + 52 k] ^ 5 = [2398675741826 + 25700748879486 i + 13206056385639 j + 12226232054452 k]
BICP | Distance=486 | [26 + 39 i + 486 j + 52 k] ^ 5 = [2398675741826 + 13206056385639 i + 25700748879486 j + 12226232054452 k]
BICP | Distance=486 | [26 + 486 i + 39 j + 452 k] ^ 9 = [11924711307492405479163626 + 19718586358329906777438486 i + 9473917053523478552131239 j + 7567987044329841235872452 k]
BICP | Distance=486 | [26 + 39 i + 486 j + 452 k] ^ 9 = [11924711307492405479163626 + 9473917053523478552131239 i + 19718586358329906777438486 j + 7567987044329841235872452 k]
BICP | Distance=486 | [486 + 26 i + 48 j + 1 k] ^ 5 = [23747890851486 + 6679635441826 i + 12841791642048 j + 3086981786561 k]
BICP | Distance=486 | [486 + 26 i + 48 j + 11 k] ^ 5 = [24056615079486 + 5619103341826 i + 12304286046048 j + 5673474539611 k]
BICP | Distance=486 | [486 + 26 i + 48 j + 11 k] ^ 9 = [982926661870148126958486 + 312729174575717676603626 i + 1036371742606742083692048 j + 737609952752372530519211 k]
BICP | Distance=486 | [486 + 26 i + 48 j + 61 k] ^ 5 = [28952526879486 + 762834741826 i + 10578842946048 j + 19226700014861 k]
BICP | Distance=486 | [486 + 26 i + 52 j + 9 k] ^ 5 = [23539463847486 + 5675719381826 i + 13437508250452 j + 5360203572489 k]
BICP | Distance=486 | [486 + 26 i + 52 j + 39 k] ^ 5 = [25700748879486 + 2398675741826 i + 12226232054452 j + 13206056385639 k]
BICP | Distance=486 | [26 + 486 i + 61 j + 48 k] ^ 5 = [762834741826 + 28952526879486 i + 19226700014861 j + 10578842946048 k]
BICP | Distance=486 | [26 + 61 i + 486 j + 48 k] ^ 5 = [762834741826 + 19226700014861 i + 28952526879486 j + 10578842946048 k]
BICP | Distance=486 | [26 + 486 i + 64 j + 27 k] ^ 5 = [3840975141826 + 30807844479486 i + 19518929273264 j + 4298503366827 k]
BICP | Distance=486 | [26 + 64 i + 486 j + 27 k] ^ 5 = [3840975141826 + 19518929273264 i + 30807844479486 j + 4298503366827 k]
BICP | Distance=486 | [26 + 486 i + 64 j + 27 k] ^ 9 = [167714948645672935083626 + 2400703411205363952798486 i + 2204115102436005196706464 j + 243073167584952711693627 k]
BICP | Distance=486 | [26 + 64 i + 486 j + 27 k] ^ 9 = [167714948645672935083626 + 2204115102436005196706464 i + 2400703411205363952798486 j + 243073167584952711693627 k]
BICP | Distance=486 | [486 + 26 i + 73 j + 6 k] ^ 5 = [20540866407486 + 5265934321826 i + 18784665882673 j + 5669048485086 k]
BICP | Distance=486 | [486 + 26 i + 73 j + 36 k] ^ 5 = [22682862279486 + 588625141826 i + 17754123033673 j + 12945076927236 k]
BICP | Distance=486 | [486 + 26 i + 77 j + 4 k] ^ 5 = [19805500651486 + 5443835121826 i + 19825927646077 j + 5398548500964 k]
BICP | Distance=486 | [486 + 26 i + 77 j + 14 k] ^ 5 = [20276064779486 + 3765900141826 i + 19372117667077 j + 7739598223014 k]
BICP | Distance=486 | [26 + 486 i + 86 j + 23 k] ^ 5 = [3844848141826 + 34965142979486 i + 26250253377486 j + 2239195933423 k]
BICP | Distance=486 | [26 + 86 i + 486 j + 23 k] ^ 5 = [3844848141826 + 26250253377486 i + 34965142979486 j + 2239195933423 k]
BICP | Distance=486 | [486 + 26 i + 98 j + 1 k] ^ 5 = [15669181951486 + 5241580761826 i + 24607975572298 j + 5801996871561 k]
BICP | Distance=486 | [486 + 26 i + 98 j + 11 k] ^ 5 = [16144906679486 + 3122396841826 i + 24167216196298 j + 7881499114611 k]
BICP | Distance=486 | [486 + 26 i + 423 j + 36 k] ^ 9 = [16245637921266089610078486 + 10623461680858331472123626 i + 1242366953512102868880423 j + 4139818237210791815654436 k]
BICP | Distance=486 | [486 + 26 i + 452 j + 39 k] ^ 9 = [19718586358329906777438486 + 11924711307492405479163626 i + 7567987044329841235872452 j + 9473917053523478552131239 k]
BICP | Distance=486 | [27 + 486 i + 0 j + 2 k] ^ 5 = [7484213710827 + 26273149551486 i + 123589819440 j + 547540768202 k]
BICP | Distance=486 | [27 + 0 i + 486 j + 2 k] ^ 5 = [7484213710827 + 123589819440 i + 26273149551486 j + 547540768202 k]
BICP | Distance=486 | [486 + 27 i + 0 j + 4 k] ^ 5 = [26295895809486 + 7488036181827 i + -247200634080 j + 1095269910964 k]
BICP | Distance=486 | [486 + 27 i + 0 j + 4 k] ^ 9 = [1349804067133204555506486 + 736030940509734681387627 i + -48748610649706857466560 j + 102504338598013863450724 k]
BICP | Distance=486 | [486 + 27 i + 0 j + 6 k] ^ 5 = [26318644011486 + 7491858760827 i + -370832443920 j + 1643187433086 k]
BICP | Distance=486 | [27 + 486 i + 0 j + 8 k] ^ 5 = [7472746945827 + 26204922441486 i + 494233306560 j + 2189032863848 k]
BICP | Distance=486 | [27 + 0 i + 486 j + 8 k] ^ 5 = [7472746945827 + 494233306560 i + 26204922441486 j + 2189032863848 k]
BICP | Distance=486 | [486 + 27 i + 0 j + 14 k] ^ 5 = [26500699611486 + 7522443280827 i + -865863568080 j + 3839378991014 k]
BICP | Distance=486 | [486 + 27 i + 0 j + 36 k] ^ 5 = [27755699841486 + 7732898965827 i + -2236898941920 j + 9965992849236 k]
BICP | Distance=486 | [27 + 486 i + 0 j + 48 k] ^ 5 = [7045349905827 + 23670296361486 i + 2937182290560 j + 12881277672048 k]
BICP | Distance=486 | [27 + 0 i + 486 j + 48 k] ^ 5 = [7045349905827 + 2937182290560 i + 23670296361486 j + 12881277672048 k]
BICP | Distance=486 | [27 + 486 i + 0 j + 52 k] ^ 5 = [6969171565827 + 23220250641486 i + 3176488729440 j + 13905844508452 k]
BICP | Distance=486 | [27 + 0 i + 486 j + 52 k] ^ 5 = [6969171565827 + 3176488729440 i + 23220250641486 j + 13905844508452 k]
BICP | Distance=486 | [486 + 27 i + 0 j + 64 k] ^ 5 = [30976781481486 + 8270078545827 i + -4023738478080 j + 18140243731264 k]
BICP | Distance=486 | [486 + 27 i + 0 j + 86 k] ^ 5 = [34821972171486 + 8905900600827 i + -5481379051920 j + 25047469289486 k]
BICP | Distance=486 | [27 + 486 i + 0 j + 98 k] ^ 5 = [5661895150827 + 15579361071486 i + 5808997600560 j + 24623263312298 k]
BICP | Distance=486 | [27 + 0 i + 486 j + 98 k] ^ 5 = [5661895150827 + 5808997600560 i + 15579361071486 j + 24623263312298 k]
BICP | Distance=486 | [486 + 27 i + 0 j + 236 k] ^ 5 = [97157821761486 + 18548481205827 i + -18033424981920 j + 96294501210236 k]
BICP | Distance=486 | [486 + 27 i + 0 j + 264 k] ^ 5 = [117345629961486 + 21461179105827 i + -21142962118080 j + 116885581692264 k]
BICP | Distance=486 | [486 + 27 i + 0 j + 486 k] ^ 5 = [430465746411486 + 60158667880827 i + -60158653531920 j + 430465746411486 k]
BICP | Distance=486 | [486 + 27 i + 2 j + 0 k] ^ 5 = [26273149551486 + 7484213710827 i + 547540768202 j + 123589819440 k]
BICP | Distance=486 | [486 + 27 i + 2 j + 2 k] ^ 5 = [26279227467486 + 7475879917827 i + 424009560202 j + 671118048682 k]
BICP | Distance=486 | [27 + 486 i + 2 j + 2 k] ^ 5 = [7475879917827 + 26279227467486 i + 671118048682 j + 424009560202 k]
BICP | Distance=486 | [27 + 2 i + 486 j + 2 k] ^ 5 = [7475879917827 + 671118048682 i + 26279227467486 j + 424009560202 k]
BICP | Distance=486 | [486 + 27 i + 2 j + 4 k] ^ 9 = [1350352901077306134390486 + 732225349194255566632827 i + 2580219507273838117202 j + 126848401257569525765764 k]
BICP | Distance=486 | [27 + 486 i + 2 j + 6 k] ^ 5 = [7451571277827 + 26245893375486 i + 917807809802 j + 1518802412286 k]
BICP | Distance=486 | [27 + 2 i + 486 j + 6 k] ^ 5 = [7451571277827 + 917807809802 i + 26245893375486 j + 1518802412286 k]
BICP | Distance=486 | [27 + 2 i + 6 j + 486 k] ^ 5 = [7598099111427 + 194695336202 i + 1579685360286 j + 27909614907486 k]
BICP | Distance=486 | [27 + 486 i + 2 j + 36 k] ^ 5 = [7075406548827 + 24839805303486 i + 2741808736202 j + 9625735951236 k]
BICP | Distance=486 | [27 + 2 i + 486 j + 36 k] ^ 5 = [7075406548827 + 2741808736202 i + 24839805303486 j + 9625735951236 k]
BICP | Distance=486 | [27 + 486 i + 2 j + 52 k] ^ 5 = [6736101652827 + 23264243847486 i + 3686101668682 j + 13787972010452 k]
BICP | Distance=486 | [27 + 2 i + 486 j + 52 k] ^ 5 = [6736101652827 + 3686101668682 i + 23264243847486 j + 13787972010452 k]
BICP | Distance=486 | [27 + 486 i + 2 j + 86 k] ^ 5 = [5700698173827 + 18068448303486 i + 5591430840202 j + 21942521929486 k]
BICP | Distance=486 | [27 + 2 i + 486 j + 86 k] ^ 5 = [5700698173827 + 5591430840202 i + 18068448303486 j + 21942521929486 k]
BICP | Distance=486 | [27 + 486 i + 3 j + 9 k] ^ 9 = [716643645116645331181827 + 1335590486595548000847486 i + 185541251912327290679163 j + 193681878482318413174209 k]
BICP | Distance=486 | [27 + 3 i + 486 j + 9 k] ^ 9 = [716643645116645331181827 + 185541251912327290679163 i + 1335590486595548000847486 j + 193681878482318413174209 k]
BICP | Distance=486 | [27 + 486 i + 3 j + 59 k] ^ 9 = [370978308993045430477827 + 665576636035285642725486 i + 690383705376620480082363 j + 1275178886977361159073059 k]
BICP | Distance=486 | [27 + 3 i + 486 j + 59 k] ^ 9 = [370978308993045430477827 + 690383705376620480082363 i + 665576636035285642725486 j + 1275178886977361159073059 k]
BICP | Distance=486 | [27 + 486 i + 4 j + 0 k] ^ 5 = [7488036181827 + 26295895809486 i + 1095269910964 j + -247200634080 k]
BICP | Distance=486 | [27 + 4 i + 486 j + 0 k] ^ 5 = [7488036181827 + 1095269910964 i + 26295895809486 j + -247200634080 k]
BICP | Distance=486 | [27 + 486 i + 4 j + 0 k] ^ 9 = [736030940509734681387627 + 1349804067133204555506486 i + 102504338598013863450724 j + -48748610649706857466560 k]
BICP | Distance=486 | [27 + 4 i + 486 j + 0 k] ^ 9 = [736030940509734681387627 + 102504338598013863450724 i + 1349804067133204555506486 j + -48748610649706857466560 k]
BICP | Distance=486 | [27 + 486 i + 4 j + 2 k] ^ 9 = [732225349194255566632827 + 1350352901077306134390486 i + 126848401257569525765764 j + 2580219507273838117202 k]
BICP | Distance=486 | [27 + 4 i + 486 j + 2 k] ^ 9 = [732225349194255566632827 + 126848401257569525765764 i + 1350352901077306134390486 j + 2580219507273838117202 k]
BICP | Distance=486 | [486 + 27 i + 4 j + 6 k] ^ 5 = [26309613807486 + 7434206092827 i + 725228872324 j + 1889789677086 k]
BICP | Distance=486 | [27 + 486 i + 4 j + 6 k] ^ 5 = [7426570546827 + 26264121939486 i + 1465047348964 j + 1395761073726 k]
BICP | Distance=486 | [27 + 4 i + 486 j + 6 k] ^ 5 = [7426570546827 + 1465047348964 i + 26264121939486 j + 1395761073726 k]
BICP | Distance=486 | [27 + 486 i + 4 j + 6 k] ^ 9 = [722504730795016350981627 + 1346267870606886637734486 i + 175162379307940581011524 j + 105140162623996392662646 k]
BICP | Distance=486 | [27 + 4 i + 486 j + 6 k] ^ 9 = [722504730795016350981627 + 175162379307940581011524 i + 1346267870606886637734486 j + 105140162623996392662646 k]
BICP | Distance=486 | [486 + 27 i + 4 j + 8 k] ^ 5 = [26344516545486 + 7421350717827 i + 602375672564 j + 2437908376648 k]
BICP | Distance=486 | [27 + 486 i + 4 j + 20 k] ^ 5 = [7229937025827 + 25871840721486 i + 2318042050964 j + 5213080202020 k]
BICP | Distance=486 | [27 + 4 i + 486 j + 20 k] ^ 5 = [7229937025827 + 2318042050964 i + 25871840721486 j + 5213080202020 k]
BICP | Distance=486 | [27 + 486 i + 4 j + 26 k] ^ 5 = [7123002850827 + 25567761051486 i + 2678587360964 j + 6834765201826 k]
BICP | Distance=486 | [27 + 4 i + 486 j + 26 k] ^ 5 = [7123002850827 + 2678587360964 i + 25567761051486 j + 6834765201826 k]
BICP | Distance=486 | [27 + 486 i + 4 j + 70 k] ^ 5 = [5931129970827 + 20886696531486 i + 5193874420964 j + 18134702822270 k]
BICP | Distance=486 | [27 + 4 i + 486 j + 70 k] ^ 5 = [5931129970827 + 5193874420964 i + 20886696531486 j + 18134702822270 k]
BICP | Distance=486 | [27 + 486 i + 4 j + 76 k] ^ 5 = [5714096545827 + 19921924161486 i + 5514972010964 j + 19555666222076 k]
BICP | Distance=486 | [27 + 4 i + 486 j + 76 k] ^ 5 = [5714096545827 + 5514972010964 i + 19921924161486 j + 19555666222076 k]
BICP | Distance=486 | [27 + 486 i + 5 j + 7 k] ^ 9 = [717409168923203674194627 + 1347337845014103559575486 i + 212737490083932666762125 j + 118772359671219032616847 k]
BICP | Distance=486 | [27 + 5 i + 486 j + 7 k] ^ 9 = [717409168923203674194627 + 212737490083932666762125 i + 1347337845014103559575486 j + 118772359671219032616847 k]
BICP | Distance=486 | [486 + 27 i + 5 j + 11 k] ^ 9 = [1376778226048204427883486 + 719295334108620198798627 i + -4347233922404208289795 j + 343758388574316229594211 k]
BICP | Distance=486 | [486 + 27 i + 5 j + 61 k] ^ 9 = [2246085016394781018213486 + 926760053451622778778627 i + -636290947006840632109795 j + 1884209332931913410454661 k]
BICP | Distance=486 | [486 + 27 i + 5 j + 111 k] ^ 9 = [4636819775527704411903486 + 1629781538705195579778627 i + -1524725575645241383189795 j + 4527638333643336959175111 k]
BICP | Distance=486 | [486 + 27 i + 5 j + 133 k] ^ 9 = [6399231082057096351533486 + 2140811639681851725762627 i + -2076634986188735048871715 j + 6338580726893587331661133 k]
BICP | Distance=486 | [486 + 27 i + 5 j + 361 k] ^ 9 = [109463192953637033640753486 + 26059257842173977120078627 i + -26059250163136450267489795 j + 109463199224105254135677361 k]
BICP | Distance=486 | [486 + 27 i + 5 j + 383 k] ^ 9 = [138048916039711368371919486 + 32002963468623201609714627 i + -32002962644207075116503715 j + 138048917834644131679719383 k]
BICP | Distance=486 | [27 + 486 i + 6 j + 0 k] ^ 5 = [7491858760827 + 26318644011486 i + 1643187433086 j + -370832443920 k]
BICP | Distance=486 | [27 + 6 i + 486 j + 0 k] ^ 5 = [7491858760827 + 1643187433086 i + 26318644011486 j + -370832443920 k]
BICP | Distance=486 | [486 + 27 i + 6 j + 2 k] ^ 5 = [26245893375486 + 7451571277827 i + 1518802412286 j + 917807809802 k]
BICP | Distance=486 | [27 + 6 i + 2 j + 486 k] ^ 5 = [7598099111427 + 1579685360286 i + 194695336202 j + 27909614907486 k]
BICP | Distance=486 | [486 + 27 i + 6 j + 4 k] ^ 5 = [26264121939486 + 7426570546827 i + 1395761073726 j + 1465047348964 k]
BICP | Distance=486 | [27 + 486 i + 6 j + 4 k] ^ 5 = [7434206092827 + 26309613807486 i + 1889789677086 j + 725228872324 k]
BICP | Distance=486 | [27 + 6 i + 486 j + 4 k] ^ 5 = [7434206092827 + 1889789677086 i + 26309613807486 j + 725228872324 k]
BICP | Distance=486 | [486 + 27 i + 6 j + 4 k] ^ 9 = [1346267870606886637734486 + 722504730795016350981627 i + 105140162623996392662646 j + 175162379307940581011524 k]
BICP | Distance=486 | [486 + 27 i + 6 j + 14 k] ^ 5 = [26491773411486 + 7324363045827 i + 785011461726 j + 4207462791014 k]
BICP | Distance=486 | [27 + 486 i + 6 j + 16 k] ^ 9 = [674077646596129872321627 + 1315810457894578296726486 i + 343063678736523801362166 j + 335758458516262064594416 k]
BICP | Distance=486 | [27 + 6 i + 486 j + 16 k] ^ 9 = [674077646596129872321627 + 343063678736523801362166 i + 1315810457894578296726486 j + 335758458516262064594416 k]
BICP | Distance=486 | [27 + 486 i + 6 j + 24 k] ^ 5 = [7055018632827 + 25719073587486 i + 3098938225086 j + 6176159288424 k]
BICP | Distance=486 | [27 + 6 i + 486 j + 24 k] ^ 5 = [7055018632827 + 3098938225086 i + 25719073587486 j + 6176159288424 k]
BICP | Distance=486 | [27 + 486 i + 6 j + 30 k] ^ 5 = [6912021637827 + 25365304467486 i + 3452707345086 j + 7790880982230 k]
BICP | Distance=486 | [27 + 6 i + 486 j + 30 k] ^ 5 = [6912021637827 + 3452707345086 i + 25365304467486 j + 7790880982230 k]
BICP | Distance=486 | [27 + 486 i + 6 j + 74 k] ^ 5 = [5462732917827 + 20329283367486 i + 5880631525086 j + 18981464478674 k]
BICP | Distance=486 | [27 + 6 i + 486 j + 74 k] ^ 5 = [5462732917827 + 5880631525086 i + 20329283367486 j + 18981464478674 k]
BICP | Distance=486 | [27 + 486 i + 6 j + 80 k] ^ 5 = [5211920872827 + 19318029147486 i + 6184719385086 j + 20379631172480 k]
BICP | Distance=486 | [27 + 6 i + 486 j + 80 k] ^ 5 = [5211920872827 + 6184719385086 i + 19318029147486 j + 20379631172480 k]
BICP | Distance=486 | [486 + 27 i + 7 j + 5 k] ^ 9 = [1347337845014103559575486 + 717409168923203674194627 i + 118772359671219032616847 j + 212737490083932666762125 k]
BICP | Distance=486 | [27 + 486 i + 7 j + 27 k] ^ 9 = [595063050209651963838627 + 1233632097313556263713486 i + 486739537996747250537407 j + 595063050209651963838627 k]
BICP | Distance=486 | [27 + 7 i + 486 j + 27 k] ^ 9 = [595063050209651963838627 + 486739537996747250537407 i + 1233632097313556263713486 j + 595063050209651963838627 k]
BICP | Distance=486 | [27 + 486 i + 7 j + 31 k] ^ 9 = [563724029184764740813827 + 1189347237554755206573486 i + 526948241282602980260767 j + 689272365359883884421031 k]
BICP | Distance=486 | [27 + 7 i + 486 j + 31 k] ^ 9 = [563724029184764740813827 + 526948241282602980260767 i + 1189347237554755206573486 j + 689272365359883884421031 k]
BICP | Distance=486 | [27 + 486 i + 7 j + 73 k] ^ 9 = [108126356775128673582627 + 375340922844665322771486 i + 822169477623861289933567 j + 1436958121402913288242273 k]
BICP | Distance=486 | [27 + 7 i + 486 j + 73 k] ^ 9 = [108126356775128673582627 + 822169477623861289933567 i + 375340922844665322771486 j + 1436958121402913288242273 k]
BICP | Distance=486 | [27 + 486 i + 7 j + 77 k] ^ 9 = [55195924956087365058627 + 270425305416027826863486 i + 835677296014081108757407 j + 1477079336186501492319077 k]
BICP | Distance=486 | [27 + 7 i + 486 j + 77 k] ^ 9 = [55195924956087365058627 + 835677296014081108757407 i + 270425305416027826863486 j + 1477079336186501492319077 k]
BICP | Distance=486 | [27 + 486 i + 7 j + 81 k] ^ 9 = [1107629875196023609827 + 162009251715843701451486 i + 846264265058452358571967 j + 1510550531408501321563881 k]
BICP | Distance=486 | [27 + 7 i + 486 j + 81 k] ^ 9 = [1107629875196023609827 + 846264265058452358571967 i + 162009251715843701451486 j + 1510550531408501321563881 k]
BICP | Distance=486 | [486 + 27 i + 8 j + 0 k] ^ 5 = [26204922441486 + 7472746945827 i + 2189032863848 j + 494233306560 k]
BICP | Distance=486 | [27 + 486 i + 8 j + 4 k] ^ 5 = [7421350717827 + 26344516545486 i + 2437908376648 j + 602375672564 k]
BICP | Distance=486 | [27 + 8 i + 486 j + 4 k] ^ 5 = [7421350717827 + 2437908376648 i + 26344516545486 j + 602375672564 k]
BICP | Distance=486 | [486 + 27 i + 8 j + 8 k] ^ 5 = [26302122441486 + 7339403665827 i + 1698550535848 j + 2682463523368 k]
BICP | Distance=486 | [27 + 486 i + 8 j + 8 k] ^ 5 = [7339403665827 + 26302122441486 i + 2682463523368 j + 1698550535848 k]
BICP | Distance=486 | [27 + 8 i + 486 j + 8 k] ^ 5 = [7339403665827 + 2682463523368 i + 26302122441486 j + 1698550535848 k]
BICP | Distance=486 | [486 + 27 i + 8 j + 10 k] ^ 5 = [26349162867486 + 7309861912827 i + 1576965809848 j + 3230494558610 k]
BICP | Distance=486 | [27 + 486 i + 8 j + 14 k] ^ 5 = [7205137822827 + 26170300935486 i + 3045496947448 j + 3339516918214 k]
BICP | Distance=486 | [27 + 8 i + 486 j + 14 k] ^ 5 = [7205137822827 + 3045496947448 i + 26170300935486 j + 3339516918214 k]
BICP | Distance=486 | [486 + 27 i + 8 j + 18 k] ^ 5 = [26628418467486 + 7206766192827 i + 1094394489848 j + 5429903711418 k]
BICP | Distance=486 | [27 + 486 i + 8 j + 48 k] ^ 5 = [6192389665827 + 23887259721486 i + 5001041691368 j + 12422918352048 k]
BICP | Distance=486 | [27 + 8 i + 486 j + 48 k] ^ 5 = [6192389665827 + 5001041691368 i + 23887259721486 j + 12422918352048 k]
BICP | Distance=486 | [27 + 486 i + 8 j + 64 k] ^ 5 = [5571914977827 + 21923721225486 i + 5849989881448 j + 16465783086464 k]
BICP | Distance=486 | [27 + 8 i + 486 j + 64 k] ^ 5 = [5571914977827 + 5849989881448 i + 21923721225486 j + 16465783086464 k]
BICP | Distance=486 | [27 + 486 i + 8 j + 98 k] ^ 5 = [3963068110827 + 15938835831486 i + 7466278001368 j + 24232957752298 k]
BICP | Distance=486 | [27 + 8 i + 486 j + 98 k] ^ 5 = [3963068110827 + 7466278001368 i + 15938835831486 j + 24232957752298 k]
BICP | Distance=486 | [486 + 27 i + 9 j + 3 k] ^ 9 = [1335590486595548000847486 + 716643645116645331181827 i + 193681878482318413174209 j + 185541251912327290679163 k]
BICP | Distance=486 | [27 + 486 i + 10 j + 8 k] ^ 5 = [7309861912827 + 26349162867486 i + 3230494558610 j + 1576965809848 k]
BICP | Distance=486 | [27 + 10 i + 486 j + 8 k] ^ 5 = [7309861912827 + 3230494558610 i + 26349162867486 j + 1576965809848 k]
BICP | Distance=486 | [27 + 486 i + 10 j + 48 k] ^ 5 = [5982767416827 + 23963595579486 i + 5518601814610 j + 12314994546048 k]
BICP | Distance=486 | [27 + 10 i + 486 j + 48 k] ^ 5 = [5982767416827 + 5518601814610 i + 23963595579486 j + 12314994546048 k]
BICP | Distance=486 | [27 + 486 i + 10 j + 48 k] ^ 9 = [350597516621776290273627 + 964757518944656236758486 i + 735644233410437349709210 j + 1031378773751674994292048 k]
BICP | Distance=486 | [27 + 10 i + 486 j + 48 k] ^ 9 = [350597516621776290273627 + 735644233410437349709210 i + 964757518944656236758486 j + 1031378773751674994292048 k]
BICP | Distance=486 | [27 + 486 i + 10 j + 98 k] ^ 5 = [3541685941827 + 16048680579486 i + 7882954414610 j + 24148946496298 k]
BICP | Distance=486 | [27 + 10 i + 486 j + 98 k] ^ 5 = [3541685941827 + 7882954414610 i + 16048680579486 j + 24148946496298 k]
BICP | Distance=486 | [27 + 486 i + 11 j + 5 k] ^ 9 = [719295334108620198798627 + 1376778226048204427883486 i + 343758388574316229594211 j + -4347233922404208289795 k]
BICP | Distance=486 | [27 + 11 i + 486 j + 5 k] ^ 9 = [719295334108620198798627 + 343758388574316229594211 i + 1376778226048204427883486 j + -4347233922404208289795 k]
BICP | Distance=486 | [27 + 486 i + 11 j + 49 k] ^ 9 = [320775441225149078058627 + 958480084723721467023486 i + 762056529898799190454211 j + 1044418009256173485147049 k]
BICP | Distance=486 | [27 + 11 i + 486 j + 49 k] ^ 9 = [320775441225149078058627 + 762056529898799190454211 i + 958480084723721467023486 j + 1044418009256173485147049 k]
BICP | Distance=486 | [27 + 486 i + 11 j + 55 k] ^ 9 = [246841397656478869638627 + 843213647704649780673486 i + 797878191037422847354211 j + 1157288815034134942770655 k]
BICP | Distance=486 | [27 + 11 i + 486 j + 55 k] ^ 9 = [246841397656478869638627 + 797878191037422847354211 i + 843213647704649780673486 j + 1157288815034134942770655 k]
BICP | Distance=486 | [27 + 486 i + 14 j + 0 k] ^ 5 = [7522443280827 + 26500699611486 i + 3839378991014 j + -865863568080 k]
BICP | Distance=486 | [27 + 14 i + 486 j + 0 k] ^ 5 = [7522443280827 + 3839378991014 i + 26500699611486 j + -865863568080 k]
BICP | Distance=486 | [27 + 486 i + 14 j + 6 k] ^ 5 = [7324363045827 + 26491773411486 i + 4207462791014 j + 785011461726 k]
BICP | Distance=486 | [27 + 14 i + 486 j + 6 k] ^ 5 = [7324363045827 + 4207462791014 i + 26491773411486 j + 785011461726 k]
BICP | Distance=486 | [486 + 27 i + 14 j + 8 k] ^ 5 = [26170300935486 + 7205137822827 i + 3339516918214 j + 3045496947448 k]
BICP | Distance=486 | [27 + 486 i + 14 j + 20 k] ^ 5 = [6809628916827 + 26152029279486 i + 5036726723014 j + 4622986400020 k]
BICP | Distance=486 | [27 + 14 i + 486 j + 20 k] ^ 5 = [6809628916827 + 5036726723014 i + 26152029279486 j + 4622986400020 k]
BICP | Distance=486 | [27 + 486 i + 14 j + 20 k] ^ 9 = [596330900018508695673627 + 1350673592889501534078486 i + 588679609812709907526014 j + 350687205170795542320020 k]
BICP | Distance=486 | [27 + 14 i + 486 j + 20 k] ^ 9 = [596330900018508695673627 + 588679609812709907526014 i + 1350673592889501534078486 j + 350687205170795542320020 k]
BICP | Distance=486 | [27 + 486 i + 14 j + 26 k] ^ 5 = [6566954941827 + 25870116879486 i + 5378633123014 j + 6254457441826 k]
BICP | Distance=486 | [27 + 14 i + 486 j + 26 k] ^ 5 = [6566954941827 + 5378633123014 i + 25870116879486 j + 6254457441826 k]
BICP | Distance=486 | [27 + 486 i + 14 j + 26 k] ^ 9 = [537262798991933106363627 + 1305446173616300745438486 i + 647397580321188754566014 j + 502107861484058115363626 k]
BICP | Distance=486 | [27 + 14 i + 486 j + 26 k] ^ 9 = [537262798991933106363627 + 647397580321188754566014 i + 1305446173616300745438486 j + 502107861484058115363626 k]
BICP | Distance=486 | [486 + 27 i + 14 j + 48 k] ^ 5 = [28939134303486 + 6345940798827 i + 1066798923014 j + 14225246346048 k]
BICP | Distance=486 | [27 + 14 i + 48 j + 486 k] ^ 5 = [8641007758827 + 794078979014 i + 12464535306048 j + 25331068359486 k]
BICP | Distance=486 | [27 + 486 i + 14 j + 70 k] ^ 5 = [4404141541827 + 21344460579486 i + 7602836423014 j + 17643021050270 k]
BICP | Distance=486 | [27 + 14 i + 486 j + 70 k] ^ 5 = [4404141541827 + 7602836423014 i + 21344460579486 j + 17643021050270 k]
BICP | Distance=486 | [27 + 486 i + 14 j + 76 k] ^ 5 = [4059678916827 + 20399814279486 i + 7863347723014 j + 19078338892076 k]
BICP | Distance=486 | [27 + 14 i + 486 j + 76 k] ^ 5 = [4059678916827 + 7863347723014 i + 20399814279486 j + 19078338892076 k]
BICP | Distance=486 | [27 + 486 i + 15 j + 27 k] ^ 9 = [517751817859283153718627 + 1307060141366813667993486 i + 681503675078571841011015 j + 517751817859283153718627 k]
BICP | Distance=486 | [27 + 15 i + 486 j + 27 k] ^ 9 = [517751817859283153718627 + 681503675078571841011015 i + 1307060141366813667993486 j + 517751817859283153718627 k]
BICP | Distance=486 | [486 + 27 i + 16 j + 6 k] ^ 9 = [1315810457894578296726486 + 674077646596129872321627 i + 335758458516262064594416 j + 343063678736523801362166 k]
BICP | Distance=486 | [27 + 486 i + 18 j + 8 k] ^ 5 = [7206766192827 + 26628418467486 i + 5429903711418 j + 1094394489848 k]
BICP | Distance=486 | [27 + 18 i + 486 j + 8 k] ^ 5 = [7206766192827 + 5429903711418 i + 26628418467486 j + 1094394489848 k]
BICP | Distance=486 | [27 + 486 i + 18 j + 48 k] ^ 5 = [5158084816827 + 24357482379486 i + 7598582231418 j + 11909597946048 k]
BICP | Distance=486 | [27 + 18 i + 486 j + 48 k] ^ 5 = [5158084816827 + 7598582231418 i + 24357482379486 j + 11909597946048 k]
BICP | Distance=486 | [27 + 486 i + 18 j + 48 k] ^ 9 = [210547912050030248913627 + 1068606856851349541238486 i + 899378192313539895502818 j + 984706430948925422532048 k]
BICP | Distance=486 | [27 + 18 i + 486 j + 48 k] ^ 9 = [210547912050030248913627 + 899378192313539895502818 i + 1068606856851349541238486 j + 984706430948925422532048 k]
BICP | Distance=486 | [27 + 486 i + 18 j + 98 k] ^ 5 = [1868090941827 + 16568165979486 i + 9562339031418 j + 23866809496298 k]
BICP | Distance=486 | [27 + 18 i + 486 j + 98 k] ^ 5 = [1868090941827 + 9562339031418 i + 16568165979486 j + 23866809496298 k]
BICP | Distance=486 | [486 + 27 i + 20 j + 4 k] ^ 5 = [25871840721486 + 7229937025827 i + 5213080202020 j + 2318042050964 k]
BICP | Distance=486 | [486 + 27 i + 20 j + 14 k] ^ 5 = [26152029279486 + 6809628916827 i + 4622986400020 j + 5036726723014 k]
BICP | Distance=486 | [486 + 27 i + 20 j + 14 k] ^ 9 = [1350673592889501534078486 + 596330900018508695673627 i + 350687205170795542320020 j + 588679609812709907526014 k]
BICP | Distance=486 | [486 + 27 i + 20 j + 64 k] ^ 5 = [30990195729486 + 5234893741827 i + 2033212550020 j + 19256724623264 k]
BICP | Distance=486 | [486 + 27 i + 20 j + 236 k] ^ 5 = [98323607457486 + 5181158017827 i + -4327849297820 j + 97686101606236 k]
BICP | Distance=486 | [486 + 27 i + 20 j + 486 k] ^ 5 = [433586783007486 + 15619288492827 i + -15619059147820 j + 433586783007486 k]
BICP | Distance=486 | [486 + 27 i + 23 j + 35 k] ^ 9 = [1633672449620607566313486 + 439415480234397818478627 i + 244087114998215224141823 j + 1188718329736032838109435 k]
BICP | Distance=486 | [486 + 27 i + 23 j + 43 k] ^ 9 = [1803275866507509645633486 + 405145776513540990918627 i + 184489604466140072581823 j + 1434198905867416519143043 k]
BICP | Distance=486 | [486 + 27 i + 24 j + 6 k] ^ 5 = [25719073587486 + 7055018632827 i + 6176159288424 j + 3098938225086 k]
BICP | Distance=486 | [486 + 27 i + 24 j + 36 k] ^ 5 = [27421141329486 + 5650979941827 i + 4537340558424 j + 11323268377236 k]
BICP | Distance=486 | [486 + 27 i + 24 j + 36 k] ^ 9 = [1648296185785081597458486 + 414930527208603324363627 i + 266133624216021477436824 j + 1225909717577074466834436 k]
BICP | Distance=486 | [486 + 27 i + 24 j + 86 k] ^ 5 = [34902143379486 + 3960877816827 i + 2355225608424 j + 26313252977486 k]
BICP | Distance=486 | [486 + 27 i + 26 j + 4 k] ^ 5 = [25567761051486 + 7123002850827 i + 6834765201826 j + 2678587360964 k]
BICP | Distance=486 | [486 + 27 i + 26 j + 14 k] ^ 5 = [25870116879486 + 6566954941827 i + 6254457441826 j + 5378633123014 k]
BICP | Distance=486 | [486 + 27 i + 26 j + 14 k] ^ 9 = [1305446173616300745438486 + 537262798991933106363627 i + 502107861484058115363626 j + 647397580321188754566014 k]
BICP | Distance=486 | [486 + 27 i + 26 j + 64 k] ^ 5 = [30807844479486 + 4298503366827 i + 3840975141826 j + 19518929273264 k]
BICP | Distance=486 | [486 + 27 i + 26 j + 64 k] ^ 9 = [2400703411205363952798486 + 243073167584952711693627 i + 167714948645672935083626 j + 2204115102436005196706464 k]
BICP | Distance=486 | [486 + 27 i + 27 j + 7 k] ^ 9 = [1233632097313556263713486 + 595063050209651963838627 i + 595063050209651963838627 j + 486739537996747250537407 k]
BICP | Distance=486 | [486 + 27 i + 27 j + 15 k] ^ 9 = [1307060141366813667993486 + 517751817859283153718627 i + 517751817859283153718627 j + 681503675078571841011015 k]
BICP | Distance=486 | [486 + 27 i + 27 j + 57 k] ^ 9 = [2165379474943044192663486 + 238530996360705011178627 i + 238530996360705011178627 j + 1938536556762089131477857 k]
BICP | Distance=486 | [486 + 27 i + 27 j + 65 k] ^ 9 = [2432343881303777729583486 + 203888783024685768018627 i + 203888783024685768018627 j + 2248933654993274169311465 k]
BICP | Distance=486 | [486 + 27 i + 27 j + 207 k] ^ 9 = [18430955696866972979673486 + 5975654662350675318627 i + 5975654662350675318627 j + 18432760295809610787699207 k]
BICP | Distance=486 | [486 + 27 i + 27 j + 265 k] ^ 9 = [37994810010644635809543486 + 680061524773535418627 i + 680061524773535418627 j + 37995712904061282460713265 k]
BICP | Distance=486 | [486 + 27 i + 30 j + 6 k] ^ 5 = [25365304467486 + 6912021637827 i + 7790880982230 j + 3452707345086 k]
BICP | Distance=486 | [486 + 27 i + 30 j + 36 k] ^ 5 = [27130160979486 + 5099363866827 i + 6213003250230 j + 11614248727236 k]
BICP | Distance=486 | [486 + 27 i + 30 j + 36 k] ^ 9 = [1609054506113664636198486 + 293869230616680809493627 i + 442666133609262656420430 j + 1265151397248491428094436 k]
BICP | Distance=486 | [486 + 27 i + 30 j + 86 k] ^ 5 = [34698574179486 + 2697320341827 i + 4302972550230 j + 26516822177486 k]
BICP | Distance=486 | [486 + 27 i + 31 j + 7 k] ^ 9 = [1189347237554755206573486 + 563724029184764740813827 i + 689272365359883884421031 j + 526948241282602980260767 k]
BICP | Distance=486 | [27 + 486 i + 32 j + 52 k] ^ 5 = [3405071341827 + 24981550929486 i + 11445606168832 j + 12362876604452 k]
BICP | Distance=486 | [27 + 32 i + 486 j + 52 k] ^ 5 = [3405071341827 + 11445606168832 i + 24981550929486 j + 12362876604452 k]
BICP | Distance=486 | [27 + 486 i + 32 j + 452 k] ^ 9 = [11509567502229515845083627 + 19692497948545749173778486 i + 7393221447466002061617632 j + 8810159166140213246652452 k]
BICP | Distance=486 | [27 + 32 i + 486 j + 452 k] ^ 9 = [11509567502229515845083627 + 7393221447466002061617632 i + 19692497948545749173778486 j + 8810159166140213246652452 k]
BICP | Distance=486 | [27 + 486 i + 35 j + 23 k] ^ 9 = [439415480234397818478627 + 1633672449620607566313486 i + 1188718329736032838109435 j + 244087114998215224141823 k]
BICP | Distance=486 | [27 + 35 i + 486 j + 23 k] ^ 9 = [439415480234397818478627 + 1188718329736032838109435 i + 1633672449620607566313486 j + 244087114998215224141823 k]
BICP | Distance=486 | [27 + 486 i + 35 j + 423 k] ^ 9 = [10680210960366796998078627 + 16161342170271826593753486 i + 3811237924692726552749435 j + 1425597563427500825505423 k]
BICP | Distance=486 | [27 + 35 i + 486 j + 423 k] ^ 9 = [10680210960366796998078627 + 3811237924692726552749435 i + 16161342170271826593753486 j + 1425597563427500825505423 k]
BICP | Distance=486 | [27 + 486 i + 36 j + 0 k] ^ 5 = [7732898965827 + 27755699841486 i + 9965992849236 j + -2236898941920 k]
BICP | Distance=486 | [27 + 36 i + 486 j + 0 k] ^ 5 = [7732898965827 + 9965992849236 i + 27755699841486 j + -2236898941920 k]
BICP | Distance=486 | [486 + 27 i + 36 j + 2 k] ^ 5 = [24839805303486 + 7075406548827 i + 9625735951236 j + 2741808736202 k]
BICP | Distance=486 | [27 + 486 i + 36 j + 24 k] ^ 5 = [5650979941827 + 27421141329486 i + 11323268377236 j + 4537340558424 k]
BICP | Distance=486 | [27 + 36 i + 486 j + 24 k] ^ 5 = [5650979941827 + 11323268377236 i + 27421141329486 j + 4537340558424 k]
BICP | Distance=486 | [27 + 486 i + 36 j + 24 k] ^ 9 = [414930527208603324363627 + 1648296185785081597458486 i + 1225909717577074466834436 j + 266133624216021477436824 k]
BICP | Distance=486 | [27 + 36 i + 486 j + 24 k] ^ 9 = [414930527208603324363627 + 1225909717577074466834436 i + 1648296185785081597458486 j + 266133624216021477436824 k]
BICP | Distance=486 | [27 + 486 i + 36 j + 30 k] ^ 5 = [5099363866827 + 27130160979486 i + 11614248727236 j + 6213003250230 k]
BICP | Distance=486 | [27 + 36 i + 486 j + 30 k] ^ 5 = [5099363866827 + 11614248727236 i + 27130160979486 j + 6213003250230 k]
BICP | Distance=486 | [27 + 486 i + 36 j + 30 k] ^ 9 = [293869230616680809493627 + 1609054506113664636198486 i + 1265151397248491428094436 j + 442666133609262656420430 k]
BICP | Distance=486 | [27 + 36 i + 486 j + 30 k] ^ 9 = [293869230616680809493627 + 1265151397248491428094436 i + 1609054506113664636198486 j + 442666133609262656420430 k]
BICP | Distance=486 | [486 + 27 i + 36 j + 52 k] ^ 5 = [28566732753486 + 3468843073827 i + 7236735397236 j + 16379623064452 k]
BICP | Distance=486 | [27 + 36 i + 52 j + 486 k] ^ 5 = [11080744687827 + 6284871349236 i + 11814726800452 j + 24103123101486 k]
BICP | Distance=486 | [27 + 486 i + 36 j + 74 k] ^ 5 = [733404466827 + 22509613179486 i + 13118326027236 j + 17898902358674 k]
BICP | Distance=486 | [27 + 36 i + 486 j + 74 k] ^ 5 = [733404466827 + 13118326027236 i + 22509613179486 j + 17898902358674 k]
BICP | Distance=486 | [27 + 486 i + 36 j + 80 k] ^ 5 = [100654741827 + 21548608929486 i + 13233768577236 j + 19371002450480 k]
BICP | Distance=486 | [27 + 36 i + 486 j + 80 k] ^ 5 = [100654741827 + 13233768577236 i + 21548608929486 j + 19371002450480 k]
BICP | Distance=486 | [27 + 486 i + 36 j + 424 k] ^ 9 = [10865599486462664322123627 + 16245632341135589624658486 i + 4139823817341291801074436 j + 1484504759116435718880424 k]
BICP | Distance=486 | [27 + 36 i + 486 j + 424 k] ^ 9 = [10865599486462664322123627 + 4139823817341291801074436 i + 16245632341135589624658486 j + 1484504759116435718880424 k]
BICP | Distance=486 | [27 + 36 i + 452 j + 486 k] ^ 9 = [5187946368400064763836427 + 13662072271417125840804036 i + 10066065595499071308228452 j + 18456658317622949916330486 k]
BICP | Distance=486 | [27 + 486 i + 36 j + 480 k] ^ 9 = [11966245785980709630123627 + 21533396092263957160818486 i + 14053995939151202662274436 j + 17327836377221858637864480 k]
BICP | Distance=486 | [27 + 36 i + 486 j + 480 k] ^ 9 = [11966245785980709630123627 + 14053995939151202662274436 i + 21533396092263957160818486 j + 17327836377221858637864480 k]
BICP | Distance=486 | [27 + 39 i + 423 j + 486 k] ^ 9 = [764738768357312883060627 + 12033484791559563022672239 i + 3297603678960729300381423 j + 15222297260218404944421486 k]
BICP | Distance=486 | [27 + 486 i + 39 j + 451 k] ^ 9 = [12185305932274142510118627 + 19428445478826035298873486 i + 9183776174019607073566239 j + 7307392419548104204917451 k]
BICP | Distance=486 | [27 + 39 i + 486 j + 451 k] ^ 9 = [12185305932274142510118627 + 9183776174019607073566239 i + 19428445478826035298873486 j + 7307392419548104204917451 k]
BICP | Distance=486 | [27 + 486 i + 40 j + 52 k] ^ 5 = [2563027741827 + 25776873729486 i + 13579675585640 j + 12088508004452 k]
BICP | Distance=486 | [27 + 40 i + 486 j + 52 k] ^ 5 = [2563027741827 + 13579675585640 i + 25776873729486 j + 12088508004452 k]
BICP | Distance=486 | [27 + 486 i + 40 j + 452 k] ^ 9 = [12306724734748243491003627 + 19516856689322098823538486 i + 9646327738513956707011240 j + 7394639191946023162572452 k]
BICP | Distance=486 | [27 + 40 i + 486 j + 452 k] ^ 9 = [12306724734748243491003627 + 9646327738513956707011240 i + 19516856689322098823538486 j + 7394639191946023162572452 k]
BICP | Distance=486 | [27 + 486 i + 43 j + 23 k] ^ 9 = [405145776513540990918627 + 1803275866507509645633486 i + 1434198905867416519143043 j + 184489604466140072581823 k]
BICP | Distance=486 | [27 + 43 i + 486 j + 23 k] ^ 9 = [405145776513540990918627 + 1434198905867416519143043 i + 1803275866507509645633486 j + 184489604466140072581823 k]
BICP | Distance=486 | [27 + 486 i + 43 j + 423 k] ^ 9 = [11785096393802801029398627 + 15774394030922629560753486 i + 5309758140093122244663043 j + 270953310950586102105423 k]
BICP | Distance=486 | [27 + 43 i + 486 j + 423 k] ^ 9 = [11785096393802801029398627 + 5309758140093122244663043 i + 15774394030922629560753486 j + 270953310950586102105423 k]
BICP | Distance=486 | [486 + 27 i + 48 j + 0 k] ^ 5 = [23670296361486 + 7045349905827 i + 12881277672048 j + 2937182290560 k]
BICP | Distance=486 | [486 + 27 i + 48 j + 8 k] ^ 5 = [23887259721486 + 6192389665827 i + 12422918352048 j + 5001041691368 k]
BICP | Distance=486 | [486 + 27 i + 48 j + 10 k] ^ 5 = [23963595579486 + 5982767416827 i + 12314994546048 j + 5518601814610 k]
BICP | Distance=486 | [486 + 27 i + 48 j + 10 k] ^ 9 = [964757518944656236758486 + 350597516621776290273627 i + 1031378773751674994292048 j + 735644233410437349709210 k]
BICP | Distance=486 | [27 + 486 i + 48 j + 14 k] ^ 5 = [6345940798827 + 28939134303486 i + 14225246346048 j + 1066798923014 k]
BICP | Distance=486 | [27 + 48 i + 486 j + 14 k] ^ 5 = [6345940798827 + 14225246346048 i + 28939134303486 j + 1066798923014 k]
BICP | Distance=486 | [27 + 48 i + 14 j + 486 k] ^ 5 = [8641007758827 + 12464535306048 i + 794078979014 j + 25331068359486 k]
BICP | Distance=486 | [486 + 27 i + 48 j + 18 k] ^ 5 = [24357482379486 + 5158084816827 i + 11909597946048 j + 7598582231418 k]
BICP | Distance=486 | [486 + 27 i + 48 j + 18 k] ^ 9 = [1068606856851349541238486 + 210547912050030248913627 i + 984706430948925422532048 j + 899378192313539895502818 k]
BICP | Distance=486 | [486 + 27 i + 48 j + 60 k] ^ 5 = [28777956129486 + 1141385941827 i + 10445462196048 j + 19029492814860 k]
BICP | Distance=486 | [27 + 486 i + 48 j + 64 k] ^ 5 = [203862673827 + 25327040553486 i + 16014988200048 j + 15102571651264 k]
BICP | Distance=486 | [27 + 48 i + 486 j + 64 k] ^ 5 = [203862673827 + 16014988200048 i + 25327040553486 j + 15102571651264 k]
BICP | Distance=486 | [27 + 48 i + 64 j + 486 k] ^ 5 = [13289860279827 + 8192141256048 i + 13721996707264 j + 21894007509486 k]
BICP | Distance=486 | [27 + 48 i + 64 j + 486 k] ^ 9 = [1510417098606601945062027 + 147379156007452630800048 i + 831836224809019661817664 j + 864391019142596127642486 k]
BICP | Distance=486 | [486 + 27 i + 48 j + 68 k] ^ 5 = [30077455329486 + 425561941827 i + 10287872796048 j + 21358621431668 k]
BICP | Distance=486 | [27 + 48 i + 464 j + 486 k] ^ 9 = [6832191005899099573964427 + 18241406001083089232880048 i + 14645399325165034700304464 j + 16812413680123915106202486 k]
BICP | Distance=486 | [486 + 27 i + 49 j + 11 k] ^ 9 = [958480084723721467023486 + 320775441225149078058627 i + 1044418009256173485147049 j + 762056529898799190454211 k]
BICP | Distance=486 | [486 + 27 i + 52 j + 0 k] ^ 5 = [23220250641486 + 6969171565827 i + 13905844508452 j + 3176488729440 k]
BICP | Distance=486 | [486 + 27 i + 52 j + 2 k] ^ 5 = [23264243847486 + 6736101652827 i + 13787972010452 j + 3686101668682 k]
BICP | Distance=486 | [486 + 27 i + 52 j + 32 k] ^ 5 = [24981550929486 + 3405071341827 i + 12362876604452 j + 11445606168832 k]
BICP | Distance=486 | [27 + 486 i + 52 j + 36 k] ^ 5 = [3468843073827 + 28566732753486 i + 16379623064452 j + 7236735397236 k]
BICP | Distance=486 | [27 + 52 i + 486 j + 36 k] ^ 5 = [3468843073827 + 16379623064452 i + 28566732753486 j + 7236735397236 k]
BICP | Distance=486 | [27 + 52 i + 36 j + 486 k] ^ 5 = [11080744687827 + 11814726800452 i + 6284871349236 j + 24103123101486 k]
BICP | Distance=486 | [486 + 27 i + 52 j + 40 k] ^ 5 = [25776873729486 + 2563027741827 i + 12088508004452 j + 13579675585640 k]
BICP | Distance=486 | [27 + 52 i + 86 j + 486 k] ^ 5 = [15591191266827 + 6734709050452 i + 18405165377486 j + 18380884851486 k]
BICP | Distance=486 | [486 + 27 i + 55 j + 11 k] ^ 9 = [843213647704649780673486 + 246841397656478869638627 i + 1157288815034134942770655 j + 797878191037422847354211 k]
BICP | Distance=486 | [27 + 486 i + 57 j + 27 k] ^ 9 = [238530996360705011178627 + 2165379474943044192663486 i + 1938536556762089131477857 j + 238530996360705011178627 k]
BICP | Distance=486 | [27 + 57 i + 486 j + 27 k] ^ 9 = [238530996360705011178627 + 1938536556762089131477857 i + 2165379474943044192663486 j + 238530996360705011178627 k]
BICP | Distance=486 | [486 + 27 i + 59 j + 3 k] ^ 9 = [665576636035285642725486 + 370978308993045430477827 i + 1275178886977361159073059 j + 690383705376620480082363 k]
BICP | Distance=486 | [27 + 486 i + 60 j + 48 k] ^ 5 = [1141385941827 + 28777956129486 i + 19029492814860 j + 10445462196048 k]
BICP | Distance=486 | [27 + 60 i + 486 j + 48 k] ^ 5 = [1141385941827 + 19029492814860 i + 28777956129486 j + 10445462196048 k]
BICP | Distance=486 | [27 + 486 i + 61 j + 5 k] ^ 9 = [926760053451622778778627 + 2246085016394781018213486 i + 1884209332931913410454661 j + -636290947006840632109795 k]
BICP | Distance=486 | [27 + 61 i + 486 j + 5 k] ^ 9 = [926760053451622778778627 + 1884209332931913410454661 i + 2246085016394781018213486 j + -636290947006840632109795 k]
BICP | Distance=486 | [27 + 486 i + 64 j + 0 k] ^ 5 = [8270078545827 + 30976781481486 i + 18140243731264 j + -4023738478080 k]
BICP | Distance=486 | [27 + 64 i + 486 j + 0 k] ^ 5 = [8270078545827 + 18140243731264 i + 30976781481486 j + -4023738478080 k]
BICP | Distance=486 | [486 + 27 i + 64 j + 8 k] ^ 5 = [21923721225486 + 5571914977827 i + 16465783086464 j + 5849989881448 k]
BICP | Distance=486 | [27 + 486 i + 64 j + 20 k] ^ 5 = [5234893741827 + 30990195729486 i + 19256724623264 j + 2033212550020 k]
BICP | Distance=486 | [27 + 64 i + 486 j + 20 k] ^ 5 = [5234893741827 + 19256724623264 i + 30990195729486 j + 2033212550020 k]
BICP | Distance=486 | [27 + 486 i + 64 j + 26 k] ^ 5 = [4298503366827 + 30807844479486 i + 19518929273264 j + 3840975141826 k]
BICP | Distance=486 | [27 + 64 i + 486 j + 26 k] ^ 5 = [4298503366827 + 19518929273264 i + 30807844479486 j + 3840975141826 k]
BICP | Distance=486 | [27 + 486 i + 64 j + 26 k] ^ 9 = [243073167584952711693627 + 2400703411205363952798486 i + 2204115102436005196706464 j + 167714948645672935083626 k]
BICP | Distance=486 | [27 + 64 i + 486 j + 26 k] ^ 9 = [243073167584952711693627 + 2204115102436005196706464 i + 2400703411205363952798486 j + 167714948645672935083626 k]
BICP | Distance=486 | [486 + 27 i + 64 j + 48 k] ^ 5 = [25327040553486 + 203862673827 i + 15102571651264 j + 16014988200048 k]
BICP | Distance=486 | [27 + 64 i + 48 j + 486 k] ^ 5 = [13289860279827 + 13721996707264 i + 8192141256048 j + 21894007509486 k]
BICP | Distance=486 | [27 + 64 i + 48 j + 486 k] ^ 9 = [1510417098606601945062027 + 831836224809019661817664 i + 147379156007452630800048 j + 864391019142596127642486 k]
BICP | Distance=486 | [27 + 64 i + 98 j + 486 k] ^ 5 = [18698314654827 + 7718505457264 i + 19388961784298 j + 15273761463486 k]
BICP | Distance=486 | [27 + 486 i + 65 j + 27 k] ^ 9 = [203888783024685768018627 + 2432343881303777729583486 i + 2248933654993274169311465 j + 203888783024685768018627 k]
BICP | Distance=486 | [27 + 65 i + 486 j + 27 k] ^ 9 = [203888783024685768018627 + 2248933654993274169311465 i + 2432343881303777729583486 j + 203888783024685768018627 k]
BICP | Distance=486 | [27 + 486 i + 68 j + 48 k] ^ 5 = [425561941827 + 30077455329486 i + 21358621431668 j + 10287872796048 k]
BICP | Distance=486 | [27 + 68 i + 486 j + 48 k] ^ 5 = [425561941827 + 21358621431668 i + 30077455329486 j + 10287872796048 k]
BICP | Distance=486 | [486 + 27 i + 70 j + 4 k] ^ 5 = [20886696531486 + 5931129970827 i + 18134702822270 j + 5193874420964 k]
BICP | Distance=486 | [486 + 27 i + 70 j + 14 k] ^ 5 = [21344460579486 + 4404141541827 i + 17643021050270 j + 7602836423014 k]
BICP | Distance=486 | [486 + 27 i + 73 j + 7 k] ^ 9 = [375340922844665322771486 + 108126356775128673582627 i + 1436958121402913288242273 j + 822169477623861289933567 k]
BICP | Distance=486 | [486 + 27 i + 74 j + 6 k] ^ 5 = [20329283367486 + 5462732917827 i + 18981464478674 j + 5880631525086 k]
BICP | Distance=486 | [486 + 27 i + 74 j + 36 k] ^ 5 = [22509613179486 + 733404466827 i + 17898902358674 j + 13118326027236 k]
BICP | Distance=486 | [486 + 27 i + 76 j + 4 k] ^ 5 = [19921924161486 + 5714096545827 i + 19555666222076 j + 5514972010964 k]
BICP | Distance=486 | [486 + 27 i + 76 j + 14 k] ^ 5 = [20399814279486 + 4059678916827 i + 19078338892076 j + 7863347723014 k]
BICP | Distance=486 | [486 + 27 i + 77 j + 7 k] ^ 9 = [270425305416027826863486 + 55195924956087365058627 i + 1477079336186501492319077 j + 835677296014081108757407 k]
BICP | Distance=486 | [486 + 27 i + 80 j + 6 k] ^ 5 = [19318029147486 + 5211920872827 i + 20379631172480 j + 6184719385086 k]
BICP | Distance=486 | [486 + 27 i + 80 j + 36 k] ^ 5 = [21548608929486 + 100654741827 i + 19371002450480 j + 13233768577236 k]
BICP | Distance=486 | [486 + 27 i + 81 j + 7 k] ^ 9 = [162009251715843701451486 + 1107629875196023609827 i + 1510550531408501321563881 j + 846264265058452358571967 k]
BICP | Distance=486 | [27 + 486 i + 86 j + 0 k] ^ 5 = [8905900600827 + 34821972171486 i + 25047469289486 j + -5481379051920 k]
BICP | Distance=486 | [27 + 86 i + 486 j + 0 k] ^ 5 = [8905900600827 + 25047469289486 i + 34821972171486 j + -5481379051920 k]
BICP | Distance=486 | [486 + 27 i + 86 j + 2 k] ^ 5 = [18068448303486 + 5700698173827 i + 21942521929486 j + 5591430840202 k]
BICP | Distance=486 | [27 + 486 i + 86 j + 24 k] ^ 5 = [3960877816827 + 34902143379486 i + 26313252977486 j + 2355225608424 k]
BICP | Distance=486 | [27 + 86 i + 486 j + 24 k] ^ 5 = [3960877816827 + 26313252977486 i + 34902143379486 j + 2355225608424 k]
BICP | Distance=486 | [27 + 486 i + 86 j + 30 k] ^ 5 = [2697320341827 + 34698574179486 i + 26516822177486 j + 4302972550230 k]
BICP | Distance=486 | [27 + 86 i + 486 j + 30 k] ^ 5 = [2697320341827 + 26516822177486 i + 34698574179486 j + 4302972550230 k]
BICP | Distance=486 | [27 + 86 i + 52 j + 486 k] ^ 5 = [15591191266827 + 18405165377486 i + 6734709050452 j + 18380884851486 k]
BICP | Distance=486 | [27 + 86 i + 452 j + 486 k] ^ 9 = [4334051554395714756453627 + 27145877926914063606754886 i + 16977782077152277259208452 j + 7593891457097137750470486 k]
BICP | Distance=486 | [27 + 486 i + 86 j + 480 k] ^ 9 = [16798724577313036388193627 + 25744296734077193518518486 i + 30982703282763695970034886 j + 2022150711826772733084480 k]
BICP | Distance=486 | [27 + 86 i + 486 j + 480 k] ^ 9 = [16798724577313036388193627 + 30982703282763695970034886 i + 25744296734077193518518486 j + 2022150711826772733084480 k]
BICP | Distance=486 | [486 + 27 i + 98 j + 0 k] ^ 5 = [15579361071486 + 5661895150827 i + 24623263312298 j + 5808997600560 k]
BICP | Distance=486 | [486 + 27 i + 98 j + 8 k] ^ 5 = [15938835831486 + 3963068110827 i + 24232957752298 j + 7466278001368 k]
BICP | Distance=486 | [486 + 27 i + 98 j + 10 k] ^ 5 = [16048680579486 + 3541685941827 i + 24148946496298 j + 7882954414610 k]
BICP | Distance=486 | [486 + 27 i + 98 j + 18 k] ^ 5 = [16568165979486 + 1868090941827 i + 23866809496298 j + 9562339031418 k]
BICP | Distance=486 | [27 + 98 i + 64 j + 486 k] ^ 5 = [18698314654827 + 19388961784298 i + 7718505457264 j + 15273761463486 k]
BICP | Distance=486 | [27 + 486 i + 111 j + 5 k] ^ 9 = [1629781538705195579778627 + 4636819775527704411903486 i + 4527638333643336959175111 j + -1524725575645241383189795 k]
BICP | Distance=486 | [27 + 111 i + 486 j + 5 k] ^ 9 = [1629781538705195579778627 + 4527638333643336959175111 i + 4636819775527704411903486 j + -1524725575645241383189795 k]
BICP | Distance=486 | [27 + 486 i + 133 j + 5 k] ^ 9 = [2140811639681851725762627 + 6399231082057096351533486 i + 6338580726893587331661133 j + -2076634986188735048871715 k]
BICP | Distance=486 | [27 + 133 i + 486 j + 5 k] ^ 9 = [2140811639681851725762627 + 6338580726893587331661133 i + 6399231082057096351533486 j + -2076634986188735048871715 k]
BICP | Distance=486 | [27 + 486 i + 207 j + 27 k] ^ 9 = [5975654662350675318627 + 18430955696866972979673486 i + 18432760295809610787699207 j + 5975654662350675318627 k]
BICP | Distance=486 | [27 + 207 i + 486 j + 27 k] ^ 9 = [5975654662350675318627 + 18432760295809610787699207 i + 18430955696866972979673486 j + 5975654662350675318627 k]
BICP | Distance=486 | [27 + 486 i + 236 j + 0 k] ^ 5 = [18548481205827 + 97157821761486 i + 96294501210236 j + -18033424981920 k]
BICP | Distance=486 | [27 + 236 i + 486 j + 0 k] ^ 5 = [18548481205827 + 96294501210236 i + 97157821761486 j + -18033424981920 k]
BICP | Distance=486 | [27 + 486 i + 236 j + 20 k] ^ 5 = [5181158017827 + 98323607457486 i + 97686101606236 j + -4327849297820 k]
BICP | Distance=486 | [27 + 236 i + 486 j + 20 k] ^ 5 = [5181158017827 + 97686101606236 i + 98323607457486 j + -4327849297820 k]
BICP | Distance=486 | [27 + 486 i + 264 j + 0 k] ^ 5 = [21461179105827 + 117345629961486 i + 116885581692264 j + -21142962118080 k]
BICP | Distance=486 | [27 + 264 i + 486 j + 0 k] ^ 5 = [21461179105827 + 116885581692264 i + 117345629961486 j + -21142962118080 k]
BICP | Distance=486 | [27 + 486 i + 265 j + 27 k] ^ 9 = [680061524773535418627 + 37994810010644635809543486 i + 37995712904061282460713265 j + 680061524773535418627 k]
BICP | Distance=486 | [27 + 265 i + 486 j + 27 k] ^ 9 = [680061524773535418627 + 37995712904061282460713265 i + 37994810010644635809543486 j + 680061524773535418627 k]
BICP | Distance=486 | [27 + 486 i + 361 j + 5 k] ^ 9 = [26059257842173977120078627 + 109463192953637033640753486 i + 109463199224105254135677361 j + -26059250163136450267489795 k]
BICP | Distance=486 | [27 + 361 i + 486 j + 5 k] ^ 9 = [26059257842173977120078627 + 109463199224105254135677361 i + 109463192953637033640753486 j + -26059250163136450267489795 k]
BICP | Distance=486 | [27 + 486 i + 383 j + 5 k] ^ 9 = [32002963468623201609714627 + 138048916039711368371919486 i + 138048917834644131679719383 j + -32002962644207075116503715 k]
BICP | Distance=486 | [27 + 383 i + 486 j + 5 k] ^ 9 = [32002963468623201609714627 + 138048917834644131679719383 i + 138048916039711368371919486 j + -32002962644207075116503715 k]
BICP | Distance=486 | [486 + 27 i + 423 j + 35 k] ^ 9 = [16161342170271826593753486 + 10680210960366796998078627 i + 1425597563427500825505423 j + 3811237924692726552749435 k]
BICP | Distance=486 | [27 + 423 i + 39 j + 486 k] ^ 9 = [764738768357312883060627 + 3297603678960729300381423 i + 12033484791559563022672239 j + 15222297260218404944421486 k]
BICP | Distance=486 | [486 + 27 i + 423 j + 43 k] ^ 9 = [15774394030922629560753486 + 11785096393802801029398627 i + 270953310950586102105423 j + 5309758140093122244663043 k]
BICP | Distance=486 | [486 + 27 i + 424 j + 36 k] ^ 9 = [16245632341135589624658486 + 10865599486462664322123627 i + 1484504759116435718880424 j + 4139823817341291801074436 k]
BICP | Distance=486 | [486 + 27 i + 451 j + 39 k] ^ 9 = [19428445478826035298873486 + 12185305932274142510118627 i + 7307392419548104204917451 j + 9183776174019607073566239 k]
BICP | Distance=486 | [486 + 27 i + 452 j + 32 k] ^ 9 = [19692497948545749173778486 + 11509567502229515845083627 i + 8810159166140213246652452 j + 7393221447466002061617632 k]
BICP | Distance=486 | [27 + 452 i + 36 j + 486 k] ^ 9 = [5187946368400064763836427 + 10066065595499071308228452 i + 13662072271417125840804036 j + 18456658317622949916330486 k]
BICP | Distance=486 | [486 + 27 i + 452 j + 40 k] ^ 9 = [19516856689322098823538486 + 12306724734748243491003627 i + 7394639191946023162572452 j + 9646327738513956707011240 k]
BICP | Distance=486 | [27 + 452 i + 86 j + 486 k] ^ 9 = [4334051554395714756453627 + 16977782077152277259208452 i + 27145877926914063606754886 j + 7593891457097137750470486 k]
BICP | Distance=486 | [27 + 464 i + 48 j + 486 k] ^ 9 = [6832191005899099573964427 + 14645399325165034700304464 i + 18241406001083089232880048 j + 16812413680123915106202486 k]
BICP | Distance=486 | [486 + 27 i + 480 j + 36 k] ^ 9 = [21533396092263957160818486 + 11966245785980709630123627 i + 17327836377221858637864480 j + 14053995939151202662274436 k]
BICP | Distance=486 | [486 + 27 i + 480 j + 86 k] ^ 9 = [25744296734077193518518486 + 16798724577313036388193627 i + 2022150711826772733084480 j + 30982703282763695970034886 k]
BICP | Distance=486 | [27 + 486 i + 486 j + 0 k] ^ 5 = [60158667880827 + 430465746411486 i + 430465746411486 j + -60158653531920 k]
BICP | Distance=486 | [27 + 486 i + 486 j + 0 k] ^ 5 = [60158667880827 + 430465746411486 i + 430465746411486 j + -60158653531920 k]
BICP | Distance=486 | [27 + 486 i + 486 j + 20 k] ^ 5 = [15619288492827 + 433586783007486 i + 433586783007486 j + -15619059147820 k]
BICP | Distance=486 | [27 + 486 i + 486 j + 20 k] ^ 5 = [15619288492827 + 433586783007486 i + 433586783007486 j + -15619059147820 k]
BICP | Distance=486 | [30 + 486 i + 1 j + 2 k] ^ 5 = [8299357918230 + 26079527331486 i + 409767671561 j + 476525208202 k]
BICP | Distance=486 | [30 + 1 i + 486 j + 2 k] ^ 5 = [8299357918230 + 409767671561 i + 26079527331486 j + 476525208202 k]
BICP | Distance=486 | [30 + 486 i + 1 j + 52 k] ^ 5 = [7615112038230 + 23054466951486 i + 3780405686561 j + 13777268238452 k]
BICP | Distance=486 | [30 + 1 i + 486 j + 52 k] ^ 5 = [7615112038230 + 3780405686561 i + 23054466951486 j + 13777268238452 k]
BICP | Distance=486 | [486 + 30 i + 2 j + 1 k] ^ 5 = [26079527331486 + 8299357918230 i + 476525208202 j + 409767671561 k]
BICP | Distance=486 | [486 + 30 i + 3 j + 4 k] ^ 5 = [26095120155486 + 8278784218230 i + 543547402323 j + 1296045564964 k]
BICP | Distance=486 | [30 + 486 i + 4 j + 3 k] ^ 5 = [8278784218230 + 26095120155486 i + 1296045564964 j + 543547402323 k]
BICP | Distance=486 | [30 + 4 i + 486 j + 3 k] ^ 5 = [8278784218230 + 1296045564964 i + 26095120155486 j + 543547402323 k]
BICP | Distance=486 | [30 + 486 i + 4 j + 23 k] ^ 5 = [7987312438230 + 25539528231486 i + 2650354540964 j + 5970455614423 k]
BICP | Distance=486 | [30 + 4 i + 486 j + 23 k] ^ 5 = [7987312438230 + 2650354540964 i + 25539528231486 j + 5970455614423 k]
BICP | Distance=486 | [30 + 486 i + 4 j + 73 k] ^ 5 = [6533094958230 + 20243761551486 i + 5836809400964 j + 18736667809673 k]
BICP | Distance=486 | [30 + 4 i + 486 j + 73 k] ^ 5 = [6533094958230 + 5836809400964 i + 20243761551486 j + 18736667809673 k]
BICP | Distance=486 | [30 + 486 i + 6 j + 7 k] ^ 5 = [8206455826230 + 26085146895486 i + 2114256589086 j + 1497478605727 k]
BICP | Distance=486 | [30 + 6 i + 486 j + 7 k] ^ 5 = [8206455826230 + 2114256589086 i + 26085146895486 j + 1497478605727 k]
BICP | Distance=486 | [30 + 486 i + 6 j + 19 k] ^ 9 = [731020095175913289366030 + 1261210416604319852118486 i + 397663720026782245970166 j + 392700907096045481638819 k]
BICP | Distance=486 | [30 + 6 i + 486 j + 19 k] ^ 9 = [731020095175913289366030 + 397663720026782245970166 i + 1261210416604319852118486 j + 392700907096045481638819 k]
BICP | Distance=486 | [30 + 486 i + 6 j + 27 k] ^ 5 = [7790880982230 + 25365304467486 i + 3452707345086 j + 6912021637827 k]
BICP | Distance=486 | [30 + 6 i + 486 j + 27 k] ^ 5 = [7790880982230 + 3452707345086 i + 25365304467486 j + 6912021637827 k]
BICP | Distance=486 | [30 + 486 i + 6 j + 77 k] ^ 5 = [6036410242230 + 19671612327486 i + 6538302565086 j + 19555141803077 k]
BICP | Distance=486 | [30 + 6 i + 486 j + 77 k] ^ 5 = [6036410242230 + 6538302565086 i + 19671612327486 j + 19555141803077 k]
BICP | Distance=486 | [486 + 30 i + 7 j + 6 k] ^ 5 = [26085146895486 + 8206455826230 i + 1497478605727 j + 2114256589086 k]
BICP | Distance=486 | [486 + 30 i + 8 j + 9 k] ^ 5 = [26131897107486 + 8144718346230 i + 1566705885848 j + 3000090840489 k]
BICP | Distance=486 | [30 + 486 i + 9 j + 8 k] ^ 5 = [8144718346230 + 26131897107486 i + 3000090840489 j + 1566705885848 k]
BICP | Distance=486 | [30 + 9 i + 486 j + 8 k] ^ 5 = [8144718346230 + 3000090840489 i + 26131897107486 j + 1566705885848 k]
BICP | Distance=486 | [30 + 486 i + 9 j + 48 k] ^ 5 = [6862081522230 + 23752494027486 i + 5573233752489 j + 12251146110048 k]
BICP | Distance=486 | [30 + 9 i + 486 j + 48 k] ^ 5 = [6862081522230 + 5573233752489 i + 23752494027486 j + 12251146110048 k]
BICP | Distance=486 | [30 + 486 i + 9 j + 98 k] ^ 5 = [4375746982230 + 15857750187486 i + 8305279557489 j + 24019429120298 k]
BICP | Distance=486 | [30 + 9 i + 486 j + 98 k] ^ 5 = [4375746982230 + 8305279557489 i + 15857750187486 j + 24019429120298 k]
BICP | Distance=486 | [30 + 486 i + 11 j + 52 k] ^ 5 = [6473111650230 + 23405942979486 i + 6324146639611 j + 13158294354452 k]
BICP | Distance=486 | [30 + 11 i + 486 j + 52 k] ^ 5 = [6473111650230 + 6324146639611 i + 23405942979486 j + 13158294354452 k]
BICP | Distance=486 | [30 + 486 i + 11 j + 52 k] ^ 9 = [340243822329794702660430 + 882936035644873795398486 i + 837600578977646862079211 j + 1063886390360819109748852 k]
BICP | Distance=486 | [30 + 11 i + 486 j + 52 k] ^ 9 = [340243822329794702660430 + 837600578977646862079211 i + 882936035644873795398486 j + 1063886390360819109748852 k]
BICP | Distance=486 | [30 + 486 i + 11 j + 452 k] ^ 9 = [10633327565389472808740430 + 20438182371039057776358486 i + 822556696458265308799211 j + 11751146429158565443512452 k]
BICP | Distance=486 | [30 + 11 i + 486 j + 452 k] ^ 9 = [10633327565389472808740430 + 822556696458265308799211 i + 20438182371039057776358486 j + 11751146429158565443512452 k]
BICP | Distance=486 | [30 + 486 i + 14 j + 23 k] ^ 5 = [7504027450230 + 25840119879486 i + 5348636123014 j + 5317384933423 k]
BICP | Distance=486 | [30 + 14 i + 486 j + 23 k] ^ 5 = [7504027450230 + 5348636123014 i + 25840119879486 j + 5317384933423 k]
BICP | Distance=486 | [30 + 486 i + 14 j + 23 k] ^ 9 = [642507177661852187540430 + 1298700897998661716238486 i + 640652304703549725366014 j + 396863482814139034186823 k]
BICP | Distance=486 | [30 + 14 i + 486 j + 23 k] ^ 9 = [642507177661852187540430 + 640652304703549725366014 i + 1298700897998661716238486 j + 396863482814139034186823 k]
BICP | Distance=486 | [30 + 486 i + 14 j + 73 k] ^ 5 = [4949569150230 + 20741881779486 i + 8205415223014 j + 18188448658673 k]
BICP | Distance=486 | [30 + 14 i + 486 j + 73 k] ^ 5 = [4949569150230 + 8205415223014 i + 20741881779486 j + 18188448658673 k]
BICP | Distance=486 | [486 + 30 i + 19 j + 6 k] ^ 9 = [1261210416604319852118486 + 731020095175913289366030 i + 392700907096045481638819 j + 397663720026782245970166 k]
BICP | Distance=486 | [486 + 30 i + 23 j + 4 k] ^ 5 = [25539528231486 + 7987312438230 i + 5970455614423 j + 2650354540964 k]
BICP | Distance=486 | [486 + 30 i + 23 j + 14 k] ^ 5 = [25840119879486 + 7504027450230 i + 5317384933423 j + 5348636123014 k]
BICP | Distance=486 | [486 + 30 i + 23 j + 14 k] ^ 9 = [1298700897998661716238486 + 642507177661852187540430 i + 396863482814139034186823 j + 640652304703549725366014 k]
BICP | Distance=486 | [486 + 30 i + 23 j + 64 k] ^ 5 = [30767917779486 + 5670579850230 i + 2468898658423 j + 19479002573264 k]
BICP | Distance=486 | [486 + 30 i + 27 j + 6 k] ^ 5 = [25365304467486 + 7790880982230 i + 6912021637827 j + 3452707345086 k]
BICP | Distance=486 | [486 + 30 i + 27 j + 36 k] ^ 5 = [27130160979486 + 6213003250230 i + 5099363866827 j + 11614248727236 k]
BICP | Distance=486 | [486 + 30 i + 27 j + 36 k] ^ 9 = [1609054506113664636198486 + 442666133609262656420430 i + 293869230616680809493627 j + 1265151397248491428094436 k]
BICP | Distance=486 | [486 + 30 i + 27 j + 86 k] ^ 5 = [34698574179486 + 4302972550230 i + 2697320341827 j + 26516822177486 k]
BICP | Distance=486 | [30 + 486 i + 36 j + 27 k] ^ 5 = [6213003250230 + 27130160979486 i + 11614248727236 j + 5099363866827 k]
BICP | Distance=486 | [30 + 36 i + 486 j + 27 k] ^ 5 = [6213003250230 + 11614248727236 i + 27130160979486 j + 5099363866827 k]
BICP | Distance=486 | [30 + 486 i + 36 j + 27 k] ^ 9 = [442666133609262656420430 + 1609054506113664636198486 i + 1265151397248491428094436 j + 293869230616680809493627 k]
BICP | Distance=486 | [30 + 36 i + 486 j + 27 k] ^ 9 = [442666133609262656420430 + 1265151397248491428094436 i + 1609054506113664636198486 j + 293869230616680809493627 k]
BICP | Distance=486 | [30 + 486 i + 36 j + 77 k] ^ 5 = [1153079650230 + 21971389779486 i + 13656549427236 j + 18318577542077 k]
BICP | Distance=486 | [30 + 36 i + 486 j + 77 k] ^ 5 = [1153079650230 + 13656549427236 i + 21971389779486 j + 18318577542077 k]
BICP | Distance=486 | [30 + 486 i + 39 j + 48 k] ^ 5 = [3901878850230 + 25954964379486 i + 13460271885639 j + 10723028946048 k]
BICP | Distance=486 | [30 + 39 i + 486 j + 48 k] ^ 5 = [3901878850230 + 13460271885639 i + 25954964379486 j + 10723028946048 k]
BICP | Distance=486 | [486 + 30 i + 48 j + 9 k] ^ 5 = [23752494027486 + 6862081522230 i + 12251146110048 j + 5573233752489 k]
BICP | Distance=486 | [486 + 30 i + 48 j + 39 k] ^ 5 = [25954964379486 + 3901878850230 i + 10723028946048 j + 13460271885639 k]
BICP | Distance=486 | [486 + 30 i + 48 j + 111 k] ^ 5 = [39711538467486 + -2181864561930 i + 9229815330048 j + 35434723128111 k]
BICP | Distance=486 | [486 + 30 i + 48 j + 361 k] ^ 5 = [216948396267486 + -23127509961930 i + 23151463230048 j + 217013572404361 k]
BICP | Distance=486 | [486 + 30 i + 52 j + 1 k] ^ 5 = [23054466951486 + 7615112038230 i + 13777268238452 j + 3780405686561 k]
BICP | Distance=486 | [486 + 30 i + 52 j + 11 k] ^ 5 = [23405942979486 + 6473111650230 i + 13158294354452 j + 6324146639611 k]
BICP | Distance=486 | [486 + 30 i + 52 j + 11 k] ^ 9 = [882936035644873795398486 + 340243822329794702660430 i + 1063886390360819109748852 j + 837600578977646862079211 k]
BICP | Distance=486 | [486 + 30 i + 52 j + 61 k] ^ 5 = [28489686579486 + 1284100450230 i + 11100108654452 j + 19689540314861 k]
BICP | Distance=486 | [486 + 30 i + 52 j + 89 k] ^ 5 = [33839830287486 + -1334935821930 i + 10654282350452 j + 28095625932889 k]
BICP | Distance=486 | [486 + 30 i + 52 j + 139 k] ^ 5 = [48243234627486 + -5729477241930 i + 11013602130452 j + 45943288438139 k]
BICP | Distance=486 | [486 + 30 i + 52 j + 389 k] ^ 5 = [254818342827486 + -32205167841930 i + 32193294030452 j + 254849195714389 k]
BICP | Distance=486 | [30 + 486 i + 61 j + 52 k] ^ 5 = [1284100450230 + 28489686579486 i + 19689540314861 j + 11100108654452 k]
BICP | Distance=486 | [30 + 61 i + 486 j + 52 k] ^ 5 = [1284100450230 + 19689540314861 i + 28489686579486 j + 11100108654452 k]
BICP | Distance=486 | [30 + 486 i + 61 j + 98 k] ^ 5 = [-6186432441930 + 21660086727486 i + 19801150367861 j + 23313061380298 k]
BICP | Distance=486 | [30 + 61 i + 486 j + 98 k] ^ 5 = [-6186432441930 + 19801150367861 i + 21660086727486 j + 23313061380298 k]
BICP | Distance=486 | [30 + 486 i + 61 j + 452 k] ^ 9 = [15586580885145919517540430 + 18762649189278807839238486 i + 14674796468182938166869661 j + 2647570066946066737872452 k]
BICP | Distance=486 | [30 + 61 i + 486 j + 452 k] ^ 9 = [15586580885145919517540430 + 14674796468182938166869661 i + 18762649189278807839238486 j + 2647570066946066737872452 k]
BICP | Distance=486 | [30 + 486 i + 64 j + 23 k] ^ 5 = [5670579850230 + 30767917779486 i + 19479002573264 j + 2468898658423 k]
BICP | Distance=486 | [30 + 64 i + 486 j + 23 k] ^ 5 = [5670579850230 + 19479002573264 i + 30767917779486 j + 2468898658423 k]
BICP | Distance=486 | [30 + 486 i + 64 j + 77 k] ^ 5 = [-3195385581930 + 25861196007486 i + 20805436865264 j + 17994747938077 k]
BICP | Distance=486 | [30 + 64 i + 486 j + 77 k] ^ 5 = [-3195385581930 + 20805436865264 i + 25861196007486 j + 17994747938077 k]
BICP | Distance=486 | [486 + 30 i + 73 j + 4 k] ^ 5 = [20243761551486 + 6533094958230 i + 18736667809673 j + 5836809400964 k]
BICP | Distance=486 | [486 + 30 i + 73 j + 14 k] ^ 5 = [20741881779486 + 4949569150230 i + 18188448658673 j + 8205415223014 k]
BICP | Distance=486 | [486 + 30 i + 73 j + 86 k] ^ 5 = [30728484747486 + -5654198901930 i + 17101428442673 j + 27053142985486 k]
BICP | Distance=486 | [486 + 30 i + 73 j + 236 k] ^ 5 = [94353515127486 + -28334394741930 i + 29674751857673 j + 94893920276236 k]
BICP | Distance=486 | [486 + 30 i + 73 j + 486 k] ^ 5 = [425330114427486 + -95574999141930 i + 95586591882673 j + 425330114427486 k]
BICP | Distance=486 | [486 + 30 i + 77 j + 6 k] ^ 5 = [19671612327486 + 6036410242230 i + 19555141803077 j + 6538302565086 k]
BICP | Distance=486 | [486 + 30 i + 77 j + 36 k] ^ 5 = [21971389779486 + 1153079650230 i + 18318577542077 j + 13656549427236 k]
BICP | Distance=486 | [486 + 30 i + 77 j + 64 k] ^ 5 = [25861196007486 + -3195385581930 i + 17994747938077 j + 20805436865264 k]
BICP | Distance=486 | [486 + 30 i + 77 j + 264 k] ^ 5 = [113717921967486 + -36530975061930 i + 37240718658077 j + 114285845586264 k]
BICP | Distance=486 | [30 + 486 i + 86 j + 27 k] ^ 5 = [4302972550230 + 34698574179486 i + 26516822177486 j + 2697320341827 k]
BICP | Distance=486 | [30 + 86 i + 486 j + 27 k] ^ 5 = [4302972550230 + 26516822177486 i + 34698574179486 j + 2697320341827 k]
BICP | Distance=486 | [30 + 486 i + 86 j + 73 k] ^ 5 = [-5654198901930 + 30728484747486 i + 27053142985486 j + 17101428442673 k]
BICP | Distance=486 | [30 + 86 i + 486 j + 73 k] ^ 5 = [-5654198901930 + 27053142985486 i + 30728484747486 j + 17101428442673 k]
BICP | Distance=486 | [30 + 486 i + 86 j + 173 k] ^ 5 = [-27044255721930 + 5710317687486 i + 18447714325486 j + 39988303403173 k]
BICP | Distance=486 | [30 + 86 i + 486 j + 173 k] ^ 5 = [-27044255721930 + 18447714325486 i + 5710317687486 j + 39988303403173 k]
BICP | Distance=486 | [30 + 486 i + 89 j + 52 k] ^ 5 = [-1334935821930 + 33839830287486 i + 28095625932889 j + 10654282350452 k]
BICP | Distance=486 | [30 + 89 i + 486 j + 52 k] ^ 5 = [-1334935821930 + 28095625932889 i + 33839830287486 j + 10654282350452 k]
BICP | Distance=486 | [486 + 30 i + 98 j + 9 k] ^ 5 = [15857750187486 + 4375746982230 i + 24019429120298 j + 8305279557489 k]
BICP | Distance=486 | [486 + 30 i + 98 j + 61 k] ^ 5 = [21660086727486 + -6186432441930 i + 23313061380298 j + 19801150367861 k]
BICP | Distance=486 | [486 + 30 i + 98 j + 111 k] ^ 5 = [32669742087486 + -16164303921930 i + 25905793660298 j + 33390654123111 k]
BICP | Distance=486 | [486 + 30 i + 98 j + 361 k] ^ 5 = [203900805387486 + -86436244821930 i + 86299174560298 j + 204022515649361 k]
BICP | Distance=486 | [30 + 486 i + 111 j + 48 k] ^ 5 = [-2181864561930 + 39711538467486 i + 35434723128111 j + 9229815330048 k]
BICP | Distance=486 | [30 + 111 i + 486 j + 48 k] ^ 5 = [-2181864561930 + 35434723128111 i + 39711538467486 j + 9229815330048 k]
BICP | Distance=486 | [30 + 486 i + 111 j + 98 k] ^ 5 = [-16164303921930 + 32669742087486 i + 33390654123111 j + 25905793660298 k]
BICP | Distance=486 | [30 + 111 i + 486 j + 98 k] ^ 5 = [-16164303921930 + 33390654123111 i + 32669742087486 j + 25905793660298 k]
BICP | Distance=486 | [30 + 486 i + 139 j + 52 k] ^ 5 = [-5729477241930 + 48243234627486 i + 45943288438139 j + 11013602130452 k]
BICP | Distance=486 | [30 + 139 i + 486 j + 52 k] ^ 5 = [-5729477241930 + 45943288438139 i + 48243234627486 j + 11013602130452 k]
BICP | Distance=486 | [30 + 486 i + 139 j + 202 k] ^ 5 = [-54522438861930 + 6722231067486 i + 19153678873139 j + 56976933721202 k]
BICP | Distance=486 | [30 + 139 i + 486 j + 202 k] ^ 5 = [-54522438861930 + 19153678873139 i + 6722231067486 j + 56976933721202 k]
BICP | Distance=486 | [486 + 30 i + 173 j + 86 k] ^ 5 = [5710317687486 + -27044255721930 i + 39988303403173 j + 18447714325486 k]
BICP | Distance=486 | [486 + 30 i + 173 j + 236 k] ^ 5 = [58700384667486 + -90013576161930 i + 89094758918173 j + 62040001316236 k]
BICP | Distance=486 | [486 + 30 i + 173 j + 486 k] ^ 5 = [340933244967486 + -305154321561930 i + 305499052443173 j + 340933244967486 k]
BICP | Distance=486 | [486 + 30 i + 202 j + 139 k] ^ 5 = [6722231067486 + -54522438861930 i + 56976933721202 j + 19153678873139 k]
BICP | Distance=486 | [486 + 30 i + 202 j + 389 k] ^ 5 = [159735355767486 + -232854215961930 i + 232454101621202 j + 158812949399389 k]
BICP | Distance=486 | [30 + 486 i + 236 j + 73 k] ^ 5 = [-28334394741930 + 94353515127486 i + 94893920276236 j + 29674751857673 k]
BICP | Distance=486 | [30 + 236 i + 486 j + 73 k] ^ 5 = [-28334394741930 + 94893920276236 i + 94353515127486 j + 29674751857673 k]
BICP | Distance=486 | [30 + 486 i + 236 j + 173 k] ^ 5 = [-90013576161930 + 58700384667486 i + 62040001316236 j + 89094758918173 k]
BICP | Distance=486 | [30 + 236 i + 486 j + 173 k] ^ 5 = [-90013576161930 + 62040001316236 i + 58700384667486 j + 89094758918173 k]
BICP | Distance=486 | [30 + 486 i + 264 j + 77 k] ^ 5 = [-36530975061930 + 113717921967486 i + 114285845586264 j + 37240718658077 k]
BICP | Distance=486 | [30 + 264 i + 486 j + 77 k] ^ 5 = [-36530975061930 + 114285845586264 i + 113717921967486 j + 37240718658077 k]
BICP | Distance=486 | [486 + 30 i + 298 j + 361 k] ^ 5 = [13252650867486 + -277135995261930 i + 275819081881298 j + 8089435129361 k]
BICP | Distance=486 | [30 + 486 i + 361 j + 48 k] ^ 5 = [-23127509961930 + 216948396267486 i + 217013572404361 j + 23151463230048 k]
BICP | Distance=486 | [30 + 361 i + 486 j + 48 k] ^ 5 = [-23127509961930 + 217013572404361 i + 216948396267486 j + 23151463230048 k]
BICP | Distance=486 | [30 + 486 i + 361 j + 98 k] ^ 5 = [-86436244821930 + 203900805387486 i + 204022515649361 j + 86299174560298 k]
BICP | Distance=486 | [30 + 361 i + 486 j + 98 k] ^ 5 = [-86436244821930 + 204022515649361 i + 203900805387486 j + 86299174560298 k]
BICP | Distance=486 | [30 + 486 i + 361 j + 298 k] ^ 5 = [-277135995261930 + 13252650867486 i + 8089435129361 j + 275819081881298 k]
BICP | Distance=486 | [30 + 361 i + 486 j + 298 k] ^ 5 = [-277135995261930 + 8089435129361 i + 13252650867486 j + 275819081881298 k]
BICP | Distance=486 | [30 + 486 i + 389 j + 52 k] ^ 5 = [-32205167841930 + 254818342827486 i + 254849195714389 j + 32193294030452 k]
BICP | Distance=486 | [30 + 389 i + 486 j + 52 k] ^ 5 = [-32205167841930 + 254849195714389 i + 254818342827486 j + 32193294030452 k]
BICP | Distance=486 | [30 + 486 i + 389 j + 202 k] ^ 5 = [-232854215961930 + 159735355767486 i + 158812949399389 j + 232454101621202 k]
BICP | Distance=486 | [30 + 389 i + 486 j + 202 k] ^ 5 = [-232854215961930 + 158812949399389 i + 159735355767486 j + 232454101621202 k]
BICP | Distance=486 | [486 + 30 i + 452 j + 11 k] ^ 9 = [20438182371039057776358486 + 10633327565389472808740430 i + 11751146429158565443512452 j + 822556696458265308799211 k]
BICP | Distance=486 | [486 + 30 i + 452 j + 61 k] ^ 9 = [18762649189278807839238486 + 15586580885145919517540430 i + 2647570066946066737872452 j + 14674796468182938166869661 k]
BICP | Distance=486 | [30 + 486 i + 486 j + 73 k] ^ 5 = [-95574999141930 + 425330114427486 i + 425330114427486 j + 95586591882673 k]
BICP | Distance=486 | [30 + 486 i + 486 j + 73 k] ^ 5 = [-95574999141930 + 425330114427486 i + 425330114427486 j + 95586591882673 k]
BICP | Distance=486 | [30 + 486 i + 486 j + 173 k] ^ 5 = [-305154321561930 + 340933244967486 i + 340933244967486 j + 305499052443173 k]
BICP | Distance=486 | [30 + 486 i + 486 j + 173 k] ^ 5 = [-305154321561930 + 340933244967486 i + 340933244967486 j + 305499052443173 k]
BICP | Distance=486 | [486 + 31 i + 5 j + 111 k] ^ 9 = [4539658574363318137539486 + 1912559466447303557538631 i + -1796602483827323360307715 j + 4440103894424183865891111 k]
BICP | Distance=486 | [486 + 31 i + 5 j + 361 k] ^ 9 = [108388472911733140522365486 + 30720076110441030388590631 i + -30720069932666218009359715 j + 108388481603937225077649361 k]
BICP | Distance=486 | [31 + 486 i + 6 j + 20 k] ^ 9 = [748883425639977640821631 + 1241664448995450535446486 i + 417209687635651562642166 j + 410564237560109833094420 k]
BICP | Distance=486 | [31 + 6 i + 486 j + 20 k] ^ 9 = [748883425639977640821631 + 417209687635651562642166 i + 1241664448995450535446486 j + 410564237560109833094420 k]
BICP | Distance=486 | [31 + 486 i + 7 j + 27 k] ^ 9 = [689272365359883884421031 + 1189347237554755206573486 i + 526948241282602980260767 j + 563724029184764740813827 k]
BICP | Distance=486 | [31 + 7 i + 486 j + 27 k] ^ 9 = [689272365359883884421031 + 526948241282602980260767 i + 1189347237554755206573486 j + 563724029184764740813827 k]
BICP | Distance=486 | [486 + 31 i + 20 j + 6 k] ^ 9 = [1241664448995450535446486 + 748883425639977640821631 i + 410564237560109833094420 j + 417209687635651562642166 k]
BICP | Distance=486 | [486 + 31 i + 27 j + 7 k] ^ 9 = [1189347237554755206573486 + 689272365359883884421031 i + 563724029184764740813827 j + 526948241282602980260767 k]
BICP | Distance=486 | [31 + 486 i + 111 j + 5 k] ^ 9 = [1912559466447303557538631 + 4539658574363318137539486 i + 4440103894424183865891111 j + -1796602483827323360307715 k]
BICP | Distance=486 | [31 + 111 i + 486 j + 5 k] ^ 9 = [1912559466447303557538631 + 4440103894424183865891111 i + 4539658574363318137539486 j + -1796602483827323360307715 k]
BICP | Distance=486 | [31 + 486 i + 361 j + 5 k] ^ 9 = [30720076110441030388590631 + 108388472911733140522365486 i + 108388481603937225077649361 j + -30720069932666218009359715 k]
BICP | Distance=486 | [31 + 361 i + 486 j + 5 k] ^ 9 = [30720076110441030388590631 + 108388481603937225077649361 i + 108388472911733140522365486 j + -30720069932666218009359715 k]
BICP | Distance=486 | [32 + 2 i + 7 j + 486 k] ^ 5 = [9024116258832 + 55329948202 i + 1854938770727 j + 28235981731486 k]
BICP | Distance=486 | [32 + 3 i + 8 j + 486 k] ^ 5 = [9042822420832 + 267128617323 i + 2066737439848 j + 28217275569486 k]
BICP | Distance=486 | [32 + 7 i + 2 j + 486 k] ^ 5 = [9024116258832 + 1854938770727 i + 55329948202 j + 28235981731486 k]
BICP | Distance=486 | [32 + 8 i + 3 j + 486 k] ^ 5 = [9042822420832 + 2066737439848 i + 267128617323 j + 28217275569486 k]
BICP | Distance=486 | [32 + 8 i + 23 j + 486 k] ^ 5 = [9295885748832 + 566418479848 i + 5957195977423 j + 27686358077486 k]
BICP | Distance=486 | [32 + 23 i + 8 j + 486 k] ^ 5 = [9295885748832 + 5957195977423 i + 566418479848 j + 27686358077486 k]
BICP | Distance=486 | [32 + 23 i + 48 j + 486 k] ^ 5 = [10899512268832 + 2694019033423 i + 11651824296048 j + 25527644829486 k]
BICP | Distance=486 | [32 + 27 i + 52 j + 486 k] ^ 5 = [11445606168832 + 3405071341827 i + 12362876604452 j + 24981550929486 k]
BICP | Distance=486 | [32 + 27 i + 452 j + 486 k] ^ 9 = [7393221447466002061617632 + 11509567502229515845083627 i + 8810159166140213246652452 j + 19692497948545749173778486 k]
BICP | Distance=486 | [32 + 48 i + 23 j + 486 k] ^ 5 = [10899512268832 + 11651824296048 i + 2694019033423 j + 25527644829486 k]
BICP | Distance=486 | [32 + 48 i + 73 j + 486 k] ^ 5 = [15176737068832 + 6559681896048 i + 15517487158673 j + 21250420029486 k]
BICP | Distance=486 | [32 + 48 i + 423 j + 486 k] ^ 9 = [778418479838372659737632 + 14296532513874966650832048 i + 3562446642354942627510423 j + 13528411286092240581738486 k]
BICP | Distance=486 | [32 + 52 i + 27 j + 486 k] ^ 5 = [11445606168832 + 12362876604452 i + 3405071341827 j + 24981550929486 k]
BICP | Distance=486 | [32 + 52 i + 77 j + 486 k] ^ 5 = [16041493568832 + 7027651404452 i + 15985456667077 j + 20385663529486 k]
BICP | Distance=486 | [32 + 73 i + 48 j + 486 k] ^ 5 = [15176737068832 + 15517487158673 i + 6559681896048 j + 21250420029486 k]
BICP | Distance=486 | [32 + 73 i + 98 j + 486 k] ^ 5 = [21280664918832 + 8602912333673 i + 17560717596298 j + 15146492179486 k]
BICP | Distance=486 | [32 + 77 i + 52 j + 486 k] ^ 5 = [16041493568832 + 15985456667077 i + 7027651404452 j + 20385663529486 k]
BICP | Distance=486 | [32 + 77 i + 452 j + 486 k] ^ 9 = [5211798362415004843137632 + 24708220180569528335094077 i + 13974134309049504311772452 j + 9095031403515608398338486 k]
BICP | Distance=486 | [32 + 98 i + 73 j + 486 k] ^ 5 = [21280664918832 + 17560717596298 i + 8602912333673 j + 15146492179486 k]
BICP | Distance=486 | [32 + 423 i + 48 j + 486 k] ^ 9 = [778418479838372659737632 + 3562446642354942627510423 i + 14296532513874966650832048 j + 13528411286092240581738486 k]
BICP | Distance=486 | [32 + 452 i + 27 j + 486 k] ^ 9 = [7393221447466002061617632 + 8810159166140213246652452 i + 11509567502229515845083627 j + 19692497948545749173778486 k]
BICP | Distance=486 | [32 + 452 i + 77 j + 486 k] ^ 9 = [5211798362415004843137632 + 13974134309049504311772452 i + 24708220180569528335094077 j + 9095031403515608398338486 k]
BICP | Distance=486 | [34 + 486 i + 6 j + 23 k] ^ 9 = [798831443796230906106034 + 1179196607967583990230486 i + 479677528663518107858166 j + 460512255716363098378823 k]
BICP | Distance=486 | [34 + 6 i + 486 j + 23 k] ^ 9 = [798831443796230906106034 + 479677528663518107858166 i + 1179196607967583990230486 j + 460512255716363098378823 k]
BICP | Distance=486 | [486 + 34 i + 7 j + 14 k] ^ 7 = [5869449150759320486 + 2982213057509535634 i + 72069298708138837 j + 1466968297643968014 k]
BICP | Distance=486 | [34 + 486 i + 14 j + 7 k] ^ 7 = [-2982213057509535634 + -5869449150759320486 i + -1466968297643968014 j + -72069298708138837 k]
BICP | Distance=486 | [34 + 14 i + 486 j + 7 k] ^ 7 = [-2982213057509535634 + -1466968297643968014 i + -5869449150759320486 j + -72069298708138837 k]
BICP | Distance=486 | [486 + 34 i + 23 j + 6 k] ^ 9 = [1179196607967583990230486 + 798831443796230906106034 i + 460512255716363098378823 j + 479677528663518107858166 k]
BICP | Distance=486 | [35 + 23 i + 27 j + 486 k] ^ 9 = [1188718329736032838109435 + 244087114998215224141823 i + 439415480234397818478627 j + 1633672449620607566313486 k]
BICP | Distance=486 | [35 + 27 i + 23 j + 486 k] ^ 9 = [1188718329736032838109435 + 439415480234397818478627 i + 244087114998215224141823 j + 1633672449620607566313486 k]
BICP | Distance=486 | [35 + 27 i + 423 j + 486 k] ^ 9 = [3811237924692726552749435 + 10680210960366796998078627 i + 1425597563427500825505423 j + 16161342170271826593753486 k]
BICP | Distance=486 | [35 + 48 i + 52 j + 486 k] ^ 5 = [14326947102235 + 8594271396048 i + 10067702004452 j + 24037819029486 k]
BICP | Distance=486 | [35 + 48 i + 52 j + 486 k] ^ 9 = [1594640779866940507244435 + 344838195698721038952048 i + 540166560934903633288852 j + 1227749999489699897178486 k]
BICP | Distance=486 | [35 + 48 i + 452 j + 486 k] ^ 9 = [6561095490507698323244435 + 17497278472953448181832048 i + 9495269019860649099372452 j + 15568657325989751288538486 k]
BICP | Distance=486 | [35 + 52 i + 48 j + 486 k] ^ 5 = [14326947102235 + 10067702004452 i + 8594271396048 j + 24037819029486 k]
BICP | Distance=486 | [35 + 52 i + 48 j + 486 k] ^ 9 = [1594640779866940507244435 + 540166560934903633288852 i + 344838195698721038952048 j + 1227749999489699897178486 k]
BICP | Distance=486 | [35 + 52 i + 98 j + 486 k] ^ 5 = [18123179477235 + 3778841454452 i + 20461287396298 j + 17283413779486 k]
BICP | Distance=486 | [35 + 73 i + 77 j + 486 k] ^ 9 = [2010548813033833372469435 + 56541992072487940762273 i + 251870357308670535099077 j + 811841966322807031953486 k]
BICP | Distance=486 | [35 + 77 i + 73 j + 486 k] ^ 9 = [2010548813033833372469435 + 251870357308670535099077 i + 56541992072487940762273 j + 811841966322807031953486 k]
BICP | Distance=486 | [35 + 98 i + 52 j + 486 k] ^ 5 = [18123179477235 + 20461287396298 i + 3778841454452 j + 17283413779486 k]
BICP | Distance=486 | [35 + 98 i + 452 j + 486 k] ^ 9 = [7146044190032415249674435 + 29345038560492148191272498 i + 17003868733630359417552452 j + 2410119392567557947078486 k]
BICP | Distance=486 | [35 + 423 i + 27 j + 486 k] ^ 9 = [3811237924692726552749435 + 1425597563427500825505423 i + 10680210960366796998078627 j + 16161342170271826593753486 k]
BICP | Distance=486 | [35 + 452 i + 48 j + 486 k] ^ 9 = [6561095490507698323244435 + 9495269019860649099372452 i + 17497278472953448181832048 j + 15568657325989751288538486 k]
BICP | Distance=486 | [35 + 452 i + 98 j + 486 k] ^ 9 = [7146044190032415249674435 + 17003868733630359417552452 i + 29345038560492148191272498 j + 2410119392567557947078486 k]
BICP | Distance=486 | [36 + 0 i + 3 j + 486 k] ^ 5 = [10149899137236 + -249300154080 i + 864339229323 j + 28594510569486 k]
BICP | Distance=486 | [36 + 0 i + 3 j + 486 k] ^ 9 = [1059367880744165896610436 + -51707448061409213818560 i + 97089454931172633108243 j + 1814838022617990167682486 k]
BICP | Distance=486 | [36 + 0 i + 7 j + 486 k] ^ 5 = [10139677225236 + -581602381920 i + 2016126573727 j + 28547843877486 k]
BICP | Distance=486 | [36 + 0 i + 23 j + 486 k] ^ 5 = [10017059209236 + -1907116138080 i + 6598203149423 j + 27988450101486 k]
BICP | Distance=486 | [36 + 0 i + 27 j + 486 k] ^ 5 = [9965992849236 + -2236898941920 i + 7732898965827 j + 27755699841486 k]
BICP | Distance=486 | [36 + 0 i + 73 j + 486 k] ^ 5 = [8795440969236 + -5930408818080 i + 20112003714673 j + 22456098261486 k]
BICP | Distance=486 | [36 + 0 i + 77 j + 486 k] ^ 5 = [8643321889236 + -6239196421920 i + 21104830131077 j + 21772427481486 k]
BICP | Distance=486 | [36 + 2 i + 3 j + 486 k] ^ 9 = [1061963964734320898467236 + 12984164269587194773202 i + 62596726594804213429923 j + 1815283035273705292998486 k]
BICP | Distance=486 | [36 + 2 i + 5 j + 486 k] ^ 5 = [10168121527236 + 160442404202 i + 1274081787605 j + 28576288179486 k]
BICP | Distance=486 | [36 + 486 i + 2 j + 27 k] ^ 5 = [9625735951236 + 24839805303486 i + 2741808736202 j + 7075406548827 k]
BICP | Distance=486 | [36 + 2 i + 486 j + 27 k] ^ 5 = [9625735951236 + 2741808736202 i + 24839805303486 j + 7075406548827 k]
BICP | Distance=486 | [36 + 486 i + 2 j + 77 k] ^ 5 = [8090579851236 + 19103040999486 i + 6626023536202 j + 19552640252077 k]
BICP | Distance=486 | [36 + 2 i + 486 j + 77 k] ^ 5 = [8090579851236 + 6626023536202 i + 19103040999486 j + 19552640252077 k]
BICP | Distance=486 | [36 + 486 i + 2 j + 77 k] ^ 9 = [260220091271947764537636 + 151940366110485722574486 i + 1028579425196893406586002 j + 1369676796367811218152077 k]
BICP | Distance=486 | [36 + 2 i + 486 j + 77 k] ^ 9 = [260220091271947764537636 + 1028579425196893406586002 i + 151940366110485722574486 j + 1369676796367811218152077 k]
BICP | Distance=486 | [36 + 3 i + 0 j + 486 k] ^ 5 = [10149899137236 + 864339229323 i + -249300154080 j + 28594510569486 k]
BICP | Distance=486 | [36 + 3 i + 0 j + 486 k] ^ 9 = [1059367880744165896610436 + 97089454931172633108243 i + -51707448061409213818560 j + 1814838022617990167682486 k]
BICP | Distance=486 | [36 + 3 i + 2 j + 486 k] ^ 9 = [1061963964734320898467236 + 62596726594804213429923 i + 12984164269587194773202 j + 1815283035273705292998486 k]
BICP | Distance=486 | [36 + 3 i + 6 j + 486 k] ^ 5 = [10182696847236 + 365082850323 i + 1478722233726 j + 28561712859486 k]
BICP | Distance=486 | [36 + 486 i + 3 j + 48 k] ^ 5 = [9026423823636 + 23124219957486 i + 4667910240123 j + 12453023220048 k]
BICP | Distance=486 | [36 + 3 i + 486 j + 48 k] ^ 5 = [9026423823636 + 4667910240123 i + 23124219957486 j + 12453023220048 k]
BICP | Distance=486 | [36 + 486 i + 3 j + 98 k] ^ 5 = [6868738713636 + 15167269251486 i + 8334522135123 j + 24025206868298 k]
BICP | Distance=486 | [36 + 3 i + 486 j + 98 k] ^ 5 = [6868738713636 + 8334522135123 i + 15167269251486 j + 24025206868298 k]
BICP | Distance=486 | [36 + 4 i + 7 j + 486 k] ^ 5 = [10200912757236 + 569504626324 i + 1683144009727 j + 28543496949486 k]
BICP | Distance=486 | [36 + 4 i + 7 j + 486 k] ^ 9 = [1066884137300298605162436 + 8372638068451348465444 i + 157169541061033195392247 j + 1807321766061857459130486 k]
BICP | Distance=486 | [486 + 36 i + 4 j + 11 k] ^ 5 = [25770587373486 + 9859137771636 i + 177892753364 j + 3298603076611 k]
BICP | Distance=486 | [36 + 4 i + 11 j + 486 k] ^ 5 = [10219812973236 + 235453089364 i + 2833182045011 j + 28467708129486 k]
BICP | Distance=486 | [36 + 5 i + 2 j + 486 k] ^ 5 = [10168121527236 + 1274081787605 i + 160442404202 j + 28576288179486 k]
BICP | Distance=486 | [36 + 5 i + 8 j + 486 k] ^ 5 = [10222767097236 + 773659156445 i + 1887298539848 j + 28521642609486 k]
BICP | Distance=486 | [36 + 5 i + 8 j + 486 k] ^ 9 = [1070096470688828735186436 + 23204769336886653071285 i + 172001672329468499998088 j + 1804109432673327329106486 k]
BICP | Distance=486 | [36 + 5 i + 48 j + 486 k] ^ 5 = [10112656705236 + -2590561819555 i + 13156160340048 j + 26023521537486 k]
BICP | Distance=486 | [36 + 5 i + 52 j + 486 k] ^ 5 = [10056013477236 + -2926565387395 i + 14238932504452 j + 25571925729486 k]
BICP | Distance=486 | [36 + 5 i + 52 j + 486 k] ^ 9 = [858797093907745317194436 + -710518005380982229174795 i + 1447053369606925695088852 j + 1202700202772918525298486 k]
BICP | Distance=486 | [36 + 5 i + 56 j + 486 k] ^ 9 = [816832049876633945138436 + -769473678941412789744715 i + 1538642063468587326988856 j + 1104758786728309684626486 k]
BICP | Distance=486 | [36 + 5 i + 98 j + 486 k] ^ 5 = [8805901975236 + -6711637504555 i + 25628676820298 j + 17844502707486 k]
BICP | Distance=486 | [36 + 5 i + 452 j + 486 k] ^ 9 = [11001474877944784588394436 + 5387390521725559889545205 i + 8467173953148367407252452 j + 23053696613199186233778486 k]
BICP | Distance=486 | [36 + 6 i + 3 j + 486 k] ^ 5 = [10182696847236 + 1478722233726 i + 365082850323 j + 28561712859486 k]
BICP | Distance=486 | [36 + 6 i + 9 j + 486 k] ^ 5 = [10248257275236 + 977497875486 i + 2091137258889 j + 28496152431486 k]
BICP | Distance=486 | [36 + 7 i + 0 j + 486 k] ^ 5 = [10139677225236 + 2016126573727 i + -581602381920 j + 28547843877486 k]
BICP | Distance=486 | [36 + 7 i + 4 j + 486 k] ^ 5 = [10200912757236 + 1683144009727 i + 569504626324 j + 28543496949486 k]
BICP | Distance=486 | [36 + 7 i + 4 j + 486 k] ^ 9 = [1066884137300298605162436 + 157169541061033195392247 i + 8372638068451348465444 j + 1807321766061857459130486 k]
BICP | Distance=486 | [36 + 7 i + 8 j + 486 k] ^ 9 = [1075357982217225585967236 + 87520717588632196726327 i + 137133279913849215383048 j + 1801889017790800605498486 k]
BICP | Distance=486 | [36 + 486 i + 7 j + 52 k] ^ 5 = [8444412982836 + 22832595009486 i + 5983717740527 j + 13160284056452 k]
BICP | Distance=486 | [36 + 7 i + 486 j + 52 k] ^ 5 = [8444412982836 + 5983717740527 i + 22832595009486 j + 13160284056452 k]
BICP | Distance=486 | [36 + 8 i + 5 j + 486 k] ^ 5 = [10222767097236 + 1887298539848 i + 773659156445 j + 28521642609486 k]
BICP | Distance=486 | [36 + 8 i + 5 j + 486 k] ^ 9 = [1070096470688828735186436 + 172001672329468499998088 i + 23204769336886653071285 j + 1804109432673327329106486 k]
BICP | Distance=486 | [36 + 8 i + 7 j + 486 k] ^ 9 = [1075357982217225585967236 + 137133279913849215383048 i + 87520717588632196726327 j + 1801889017790800605498486 k]
BICP | Distance=486 | [36 + 486 i + 8 j + 23 k] ^ 5 = [9398767230036 + 25198466229486 i + 4017331653448 j + 5533146325423 k]
BICP | Distance=486 | [36 + 8 i + 486 j + 23 k] ^ 5 = [9398767230036 + 4017331653448 i + 25198466229486 j + 5533146325423 k]
BICP | Distance=486 | [36 + 486 i + 8 j + 73 k] ^ 5 = [7307137710036 + 20044581813486 i + 7729129293448 j + 18201005818673 k]
BICP | Distance=486 | [36 + 8 i + 486 j + 73 k] ^ 5 = [7307137710036 + 7729129293448 i + 20044581813486 j + 18201005818673 k]
BICP | Distance=486 | [36 + 9 i + 6 j + 486 k] ^ 5 = [10248257275236 + 2091137258889 i + 977497875486 j + 28496152431486 k]
BICP | Distance=486 | [36 + 486 i + 11 j + 4 k] ^ 5 = [9859137771636 + 25770587373486 i + 3298603076611 j + 177892753364 k]
BICP | Distance=486 | [36 + 11 i + 486 j + 4 k] ^ 5 = [9859137771636 + 3298603076611 i + 25770587373486 j + 177892753364 k]
BICP | Distance=486 | [36 + 11 i + 4 j + 486 k] ^ 5 = [10219812973236 + 2833182045011 i + 235453089364 j + 28467708129486 k]
BICP | Distance=486 | [486 + 36 i + 11 j + 14 k] ^ 5 = [25792514559486 + 9603031291236 i + 1829584025611 j + 4677212003014 k]
BICP | Distance=486 | [36 + 486 i + 11 j + 14 k] ^ 5 = [9565062055236 + 25623145395486 i + 4106944223611 j + 2879879351014 k]
BICP | Distance=486 | [36 + 11 i + 486 j + 14 k] ^ 5 = [9565062055236 + 4106944223611 i + 25623145395486 j + 2879879351014 k]
BICP | Distance=486 | [36 + 11 i + 14 j + 486 k] ^ 5 = [10430124775236 + 1990255503611 i + 3103894887014 j + 28314284931486 k]
BICP | Distance=486 | [486 + 36 i + 11 j + 14 k] ^ 9 = [1270436628112187317182486 + 902746696029176655129636 i + 44271409160127582864011 j + 508442645035395690630014 k]
BICP | Distance=486 | [36 + 486 i + 11 j + 64 k] ^ 5 = [7359697033236 + 21531855645486 i + 7830888848611 j + 15847373279264 k]
BICP | Distance=486 | [36 + 11 i + 486 j + 64 k] ^ 5 = [7359697033236 + 7830888848611 i + 21531855645486 j + 15847373279264 k]
BICP | Distance=486 | [486 + 36 i + 14 j + 11 k] ^ 5 = [25623145395486 + 9565062055236 i + 2879879351014 j + 4106944223611 k]
BICP | Distance=486 | [36 + 486 i + 14 j + 11 k] ^ 5 = [9603031291236 + 25792514559486 i + 4677212003014 j + 1829584025611 k]
BICP | Distance=486 | [36 + 14 i + 486 j + 11 k] ^ 5 = [9603031291236 + 4677212003014 i + 25792514559486 j + 1829584025611 k]
BICP | Distance=486 | [36 + 14 i + 11 j + 486 k] ^ 5 = [10430124775236 + 3103894887014 i + 1990255503611 j + 28314284931486 k]
BICP | Distance=486 | [36 + 486 i + 14 j + 11 k] ^ 9 = [902746696029176655129636 + 1270436628112187317182486 i + 508442645035395690630014 j + 44271409160127582864011 k]
BICP | Distance=486 | [36 + 14 i + 486 j + 11 k] ^ 9 = [902746696029176655129636 + 508442645035395690630014 i + 1270436628112187317182486 j + 44271409160127582864011 k]
BICP | Distance=486 | [36 + 486 i + 14 j + 61 k] ^ 5 = [7136857663236 + 22105675359486 i + 8364051203014 j + 14910304928861 k]
BICP | Distance=486 | [36 + 14 i + 486 j + 61 k] ^ 5 = [7136857663236 + 8364051203014 i + 22105675359486 j + 14910304928861 k]
BICP | Distance=486 | [36 + 486 i + 14 j + 61 k] ^ 9 = [248712654336661690459236 + 713885837699833480062486 i + 1064993435447749527750014 j + 1107187941205710762724861 k]
BICP | Distance=486 | [36 + 14 i + 486 j + 61 k] ^ 9 = [248712654336661690459236 + 1064993435447749527750014 i + 713885837699833480062486 j + 1107187941205710762724861 k]
BICP | Distance=486 | [36 + 486 i + 14 j + 111 k] ^ 5 = [3543356635236 + 13051876059486 i + 11245975503014 j + 25928542182111 k]
BICP | Distance=486 | [36 + 14 i + 486 j + 111 k] ^ 5 = [3543356635236 + 11245975503014 i + 13051876059486 j + 25928542182111 k]
BICP | Distance=486 | [36 + 20 i + 23 j + 486 k] ^ 5 = [10984403077236 + 3770924850020 i + 4884564233423 j + 27760006629486 k]
BICP | Distance=486 | [36 + 20 i + 23 j + 486 k] ^ 9 = [1179177018438049567754436 + 223624300248636328740020 i + 372421203241218175666823 j + 1695028884924106496538486 k]
BICP | Distance=486 | [36 + 20 i + 77 j + 486 k] ^ 5 = [12042720565236 + -1304035377820 i + 19352491143077 j + 22120772697486 k]
BICP | Distance=486 | [36 + 20 i + 423 j + 486 k] ^ 9 = [4985085512461614562634436 + 9454746177485079111780020 i + 1009889713344428204310423 j + 17041135217215001694138486 k]
BICP | Distance=486 | [36 + 23 i + 0 j + 486 k] ^ 5 = [10017059209236 + 6598203149423 i + -1907116138080 j + 27988450101486 k]
BICP | Distance=486 | [486 + 36 i + 23 j + 8 k] ^ 5 = [25198466229486 + 9398767230036 i + 5533146325423 j + 4017331653448 k]
BICP | Distance=486 | [36 + 23 i + 20 j + 486 k] ^ 5 = [10984403077236 + 4884564233423 i + 3770924850020 j + 27760006629486 k]
BICP | Distance=486 | [36 + 23 i + 20 j + 486 k] ^ 9 = [1179177018438049567754436 + 372421203241218175666823 i + 223624300248636328740020 j + 1695028884924106496538486 k]
BICP | Distance=486 | [36 + 23 i + 26 j + 486 k] ^ 5 = [11233268827236 + 4347467558423 i + 5461106941826 j + 27511140879486 k]
BICP | Distance=486 | [36 + 23 i + 26 j + 486 k] ^ 9 = [1213606263520306468454436 + 256071288526236634636823 i + 404868191518818481563626 j + 1660599639841849595838486 k]
BICP | Distance=486 | [486 + 36 i + 23 j + 48 k] ^ 5 = [28193059557486 + 7871532505236 i + 2592390629423 j + 14971321092048 k]
BICP | Distance=486 | [36 + 486 i + 23 j + 48 k] ^ 5 = [7005707953236 + 24182227809486 i + 9793517915423 j + 11028609156048 k]
BICP | Distance=486 | [36 + 23 i + 486 j + 48 k] ^ 5 = [7005707953236 + 9793517915423 i + 24182227809486 j + 11028609156048 k]
BICP | Distance=486 | [36 + 486 i + 23 j + 48 k] ^ 9 = [322980152866754617231236 + 1098609639655480576722486 i + 1148888230725708954944423 j + 807051198528381123240048 k]
BICP | Distance=486 | [36 + 23 i + 486 j + 48 k] ^ 9 = [322980152866754617231236 + 1148888230725708954944423 i + 1098609639655480576722486 j + 807051198528381123240048 k]
BICP | Distance=486 | [36 + 23 i + 70 j + 486 k] ^ 5 = [12444108127236 + 140271158423 i + 17305769050270 j + 23183831079486 k]
BICP | Distance=486 | [36 + 486 i + 23 j + 98 k] ^ 5 = [2741458003236 + 16667658063486 i + 12466368190423 j + 22933030584298 k]
BICP | Distance=486 | [36 + 23 i + 486 j + 98 k] ^ 5 = [2741458003236 + 12466368190423 i + 16667658063486 j + 22933030584298 k]
BICP | Distance=486 | [36 + 24 i + 27 j + 486 k] ^ 5 = [11323268377236 + 4537340558424 i + 5650979941827 j + 27421141329486 k]
BICP | Distance=486 | [36 + 24 i + 27 j + 486 k] ^ 9 = [1225909717577074466834436 + 266133624216021477436824 i + 414930527208603324363627 j + 1648296185785081597458486 k]
BICP | Distance=486 | [36 + 26 i + 23 j + 486 k] ^ 5 = [11233268827236 + 5461106941826 i + 4347467558423 j + 27511140879486 k]
BICP | Distance=486 | [36 + 26 i + 23 j + 486 k] ^ 9 = [1213606263520306468454436 + 404868191518818481563626 i + 256071288526236634636823 j + 1660599639841849595838486 k]
BICP | Distance=486 | [36 + 26 i + 73 j + 486 k] ^ 5 = [12945076927236 + 588625141826 i + 17754123033673 j + 22682862279486 k]
BICP | Distance=486 | [36 + 26 i + 423 j + 486 k] ^ 9 = [4139818237210791815654436 + 10623461680858331472123626 i + 1242366953512102868880423 j + 16245637921266089610078486 k]
BICP | Distance=486 | [36 + 27 i + 0 j + 486 k] ^ 5 = [9965992849236 + 7732898965827 i + -2236898941920 j + 27755699841486 k]
BICP | Distance=486 | [486 + 36 i + 27 j + 2 k] ^ 5 = [24839805303486 + 9625735951236 i + 7075406548827 j + 2741808736202 k]
BICP | Distance=486 | [36 + 27 i + 24 j + 486 k] ^ 5 = [11323268377236 + 5650979941827 i + 4537340558424 j + 27421141329486 k]
BICP | Distance=486 | [36 + 27 i + 24 j + 486 k] ^ 9 = [1225909717577074466834436 + 414930527208603324363627 i + 266133624216021477436824 j + 1648296185785081597458486 k]
BICP | Distance=486 | [36 + 27 i + 30 j + 486 k] ^ 5 = [11614248727236 + 5099363866827 i + 6213003250230 j + 27130160979486 k]
BICP | Distance=486 | [36 + 27 i + 30 j + 486 k] ^ 9 = [1265151397248491428094436 + 293869230616680809493627 i + 442666133609262656420430 j + 1609054506113664636198486 k]
BICP | Distance=486 | [486 + 36 i + 27 j + 52 k] ^ 5 = [28566732753486 + 7236735397236 i + 3468843073827 j + 16379623064452 k]
BICP | Distance=486 | [36 + 486 i + 27 j + 52 k] ^ 5 = [6284871349236 + 24103123101486 i + 11080744687827 j + 11814726800452 k]
BICP | Distance=486 | [36 + 27 i + 486 j + 52 k] ^ 5 = [6284871349236 + 11080744687827 i + 24103123101486 j + 11814726800452 k]
BICP | Distance=486 | [36 + 27 i + 74 j + 486 k] ^ 5 = [13118326027236 + 733404466827 i + 17898902358674 j + 22509613179486 k]
BICP | Distance=486 | [36 + 27 i + 80 j + 486 k] ^ 5 = [13233768577236 + 100654741827 i + 19371002450480 j + 21548608929486 k]
BICP | Distance=486 | [36 + 27 i + 424 j + 486 k] ^ 9 = [4139823817341291801074436 + 10865599486462664322123627 i + 1484504759116435718880424 j + 16245632341135589624658486 k]
BICP | Distance=486 | [36 + 486 i + 27 j + 452 k] ^ 9 = [13662072271417125840804036 + 18456658317622949916330486 i + 5187946368400064763836427 j + 10066065595499071308228452 k]
BICP | Distance=486 | [36 + 27 i + 486 j + 452 k] ^ 9 = [13662072271417125840804036 + 5187946368400064763836427 i + 18456658317622949916330486 j + 10066065595499071308228452 k]
BICP | Distance=486 | [36 + 27 i + 480 j + 486 k] ^ 9 = [14053995939151202662274436 + 11966245785980709630123627 i + 17327836377221858637864480 j + 21533396092263957160818486 k]
BICP | Distance=486 | [36 + 30 i + 27 j + 486 k] ^ 5 = [11614248727236 + 6213003250230 i + 5099363866827 j + 27130160979486 k]
BICP | Distance=486 | [36 + 30 i + 27 j + 486 k] ^ 9 = [1265151397248491428094436 + 442666133609262656420430 i + 293869230616680809493627 j + 1609054506113664636198486 k]
BICP | Distance=486 | [36 + 30 i + 77 j + 486 k] ^ 5 = [13656549427236 + 1153079650230 i + 18318577542077 j + 21971389779486 k]
BICP | Distance=486 | [486 + 36 i + 36 j + 39 k] ^ 5 = [26579828673486 + 6814330477236 i + 6814330477236 j + 13303970154639 k]
BICP | Distance=486 | [36 + 486 i + 36 j + 39 k] ^ 5 = [6705890269236 + 26071316181486 i + 12673093525236 j + 7819529652639 k]
BICP | Distance=486 | [36 + 36 i + 486 j + 39 k] ^ 5 = [6705890269236 + 12673093525236 i + 26071316181486 j + 7819529652639 k]
BICP | Distance=486 | [36 + 36 i + 39 j + 486 k] ^ 5 = [12673093525236 + 6705890269236 i + 7819529652639 j + 26071316181486 k]
BICP | Distance=486 | [486 + 36 i + 36 j + 89 k] ^ 5 = [34763152401486 + 4178138677236 i + 4178138677236 j + 28091759707889 k]
BICP | Distance=486 | [36 + 486 i + 36 j + 89 k] ^ 5 = [1216998997236 + 19773112581486 i + 15009264925236 j + 20487346705889 k]
BICP | Distance=486 | [36 + 36 i + 486 j + 89 k] ^ 5 = [1216998997236 + 15009264925236 i + 19773112581486 j + 20487346705889 k]
BICP | Distance=486 | [36 + 36 i + 89 j + 486 k] ^ 5 = [15009264925236 + 1216998997236 i + 20487346705889 j + 19773112581486 k]
BICP | Distance=486 | [486 + 36 i + 36 j + 139 k] ^ 5 = [49139501229486 + 2385954277236 i + 2385954277236 j + 46227930411139 k]
BICP | Distance=486 | [486 + 36 i + 36 j + 139 k] ^ 9 = [7264176417135228094218486 + 42484137989888568074436 i + 42484137989888568074436 j + 7287738811231623712422139 k]
BICP | Distance=486 | [486 + 36 i + 39 j + 36 k] ^ 5 = [26071316181486 + 6705890269236 i + 7819529652639 j + 12673093525236 k]
BICP | Distance=486 | [36 + 486 i + 39 j + 36 k] ^ 5 = [6814330477236 + 26579828673486 i + 13303970154639 j + 6814330477236 k]
BICP | Distance=486 | [36 + 39 i + 486 j + 36 k] ^ 5 = [6814330477236 + 13303970154639 i + 26579828673486 j + 6814330477236 k]
BICP | Distance=486 | [36 + 39 i + 36 j + 486 k] ^ 5 = [12673093525236 + 7819529652639 i + 6705890269236 j + 26071316181486 k]
BICP | Distance=486 | [486 + 36 i + 39 j + 86 k] ^ 5 = [33959338803486 + 3660860419236 i + 5266512627639 j + 27256057553486 k]
BICP | Distance=486 | [36 + 486 i + 39 j + 86 k] ^ 5 = [1052075599236 + 20665015623486 i + 15617611329639 j + 19700142005486 k]
BICP | Distance=486 | [36 + 39 i + 486 j + 86 k] ^ 5 = [1052075599236 + 15617611329639 i + 20665015623486 j + 19700142005486 k]
BICP | Distance=486 | [36 + 39 i + 86 j + 486 k] ^ 5 = [15432045775236 + 2269423905639 i + 19434921797486 j + 20195893431486 k]
BICP | Distance=486 | [36 + 45 i + 48 j + 486 k] ^ 5 = [14002343377236 + 8166200412645 i + 9279839796048 j + 24742066329486 k]
BICP | Distance=486 | [36 + 45 i + 48 j + 486 k] ^ 9 = [1556000490125135312834436 + 366541791904762230265245 i + 515338694897344077192048 j + 1318205413237020751458486 k]
BICP | Distance=486 | [36 + 45 i + 98 j + 486 k] ^ 5 = [17011426327236 + 2093699487645 i + 21364047196298 j + 17770951179486 k]
BICP | Distance=486 | [486 + 36 i + 48 j + 3 k] ^ 5 = [23124219957486 + 9026423823636 i + 12453023220048 j + 4667910240123 k]
BICP | Distance=486 | [36 + 48 i + 5 j + 486 k] ^ 5 = [10112656705236 + 13156160340048 i + -2590561819555 j + 26023521537486 k]
BICP | Distance=486 | [486 + 36 i + 48 j + 23 k] ^ 5 = [24182227809486 + 7005707953236 i + 11028609156048 j + 9793517915423 k]
BICP | Distance=486 | [36 + 486 i + 48 j + 23 k] ^ 5 = [7871532505236 + 28193059557486 i + 14971321092048 j + 2592390629423 k]
BICP | Distance=486 | [36 + 48 i + 486 j + 23 k] ^ 5 = [7871532505236 + 14971321092048 i + 28193059557486 j + 2592390629423 k]
BICP | Distance=486 | [486 + 36 i + 48 j + 23 k] ^ 9 = [1098609639655480576722486 + 322980152866754617231236 i + 807051198528381123240048 j + 1148888230725708954944423 k]
BICP | Distance=486 | [36 + 48 i + 45 j + 486 k] ^ 5 = [14002343377236 + 9279839796048 i + 8166200412645 j + 24742066329486 k]
BICP | Distance=486 | [36 + 48 i + 45 j + 486 k] ^ 9 = [1556000490125135312834436 + 515338694897344077192048 i + 366541791904762230265245 j + 1318205413237020751458486 k]
BICP | Distance=486 | [36 + 48 i + 51 j + 486 k] ^ 5 = [14503312177236 + 8614554396048 i + 9728193779451 j + 24241097529486 k]
BICP | Distance=486 | [36 + 48 i + 51 j + 486 k] ^ 9 = [1609895502744908656514436 + 360544230856384201752048 i + 509341133848966048678851 j + 1264310400617247407778486 k]
BICP | Distance=486 | [486 + 36 i + 48 j + 73 k] ^ 5 = [30739836609486 + 2679669457236 i + 8532932556048 j + 23591892468673 k]
BICP | Distance=486 | [36 + 486 i + 48 j + 73 k] ^ 5 = [1345243705236 + 23894021061486 i + 17448007692048 j + 16243952682673 k]
BICP | Distance=486 | [36 + 48 i + 486 j + 73 k] ^ 5 = [1345243705236 + 17448007692048 i + 23894021061486 j + 16243952682673 k]
BICP | Distance=486 | [36 + 48 i + 95 j + 486 k] ^ 5 = [17434207177236 + 3146124396048 i + 20311622287895 j + 18193732029486 k]
BICP | Distance=486 | [36 + 48 i + 451 j + 486 k] ^ 9 = [6606549316719401351234436 + 17470357513755042676632048 i + 9025501049614391769162451 j + 15419671412957214905538486 k]
BICP | Distance=486 | [36 + 49 i + 52 j + 486 k] ^ 5 = [14676561277236 + 8759333721049 i + 9872973104452 j + 24067848429486 k]
BICP | Distance=486 | [36 + 49 i + 52 j + 486 k] ^ 9 = [1627954736674524553274436 + 357284601818032682322049 i + 506081504810614529248852 j + 1246251166687631511018486 k]
BICP | Distance=486 | [36 + 49 i + 452 j + 486 k] ^ 9 = [6760644280980264835034436 + 17814785071033811965842049 i + 9369928606893161058372452 j + 15265576448696351421738486 k]
BICP | Distance=486 | [36 + 51 i + 48 j + 486 k] ^ 5 = [14503312177236 + 9728193779451 i + 8614554396048 j + 24241097529486 k]
BICP | Distance=486 | [36 + 51 i + 48 j + 486 k] ^ 9 = [1609895502744908656514436 + 509341133848966048678851 i + 360544230856384201752048 j + 1264310400617247407778486 k]
BICP | Distance=486 | [36 + 51 i + 98 j + 486 k] ^ 5 = [18148399027236 + 3379500704451 i + 20544998596298 j + 17479540179486 k]
BICP | Distance=486 | [36 + 52 i + 5 j + 486 k] ^ 5 = [10056013477236 + 14238932504452 i + -2926565387395 j + 25571925729486 k]
BICP | Distance=486 | [36 + 52 i + 5 j + 486 k] ^ 9 = [858797093907745317194436 + 1447053369606925695088852 i + -710518005380982229174795 j + 1202700202772918525298486 k]
BICP | Distance=486 | [486 + 36 i + 52 j + 7 k] ^ 5 = [22832595009486 + 8444412982836 i + 13160284056452 j + 5983717740527 k]
BICP | Distance=486 | [486 + 36 i + 52 j + 27 k] ^ 5 = [24103123101486 + 6284871349236 i + 11814726800452 j + 11080744687827 k]
BICP | Distance=486 | [36 + 486 i + 52 j + 27 k] ^ 5 = [7236735397236 + 28566732753486 i + 16379623064452 j + 3468843073827 k]
BICP | Distance=486 | [36 + 52 i + 486 j + 27 k] ^ 5 = [7236735397236 + 16379623064452 i + 28566732753486 j + 3468843073827 k]
BICP | Distance=486 | [36 + 52 i + 49 j + 486 k] ^ 5 = [14676561277236 + 9872973104452 i + 8759333721049 j + 24067848429486 k]
BICP | Distance=486 | [36 + 52 i + 49 j + 486 k] ^ 9 = [1627954736674524553274436 + 506081504810614529248852 i + 357284601818032682322049 j + 1246251166687631511018486 k]
BICP | Distance=486 | [36 + 52 i + 55 j + 486 k] ^ 5 = [15214784677236 + 9179008904452 i + 10292648287855 j + 23529625029486 k]
BICP | Distance=486 | [36 + 52 i + 55 j + 486 k] ^ 9 = [1682153389860898333514436 + 343655143688184530128852 i + 492452046680766377055655 j + 1192052513501257730778486 k]
BICP | Distance=486 | [486 + 36 i + 52 j + 77 k] ^ 5 = [31188479301486 + 1576614445236 i + 9601180200452 j + 24919106441077 k]
BICP | Distance=486 | [36 + 486 i + 52 j + 77 k] ^ 5 = [185309197236 + 23887725849486 i + 18574679664452 j + 17160392327077 k]
BICP | Distance=486 | [36 + 52 i + 486 j + 77 k] ^ 5 = [185309197236 + 18574679664452 i + 23887725849486 j + 17160392327077 k]
BICP | Distance=486 | [36 + 52 i + 99 j + 486 k] ^ 5 = [18391397677236 + 3450373904452 i + 20615871796299 j + 17236541529486 k]
BICP | Distance=486 | [36 + 52 i + 105 j + 486 k] ^ 5 = [18711963277236 + 2589207104452 i + 21859554813105 j + 16070414229486 k]
BICP | Distance=486 | [36 + 55 i + 52 j + 486 k] ^ 5 = [15214784677236 + 10292648287855 i + 9179008904452 j + 23529625029486 k]
BICP | Distance=486 | [36 + 55 i + 52 j + 486 k] ^ 9 = [1682153389860898333514436 + 492452046680766377055655 i + 343655143688184530128852 j + 1192052513501257730778486 k]
BICP | Distance=486 | [36 + 55 i + 452 j + 486 k] ^ 9 = [6453028002682063463594436 + 19337588445274398435615655 i + 9956493717928169832372452 j + 13932428155794817962138486 k]
BICP | Distance=486 | [36 + 56 i + 5 j + 486 k] ^ 9 = [816832049876633945138436 + 1538642063468587326988856 i + -769473678941412789744715 j + 1104758786728309684626486 k]
BICP | Distance=486 | [486 + 36 i + 61 j + 14 k] ^ 5 = [22105675359486 + 7136857663236 i + 14910304928861 j + 8364051203014 k]
BICP | Distance=486 | [486 + 36 i + 61 j + 14 k] ^ 9 = [713885837699833480062486 + 248712654336661690459236 i + 1107187941205710762724861 j + 1064993435447749527750014 k]
BICP | Distance=486 | [486 + 36 i + 61 j + 64 k] ^ 5 = [27894367737486 + 1186742113236 i + 12577767503861 j + 21395300231264 k]
BICP | Distance=486 | [36 + 486 i + 61 j + 64 k] ^ 5 = [1024233433236 + 27045496917486 i + 20643768401861 j + 13492211879264 k]
BICP | Distance=486 | [36 + 61 i + 486 j + 64 k] ^ 5 = [1024233433236 + 20643768401861 i + 27045496917486 j + 13492211879264 k]
BICP | Distance=486 | [36 + 61 i + 64 j + 486 k] ^ 5 = [16990281025236 + 10295353159861 i + 11408992543264 j + 21754128681486 k]
BICP | Distance=486 | [486 + 36 i + 64 j + 11 k] ^ 5 = [21531855645486 + 7359697033236 i + 15847373279264 j + 7830888848611 k]
BICP | Distance=486 | [486 + 36 i + 64 j + 61 k] ^ 5 = [27045496917486 + 1024233433236 i + 13492211879264 j + 20643768401861 k]
BICP | Distance=486 | [36 + 486 i + 64 j + 61 k] ^ 5 = [1186742113236 + 27894367737486 i + 21395300231264 j + 12577767503861 k]
BICP | Distance=486 | [36 + 64 i + 486 j + 61 k] ^ 5 = [1186742113236 + 21395300231264 i + 27894367737486 j + 12577767503861 k]
BICP | Distance=486 | [36 + 64 i + 61 j + 486 k] ^ 5 = [16990281025236 + 11408992543264 i + 10295353159861 j + 21754128681486 k]
BICP | Distance=486 | [36 + 64 i + 111 j + 486 k] ^ 5 = [21485952025236 + 4013183671264 i + 21178681563111 j + 14141987181486 k]
BICP | Distance=486 | [36 + 70 i + 23 j + 486 k] ^ 5 = [12444108127236 + 17305769050270 i + 140271158423 j + 23183831079486 k]
BICP | Distance=486 | [36 + 70 i + 73 j + 486 k] ^ 5 = [18992442427236 + 11172053650270 i + 12285693033673 j + 19751967279486 k]
BICP | Distance=486 | [36 + 70 i + 73 j + 486 k] ^ 9 = [1980421070569235141414436 + 137848732026478412420470 i + 286645635019060259347273 j + 893784832792920922878486 k]
BICP | Distance=486 | [36 + 73 i + 0 j + 486 k] ^ 5 = [8795440969236 + 20112003714673 i + -5930408818080 j + 22456098261486 k]
BICP | Distance=486 | [486 + 36 i + 73 j + 8 k] ^ 5 = [20044581813486 + 7307137710036 i + 18201005818673 j + 7729129293448 k]
BICP | Distance=486 | [36 + 73 i + 26 j + 486 k] ^ 5 = [12945076927236 + 17754123033673 i + 588625141826 j + 22682862279486 k]
BICP | Distance=486 | [486 + 36 i + 73 j + 48 k] ^ 5 = [23894021061486 + 1345243705236 i + 16243952682673 j + 17448007692048 k]
BICP | Distance=486 | [36 + 486 i + 73 j + 48 k] ^ 5 = [2679669457236 + 30739836609486 i + 23591892468673 j + 8532932556048 k]
BICP | Distance=486 | [36 + 73 i + 486 j + 48 k] ^ 5 = [2679669457236 + 23591892468673 i + 30739836609486 j + 8532932556048 k]
BICP | Distance=486 | [36 + 73 i + 70 j + 486 k] ^ 5 = [18992442427236 + 12285693033673 i + 11172053650270 j + 19751967279486 k]
BICP | Distance=486 | [36 + 73 i + 70 j + 486 k] ^ 9 = [1980421070569235141414436 + 286645635019060259347273 i + 137848732026478412420470 j + 893784832792920922878486 k]
BICP | Distance=486 | [36 + 73 i + 76 j + 486 k] ^ 5 = [19706634277236 + 11405429958673 i + 12519069342076 j + 19037775429486 k]
BICP | Distance=486 | [36 + 73 i + 76 j + 486 k] ^ 9 = [2020409350561177536074436 + 83180527165576119277273 i + 231977430158157966204076 j + 853796552800978528218486 k]
BICP | Distance=486 | [36 + 74 i + 27 j + 486 k] ^ 5 = [13118326027236 + 17898902358674 i + 733404466827 j + 22509613179486 k]
BICP | Distance=486 | [36 + 74 i + 77 j + 486 k] ^ 5 = [19949632927236 + 11476303158674 i + 12589942542077 j + 18794776779486 k]
BICP | Distance=486 | [36 + 74 i + 77 j + 486 k] ^ 9 = [2032808744990801131214436 + 63731599590362162797274 i + 212528502582944009724077 j + 841397158371354933078486 k]
BICP | Distance=486 | [36 + 76 i + 73 j + 486 k] ^ 5 = [19706634277236 + 12519069342076 i + 11405429958673 j + 19037775429486 k]
BICP | Distance=486 | [36 + 76 i + 73 j + 486 k] ^ 9 = [2020409350561177536074436 + 231977430158157966204076 i + 83180527165576119277273 j + 853796552800978528218486 k]
BICP | Distance=486 | [36 + 77 i + 0 j + 486 k] ^ 5 = [8643321889236 + 21104830131077 i + -6239196421920 j + 21772427481486 k]
BICP | Distance=486 | [486 + 36 i + 77 j + 2 k] ^ 5 = [19103040999486 + 8090579851236 i + 19552640252077 j + 6626023536202 k]
BICP | Distance=486 | [486 + 36 i + 77 j + 2 k] ^ 9 = [151940366110485722574486 + 260220091271947764537636 i + 1369676796367811218152077 j + 1028579425196893406586002 k]
BICP | Distance=486 | [36 + 77 i + 20 j + 486 k] ^ 5 = [12042720565236 + 19352491143077 i + -1304035377820 j + 22120772697486 k]
BICP | Distance=486 | [36 + 77 i + 30 j + 486 k] ^ 5 = [13656549427236 + 18318577542077 i + 1153079650230 j + 21971389779486 k]
BICP | Distance=486 | [486 + 36 i + 77 j + 52 k] ^ 5 = [23887725849486 + 185309197236 i + 17160392327077 j + 18574679664452 k]
BICP | Distance=486 | [36 + 486 i + 77 j + 52 k] ^ 5 = [1576614445236 + 31188479301486 i + 24919106441077 j + 9601180200452 k]
BICP | Distance=486 | [36 + 77 i + 486 j + 52 k] ^ 5 = [1576614445236 + 24919106441077 i + 31188479301486 j + 9601180200452 k]
BICP | Distance=486 | [36 + 77 i + 74 j + 486 k] ^ 5 = [19949632927236 + 12589942542077 i + 11476303158674 j + 18794776779486 k]
BICP | Distance=486 | [36 + 77 i + 74 j + 486 k] ^ 9 = [2032808744990801131214436 + 212528502582944009724077 i + 63731599590362162797274 j + 841397158371354933078486 k]
BICP | Distance=486 | [36 + 77 i + 80 j + 486 k] ^ 5 = [20692979377236 + 11667561267077 i + 12781200650480 j + 18051430329486 k]
BICP | Distance=486 | [36 + 77 i + 80 j + 486 k] ^ 9 = [2066916020745077922434436 + 1819433128284244134077 i + 150616336120866091060880 j + 807289882617078141858486 k]
BICP | Distance=486 | [36 + 77 i + 480 j + 486 k] ^ 9 = [15134980638493444336034436 + 28624850070204553814694077 i + 20179993606063902907224480 j + 6891240091183171920738486 k]
BICP | Distance=486 | [36 + 80 i + 27 j + 486 k] ^ 5 = [13233768577236 + 19371002450480 i + 100654741827 j + 21548608929486 k]
BICP | Distance=486 | [36 + 80 i + 77 j + 486 k] ^ 5 = [20692979377236 + 12781200650480 i + 11667561267077 j + 18051430329486 k]
BICP | Distance=486 | [36 + 80 i + 77 j + 486 k] ^ 9 = [2066916020745077922434436 + 150616336120866091060880 i + 1819433128284244134077 j + 807289882617078141858486 k]
BICP | Distance=486 | [486 + 36 i + 86 j + 39 k] ^ 5 = [20665015623486 + 1052075599236 i + 19700142005486 j + 15617611329639 k]
BICP | Distance=486 | [36 + 486 i + 86 j + 39 k] ^ 5 = [3660860419236 + 33959338803486 i + 27256057553486 j + 5266512627639 k]
BICP | Distance=486 | [36 + 86 i + 486 j + 39 k] ^ 5 = [3660860419236 + 27256057553486 i + 33959338803486 j + 5266512627639 k]
BICP | Distance=486 | [36 + 86 i + 39 j + 486 k] ^ 5 = [15432045775236 + 19434921797486 i + 2269423905639 j + 20195893431486 k]
BICP | Distance=486 | [36 + 86 i + 89 j + 486 k] ^ 5 = [23044187275236 + 12039112925486 i + 13152752308889 j + 15700222431486 k]
BICP | Distance=486 | [36 + 86 i + 139 j + 486 k] ^ 5 = [28347546175236 + 2186159153486 i + 21456506862139 j + 6434831331486 k]
BICP | Distance=486 | [486 + 36 i + 89 j + 36 k] ^ 5 = [19773112581486 + 1216998997236 i + 20487346705889 j + 15009264925236 k]
BICP | Distance=486 | [36 + 486 i + 89 j + 36 k] ^ 5 = [4178138677236 + 34763152401486 i + 28091759707889 j + 4178138677236 k]
BICP | Distance=486 | [36 + 89 i + 486 j + 36 k] ^ 5 = [4178138677236 + 28091759707889 i + 34763152401486 j + 4178138677236 k]
BICP | Distance=486 | [36 + 89 i + 36 j + 486 k] ^ 5 = [15009264925236 + 20487346705889 i + 1216998997236 j + 19773112581486 k]
BICP | Distance=486 | [36 + 89 i + 86 j + 486 k] ^ 5 = [23044187275236 + 13152752308889 i + 12039112925486 j + 15700222431486 k]
BICP | Distance=486 | [36 + 95 i + 48 j + 486 k] ^ 5 = [17434207177236 + 20311622287895 i + 3146124396048 j + 18193732029486 k]
BICP | Distance=486 | [36 + 95 i + 98 j + 486 k] ^ 5 = [25556450227236 + 12083668312895 i + 13197307696298 j + 13187959479486 k]
BICP | Distance=486 | [486 + 36 i + 98 j + 3 k] ^ 5 = [15167269251486 + 6868738713636 i + 24025206868298 j + 8334522135123 k]
BICP | Distance=486 | [36 + 98 i + 5 j + 486 k] ^ 5 = [8805901975236 + 25628676820298 i + -6711637504555 j + 17844502707486 k]
BICP | Distance=486 | [486 + 36 i + 98 j + 23 k] ^ 5 = [16667658063486 + 2741458003236 i + 22933030584298 j + 12466368190423 k]
BICP | Distance=486 | [36 + 98 i + 45 j + 486 k] ^ 5 = [17011426327236 + 21364047196298 i + 2093699487645 j + 17770951179486 k]
BICP | Distance=486 | [36 + 98 i + 51 j + 486 k] ^ 5 = [18148399027236 + 20544998596298 i + 3379500704451 j + 17479540179486 k]
BICP | Distance=486 | [36 + 98 i + 95 j + 486 k] ^ 5 = [25556450227236 + 13197307696298 i + 12083668312895 j + 13187959479486 k]
BICP | Distance=486 | [36 + 98 i + 145 j + 486 k] ^ 5 = [31569131527236 + 2223923896298 i + 19389421788145 j + 4058807679486 k]
BICP | Distance=486 | [36 + 98 i + 451 j + 486 k] ^ 9 = [7038786464873417930774436 + 29048950728208874442152498 i + 16472812565650192113252451 j + 2306193148860253061958486 k]
BICP | Distance=486 | [36 + 99 i + 52 j + 486 k] ^ 5 = [18391397677236 + 20615871796299 i + 3450373904452 j + 17236541529486 k]
BICP | Distance=486 | [36 + 99 i + 452 j + 486 k] ^ 9 = [7457609955600443912954436 + 29457866393174261295752499 i + 16881728230615578966852452 j + 1887369658133227079778486 k]
BICP | Distance=486 | [36 + 105 i + 52 j + 486 k] ^ 5 = [18711963277236 + 21859554813105 i + 2589207104452 j + 16070414229486 k]
BICP | Distance=486 | [486 + 36 i + 111 j + 14 k] ^ 5 = [13051876059486 + 3543356635236 i + 25928542182111 j + 11245975503014 k]
BICP | Distance=486 | [36 + 111 i + 64 j + 486 k] ^ 5 = [21485952025236 + 21178681563111 i + 4013183671264 j + 14141987181486 k]
BICP | Distance=486 | [36 + 486 i + 139 j + 36 k] ^ 5 = [2385954277236 + 49139501229486 i + 46227930411139 j + 2385954277236 k]
BICP | Distance=486 | [36 + 139 i + 486 j + 36 k] ^ 5 = [2385954277236 + 46227930411139 i + 49139501229486 j + 2385954277236 k]
BICP | Distance=486 | [36 + 486 i + 139 j + 36 k] ^ 9 = [42484137989888568074436 + 7264176417135228094218486 i + 7287738811231623712422139 j + 42484137989888568074436 k]
BICP | Distance=486 | [36 + 139 i + 486 j + 36 k] ^ 9 = [42484137989888568074436 + 7287738811231623712422139 i + 7264176417135228094218486 j + 42484137989888568074436 k]
BICP | Distance=486 | [36 + 139 i + 86 j + 486 k] ^ 5 = [28347546175236 + 21456506862139 i + 2186159153486 j + 6434831331486 k]
BICP | Distance=486 | [36 + 145 i + 98 j + 486 k] ^ 5 = [31569131527236 + 19389421788145 i + 2223923896298 j + 4058807679486 k]
BICP | Distance=486 | [36 + 423 i + 20 j + 486 k] ^ 9 = [4985085512461614562634436 + 1009889713344428204310423 i + 9454746177485079111780020 j + 17041135217215001694138486 k]
BICP | Distance=486 | [36 + 423 i + 26 j + 486 k] ^ 9 = [4139818237210791815654436 + 1242366953512102868880423 i + 10623461680858331472123626 j + 16245637921266089610078486 k]
BICP | Distance=486 | [36 + 424 i + 27 j + 486 k] ^ 9 = [4139823817341291801074436 + 1484504759116435718880424 i + 10865599486462664322123627 j + 16245632341135589624658486 k]
BICP | Distance=486 | [36 + 451 i + 48 j + 486 k] ^ 9 = [6606549316719401351234436 + 9025501049614391769162451 i + 17470357513755042676632048 j + 15419671412957214905538486 k]
BICP | Distance=486 | [36 + 451 i + 98 j + 486 k] ^ 9 = [7038786464873417930774436 + 16472812565650192113252451 i + 29048950728208874442152498 j + 2306193148860253061958486 k]
BICP | Distance=486 | [36 + 452 i + 5 j + 486 k] ^ 9 = [11001474877944784588394436 + 8467173953148367407252452 i + 5387390521725559889545205 j + 23053696613199186233778486 k]
BICP | Distance=486 | [486 + 36 i + 452 j + 27 k] ^ 9 = [18456658317622949916330486 + 13662072271417125840804036 i + 10066065595499071308228452 j + 5187946368400064763836427 k]
BICP | Distance=486 | [36 + 452 i + 49 j + 486 k] ^ 9 = [6760644280980264835034436 + 9369928606893161058372452 i + 17814785071033811965842049 j + 15265576448696351421738486 k]
BICP | Distance=486 | [36 + 452 i + 55 j + 486 k] ^ 9 = [6453028002682063463594436 + 9956493717928169832372452 i + 19337588445274398435615655 j + 13932428155794817962138486 k]
BICP | Distance=486 | [36 + 452 i + 99 j + 486 k] ^ 9 = [7457609955600443912954436 + 16881728230615578966852452 i + 29457866393174261295752499 j + 1887369658133227079778486 k]
BICP | Distance=486 | [36 + 480 i + 27 j + 486 k] ^ 9 = [14053995939151202662274436 + 17327836377221858637864480 i + 11966245785980709630123627 j + 21533396092263957160818486 k]
BICP | Distance=486 | [36 + 480 i + 77 j + 486 k] ^ 9 = [15134980638493444336034436 + 20179993606063902907224480 i + 28624850070204553814694077 j + 6891240091183171920738486 k]
BICP | Distance=486 | [39 + 0 i + 2 j + 486 k] ^ 5 = [11017858893639 + -180224488080 i + 579444868202 j + 28860151851486 k]
BICP | Distance=486 | [39 + 0 i + 8 j + 486 k] ^ 5 = [11001243138639 + -720715993920 i + 2316638463848 j + 28789956441486 k]
BICP | Distance=486 | [39 + 0 i + 48 j + 486 k] ^ 5 = [10381926258639 + -4283537281920 i + 13644492072048 j + 26181847161486 k]
BICP | Distance=486 | [39 + 0 i + 52 j + 486 k] ^ 5 = [10271539878639 + -4632613858080 i + 14732192108452 j + 25718679441486 k]
BICP | Distance=486 | [39 + 0 i + 98 j + 486 k] ^ 5 = [8377196973639 + -8474361451920 i + 26165396212298 j + 17851435371486 k]
BICP | Distance=486 | [39 + 1 i + 423 j + 486 k] ^ 9 = [8556070357674069593674239 + 6021094748380110237068281 i + 640330440043227585309423 j + 19475076319359672919671486 k]
BICP | Distance=486 | [39 + 1 i + 481 j + 486 k] ^ 9 = [16684824402836147897172639 + 1629878611537472178627481 i + 19046330803813389866127481 j + 26583067390176850432905486 k]
BICP | Distance=486 | [39 + 2 i + 0 j + 486 k] ^ 5 = [11017858893639 + 579444868202 i + -180224488080 j + 28860151851486 k]
BICP | Distance=486 | [39 + 2 i + 6 j + 486 k] ^ 5 = [11035966848639 + 38358028202 i + 1557564441726 j + 28824680151486 k]
BICP | Distance=486 | [39 + 486 i + 2 j + 48 k] ^ 5 = [9891538503639 + 22849226559486 i + 4732387480202 j + 12441867906048 k]
BICP | Distance=486 | [39 + 2 i + 486 j + 48 k] ^ 5 = [9891538503639 + 4732387480202 i + 22849226559486 j + 12441867906048 k]
BICP | Distance=486 | [39 + 486 i + 2 j + 48 k] ^ 9 = [710640526938819648453639 + 750062776950707772222486 i + 800303016201155142205202 j + 970335425226236854740048 k]
BICP | Distance=486 | [39 + 2 i + 486 j + 48 k] ^ 9 = [710640526938819648453639 + 800303016201155142205202 i + 750062776950707772222486 j + 970335425226236854740048 k]
BICP | Distance=486 | [39 + 486 i + 2 j + 98 k] ^ 5 = [7686431328639 + 14896017063486 i + 8763862080202 j + 23928255084298 k]
BICP | Distance=486 | [39 + 2 i + 486 j + 98 k] ^ 5 = [7686431328639 + 8763862080202 i + 14896017063486 j + 23928255084298 k]
BICP | Distance=486 | [39 + 4 i + 4 j + 486 k] ^ 5 = [11047542762639 + 797961234964 i + 797961234964 j + 28836256065486 k]
BICP | Distance=486 | [39 + 4 i + 8 j + 486 k] ^ 5 = [11071674102639 + 436379662324 i + 1955586075848 j + 28788972897486 k]
BICP | Distance=486 | [39 + 5 i + 23 j + 486 k] ^ 9 = [1144516413468756573886239 + -268836827022403427809795 i + 655875765000639889741823 j + 1757726611030980242163486 k]
BICP | Distance=486 | [39 + 5 i + 73 j + 486 k] ^ 9 = [646611121333346367226239 + -1088759512395175898629795 i + 1904086194567325345342273 j + 659642203381648816053486 k]
BICP | Distance=486 | [39 + 5 i + 423 j + 486 k] ^ 9 = [7901700804809589260686239 + 6870305442684585744910205 i + 537944981261702043105423 j + 18966121937786367571203486 k]
BICP | Distance=486 | [39 + 6 i + 2 j + 486 k] ^ 5 = [11035966848639 + 1557564441726 i + 38358028202 j + 28824680151486 k]
BICP | Distance=486 | [39 + 6 i + 6 j + 486 k] ^ 5 = [11083250016639 + 1195982869086 i + 1195982869086 j + 28800548811486 k]
BICP | Distance=486 | [39 + 6 i + 6 j + 486 k] ^ 9 = [1167952196944311110055639 + 85492104077323475805366 i + 85492104077323475805366 j + 1861985724888727220022486 k]
BICP | Distance=486 | [39 + 8 i + 0 j + 486 k] ^ 5 = [11001243138639 + 2316638463848 i + -720715993920 j + 28789956441486 k]
BICP | Distance=486 | [39 + 8 i + 4 j + 486 k] ^ 5 = [11071674102639 + 1955586075848 i + 436379662324 j + 28788972897486 k]
BICP | Distance=486 | [39 + 8 i + 24 j + 486 k] ^ 5 = [11289951762639 + 128049639848 i + 6194292338424 j + 28223579097486 k]
BICP | Distance=486 | [39 + 486 i + 8 j + 52 k] ^ 5 = [9086038579839 + 22644764613486 i + 6571033269448 j + 12951659484452 k]
BICP | Distance=486 | [39 + 8 i + 486 j + 52 k] ^ 5 = [9086038579839 + 6571033269448 i + 22644764613486 j + 12951659484452 k]
BICP | Distance=486 | [39 + 9 i + 9 j + 486 k] ^ 9 = [1179410680272461006052639 + 127156443914981238044769 i + 127156443914981238044769 j + 1850527241560577324025486 k]
BICP | Distance=486 | [486 + 39 i + 14 j + 14 k] ^ 5 = [25480605159486 + 10297429824639 i + 2523982559014 j + 4989121403014 k]
BICP | Distance=486 | [39 + 486 i + 14 j + 14 k] ^ 5 = [10297429824639 + 25480605159486 i + 4989121403014 j + 2523982559014 k]
BICP | Distance=486 | [39 + 14 i + 486 j + 14 k] ^ 5 = [10297429824639 + 4989121403014 i + 25480605159486 j + 2523982559014 k]
BICP | Distance=486 | [39 + 14 i + 14 j + 486 k] ^ 5 = [11368393104639 + 2772732123014 i + 2772732123014 j + 28515405723486 k]
BICP | Distance=486 | [486 + 39 i + 14 j + 14 k] ^ 9 = [1218463933221347499342486 + 948922973672520146996439 i + 90447686803471074730814 j + 560415339926235508470014 k]
BICP | Distance=486 | [39 + 486 i + 14 j + 14 k] ^ 9 = [948922973672520146996439 + 1218463933221347499342486 i + 560415339926235508470014 j + 90447686803471074730814 k]
BICP | Distance=486 | [39 + 14 i + 486 j + 14 k] ^ 9 = [948922973672520146996439 + 560415339926235508470014 i + 1218463933221347499342486 j + 90447686803471074730814 k]
BICP | Distance=486 | [39 + 486 i + 14 j + 64 k] ^ 5 = [7682285271639 + 21503096559486 i + 8966630003014 j + 15455732537264 k]
BICP | Distance=486 | [39 + 14 i + 486 j + 64 k] ^ 5 = [7682285271639 + 8966630003014 i + 21503096559486 j + 15455732537264 k]
BICP | Distance=486 | [39 + 486 i + 14 j + 64 k] ^ 9 = [240834349442402721996039 + 635022217218998660382486 i + 1143857055928584347430014 j + 1099309636311451794261664 k]
BICP | Distance=486 | [39 + 14 i + 486 j + 64 k] ^ 9 = [240834349442402721996039 + 1143857055928584347430014 i + 635022217218998660382486 j + 1099309636311451794261664 k]
BICP | Distance=486 | [39 + 486 i + 14 j + 464 k] ^ 9 = [14870848337273330723032839 + 19727757632167002383742486 i + 2800841806996205624070014 j + 16162276351254196201548464 k]
BICP | Distance=486 | [39 + 14 i + 486 j + 464 k] ^ 9 = [14870848337273330723032839 + 2800841806996205624070014 i + 19727757632167002383742486 j + 16162276351254196201548464 k]
BICP | Distance=486 | [39 + 20 i + 52 j + 486 k] ^ 5 = [12564466410639 + 781940850020 i + 12846720104452 j + 25840324929486 k]
BICP | Distance=486 | [39 + 20 i + 98 j + 486 k] ^ 5 = [12667105497639 + -4013985387820 i + 24308882680298 j + 18510119727486 k]
BICP | Distance=486 | [39 + 20 i + 452 j + 486 k] ^ 9 = [10127508850955648028901239 + 10228291568155579697220020 i + 7547410337213486523252452 j + 20797951565795359714578486 k]
BICP | Distance=486 | [39 + 23 i + 5 j + 486 k] ^ 9 = [1144516413468756573886239 + 655875765000639889741823 i + -268836827022403427809795 j + 1757726611030980242163486 k]
BICP | Distance=486 | [39 + 24 i + 8 j + 486 k] ^ 5 = [11289951762639 + 6194292338424 i + 128049639848 j + 28223579097486 k]
BICP | Distance=486 | [39 + 24 i + 48 j + 486 k] ^ 5 = [12887660610639 + 2275229258424 i + 11353431696048 j + 26163519129486 k]
BICP | Distance=486 | [39 + 26 i + 52 j + 486 k] ^ 5 = [13206056385639 + 2398675741826 i + 12226232054452 j + 25700748879486 k]
BICP | Distance=486 | [39 + 26 i + 452 j + 486 k] ^ 9 = [9473917053523478552131239 + 11924711307492405479163626 i + 7567987044329841235872452 j + 19718586358329906777438486 k]
BICP | Distance=486 | [39 + 486 i + 27 j + 423 k] ^ 9 = [12033484791559563022672239 + 15222297260218404944421486 i + 764738768357312883060627 j + 3297603678960729300381423 k]
BICP | Distance=486 | [39 + 27 i + 486 j + 423 k] ^ 9 = [12033484791559563022672239 + 764738768357312883060627 i + 15222297260218404944421486 j + 3297603678960729300381423 k]
BICP | Distance=486 | [39 + 27 i + 451 j + 486 k] ^ 9 = [9183776174019607073566239 + 12185305932274142510118627 i + 7307392419548104204917451 j + 19428445478826035298873486 k]
BICP | Distance=486 | [39 + 30 i + 48 j + 486 k] ^ 5 = [13460271885639 + 3901878850230 i + 10723028946048 j + 25954964379486 k]
BICP | Distance=486 | [486 + 39 i + 36 j + 36 k] ^ 5 = [26071316181486 + 7819529652639 i + 6705890269236 j + 12673093525236 k]
BICP | Distance=486 | [39 + 486 i + 36 j + 36 k] ^ 5 = [7819529652639 + 26071316181486 i + 12673093525236 j + 6705890269236 k]
BICP | Distance=486 | [39 + 36 i + 486 j + 36 k] ^ 5 = [7819529652639 + 12673093525236 i + 26071316181486 j + 6705890269236 k]
BICP | Distance=486 | [39 + 36 i + 36 j + 486 k] ^ 5 = [13303970154639 + 6814330477236 i + 6814330477236 j + 26579828673486 k]
BICP | Distance=486 | [486 + 39 i + 36 j + 86 k] ^ 5 = [33959338803486 + 5266512627639 i + 3660860419236 j + 27256057553486 k]
BICP | Distance=486 | [39 + 486 i + 36 j + 86 k] ^ 5 = [2269423905639 + 20195893431486 i + 15432045775236 j + 19434921797486 k]
BICP | Distance=486 | [39 + 36 i + 486 j + 86 k] ^ 5 = [2269423905639 + 15432045775236 i + 20195893431486 j + 19434921797486 k]
BICP | Distance=486 | [39 + 36 i + 86 j + 486 k] ^ 5 = [15617611329639 + 1052075599236 i + 19700142005486 j + 20665015623486 k]
BICP | Distance=486 | [486 + 39 i + 39 j + 139 k] ^ 9 = [7257427504286541604533486 + 41585388695867274016239 i + 41585388695867274016239 j + 7294487724080310202107139 k]
BICP | Distance=486 | [39 + 48 i + 0 j + 486 k] ^ 5 = [10381926258639 + 13644492072048 i + -4283537281920 j + 26181847161486 k]
BICP | Distance=486 | [486 + 39 i + 48 j + 2 k] ^ 5 = [22849226559486 + 9891538503639 i + 12441867906048 j + 4732387480202 k]
BICP | Distance=486 | [486 + 39 i + 48 j + 2 k] ^ 9 = [750062776950707772222486 + 710640526938819648453639 i + 970335425226236854740048 j + 800303016201155142205202 k]
BICP | Distance=486 | [39 + 48 i + 24 j + 486 k] ^ 5 = [12887660610639 + 11353431696048 i + 2275229258424 j + 26163519129486 k]
BICP | Distance=486 | [39 + 48 i + 30 j + 486 k] ^ 5 = [13460271885639 + 10723028946048 i + 3901878850230 j + 25954964379486 k]
BICP | Distance=486 | [486 + 39 i + 48 j + 52 k] ^ 5 = [27140363109486 + 5214842232639 i + 8982734556048 j + 17805992708452 k]
BICP | Distance=486 | [39 + 486 i + 48 j + 52 k] ^ 5 = [5013646224639 + 26238216501486 i + 16926164148048 j + 10292788100452 k]
BICP | Distance=486 | [39 + 48 i + 486 j + 52 k] ^ 5 = [5013646224639 + 16926164148048 i + 26238216501486 j + 10292788100452 k]
BICP | Distance=486 | [486 + 39 i + 48 j + 52 k] ^ 9 = [1801131417799343891802486 + 35453872424251489930839 i + 602486281579847878680048 j + 1936937690814568740636052 k]
BICP | Distance=486 | [39 + 48 i + 74 j + 486 k] ^ 5 = [16929700485639 + 5462330646048 i + 15289886958674 j + 21977104779486 k]
BICP | Distance=486 | [39 + 48 i + 80 j + 486 k] ^ 5 = [17296140210639 + 4665204696048 i + 16729983950480 j + 21108651129486 k]
BICP | Distance=486 | [39 + 48 i + 424 j + 486 k] ^ 9 = [2197009398009123412501239 + 15099394286905894652352048 i + 2676307618463171568120424 j + 12867452112848835098178486 k]
BICP | Distance=486 | [39 + 486 i + 48 j + 452 k] ^ 9 = [16236408651486340833236439 + 16744505952924791339130486 i + 10523889308194327660545648 j + 6023788126679859882828452 k]
BICP | Distance=486 | [39 + 48 i + 486 j + 452 k] ^ 9 = [16236408651486340833236439 + 10523889308194327660545648 i + 16744505952924791339130486 j + 6023788126679859882828452 k]
BICP | Distance=486 | [39 + 48 i + 480 j + 486 k] ^ 9 = [14747558061448072557301239 + 19473915820638008923152048 i + 16793034589695915749184480 j + 16177902355302935186178486 k]
BICP | Distance=486 | [39 + 49 i + 423 j + 486 k] ^ 9 = [1935201907212323460826239 + 15166141015019597481867049 i + 2609560890349468738605423 j + 12605644622052035146503486 k]
BICP | Distance=486 | [39 + 52 i + 0 j + 486 k] ^ 5 = [10271539878639 + 14732192108452 i + -4632613858080 j + 25718679441486 k]
BICP | Distance=486 | [486 + 39 i + 52 j + 8 k] ^ 5 = [22644764613486 + 9086038579839 i + 12951659484452 j + 6571033269448 k]
BICP | Distance=486 | [39 + 52 i + 20 j + 486 k] ^ 5 = [12564466410639 + 12846720104452 i + 781940850020 j + 25840324929486 k]
BICP | Distance=486 | [39 + 52 i + 26 j + 486 k] ^ 5 = [13206056385639 + 12226232054452 i + 2398675741826 j + 25700748879486 k]
BICP | Distance=486 | [486 + 39 i + 52 j + 48 k] ^ 5 = [26238216501486 + 5013646224639 i + 10292788100452 j + 16926164148048 k]
BICP | Distance=486 | [39 + 486 i + 52 j + 48 k] ^ 5 = [5214842232639 + 27140363109486 i + 17805992708452 j + 8982734556048 k]
BICP | Distance=486 | [39 + 52 i + 486 j + 48 k] ^ 5 = [5214842232639 + 17805992708452 i + 27140363109486 j + 8982734556048 k]
BICP | Distance=486 | [39 + 486 i + 52 j + 48 k] ^ 9 = [35453872424251489930839 + 1801131417799343891802486 i + 1936937690814568740636052 j + 602486281579847878680048 k]
BICP | Distance=486 | [39 + 52 i + 486 j + 48 k] ^ 9 = [35453872424251489930839 + 1936937690814568740636052 i + 1801131417799343891802486 j + 602486281579847878680048 k]
BICP | Distance=486 | [39 + 52 i + 70 j + 486 k] ^ 5 = [17183915985639 + 6965533754452 i + 13786683850270 j + 22231320279486 k]
BICP | Distance=486 | [39 + 52 i + 76 j + 486 k] ^ 5 = [17619334410639 + 6158493104452 i + 15236695542076 j + 21431845329486 k]
BICP | Distance=486 | [486 + 39 i + 52 j + 98 k] ^ 5 = [35841667851486 + 815209995639 i + 8368465050452 j + 31752216876298 k]
BICP | Distance=486 | [39 + 55 i + 423 j + 486 k] ^ 9 = [1377768992184253634926239 + 16188257392904153872290655 i + 3304440958918092842745423 j + 11622438296990681860233486 k]
BICP | Distance=486 | [486 + 39 i + 64 j + 14 k] ^ 5 = [21503096559486 + 7682285271639 i + 15455732537264 j + 8966630003014 k]
BICP | Distance=486 | [486 + 39 i + 64 j + 14 k] ^ 9 = [635022217218998660382486 + 240834349442402721996039 i + 1099309636311451794261664 j + 1143857055928584347430014 k]
BICP | Distance=486 | [486 + 39 i + 64 j + 64 k] ^ 5 = [27468801837486 + 1503629796639 i + 12894655187264 j + 21820866131264 k]
BICP | Distance=486 | [39 + 486 i + 64 j + 64 k] ^ 5 = [1503629796639 + 27468801837486 i + 21820866131264 j + 12894655187264 k]
BICP | Distance=486 | [39 + 64 i + 486 j + 64 k] ^ 5 = [1503629796639 + 21820866131264 i + 27468801837486 j + 12894655187264 k]
BICP | Distance=486 | [39 + 64 i + 64 j + 486 k] ^ 5 = [18035643954639 + 10697594323264 i + 10697594323264 j + 21848154873486 k]
BICP | Distance=486 | [39 + 70 i + 52 j + 486 k] ^ 5 = [17183915985639 + 13786683850270 i + 6965533754452 j + 22231320279486 k]
BICP | Distance=486 | [39 + 70 i + 452 j + 486 k] ^ 9 = [6791748773523662273251239 + 23000564388892605963860470 i + 11054607102251364858312452 j + 9871532204946469790958486 k]
BICP | Distance=486 | [39 + 73 i + 5 j + 486 k] ^ 9 = [646611121333346367226239 + 1904086194567325345342273 i + -1088759512395175898629795 j + 659642203381648816053486 k]
BICP | Distance=486 | [39 + 74 i + 48 j + 486 k] ^ 5 = [16929700485639 + 15289886958674 i + 5462330646048 j + 21977104779486 k]
BICP | Distance=486 | [39 + 74 i + 98 j + 486 k] ^ 5 = [22836025560639 + 7619742258674 i + 16697944696298 j + 16215154179486 k]
BICP | Distance=486 | [39 + 76 i + 52 j + 486 k] ^ 5 = [17619334410639 + 15236695542076 i + 6158493104452 j + 21431845329486 k]
BICP | Distance=486 | [39 + 76 i + 452 j + 486 k] ^ 9 = [6817058608501547940901239 + 24345018539388323878284076 i + 11921931870945600794052452 j + 8247402902356410569778486 k]
BICP | Distance=486 | [39 + 77 i + 451 j + 486 k] ^ 9 = [6555251117704747989226239 + 24411765267502026707799077 i + 11855185142831897964537451 j + 7985595411559610618103486 k]
BICP | Distance=486 | [39 + 80 i + 48 j + 486 k] ^ 5 = [17296140210639 + 16729983950480 i + 4665204696048 j + 21108651129486 k]
BICP | Distance=486 | [39 + 80 i + 98 j + 486 k] ^ 5 = [23812076685639 + 8810422100480 i + 15631572196298 j + 15603159579486 k]
BICP | Distance=486 | [486 + 39 i + 86 j + 36 k] ^ 5 = [20195893431486 + 2269423905639 i + 19434921797486 j + 15432045775236 k]
BICP | Distance=486 | [39 + 486 i + 86 j + 36 k] ^ 5 = [5266512627639 + 33959338803486 i + 27256057553486 j + 3660860419236 k]
BICP | Distance=486 | [39 + 86 i + 486 j + 36 k] ^ 5 = [5266512627639 + 27256057553486 i + 33959338803486 j + 3660860419236 k]
BICP | Distance=486 | [39 + 86 i + 36 j + 486 k] ^ 5 = [15617611329639 + 19700142005486 i + 1052075599236 j + 20665015623486 k]
BICP | Distance=486 | [39 + 86 i + 86 j + 486 k] ^ 5 = [23252335104639 + 12158843477486 i + 12158843477486 j + 16631463723486 k]
BICP | Distance=486 | [39 + 98 i + 0 j + 486 k] ^ 5 = [8377196973639 + 26165396212298 i + -8474361451920 j + 17851435371486 k]
BICP | Distance=486 | [486 + 39 i + 98 j + 2 k] ^ 5 = [14896017063486 + 7686431328639 i + 23928255084298 j + 8763862080202 k]
BICP | Distance=486 | [39 + 98 i + 20 j + 486 k] ^ 5 = [12667105497639 + 24308882680298 i + -4013985387820 j + 18510119727486 k]
BICP | Distance=486 | [39 + 486 i + 98 j + 52 k] ^ 5 = [815209995639 + 35841667851486 i + 31752216876298 j + 8368465050452 k]
BICP | Distance=486 | [39 + 98 i + 486 j + 52 k] ^ 5 = [815209995639 + 31752216876298 i + 35841667851486 j + 8368465050452 k]
BICP | Distance=486 | [39 + 98 i + 74 j + 486 k] ^ 5 = [22836025560639 + 16697944696298 i + 7619742258674 j + 16215154179486 k]
BICP | Distance=486 | [39 + 98 i + 80 j + 486 k] ^ 5 = [23812076685639 + 15631572196298 i + 8810422100480 j + 15603159579486 k]
BICP | Distance=486 | [39 + 98 i + 424 j + 486 k] ^ 9 = [331804373869612855291239 + 23328227686907617999832498 i + 10726943804236352822340424 j + 3411587805292420372998486 k]
BICP | Distance=486 | [39 + 99 i + 423 j + 486 k] ^ 9 = [148958166009646055506239 + 23276063542230246653087499 i + 10779107948913724169085423 j + 3228741597432453573213486 k]
BICP | Distance=486 | [39 + 105 i + 423 j + 486 k] ^ 9 = [447129875888635109026239 + 24206321853043603019931105 i + 12060628557290321652405423 j + 1877474169743497737903486 k]
BICP | Distance=486 | [39 + 486 i + 139 j + 39 k] ^ 9 = [41585388695867274016239 + 7257427504286541604533486 i + 7294487724080310202107139 j + 41585388695867274016239 k]
BICP | Distance=486 | [39 + 139 i + 486 j + 39 k] ^ 9 = [41585388695867274016239 + 7294487724080310202107139 i + 7257427504286541604533486 j + 41585388695867274016239 k]
BICP | Distance=486 | [39 + 423 i + 1 j + 486 k] ^ 9 = [8556070357674069593674239 + 640330440043227585309423 i + 6021094748380110237068281 j + 19475076319359672919671486 k]
BICP | Distance=486 | [39 + 423 i + 5 j + 486 k] ^ 9 = [7901700804809589260686239 + 537944981261702043105423 i + 6870305442684585744910205 j + 18966121937786367571203486 k]
BICP | Distance=486 | [486 + 39 i + 423 j + 27 k] ^ 9 = [15222297260218404944421486 + 12033484791559563022672239 i + 3297603678960729300381423 j + 764738768357312883060627 k]
BICP | Distance=486 | [39 + 423 i + 49 j + 486 k] ^ 9 = [1935201907212323460826239 + 2609560890349468738605423 i + 15166141015019597481867049 j + 12605644622052035146503486 k]
BICP | Distance=486 | [39 + 423 i + 55 j + 486 k] ^ 9 = [1377768992184253634926239 + 3304440958918092842745423 i + 16188257392904153872290655 j + 11622438296990681860233486 k]
BICP | Distance=486 | [39 + 423 i + 99 j + 486 k] ^ 9 = [148958166009646055506239 + 10779107948913724169085423 i + 23276063542230246653087499 j + 3228741597432453573213486 k]
BICP | Distance=486 | [39 + 423 i + 105 j + 486 k] ^ 9 = [447129875888635109026239 + 12060628557290321652405423 i + 24206321853043603019931105 j + 1877474169743497737903486 k]
BICP | Distance=486 | [39 + 424 i + 48 j + 486 k] ^ 9 = [2197009398009123412501239 + 2676307618463171568120424 i + 15099394286905894652352048 j + 12867452112848835098178486 k]
BICP | Distance=486 | [39 + 424 i + 98 j + 486 k] ^ 9 = [331804373869612855291239 + 10726943804236352822340424 i + 23328227686907617999832498 j + 3411587805292420372998486 k]
BICP | Distance=486 | [39 + 451 i + 27 j + 486 k] ^ 9 = [9183776174019607073566239 + 7307392419548104204917451 i + 12185305932274142510118627 j + 19428445478826035298873486 k]
BICP | Distance=486 | [39 + 451 i + 77 j + 486 k] ^ 9 = [6555251117704747989226239 + 11855185142831897964537451 i + 24411765267502026707799077 j + 7985595411559610618103486 k]
BICP | Distance=486 | [39 + 452 i + 20 j + 486 k] ^ 9 = [10127508850955648028901239 + 7547410337213486523252452 i + 10228291568155579697220020 j + 20797951565795359714578486 k]
BICP | Distance=486 | [39 + 452 i + 26 j + 486 k] ^ 9 = [9473917053523478552131239 + 7567987044329841235872452 i + 11924711307492405479163626 j + 19718586358329906777438486 k]
BICP | Distance=486 | [486 + 39 i + 452 j + 48 k] ^ 9 = [16744505952924791339130486 + 16236408651486340833236439 i + 6023788126679859882828452 j + 10523889308194327660545648 k]
BICP | Distance=486 | [39 + 452 i + 70 j + 486 k] ^ 9 = [6791748773523662273251239 + 11054607102251364858312452 i + 23000564388892605963860470 j + 9871532204946469790958486 k]
BICP | Distance=486 | [39 + 452 i + 76 j + 486 k] ^ 9 = [6817058608501547940901239 + 11921931870945600794052452 i + 24345018539388323878284076 j + 8247402902356410569778486 k]
BICP | Distance=486 | [486 + 39 i + 464 j + 14 k] ^ 9 = [19727757632167002383742486 + 14870848337273330723032839 i + 16162276351254196201548464 j + 2800841806996205624070014 k]
BICP | Distance=486 | [39 + 480 i + 48 j + 486 k] ^ 9 = [14747558061448072557301239 + 16793034589695915749184480 i + 19473915820638008923152048 j + 16177902355302935186178486 k]
BICP | Distance=486 | [39 + 481 i + 1 j + 486 k] ^ 9 = [16684824402836147897172639 + 19046330803813389866127481 i + 1629878611537472178627481 j + 26583067390176850432905486 k]
BICP | Distance=486 | [40 + 3 i + 8 j + 486 k] ^ 5 = [11344444477640 + 130087417323 i + 2043481799848 j + 28884268593486 k]
BICP | Distance=486 | [40 + 8 i + 3 j + 486 k] ^ 5 = [11344444477640 + 2043481799848 i + 130087417323 j + 28884268593486 k]
BICP | Distance=486 | [40 + 8 i + 23 j + 486 k] ^ 5 = [11570574701640 + 170930039848 i + 5902813657423 j + 28367206717486 k]
BICP | Distance=486 | [40 + 23 i + 8 j + 486 k] ^ 5 = [11570574701640 + 5902813657423 i + 170930039848 j + 28367206717486 k]
BICP | Distance=486 | [40 + 23 i + 48 j + 486 k] ^ 5 = [13062471685640 + 1905435433423 i + 11430915696048 j + 26294077629486 k]
BICP | Distance=486 | [40 + 27 i + 52 j + 486 k] ^ 5 = [13579675585640 + 2563027741827 i + 12088508004452 j + 25776873729486 k]
BICP | Distance=486 | [40 + 27 i + 452 j + 486 k] ^ 9 = [9646327738513956707011240 + 12306724734748243491003627 i + 7394639191946023162572452 j + 19516856689322098823538486 k]
BICP | Distance=486 | [40 + 48 i + 23 j + 486 k] ^ 5 = [13062471685640 + 11430915696048 i + 1905435433423 j + 26294077629486 k]
BICP | Distance=486 | [40 + 48 i + 73 j + 486 k] ^ 5 = [17110189285640 + 5457460896048 i + 14982941158673 j + 22246360029486 k]
BICP | Distance=486 | [40 + 48 i + 423 j + 486 k] ^ 9 = [2207035638832709604811240 + 15095578827680293438752048 i + 2340808585605704585430423 j + 12661141478433967019178486 k]
BICP | Distance=486 | [40 + 52 i + 27 j + 486 k] ^ 5 = [13579675585640 + 12088508004452 i + 2563027741827 j + 25776873729486 k]
BICP | Distance=486 | [40 + 52 i + 77 j + 486 k] ^ 5 = [17927595785640 + 5880610404452 i + 15406090667077 j + 21428953529486 k]
BICP | Distance=486 | [40 + 73 i + 48 j + 486 k] ^ 5 = [17110189285640 + 14982941158673 i + 5457460896048 j + 22246360029486 k]
BICP | Distance=486 | [40 + 73 i + 98 j + 486 k] ^ 5 = [22872141335640 + 7252393933673 i + 16777874196298 j + 16484407979486 k]
BICP | Distance=486 | [40 + 77 i + 52 j + 486 k] ^ 5 = [17927595785640 + 15406090667077 i + 5880610404452 j + 21428953529486 k]
BICP | Distance=486 | [40 + 77 i + 452 j + 486 k] ^ 9 = [7050847997831456438611240 + 24548917655622568084374077 i + 11794147413547979231052452 j + 7817329119435220185378486 k]
BICP | Distance=486 | [40 + 98 i + 73 j + 486 k] ^ 5 = [22872141335640 + 16777874196298 i + 7252393933673 j + 16484407979486 k]
BICP | Distance=486 | [40 + 98 i + 423 j + 486 k] ^ 9 = [265526580905850718711240 + 23084698265052135711272498 i + 10351072071951783235560423 j + 3241024425375543862038486 k]
BICP | Distance=486 | [40 + 423 i + 48 j + 486 k] ^ 9 = [2207035638832709604811240 + 2340808585605704585430423 i + 15095578827680293438752048 j + 12661141478433967019178486 k]
BICP | Distance=486 | [40 + 423 i + 98 j + 486 k] ^ 9 = [265526580905850718711240 + 10351072071951783235560423 i + 23084698265052135711272498 j + 3241024425375543862038486 k]
BICP | Distance=486 | [40 + 452 i + 27 j + 486 k] ^ 9 = [9646327738513956707011240 + 7394639191946023162572452 i + 12306724734748243491003627 j + 19516856689322098823538486 k]
BICP | Distance=486 | [40 + 452 i + 77 j + 486 k] ^ 9 = [7050847997831456438611240 + 11794147413547979231052452 i + 24548917655622568084374077 j + 7817329119435220185378486 k]
BICP | Distance=486 | [41 + 486 i + 6 j + 52 k] ^ 9 = [619973971079591584389641 + 708869138416209796374486 i + 950004998214892301714166 j + 958293159159459392116852 k]
BICP | Distance=486 | [41 + 6 i + 486 j + 52 k] ^ 9 = [619973971079591584389641 + 950004998214892301714166 i + 708869138416209796374486 j + 958293159159459392116852 k]
BICP | Distance=486 | [486 + 41 i + 52 j + 6 k] ^ 9 = [708869138416209796374486 + 619973971079591584389641 i + 958293159159459392116852 j + 950004998214892301714166 k]
BICP | Distance=486 | [43 + 5 i + 9 j + 486 k] ^ 9 = [1301957405273855549223043 + -17749781904707147883715 i + 202906390142693770453089 j + 1935517367101070615553486 k]
BICP | Distance=486 | [43 + 9 i + 5 j + 486 k] ^ 9 = [1301957405273855549223043 + 202906390142693770453089 i + -17749781904707147883715 j + 1935517367101070615553486 k]
BICP | Distance=486 | [43 + 23 i + 27 j + 486 k] ^ 9 = [1434198905867416519143043 + 184489604466140072581823 i + 405145776513540990918627 j + 1803275866507509645633486 k]
BICP | Distance=486 | [43 + 27 i + 23 j + 486 k] ^ 9 = [1434198905867416519143043 + 405145776513540990918627 i + 184489604466140072581823 j + 1803275866507509645633486 k]
BICP | Distance=486 | [43 + 27 i + 423 j + 486 k] ^ 9 = [5309758140093122244663043 + 11785096393802801029398627 i + 270953310950586102105423 j + 15774394030922629560753486 k]
BICP | Distance=486 | [43 + 48 i + 52 j + 486 k] ^ 5 = [16406800519043 + 7869152196048 i + 9435192804452 j + 24996025629486 k]
BICP | Distance=486 | [43 + 48 i + 52 j + 486 k] ^ 9 = [1789025881306002371838043 + 263621720093494385832048 i + 484277892140895304168852 j + 1448448891068923792938486 k]
BICP | Distance=486 | [43 + 48 i + 452 j + 486 k] ^ 9 = [8570007098301281263038043 + 18009511143563653811592048 i + 7709193879354904718412452 j + 14919733652034297311658486 k]
BICP | Distance=486 | [43 + 52 i + 48 j + 486 k] ^ 5 = [16406800519043 + 9435192804452 i + 7869152196048 j + 24996025629486 k]
BICP | Distance=486 | [43 + 52 i + 48 j + 486 k] ^ 9 = [1789025881306002371838043 + 484277892140895304168852 i + 263621720093494385832048 j + 1448448891068923792938486 k]
BICP | Distance=486 | [43 + 52 i + 98 j + 486 k] ^ 5 = [19842067094043 + 2299219854452 i + 20038566396298 j + 18463847579486 k]
BICP | Distance=486 | [43 + 77 i + 423 j + 486 k] ^ 9 = [691613403893356094163043 + 19925894405534371353159077 i + 5792810617384187176845423 j + 7041339957626372142783486 k]
BICP | Distance=486 | [43 + 98 i + 52 j + 486 k] ^ 5 = [19842067094043 + 20038566396298 i + 2299219854452 j + 18463847579486 k]
BICP | Distance=486 | [43 + 98 i + 452 j + 486 k] ^ 9 = [8735027644991746344588043 + 28594280604770686262552498 i + 14393278978967944295952452 j + 883158517090500755478486 k]
BICP | Distance=486 | [43 + 423 i + 27 j + 486 k] ^ 9 = [5309758140093122244663043 + 270953310950586102105423 i + 11785096393802801029398627 j + 15774394030922629560753486 k]
BICP | Distance=486 | [43 + 423 i + 77 j + 486 k] ^ 9 = [691613403893356094163043 + 5792810617384187176845423 i + 19925894405534371353159077 j + 7041339957626372142783486 k]
BICP | Distance=486 | [43 + 452 i + 48 j + 486 k] ^ 9 = [8570007098301281263038043 + 7709193879354904718412452 i + 18009511143563653811592048 j + 14919733652034297311658486 k]
BICP | Distance=486 | [43 + 452 i + 98 j + 486 k] ^ 9 = [8735027644991746344588043 + 14393278978967944295952452 i + 28594280604770686262552498 j + 883158517090500755478486 k]
BICP | Distance=486 | [44 + 486 i + 0 j + 3 k] ^ 9 = [1138103145341503609831244 + 1077284506192168843170486 i + 57384637877319142547520 j + 65115333774295019575443 k]
BICP | Distance=486 | [44 + 0 i + 486 j + 3 k] ^ 9 = [1138103145341503609831244 + 57384637877319142547520 i + 1077284506192168843170486 j + 65115333774295019575443 k]
BICP | Distance=486 | [486 + 44 i + 3 j + 0 k] ^ 9 = [1077284506192168843170486 + 1138103145341503609831244 i + 65115333774295019575443 j + 57384637877319142547520 k]
BICP | Distance=486 | [44 + 486 i + 6 j + 55 k] ^ 9 = [619217392453042476984044 + 619893569821780044054486 i + 1038980566809322054034166 j + 957536580532910284711255 k]
BICP | Distance=486 | [44 + 6 i + 486 j + 55 k] ^ 9 = [619217392453042476984044 + 1038980566809322054034166 i + 619893569821780044054486 j + 957536580532910284711255 k]
BICP | Distance=486 | [486 + 44 i + 55 j + 6 k] ^ 9 = [619893569821780044054486 + 619217392453042476984044 i + 957536580532910284711255 j + 1038980566809322054034166 k]
BICP | Distance=486 | [486 + 45 i + 2 j + 4 k] ^ 5 = [24817184811486 + 12323295039645 i + 119722188202 j + 1263386140964 k]
BICP | Distance=486 | [45 + 486 i + 4 j + 2 k] ^ 5 = [12323295039645 + 24817184811486 i + 1263386140964 j + 119722188202 k]
BICP | Distance=486 | [45 + 4 i + 486 j + 2 k] ^ 5 = [12323295039645 + 1263386140964 i + 24817184811486 j + 119722188202 k]
BICP | Distance=486 | [45 + 486 i + 4 j + 52 k] ^ 5 = [11024487984645 + 21941352441486 i + 6248530330964 j + 13041344808452 k]
BICP | Distance=486 | [45 + 4 i + 486 j + 52 k] ^ 5 = [11024487984645 + 6248530330964 i + 21941352441486 j + 13041344808452 k]
BICP | Distance=486 | [45 + 486 i + 6 j + 8 k] ^ 5 = [12221117985645 + 24797864043486 i + 2405059369086 j + 1503590001848 k]
BICP | Distance=486 | [45 + 6 i + 486 j + 8 k] ^ 5 = [12221117985645 + 2405059369086 i + 24797864043486 j + 1503590001848 k]
BICP | Distance=486 | [45 + 486 i + 6 j + 48 k] ^ 5 = [10979496705645 + 22456419507486 i + 6361592305086 j + 11858356050048 k]
BICP | Distance=486 | [45 + 6 i + 486 j + 48 k] ^ 5 = [10979496705645 + 6361592305086 i + 22456419507486 j + 11858356050048 k]
BICP | Distance=486 | [45 + 486 i + 6 j + 56 k] ^ 9 = [617043600699289273209645 + 589913942316702850710486 i + 1068960194314399247378166 j + 955362788779157080936856 k]
BICP | Distance=486 | [45 + 6 i + 486 j + 56 k] ^ 9 = [617043600699289273209645 + 1068960194314399247378166 i + 589913942316702850710486 j + 955362788779157080936856 k]
BICP | Distance=486 | [45 + 486 i + 6 j + 98 k] ^ 5 = [8054944140645 + 14685887547486 i + 10816860985086 j + 23222654440298 k]
BICP | Distance=486 | [45 + 6 i + 486 j + 98 k] ^ 5 = [8054944140645 + 10816860985086 i + 14685887547486 j + 23222654440298 k]
BICP | Distance=486 | [486 + 45 i + 8 j + 6 k] ^ 5 = [24797864043486 + 12221117985645 i + 1503590001848 j + 2405059369086 k]
BICP | Distance=486 | [45 + 486 i + 11 j + 23 k] ^ 9 = [1007768395872269164330245 + 1053780359401553045103486 i + 666756255220967612374211 j + 284125827841244757241823 k]
BICP | Distance=486 | [45 + 11 i + 486 j + 23 k] ^ 9 = [1007768395872269164330245 + 666756255220967612374211 i + 1053780359401553045103486 j + 284125827841244757241823 k]
BICP | Distance=486 | [45 + 486 i + 11 j + 73 k] ^ 9 = [200329708824924456310245 + 351914611637968915113486 i + 1289177227104103712914211 j + 1110777126202580529442273 k]
BICP | Distance=486 | [45 + 11 i + 486 j + 73 k] ^ 9 = [200329708824924456310245 + 1289177227104103712914211 i + 351914611637968915113486 j + 1110777126202580529442273 k]
BICP | Distance=486 | [45 + 486 i + 14 j + 52 k] ^ 5 = [9930260037645 + 22465190079486 i + 8723565923014 j + 12116902554452 k]
BICP | Distance=486 | [45 + 14 i + 486 j + 52 k] ^ 5 = [9930260037645 + 8723565923014 i + 22465190079486 j + 12116902554452 k]
BICP | Distance=486 | [45 + 486 i + 14 j + 52 k] ^ 9 = [555128450347329649915245 + 794122802477147696958486 i + 1145230400225063744646014 j + 800772145195042803268852 k]
BICP | Distance=486 | [45 + 14 i + 486 j + 52 k] ^ 9 = [555128450347329649915245 + 1145230400225063744646014 i + 794122802477147696958486 j + 800772145195042803268852 k]
BICP | Distance=486 | [45 + 486 i + 14 j + 452 k] ^ 9 = [15490664659101176492155245 + 18306671374432787068638486 i + 763174123283983232166014 j + 12915812446598599430472452 k]
BICP | Distance=486 | [45 + 14 i + 486 j + 452 k] ^ 9 = [15490664659101176492155245 + 763174123283983232166014 i + 18306671374432787068638486 j + 12915812446598599430472452 k]
BICP | Distance=486 | [486 + 45 i + 23 j + 11 k] ^ 9 = [1053780359401553045103486 + 1007768395872269164330245 i + 284125827841244757241823 j + 666756255220967612374211 k]
BICP | Distance=486 | [45 + 486 i + 36 j + 48 k] ^ 5 = [8166200412645 + 24742066329486 i + 14002343377236 j + 9279839796048 k]
BICP | Distance=486 | [45 + 36 i + 486 j + 48 k] ^ 5 = [8166200412645 + 14002343377236 i + 24742066329486 j + 9279839796048 k]
BICP | Distance=486 | [45 + 486 i + 36 j + 48 k] ^ 9 = [366541791904762230265245 + 1318205413237020751458486 i + 1556000490125135312834436 j + 515338694897344077192048 k]
BICP | Distance=486 | [45 + 36 i + 486 j + 48 k] ^ 9 = [366541791904762230265245 + 1556000490125135312834436 i + 1318205413237020751458486 j + 515338694897344077192048 k]
BICP | Distance=486 | [45 + 486 i + 36 j + 98 k] ^ 5 = [2093699487645 + 17770951179486 i + 17011426327236 j + 21364047196298 k]
BICP | Distance=486 | [45 + 36 i + 486 j + 98 k] ^ 5 = [2093699487645 + 17011426327236 i + 17770951179486 j + 21364047196298 k]
BICP | Distance=486 | [486 + 45 i + 48 j + 6 k] ^ 5 = [22456419507486 + 10979496705645 i + 11858356050048 j + 6361592305086 k]
BICP | Distance=486 | [486 + 45 i + 48 j + 36 k] ^ 5 = [24742066329486 + 8166200412645 i + 9279839796048 j + 14002343377236 k]
BICP | Distance=486 | [486 + 45 i + 48 j + 36 k] ^ 9 = [1318205413237020751458486 + 366541791904762230265245 i + 515338694897344077192048 j + 1556000490125135312834436 k]
BICP | Distance=486 | [486 + 45 i + 48 j + 86 k] ^ 5 = [33034823379486 + 4509166737645 i + 6114818946048 j + 28180572977486 k]
BICP | Distance=486 | [486 + 45 i + 52 j + 4 k] ^ 5 = [21941352441486 + 11024487984645 i + 13041344808452 j + 6248530330964 k]
BICP | Distance=486 | [486 + 45 i + 52 j + 14 k] ^ 5 = [22465190079486 + 9930260037645 i + 12116902554452 j + 8723565923014 k]
BICP | Distance=486 | [486 + 45 i + 52 j + 14 k] ^ 9 = [794122802477147696958486 + 555128450347329649915245 i + 800772145195042803268852 j + 1145230400225063744646014 k]
BICP | Distance=486 | [486 + 45 i + 52 j + 64 k] ^ 5 = [28372993929486 + 5281414212645 i + 8483095404452 j + 21873926423264 k]
BICP | Distance=486 | [486 + 45 i + 56 j + 6 k] ^ 9 = [589913942316702850710486 + 617043600699289273209645 i + 955362788779157080936856 j + 1068960194314399247378166 k]
BICP | Distance=486 | [45 + 486 i + 64 j + 52 k] ^ 5 = [5281414212645 + 28372993929486 i + 21873926423264 j + 8483095404452 k]
BICP | Distance=486 | [45 + 64 i + 486 j + 52 k] ^ 5 = [5281414212645 + 21873926423264 i + 28372993929486 j + 8483095404452 k]
BICP | Distance=486 | [45 + 486 i + 64 j + 452 k] ^ 9 = [19213052799704994719305245 + 14571694837726353520578486 i + 13453875973957260885806464 j + 2047686267792328365852452 k]
BICP | Distance=486 | [45 + 64 i + 486 j + 452 k] ^ 9 = [19213052799704994719305245 + 13453875973957260885806464 i + 14571694837726353520578486 j + 2047686267792328365852452 k]
BICP | Distance=486 | [486 + 45 i + 73 j + 11 k] ^ 9 = [351914611637968915113486 + 200329708824924456310245 i + 1110777126202580529442273 j + 1289177227104103712914211 k]
BICP | Distance=486 | [45 + 486 i + 86 j + 48 k] ^ 5 = [4509166737645 + 33034823379486 i + 28180572977486 j + 6114818946048 k]
BICP | Distance=486 | [45 + 86 i + 486 j + 48 k] ^ 5 = [4509166737645 + 28180572977486 i + 33034823379486 j + 6114818946048 k]
BICP | Distance=486 | [486 + 45 i + 98 j + 6 k] ^ 5 = [14685887547486 + 8054944140645 i + 23222654440298 j + 10816860985086 k]
BICP | Distance=486 | [486 + 45 i + 98 j + 36 k] ^ 5 = [17770951179486 + 2093699487645 i + 21364047196298 j + 17011426327236 k]
BICP | Distance=486 | [486 + 45 i + 452 j + 14 k] ^ 9 = [18306671374432787068638486 + 15490664659101176492155245 i + 12915812446598599430472452 j + 763174123283983232166014 k]
BICP | Distance=486 | [486 + 45 i + 452 j + 64 k] ^ 9 = [14571694837726353520578486 + 19213052799704994719305245 i + 2047686267792328365852452 j + 13453875973957260885806464 k]
BICP | Distance=486 | [486 + 48 i + 0 j + 1 k] ^ 5 = [24482458737486 + 13128632040048 i + -109125118080 j + 262645765561 k]
BICP | Distance=486 | [48 + 486 i + 0 j + 3 k] ^ 5 = [13125241896048 + 24471315729486 i + 327361357440 j + 787867129323 k]
BICP | Distance=486 | [48 + 0 i + 486 j + 3 k] ^ 5 = [13125241896048 + 327361357440 i + 24471315729486 j + 787867129323 k]
BICP | Distance=486 | [48 + 486 i + 0 j + 3 k] ^ 9 = [1222550794112775321552048 + 997792240236106927698486 i + 61890349293619873102080 j + 61613696680744832748243 k]
BICP | Distance=486 | [48 + 0 i + 486 j + 3 k] ^ 9 = [1222550794112775321552048 + 61890349293619873102080 i + 997792240236106927698486 j + 61613696680744832748243 k]
BICP | Distance=486 | [48 + 486 i + 0 j + 7 k] ^ 5 = [13111681800048 + 24426748557486 i + 763712530560 j + 1837701753727 k]
BICP | Distance=486 | [48 + 0 i + 486 j + 7 k] ^ 5 = [13111681800048 + 763712530560 i + 24426748557486 j + 1837701753727 k]
BICP | Distance=486 | [486 + 48 i + 0 j + 9 k] ^ 5 = [24571620297486 + 13155754920048 i + -982461985920 j + 2365495971489 k]
BICP | Distance=486 | [486 + 48 i + 0 j + 11 k] ^ 5 = [24616212741486 + 13169317512048 i + -1200992158080 j + 2892190956611 k]
BICP | Distance=486 | [48 + 486 i + 0 j + 23 k] ^ 5 = [12949020552048 + 23892549021486 i + 2504190349440 j + 6012347609423 k]
BICP | Distance=486 | [48 + 0 i + 486 j + 23 k] ^ 5 = [12949020552048 + 2504190349440 i + 23892549021486 j + 6012347609423 k]
BICP | Distance=486 | [48 + 486 i + 0 j + 27 k] ^ 5 = [12881277672048 + 23670296361486 i + 2937182290560 j + 7045349905827 k]
BICP | Distance=486 | [48 + 0 i + 486 j + 27 k] ^ 5 = [12881277672048 + 2937182290560 i + 23670296361486 j + 7045349905827 k]
BICP | Distance=486 | [486 + 48 i + 0 j + 39 k] ^ 5 = [26181847161486 + 13644492072048 i + -4283537281920 j + 10381926258639 k]
BICP | Distance=486 | [486 + 48 i + 0 j + 61 k] ^ 5 = [28661375421486 + 14393095752048 i + -6762503998080 j + 16552984021861 k]
BICP | Distance=486 | [48 + 486 i + 0 j + 73 k] ^ 5 = [11328490632048 + 18612139581486 i + 7784599789440 j + 18265163574673 k]
BICP | Distance=486 | [48 + 0 i + 486 j + 73 k] ^ 5 = [11328490632048 + 7784599789440 i + 18612139581486 j + 18265163574673 k]
BICP | Distance=486 | [48 + 486 i + 0 j + 77 k] ^ 5 = [11126701992048 + 17959961601486 i + 8189598130560 j + 19158456471077 k]
BICP | Distance=486 | [48 + 0 i + 486 j + 77 k] ^ 5 = [11126701992048 + 8189598130560 i + 17959961601486 j + 19158456471077 k]
BICP | Distance=486 | [486 + 48 i + 0 j + 89 k] ^ 5 = [33460338681486 + 15828699432048 i + -10041004321920 j + 25029715123889 k]
BICP | Distance=486 | [486 + 48 i + 0 j + 111 k] ^ 5 = [38579775201486 + 17341746792048 i + -12750918238080 j + 32369050437111 k]
BICP | Distance=486 | [486 + 48 i + 0 j + 139 k] ^ 5 = [46918247301486 + 19768019592048 i + -16421328961920 j + 42840773139139 k]
BICP | Distance=486 | [486 + 48 i + 0 j + 361 k] ^ 5 = [210970730601486 + 61385293992048 i + -61343725438080 j + 210981895263361 k]
BICP | Distance=486 | [486 + 48 i + 0 j + 389 k] ^ 5 = [248743646901486 + 69924112392048 i + -69913016161920 j + 248753512965389 k]
BICP | Distance=486 | [48 + 486 i + 1 j + 0 k] ^ 5 = [13128632040048 + 24482458737486 i + 262645765561 j + -109125118080 k]
BICP | Distance=486 | [48 + 1 i + 486 j + 0 k] ^ 5 = [13128632040048 + 262645765561 i + 24482458737486 j + -109125118080 k]
BICP | Distance=486 | [48 + 486 i + 1 j + 6 k] ^ 5 = [13103057910048 + 24446413827486 i + 917048698561 j + 1466322729726 k]
BICP | Distance=486 | [48 + 1 i + 486 j + 6 k] ^ 5 = [13103057910048 + 917048698561 i + 24446413827486 j + 1466322729726 k]
BICP | Distance=486 | [48 + 486 i + 1 j + 20 k] ^ 5 = [12948568092048 + 24050666601486 i + 2438628401561 j + 5125735382020 k]
BICP | Distance=486 | [48 + 1 i + 486 j + 20 k] ^ 5 = [12948568092048 + 2438628401561 i + 24050666601486 j + 5125735382020 k]
BICP | Distance=486 | [48 + 486 i + 1 j + 26 k] ^ 5 = [12841791642048 + 23747890851486 i + 3086981786561 j + 6679635441826 k]
BICP | Distance=486 | [48 + 1 i + 486 j + 26 k] ^ 5 = [12841791642048 + 3086981786561 i + 23747890851486 j + 6679635441826 k]
BICP | Distance=486 | [48 + 486 i + 1 j + 70 k] ^ 5 = [11320535862048 + 19127695491486 i + 7707177146561 j + 17482692062270 k]
BICP | Distance=486 | [48 + 1 i + 486 j + 70 k] ^ 5 = [11320535862048 + 7707177146561 i + 19127695491486 j + 17482692062270 k]
BICP | Distance=486 | [48 + 486 i + 1 j + 76 k] ^ 5 = [11013361812048 + 18178240041486 i + 8311054961561 j + 18836194522076 k]
BICP | Distance=486 | [48 + 1 i + 486 j + 76 k] ^ 5 = [11013361812048 + 8311054961561 i + 18178240041486 j + 18836194522076 k]
BICP | Distance=486 | [486 + 48 i + 2 j + 3 k] ^ 5 = [24490983951486 + 13116615942048 i + 198024688202 j + 1006179993843 k]
BICP | Distance=486 | [48 + 486 i + 2 j + 3 k] ^ 5 = [13113226362048 + 24479840691486 i + 852557416682 j + 569723488323 k]
BICP | Distance=486 | [48 + 2 i + 486 j + 3 k] ^ 5 = [13113226362048 + 852557416682 i + 24479840691486 j + 569723488323 k]
BICP | Distance=486 | [48 + 486 i + 2 j + 9 k] ^ 5 = [13062087822048 + 24407756271486 i + 1506001038602 j + 2144312113689 k]
BICP | Distance=486 | [48 + 2 i + 486 j + 9 k] ^ 5 = [13062087822048 + 1506001038602 i + 24407756271486 j + 2144312113689 k]
BICP | Distance=486 | [48 + 486 i + 2 j + 23 k] ^ 5 = [12848090850048 + 23928141807486 i + 3022203708682 j + 5796220492423 k]
BICP | Distance=486 | [48 + 2 i + 486 j + 23 k] ^ 5 = [12848090850048 + 3022203708682 i + 23928141807486 j + 5796220492423 k]
BICP | Distance=486 | [48 + 486 i + 2 j + 39 k] ^ 5 = [12441867906048 + 22849226559486 i + 4732387480202 j + 9891538503639 k]
BICP | Distance=486 | [48 + 2 i + 486 j + 39 k] ^ 5 = [12441867906048 + 4732387480202 i + 22849226559486 j + 9891538503639 k]
BICP | Distance=486 | [48 + 486 i + 2 j + 39 k] ^ 9 = [970335425226236854740048 + 750062776950707772222486 i + 800303016201155142205202 j + 710640526938819648453639 k]
BICP | Distance=486 | [48 + 2 i + 486 j + 39 k] ^ 9 = [970335425226236854740048 + 800303016201155142205202 i + 750062776950707772222486 j + 710640526938819648453639 k]
BICP | Distance=486 | [48 + 486 i + 2 j + 73 k] ^ 5 = [11011991310048 + 18714532527486 i + 8235812988682 j + 18063861667673 k]
BICP | Distance=486 | [48 + 2 i + 486 j + 73 k] ^ 5 = [11011991310048 + 8235812988682 i + 18714532527486 j + 18063861667673 k]
BICP | Distance=486 | [48 + 486 i + 2 j + 89 k] ^ 5 = [10076313006048 + 15930609759486 i + 9798454776202 j + 21538373406889 k]
BICP | Distance=486 | [48 + 2 i + 486 j + 89 k] ^ 5 = [10076313006048 + 9798454776202 i + 15930609759486 j + 21538373406889 k]
BICP | Distance=486 | [48 + 486 i + 2 j + 139 k] ^ 5 = [6101631306048 + 4045352859486 i + 14173997772202 j + 30117504460139 k]
BICP | Distance=486 | [48 + 2 i + 486 j + 139 k] ^ 5 = [6101631306048 + 14173997772202 i + 4045352859486 j + 30117504460139 k]
BICP | Distance=486 | [486 + 48 i + 3 j + 0 k] ^ 5 = [24471315729486 + 13125241896048 i + 787867129323 j + 327361357440 k]
BICP | Distance=486 | [486 + 48 i + 3 j + 0 k] ^ 9 = [997792240236106927698486 + 1222550794112775321552048 i + 61613696680744832748243 j + 61890349293619873102080 k]
BICP | Distance=486 | [486 + 48 i + 3 j + 2 k] ^ 5 = [24479840691486 + 13113226362048 i + 569723488323 j + 852557416682 k]
BICP | Distance=486 | [48 + 486 i + 3 j + 2 k] ^ 5 = [13116615942048 + 24490983951486 i + 1006179993843 j + 198024688202 k]
BICP | Distance=486 | [48 + 3 i + 486 j + 2 k] ^ 5 = [13116615942048 + 1006179993843 i + 24490983951486 j + 198024688202 k]
BICP | Distance=486 | [48 + 486 i + 3 j + 6 k] ^ 5 = [13079028642048 + 24463460511486 i + 1441958345523 j + 1248498862686 k]
BICP | Distance=486 | [48 + 3 i + 486 j + 6 k] ^ 5 = [13079028642048 + 1441958345523 i + 24463460511486 j + 1248498862686 k]
BICP | Distance=486 | [48 + 486 i + 3 j + 36 k] ^ 5 = [12453023220048 + 23124219957486 i + 4667910240123 j + 9026423823636 k]
BICP | Distance=486 | [48 + 3 i + 486 j + 36 k] ^ 5 = [12453023220048 + 4667910240123 i + 23124219957486 j + 9026423823636 k]
BICP | Distance=486 | [48 + 486 i + 3 j + 52 k] ^ 5 = [11872782372048 + 21601033461486 i + 6340717278843 j + 13016206388452 k]
BICP | Distance=486 | [48 + 3 i + 486 j + 52 k] ^ 5 = [11872782372048 + 6340717278843 i + 21601033461486 j + 13016206388452 k]
BICP | Distance=486 | [48 + 486 i + 3 j + 86 k] ^ 5 = [10080547410048 + 16554916287486 i + 9722169171123 j + 20813398171886 k]
BICP | Distance=486 | [48 + 3 i + 486 j + 86 k] ^ 5 = [10080547410048 + 9722169171123 i + 16554916287486 j + 20813398171886 k]
BICP | Distance=486 | [48 + 486 i + 3 j + 136 k] ^ 5 = [6106792800048 + 4979183517486 i + 14072828652123 j + 29641222620136 k]
BICP | Distance=486 | [48 + 3 i + 486 j + 136 k] ^ 5 = [6106792800048 + 14072828652123 i + 4979183517486 j + 29641222620136 k]
BICP | Distance=486 | [48 + 486 i + 4 j + 5 k] ^ 5 = [13080670452048 + 24484872321486 i + 1595698630964 j + 877097600605 k]
BICP | Distance=486 | [48 + 4 i + 486 j + 5 k] ^ 5 = [13080670452048 + 1595698630964 i + 24484872321486 j + 877097600605 k]
BICP | Distance=486 | [486 + 48 i + 4 j + 7 k] ^ 5 = [24537097809486 + 13077069156048 i + 287923491764 j + 2275263413327 k]
BICP | Distance=486 | [486 + 48 i + 4 j + 9 k] ^ 5 = [24578184321486 + 13070075052048 i + 70437094324 j + 2801407695489 k]
BICP | Distance=486 | [48 + 486 i + 4 j + 9 k] ^ 5 = [13026048420048 + 24433318197486 i + 2030433342964 j + 1927021164849 k]
BICP | Distance=486 | [48 + 4 i + 486 j + 9 k] ^ 5 = [13026048420048 + 2030433342964 i + 24433318197486 j + 1927021164849 k]
BICP | Distance=486 | [48 + 486 i + 4 j + 49 k] ^ 5 = [11888797572048 + 21969585261486 i + 6276763150964 j + 12177035221049 k]
BICP | Distance=486 | [48 + 4 i + 486 j + 49 k] ^ 5 = [11888797572048 + 6276763150964 i + 21969585261486 j + 12177035221049 k]
BICP | Distance=486 | [48 + 486 i + 4 j + 55 k] ^ 5 = [11626452972048 + 21298417461486 i + 6891465310964 j + 13643309795855 k]
BICP | Distance=486 | [48 + 4 i + 486 j + 55 k] ^ 5 = [11626452972048 + 6891465310964 i + 21298417461486 j + 13643309795855 k]
BICP | Distance=486 | [48 + 486 i + 4 j + 99 k] ^ 5 = [8988968892048 + 14073641001486 i + 11130408150964 j + 23371061416299 k]
BICP | Distance=486 | [48 + 4 i + 486 j + 99 k] ^ 5 = [8988968892048 + 11130408150964 i + 14073641001486 j + 23371061416299 k]
BICP | Distance=486 | [48 + 486 i + 4 j + 105 k] ^ 5 = [8533894692048 + 12786924501486 i + 11664046590964 j + 24519530841105 k]
BICP | Distance=486 | [48 + 4 i + 486 j + 105 k] ^ 5 = [8533894692048 + 11664046590964 i + 12786924501486 j + 24519530841105 k]
BICP | Distance=486 | [486 + 48 i + 5 j + 4 k] ^ 5 = [24484872321486 + 13080670452048 i + 877097600605 j + 1595698630964 k]
BICP | Distance=486 | [486 + 48 i + 5 j + 6 k] ^ 5 = [24513934779486 + 13065158946048 i + 659549041445 j + 2121130105086 k]
BICP | Distance=486 | [486 + 48 i + 5 j + 6 k] ^ 9 = [1010564801477986571478486 + 1214528943890050261332048 i + -20541567320970634662715 j + 226499337307074996510966 k]
BICP | Distance=486 | [48 + 486 i + 5 j + 8 k] ^ 5 = [13025939760048 + 24464993877486 i + 2184302429965 j + 1556119487848 k]
BICP | Distance=486 | [48 + 5 i + 486 j + 8 k] ^ 5 = [13025939760048 + 2184302429965 i + 24464993877486 j + 1556119487848 k]
BICP | Distance=486 | [486 + 48 i + 5 j + 14 k] ^ 5 = [24719390379486 + 13030145946048 i + -208733562395 j + 4227906623014 k]
BICP | Distance=486 | [486 + 48 i + 5 j + 14 k] ^ 9 = [1052268775258749370038486 + 1223945859299854435332048 i + -184575198823863213604795 j + 394220181963637379166014 k]
BICP | Distance=486 | [486 + 48 i + 5 j + 36 k] ^ 5 = [26023521537486 + 13156160340048 i + -2590561819555 j + 10112656705236 k]
BICP | Distance=486 | [48 + 486 i + 5 j + 48 k] ^ 5 = [11827308792048 + 22116072501486 i + 6420871341965 j + 11827308792048 k]
BICP | Distance=486 | [48 + 5 i + 486 j + 48 k] ^ 5 = [11827308792048 + 6420871341965 i + 22116072501486 j + 11827308792048 k]
BICP | Distance=486 | [48 + 486 i + 5 j + 52 k] ^ 5 = [11649049740048 + 21688483437486 i + 6829521711085 j + 12811296420452 k]
BICP | Distance=486 | [48 + 5 i + 486 j + 52 k] ^ 5 = [11649049740048 + 6829521711085 i + 21688483437486 j + 12811296420452 k]
BICP | Distance=486 | [486 + 48 i + 5 j + 64 k] ^ 5 = [29275240329486 + 13786480296048 i + -5647001787395 j + 17986325123264 k]
BICP | Distance=486 | [486 + 48 i + 5 j + 64 k] ^ 9 = [1905076371980395977858486 + 1734057967396894582992048 i + -1323269851166268936214795 j + 1708488063211037221766464 k]
BICP | Distance=486 | [486 + 48 i + 5 j + 86 k] ^ 5 = [33119824347486 + 14650921170048 i + -8104706174555 j + 24661803385486 k]
BICP | Distance=486 | [48 + 486 i + 5 j + 98 k] ^ 5 = [8856235962048 + 14355637191486 i + 11237381126965 j + 23085209352298 k]
BICP | Distance=486 | [48 + 5 i + 486 j + 98 k] ^ 5 = [8856235962048 + 11237381126965 i + 14355637191486 j + 23085209352298 k]
BICP | Distance=486 | [486 + 48 i + 5 j + 236 k] ^ 5 = [94897477377486 + 29475836460048 i + -28533310139555 j + 94349958026236 k]
BICP | Distance=486 | [486 + 48 i + 5 j + 264 k] ^ 5 = [114878841129486 + 34075485696048 i + -33504778187395 j + 114638198124264 k]
BICP | Distance=486 | [486 + 48 i + 5 j + 264 k] ^ 9 = [33150301300120257612738486 + 18781175631333118218432048 i + -18779732619410013539254795 j + 33151163094591185948568264 k]
BICP | Distance=486 | [486 + 48 i + 5 j + 486 k] ^ 5 = [425330114427486 + 95581004610048 i + -95580586414555 j + 425330114427486 k]
BICP | Distance=486 | [486 + 48 i + 6 j + 1 k] ^ 5 = [24446413827486 + 13103057910048 i + 1466322729726 j + 917048698561 k]
BICP | Distance=486 | [486 + 48 i + 6 j + 3 k] ^ 5 = [24463460511486 + 13079028642048 i + 1248498862686 j + 1441958345523 k]
BICP | Distance=486 | [48 + 486 i + 6 j + 5 k] ^ 5 = [13065158946048 + 24513934779486 i + 2121130105086 j + 659549041445 k]
BICP | Distance=486 | [48 + 6 i + 486 j + 5 k] ^ 5 = [13065158946048 + 2121130105086 i + 24513934779486 j + 659549041445 k]
BICP | Distance=486 | [48 + 486 i + 6 j + 5 k] ^ 9 = [1214528943890050261332048 + 1010564801477986571478486 i + 226499337307074996510966 j + -20541567320970634662715 k]
BICP | Distance=486 | [48 + 6 i + 486 j + 5 k] ^ 9 = [1214528943890050261332048 + 226499337307074996510966 i + 1010564801477986571478486 j + -20541567320970634662715 k]
BICP | Distance=486 | [48 + 486 i + 6 j + 7 k] ^ 9 = [1206476212519917529116048 + 1009770314269334538654486 i + 267360706248546851154486 j + 20823198571569054868327 k]
BICP | Distance=486 | [48 + 6 i + 486 j + 7 k] ^ 9 = [1206476212519917529116048 + 267360706248546851154486 i + 1009770314269334538654486 j + 20823198571569054868327 k]
BICP | Distance=486 | [486 + 48 i + 6 j + 11 k] ^ 5 = [24620792391486 + 13009962162048 i + 380011821726 j + 3545075211611 k]
BICP | Distance=486 | [48 + 486 i + 6 j + 45 k] ^ 5 = [11858356050048 + 22456419507486 i + 6361592305086 j + 10979496705645 k]
BICP | Distance=486 | [48 + 6 i + 486 j + 45 k] ^ 5 = [11858356050048 + 6361592305086 i + 22456419507486 j + 10979496705645 k]
BICP | Distance=486 | [48 + 486 i + 6 j + 51 k] ^ 5 = [11585870430048 + 21844914867486 i + 6973096945086 j + 12464729774451 k]
BICP | Distance=486 | [48 + 6 i + 486 j + 51 k] ^ 5 = [11585870430048 + 6973096945086 i + 21844914867486 j + 12464729774451 k]
BICP | Distance=486 | [48 + 486 i + 6 j + 59 k] ^ 9 = [604627327038491686284048 + 499381537417923263382486 i + 1159492599213178834706166 j + 942946515118359494011259 k]
BICP | Distance=486 | [48 + 6 i + 486 j + 59 k] ^ 9 = [604627327038491686284048 + 1159492599213178834706166 i + 499381537417923263382486 j + 942946515118359494011259 k]
BICP | Distance=486 | [48 + 486 i + 6 j + 95 k] ^ 5 = [8879433510048 + 15039470727486 i + 11170444165086 j + 22398165070895 k]
BICP | Distance=486 | [48 + 6 i + 486 j + 95 k] ^ 5 = [8879433510048 + 11170444165086 i + 15039470727486 j + 22398165070895 k]
BICP | Distance=486 | [48 + 486 i + 6 j + 145 k] ^ 5 = [4356256170048 + 2728385847486 i + 15112431925086 j + 30574156086145 k]
BICP | Distance=486 | [48 + 6 i + 486 j + 145 k] ^ 5 = [4356256170048 + 15112431925086 i + 2728385847486 j + 30574156086145 k]
BICP | Distance=486 | [486 + 48 i + 7 j + 0 k] ^ 5 = [24426748557486 + 13111681800048 i + 1837701753727 j + 763712530560 k]
BICP | Distance=486 | [48 + 486 i + 7 j + 4 k] ^ 5 = [13077069156048 + 24537097809486 i + 2275263413327 j + 287923491764 k]
BICP | Distance=486 | [48 + 7 i + 486 j + 4 k] ^ 5 = [13077069156048 + 2275263413327 i + 24537097809486 j + 287923491764 k]
BICP | Distance=486 | [486 + 48 i + 7 j + 6 k] ^ 9 = [1009770314269334538654486 + 1206476212519917529116048 i + 20823198571569054868327 j + 267360706248546851154486 k]
BICP | Distance=486 | [486 + 48 i + 7 j + 8 k] ^ 5 = [24535999917486 + 13008563280048 i + 968157769727 j + 2863933835368 k]
BICP | Distance=486 | [48 + 486 i + 7 j + 8 k] ^ 5 = [12998409120048 + 24502568697486 i + 2709469676207 j + 1339294799848 k]
BICP | Distance=486 | [48 + 7 i + 486 j + 8 k] ^ 5 = [12998409120048 + 2709469676207 i + 24502568697486 j + 1339294799848 k]
BICP | Distance=486 | [486 + 48 i + 7 j + 10 k] ^ 5 = [24585599151486 + 12989539242048 i + 751586260727 j + 3390027010610 k]
BICP | Distance=486 | [48 + 486 i + 7 j + 14 k] ^ 5 = [12860186850048 + 24383931867486 i + 3357104991527 j + 2913290605414 k]
BICP | Distance=486 | [48 + 7 i + 486 j + 14 k] ^ 5 = [12860186850048 + 3357104991527 i + 24383931867486 j + 2913290605414 k]
BICP | Distance=486 | [48 + 486 i + 7 j + 48 k] ^ 5 = [11623464696048 + 22206903129486 i + 6915995356207 j + 11623464696048 k]
BICP | Distance=486 | [48 + 7 i + 486 j + 48 k] ^ 5 = [11623464696048 + 6915995356207 i + 22206903129486 j + 11623464696048 k]
BICP | Distance=486 | [48 + 486 i + 7 j + 48 k] ^ 9 = [775111161638698382832048 + 695481723087779455938486 i + 1024889912222524058312407 j + 775111161638698382832048 k]
BICP | Distance=486 | [48 + 7 i + 486 j + 48 k] ^ 9 = [775111161638698382832048 + 1024889912222524058312407 i + 695481723087779455938486 j + 775111161638698382832048 k]
BICP | Distance=486 | [48 + 486 i + 7 j + 64 k] ^ 5 = [10779224040048 + 20311556697486 i + 8504756052527 j + 15495095113664 k]
BICP | Distance=486 | [48 + 7 i + 486 j + 64 k] ^ 5 = [10779224040048 + 8504756052527 i + 20311556697486 j + 15495095113664 k]
BICP | Distance=486 | [48 + 486 i + 7 j + 98 k] ^ 5 = [8445316446048 + 14510132379486 i + 11632593431207 j + 22910021796298 k]
BICP | Distance=486 | [48 + 7 i + 486 j + 98 k] ^ 5 = [8445316446048 + 11632593431207 i + 14510132379486 j + 22910021796298 k]
BICP | Distance=486 | [486 + 48 i + 8 j + 5 k] ^ 5 = [24464993877486 + 13025939760048 i + 1556119487848 j + 2184302429965 k]
BICP | Distance=486 | [486 + 48 i + 8 j + 7 k] ^ 5 = [24502568697486 + 12998409120048 i + 1339294799848 j + 2709469676207 k]
BICP | Distance=486 | [48 + 486 i + 8 j + 7 k] ^ 5 = [13008563280048 + 24535999917486 i + 2863933835368 j + 968157769727 k]
BICP | Distance=486 | [48 + 8 i + 486 j + 7 k] ^ 5 = [13008563280048 + 2863933835368 i + 24535999917486 j + 968157769727 k]
BICP | Distance=486 | [48 + 486 i + 8 j + 11 k] ^ 5 = [12912890832048 + 24477422841486 i + 3296288265448 j + 2019022723411 k]
BICP | Distance=486 | [48 + 8 i + 486 j + 11 k] ^ 5 = [12912890832048 + 3296288265448 i + 24477422841486 j + 2019022723411 k]
BICP | Distance=486 | [486 + 48 i + 8 j + 15 k] ^ 5 = [24742055457486 + 12915242400048 i + 475480239848 j + 4816085829015 k]
BICP | Distance=486 | [48 + 486 i + 8 j + 27 k] ^ 5 = [12422918352048 + 23887259721486 i + 5001041691368 j + 6192389665827 k]
BICP | Distance=486 | [48 + 8 i + 486 j + 27 k] ^ 5 = [12422918352048 + 5001041691368 i + 23887259721486 j + 6192389665827 k]
BICP | Distance=486 | [48 + 486 i + 8 j + 61 k] ^ 5 = [10821261312048 + 20765625201486 i + 8450172681448 j + 14686882216661 k]
BICP | Distance=486 | [48 + 8 i + 486 j + 61 k] ^ 5 = [10821261312048 + 8450172681448 i + 20765625201486 j + 14686882216661 k]
BICP | Distance=486 | [48 + 486 i + 8 j + 77 k] ^ 5 = [9810127872048 + 18439955361486 i + 9967397531368 j + 18385897991077 k]
BICP | Distance=486 | [48 + 8 i + 486 j + 77 k] ^ 5 = [9810127872048 + 9967397531368 i + 18439955361486 j + 18385897991077 k]
BICP | Distance=486 | [48 + 486 i + 9 j + 0 k] ^ 5 = [13155754920048 + 24571620297486 i + 2365495971489 j + -982461985920 k]
BICP | Distance=486 | [48 + 9 i + 486 j + 0 k] ^ 5 = [13155754920048 + 2365495971489 i + 24571620297486 j + -982461985920 k]
BICP | Distance=486 | [486 + 48 i + 9 j + 2 k] ^ 5 = [24407756271486 + 13062087822048 i + 2144312113689 j + 1506001038602 k]
BICP | Distance=486 | [486 + 48 i + 9 j + 4 k] ^ 5 = [24433318197486 + 13026048420048 i + 1927021164849 j + 2030433342964 k]
BICP | Distance=486 | [48 + 486 i + 9 j + 4 k] ^ 5 = [13070075052048 + 24578184321486 i + 2801407695489 j + 70437094324 k]
BICP | Distance=486 | [48 + 9 i + 486 j + 4 k] ^ 5 = [13070075052048 + 2801407695489 i + 24578184321486 j + 70437094324 k]
BICP | Distance=486 | [486 + 48 i + 9 j + 14 k] ^ 5 = [24694815087486 + 12886318290048 i + 847025565849 j + 4659718515014 k]
BICP | Distance=486 | [48 + 486 i + 9 j + 24 k] ^ 5 = [12480146880048 + 24076250217486 i + 4944394707489 j + 5309541098424 k]
BICP | Distance=486 | [48 + 9 i + 486 j + 24 k] ^ 5 = [12480146880048 + 4944394707489 i + 24076250217486 j + 5309541098424 k]
BICP | Distance=486 | [48 + 486 i + 9 j + 30 k] ^ 5 = [12251146110048 + 23752494027486 i + 5573233752489 j + 6862081522230 k]
BICP | Distance=486 | [48 + 9 i + 486 j + 30 k] ^ 5 = [12251146110048 + 5573233752489 i + 23752494027486 j + 6862081522230 k]
BICP | Distance=486 | [48 + 486 i + 9 j + 74 k] ^ 5 = [9856509690048 + 18984123387486 i + 9915544032489 j + 17618298558674 k]
BICP | Distance=486 | [48 + 9 i + 486 j + 74 k] ^ 5 = [9856509690048 + 9915544032489 i + 18984123387486 j + 17618298558674 k]
BICP | Distance=486 | [48 + 486 i + 9 j + 80 k] ^ 5 = [9434736120048 + 18015761097486 i + 10463290467489 j + 18960439982480 k]
BICP | Distance=486 | [48 + 9 i + 486 j + 80 k] ^ 5 = [9434736120048 + 10463290467489 i + 18015761097486 j + 18960439982480 k]
BICP | Distance=486 | [48 + 486 i + 10 j + 7 k] ^ 5 = [12989539242048 + 24585599151486 i + 3390027010610 j + 751586260727 k]
BICP | Distance=486 | [48 + 10 i + 486 j + 7 k] ^ 5 = [12989539242048 + 3390027010610 i + 24585599151486 j + 751586260727 k]
BICP | Distance=486 | [48 + 486 i + 10 j + 27 k] ^ 5 = [12314994546048 + 23963595579486 i + 5518601814610 j + 5982767416827 k]
BICP | Distance=486 | [48 + 10 i + 486 j + 27 k] ^ 5 = [12314994546048 + 5518601814610 i + 23963595579486 j + 5982767416827 k]
BICP | Distance=486 | [48 + 486 i + 10 j + 27 k] ^ 9 = [1031378773751674994292048 + 964757518944656236758486 i + 735644233410437349709210 j + 350597516621776290273627 k]
BICP | Distance=486 | [48 + 10 i + 486 j + 27 k] ^ 9 = [1031378773751674994292048 + 735644233410437349709210 i + 964757518944656236758486 j + 350597516621776290273627 k]
BICP | Distance=486 | [48 + 486 i + 10 j + 77 k] ^ 5 = [9487325646048 + 18580549779486 i + 10414823614610 j + 18203306792077 k]
BICP | Distance=486 | [48 + 10 i + 486 j + 77 k] ^ 5 = [9487325646048 + 10414823614610 i + 18580549779486 j + 18203306792077 k]
BICP | Distance=486 | [48 + 486 i + 10 j + 77 k] ^ 9 = [162177587094967818252048 + 226742182974864535878486 i + 1369244819511225796189210 j + 1087908701163368301024077 k]
BICP | Distance=486 | [48 + 10 i + 486 j + 77 k] ^ 9 = [162177587094967818252048 + 1369244819511225796189210 i + 226742182974864535878486 j + 1087908701163368301024077 k]
BICP | Distance=486 | [48 + 486 i + 11 j + 0 k] ^ 5 = [13169317512048 + 24616212741486 i + 2892190956611 j + -1200992158080 k]
BICP | Distance=486 | [48 + 11 i + 486 j + 0 k] ^ 5 = [13169317512048 + 2892190956611 i + 24616212741486 j + -1200992158080 k]
BICP | Distance=486 | [48 + 486 i + 11 j + 6 k] ^ 5 = [13009962162048 + 24620792391486 i + 3545075211611 j + 380011821726 k]
BICP | Distance=486 | [48 + 11 i + 486 j + 6 k] ^ 5 = [13009962162048 + 3545075211611 i + 24620792391486 j + 380011821726 k]
BICP | Distance=486 | [486 + 48 i + 11 j + 8 k] ^ 5 = [24477422841486 + 12912890832048 i + 2019022723411 j + 3296288265448 k]
BICP | Distance=486 | [48 + 486 i + 11 j + 20 k] ^ 5 = [12543975396048 + 24319276029486 i + 5043468464611 j + 4056299150020 k]
BICP | Distance=486 | [48 + 11 i + 486 j + 20 k] ^ 5 = [12543975396048 + 5043468464611 i + 24319276029486 j + 4056299150020 k]
BICP | Distance=486 | [48 + 486 i + 11 j + 20 k] ^ 9 = [1101170820545584997352048 + 1014057971461329030378486 i + 627033867280743597649211 j + 190723403167928924220020 k]
BICP | Distance=486 | [48 + 11 i + 486 j + 20 k] ^ 9 = [1101170820545584997352048 + 627033867280743597649211 i + 1014057971461329030378486 j + 190723403167928924220020 k]
BICP | Distance=486 | [48 + 486 i + 11 j + 26 k] ^ 5 = [12304286046048 + 24056615079486 i + 5673474539611 j + 5619103341826 k]
BICP | Distance=486 | [48 + 11 i + 486 j + 26 k] ^ 5 = [12304286046048 + 5673474539611 i + 24056615079486 j + 5619103341826 k]
BICP | Distance=486 | [48 + 486 i + 11 j + 26 k] ^ 9 = [1036371742606742083692048 + 982926661870148126958486 i + 737609952752372530519211 j + 312729174575717676603626 k]
BICP | Distance=486 | [48 + 11 i + 486 j + 26 k] ^ 9 = [1036371742606742083692048 + 737609952752372530519211 i + 982926661870148126958486 j + 312729174575717676603626 k]
BICP | Distance=486 | [48 + 486 i + 11 j + 70 k] ^ 5 = [9832760946048 + 19724295879486 i + 10005793739611 j + 16517943650270 k]
BICP | Distance=486 | [48 + 11 i + 486 j + 70 k] ^ 5 = [9832760946048 + 10005793739611 i + 19724295879486 j + 16517943650270 k]
BICP | Distance=486 | [48 + 486 i + 11 j + 70 k] ^ 9 = [293732133498240289332048 + 391636999578192929838486 i + 1328899615044327727639211 j + 1017374701529264696420470 k]
BICP | Distance=486 | [48 + 11 i + 486 j + 70 k] ^ 9 = [293732133498240289332048 + 1328899615044327727639211 i + 391636999578192929838486 j + 1017374701529264696420470 k]
BICP | Distance=486 | [48 + 486 i + 11 j + 76 k] ^ 5 = [9400968396048 + 18813076029486 i + 10549668464611 j + 17888644642076 k]
BICP | Distance=486 | [48 + 11 i + 486 j + 76 k] ^ 5 = [9400968396048 + 10549668464611 i + 18813076029486 j + 17888644642076 k]
BICP | Distance=486 | [48 + 486 i + 11 j + 76 k] ^ 9 = [163255842026490508152048 + 269960501886915222378486 i + 1371131336855157405649211 j + 1073703259404146581284076 k]
BICP | Distance=486 | [48 + 11 i + 486 j + 76 k] ^ 9 = [163255842026490508152048 + 1371131336855157405649211 i + 269960501886915222378486 j + 1073703259404146581284076 k]
BICP | Distance=486 | [48 + 486 i + 14 j + 5 k] ^ 5 = [13030145946048 + 24719390379486 i + 4227906623014 j + -208733562395 k]
BICP | Distance=486 | [48 + 14 i + 486 j + 5 k] ^ 5 = [13030145946048 + 4227906623014 i + 24719390379486 j + -208733562395 k]
BICP | Distance=486 | [48 + 486 i + 14 j + 5 k] ^ 9 = [1223945859299854435332048 + 1052268775258749370038486 i + 394220181963637379166014 j + -184575198823863213604795 k]
BICP | Distance=486 | [48 + 14 i + 486 j + 5 k] ^ 9 = [1223945859299854435332048 + 394220181963637379166014 i + 1052268775258749370038486 j + -184575198823863213604795 k]
BICP | Distance=486 | [486 + 48 i + 14 j + 7 k] ^ 5 = [24383931867486 + 12860186850048 i + 2913290605414 j + 3357104991527 k]
BICP | Distance=486 | [48 + 486 i + 14 j + 9 k] ^ 5 = [12886318290048 + 24694815087486 i + 4659718515014 j + 847025565849 k]
BICP | Distance=486 | [48 + 14 i + 486 j + 9 k] ^ 5 = [12886318290048 + 4659718515014 i + 24694815087486 j + 847025565849 k]
BICP | Distance=486 | [486 + 48 i + 14 j + 27 k] ^ 5 = [25331068359486 + 12464535306048 i + 794078979014 j + 8641007758827 k]
BICP | Distance=486 | [48 + 14 i + 27 j + 486 k] ^ 5 = [14225246346048 + 1066798923014 i + 6345940798827 j + 28939134303486 k]
BICP | Distance=486 | [48 + 486 i + 14 j + 49 k] ^ 5 = [10867332546048 + 22495187079486 i + 8753562923014 j + 11179830046049 k]
BICP | Distance=486 | [48 + 14 i + 486 j + 49 k] ^ 5 = [10867332546048 + 8753562923014 i + 22495187079486 j + 11179830046049 k]
BICP | Distance=486 | [48 + 486 i + 14 j + 49 k] ^ 9 = [660372829017248731092048 + 800868078094786726158486 i + 1151975675842702773846014 j + 695527766525123722092049 k]
BICP | Distance=486 | [48 + 14 i + 486 j + 49 k] ^ 9 = [660372829017248731092048 + 1151975675842702773846014 i + 800868078094786726158486 j + 695527766525123722092049 k]
BICP | Distance=486 | [48 + 486 i + 14 j + 55 k] ^ 5 = [10475687646048 + 21862611279486 i + 9326144723014 j + 12662330162855 k]
BICP | Distance=486 | [48 + 14 i + 486 j + 55 k] ^ 5 = [10475687646048 + 9326144723014 i + 21862611279486 j + 12662330162855 k]
BICP | Distance=486 | [48 + 486 i + 14 j + 55 k] ^ 9 = [547250145453070681452048 + 715259181996312877278486 i + 1224094020705898564326014 j + 792893840300783834805655 k]
BICP | Distance=486 | [48 + 14 i + 486 j + 55 k] ^ 9 = [547250145453070681452048 + 1224094020705898564326014 i + 715259181996312877278486 j + 792893840300783834805655 k]
BICP | Distance=486 | [48 + 486 i + 14 j + 99 k] ^ 5 = [6932840646048 + 14910781779486 i + 13104881223014 j + 22539058171299 k]
BICP | Distance=486 | [48 + 14 i + 486 j + 99 k] ^ 5 = [6932840646048 + 13104881223014 i + 14910781779486 j + 22539058171299 k]
BICP | Distance=486 | [48 + 486 i + 14 j + 105 k] ^ 5 = [6361782546048 + 13659752079486 i + 13555387923014 j + 23711901738105 k]
BICP | Distance=486 | [48 + 14 i + 486 j + 105 k] ^ 5 = [6361782546048 + 13555387923014 i + 13659752079486 j + 23711901738105 k]
BICP | Distance=486 | [48 + 486 i + 15 j + 8 k] ^ 5 = [12915242400048 + 24742055457486 i + 4816085829015 j + 475480239848 k]
BICP | Distance=486 | [48 + 15 i + 486 j + 8 k] ^ 5 = [12915242400048 + 4816085829015 i + 24742055457486 j + 475480239848 k]
BICP | Distance=486 | [48 + 486 i + 15 j + 48 k] ^ 5 = [10833946296048 + 22656883329486 i + 8906869173015 j + 10833946296048 k]
BICP | Distance=486 | [48 + 15 i + 486 j + 48 k] ^ 5 = [10833946296048 + 8906869173015 i + 22656883329486 j + 10833946296048 k]
BICP | Distance=486 | [48 + 486 i + 15 j + 48 k] ^ 9 = [665583377774039540592048 + 832240855625197832658486 i + 1156322960820187676346015 j + 665583377774039540592048 k]
BICP | Distance=486 | [48 + 15 i + 486 j + 48 k] ^ 9 = [665583377774039540592048 + 1156322960820187676346015 i + 832240855625197832658486 j + 665583377774039540592048 k]
BICP | Distance=486 | [48 + 486 i + 15 j + 98 k] ^ 5 = [6825605646048 + 15206359779486 i + 13229261448015 j + 22262542396298 k]
BICP | Distance=486 | [48 + 15 i + 486 j + 98 k] ^ 5 = [6825605646048 + 13229261448015 i + 15206359779486 j + 22262542396298 k]
BICP | Distance=486 | [48 + 486 i + 18 j + 27 k] ^ 5 = [11909597946048 + 24357482379486 i + 7598582231418 j + 5158084816827 k]
BICP | Distance=486 | [48 + 18 i + 486 j + 27 k] ^ 5 = [11909597946048 + 7598582231418 i + 24357482379486 j + 5158084816827 k]
BICP | Distance=486 | [48 + 486 i + 18 j + 27 k] ^ 9 = [984706430948925422532048 + 1068606856851349541238486 i + 899378192313539895502818 j + 210547912050030248913627 k]
BICP | Distance=486 | [48 + 18 i + 486 j + 27 k] ^ 9 = [984706430948925422532048 + 899378192313539895502818 i + 1068606856851349541238486 j + 210547912050030248913627 k]
BICP | Distance=486 | [48 + 486 i + 18 j + 77 k] ^ 5 = [8220416646048 + 19225543779486 i + 12219716831418 j + 17514483792077 k]
BICP | Distance=486 | [48 + 18 i + 486 j + 77 k] ^ 5 = [8220416646048 + 12219716831418 i + 19225543779486 j + 17514483792077 k]
BICP | Distance=486 | [486 + 48 i + 20 j + 1 k] ^ 5 = [24050666601486 + 12948568092048 i + 5125735382020 j + 2438628401561 k]
BICP | Distance=486 | [486 + 48 i + 20 j + 11 k] ^ 5 = [24319276029486 + 12543975396048 i + 4056299150020 j + 5043468464611 k]
BICP | Distance=486 | [486 + 48 i + 20 j + 11 k] ^ 9 = [1014057971461329030378486 + 1101170820545584997352048 i + 190723403167928924220020 j + 627033867280743597649211 k]
BICP | Distance=486 | [486 + 48 i + 20 j + 89 k] ^ 5 = [34188554097486 + 11591463420048 i + -3639779677820 j + 27177667647889 k]
BICP | Distance=486 | [486 + 48 i + 20 j + 139 k] ^ 5 = [48295655037486 + 12914426340048 i + -8362145557820 j + 45159634903139 k]
BICP | Distance=486 | [486 + 48 i + 20 j + 389 k] ^ 5 = [253818096237486 + 40949672940048 i + -40947703957820 j + 253841340929389 k]
BICP | Distance=486 | [486 + 48 i + 23 j + 0 k] ^ 5 = [23892549021486 + 12949020552048 i + 6012347609423 j + 2504190349440 k]
BICP | Distance=486 | [486 + 48 i + 23 j + 2 k] ^ 5 = [23928141807486 + 12848090850048 i + 5796220492423 j + 3022203708682 k]
BICP | Distance=486 | [486 + 48 i + 23 j + 32 k] ^ 5 = [25527644829486 + 11651824296048 i + 2694019033423 j + 10899512268832 k]
BICP | Distance=486 | [48 + 486 i + 23 j + 36 k] ^ 5 = [11028609156048 + 24182227809486 i + 9793517915423 j + 7005707953236 k]
BICP | Distance=486 | [48 + 23 i + 486 j + 36 k] ^ 5 = [11028609156048 + 9793517915423 i + 24182227809486 j + 7005707953236 k]
BICP | Distance=486 | [48 + 23 i + 36 j + 486 k] ^ 5 = [14971321092048 + 2592390629423 i + 7871532505236 j + 28193059557486 k]
BICP | Distance=486 | [48 + 486 i + 23 j + 36 k] ^ 9 = [807051198528381123240048 + 1098609639655480576722486 i + 1148888230725708954944423 j + 322980152866754617231236 k]
BICP | Distance=486 | [48 + 23 i + 486 j + 36 k] ^ 9 = [807051198528381123240048 + 1148888230725708954944423 i + 1098609639655480576722486 j + 322980152866754617231236 k]
BICP | Distance=486 | [486 + 48 i + 23 j + 40 k] ^ 5 = [26294077629486 + 11430915696048 i + 1905435433423 j + 13062471685640 k]
BICP | Distance=486 | [48 + 486 i + 23 j + 86 k] ^ 5 = [6531604506048 + 18233975259486 i + 14032685386423 j + 19142884081486 k]
BICP | Distance=486 | [48 + 23 i + 486 j + 86 k] ^ 5 = [6531604506048 + 14032685386423 i + 18233975259486 j + 19142884081486 k]
BICP | Distance=486 | [486 + 48 i + 24 j + 9 k] ^ 5 = [24076250217486 + 12480146880048 i + 5309541098424 j + 4944394707489 k]
BICP | Distance=486 | [486 + 48 i + 24 j + 39 k] ^ 5 = [26163519129486 + 11353431696048 i + 2275229258424 j + 12887660610639 k]
BICP | Distance=486 | [486 + 48 i + 26 j + 1 k] ^ 5 = [23747890851486 + 12841791642048 i + 6679635441826 j + 3086981786561 k]
BICP | Distance=486 | [486 + 48 i + 26 j + 11 k] ^ 5 = [24056615079486 + 12304286046048 i + 5619103341826 j + 5673474539611 k]
BICP | Distance=486 | [486 + 48 i + 26 j + 11 k] ^ 9 = [982926661870148126958486 + 1036371742606742083692048 i + 312729174575717676603626 j + 737609952752372530519211 k]
BICP | Distance=486 | [486 + 48 i + 26 j + 61 k] ^ 5 = [28952526879486 + 10578842946048 i + 762834741826 j + 19226700014861 k]
BICP | Distance=486 | [486 + 48 i + 27 j + 0 k] ^ 5 = [23670296361486 + 12881277672048 i + 7045349905827 j + 2937182290560 k]
BICP | Distance=486 | [486 + 48 i + 27 j + 8 k] ^ 5 = [23887259721486 + 12422918352048 i + 6192389665827 j + 5001041691368 k]
BICP | Distance=486 | [486 + 48 i + 27 j + 10 k] ^ 5 = [23963595579486 + 12314994546048 i + 5982767416827 j + 5518601814610 k]
BICP | Distance=486 | [486 + 48 i + 27 j + 10 k] ^ 9 = [964757518944656236758486 + 1031378773751674994292048 i + 350597516621776290273627 j + 735644233410437349709210 k]
BICP | Distance=486 | [48 + 486 i + 27 j + 14 k] ^ 5 = [12464535306048 + 25331068359486 i + 8641007758827 j + 794078979014 k]
BICP | Distance=486 | [48 + 27 i + 486 j + 14 k] ^ 5 = [12464535306048 + 8641007758827 i + 25331068359486 j + 794078979014 k]
BICP | Distance=486 | [48 + 27 i + 14 j + 486 k] ^ 5 = [14225246346048 + 6345940798827 i + 1066798923014 j + 28939134303486 k]
BICP | Distance=486 | [486 + 48 i + 27 j + 18 k] ^ 5 = [24357482379486 + 11909597946048 i + 5158084816827 j + 7598582231418 k]
BICP | Distance=486 | [486 + 48 i + 27 j + 18 k] ^ 9 = [1068606856851349541238486 + 984706430948925422532048 i + 210547912050030248913627 j + 899378192313539895502818 k]
BICP | Distance=486 | [486 + 48 i + 27 j + 60 k] ^ 5 = [28777956129486 + 10445462196048 i + 1141385941827 j + 19029492814860 k]
BICP | Distance=486 | [48 + 486 i + 27 j + 64 k] ^ 5 = [8192141256048 + 21894007509486 i + 13289860279827 j + 13721996707264 k]
BICP | Distance=486 | [48 + 27 i + 486 j + 64 k] ^ 5 = [8192141256048 + 13289860279827 i + 21894007509486 j + 13721996707264 k]
BICP | Distance=486 | [48 + 27 i + 64 j + 486 k] ^ 5 = [16014988200048 + 203862673827 i + 15102571651264 j + 25327040553486 k]
BICP | Distance=486 | [48 + 486 i + 27 j + 64 k] ^ 9 = [147379156007452630800048 + 864391019142596127642486 i + 1510417098606601945062027 j + 831836224809019661817664 k]
BICP | Distance=486 | [48 + 27 i + 486 j + 64 k] ^ 9 = [147379156007452630800048 + 1510417098606601945062027 i + 864391019142596127642486 j + 831836224809019661817664 k]
BICP | Distance=486 | [486 + 48 i + 27 j + 68 k] ^ 5 = [30077455329486 + 10287872796048 i + 425561941827 j + 21358621431668 k]
BICP | Distance=486 | [48 + 486 i + 27 j + 464 k] ^ 9 = [18241406001083089232880048 + 16812413680123915106202486 i + 6832191005899099573964427 j + 14645399325165034700304464 k]
BICP | Distance=486 | [48 + 27 i + 486 j + 464 k] ^ 9 = [18241406001083089232880048 + 6832191005899099573964427 i + 16812413680123915106202486 j + 14645399325165034700304464 k]
BICP | Distance=486 | [486 + 48 i + 30 j + 9 k] ^ 5 = [23752494027486 + 12251146110048 i + 6862081522230 j + 5573233752489 k]
BICP | Distance=486 | [486 + 48 i + 30 j + 39 k] ^ 5 = [25954964379486 + 10723028946048 i + 3901878850230 j + 13460271885639 k]
BICP | Distance=486 | [486 + 48 i + 30 j + 111 k] ^ 5 = [39711538467486 + 9229815330048 i + -2181864561930 j + 35434723128111 k]
BICP | Distance=486 | [486 + 48 i + 30 j + 361 k] ^ 5 = [216948396267486 + 23151463230048 i + -23127509961930 j + 217013572404361 k]
BICP | Distance=486 | [48 + 486 i + 32 j + 23 k] ^ 5 = [11651824296048 + 25527644829486 i + 10899512268832 j + 2694019033423 k]
BICP | Distance=486 | [48 + 32 i + 486 j + 23 k] ^ 5 = [11651824296048 + 10899512268832 i + 25527644829486 j + 2694019033423 k]
BICP | Distance=486 | [48 + 486 i + 32 j + 73 k] ^ 5 = [6559681896048 + 21250420029486 i + 15176737068832 j + 15517487158673 k]
BICP | Distance=486 | [48 + 32 i + 486 j + 73 k] ^ 5 = [6559681896048 + 15176737068832 i + 21250420029486 j + 15517487158673 k]
BICP | Distance=486 | [48 + 486 i + 32 j + 423 k] ^ 9 = [14296532513874966650832048 + 13528411286092240581738486 i + 778418479838372659737632 j + 3562446642354942627510423 k]
BICP | Distance=486 | [48 + 32 i + 486 j + 423 k] ^ 9 = [14296532513874966650832048 + 778418479838372659737632 i + 13528411286092240581738486 j + 3562446642354942627510423 k]
BICP | Distance=486 | [48 + 486 i + 35 j + 52 k] ^ 5 = [8594271396048 + 24037819029486 i + 14326947102235 j + 10067702004452 k]
BICP | Distance=486 | [48 + 35 i + 486 j + 52 k] ^ 5 = [8594271396048 + 14326947102235 i + 24037819029486 j + 10067702004452 k]
BICP | Distance=486 | [48 + 486 i + 35 j + 52 k] ^ 9 = [344838195698721038952048 + 1227749999489699897178486 i + 1594640779866940507244435 j + 540166560934903633288852 k]
BICP | Distance=486 | [48 + 35 i + 486 j + 52 k] ^ 9 = [344838195698721038952048 + 1594640779866940507244435 i + 1227749999489699897178486 j + 540166560934903633288852 k]
BICP | Distance=486 | [48 + 486 i + 35 j + 452 k] ^ 9 = [17497278472953448181832048 + 15568657325989751288538486 i + 6561095490507698323244435 j + 9495269019860649099372452 k]
BICP | Distance=486 | [48 + 35 i + 486 j + 452 k] ^ 9 = [17497278472953448181832048 + 6561095490507698323244435 i + 15568657325989751288538486 j + 9495269019860649099372452 k]
BICP | Distance=486 | [486 + 48 i + 36 j + 3 k] ^ 5 = [23124219957486 + 12453023220048 i + 9026423823636 j + 4667910240123 k]
BICP | Distance=486 | [48 + 486 i + 36 j + 5 k] ^ 5 = [13156160340048 + 26023521537486 i + 10112656705236 j + -2590561819555 k]
BICP | Distance=486 | [48 + 36 i + 486 j + 5 k] ^ 5 = [13156160340048 + 10112656705236 i + 26023521537486 j + -2590561819555 k]
BICP | Distance=486 | [486 + 48 i + 36 j + 23 k] ^ 5 = [24182227809486 + 11028609156048 i + 7005707953236 j + 9793517915423 k]
BICP | Distance=486 | [48 + 36 i + 23 j + 486 k] ^ 5 = [14971321092048 + 7871532505236 i + 2592390629423 j + 28193059557486 k]
BICP | Distance=486 | [486 + 48 i + 36 j + 23 k] ^ 9 = [1098609639655480576722486 + 807051198528381123240048 i + 322980152866754617231236 j + 1148888230725708954944423 k]
BICP | Distance=486 | [48 + 486 i + 36 j + 45 k] ^ 5 = [9279839796048 + 24742066329486 i + 14002343377236 j + 8166200412645 k]
BICP | Distance=486 | [48 + 36 i + 486 j + 45 k] ^ 5 = [9279839796048 + 14002343377236 i + 24742066329486 j + 8166200412645 k]
BICP | Distance=486 | [48 + 486 i + 36 j + 45 k] ^ 9 = [515338694897344077192048 + 1318205413237020751458486 i + 1556000490125135312834436 j + 366541791904762230265245 k]
BICP | Distance=486 | [48 + 36 i + 486 j + 45 k] ^ 9 = [515338694897344077192048 + 1556000490125135312834436 i + 1318205413237020751458486 j + 366541791904762230265245 k]
BICP | Distance=486 | [48 + 486 i + 36 j + 51 k] ^ 5 = [8614554396048 + 24241097529486 i + 14503312177236 j + 9728193779451 k]
BICP | Distance=486 | [48 + 36 i + 486 j + 51 k] ^ 5 = [8614554396048 + 14503312177236 i + 24241097529486 j + 9728193779451 k]
BICP | Distance=486 | [48 + 486 i + 36 j + 51 k] ^ 9 = [360544230856384201752048 + 1264310400617247407778486 i + 1609895502744908656514436 j + 509341133848966048678851 k]
BICP | Distance=486 | [48 + 36 i + 486 j + 51 k] ^ 9 = [360544230856384201752048 + 1609895502744908656514436 i + 1264310400617247407778486 j + 509341133848966048678851 k]
BICP | Distance=486 | [486 + 48 i + 36 j + 73 k] ^ 5 = [30739836609486 + 8532932556048 i + 2679669457236 j + 23591892468673 k]
BICP | Distance=486 | [48 + 36 i + 73 j + 486 k] ^ 5 = [17448007692048 + 1345243705236 i + 16243952682673 j + 23894021061486 k]
BICP | Distance=486 | [48 + 486 i + 36 j + 95 k] ^ 5 = [3146124396048 + 18193732029486 i + 17434207177236 j + 20311622287895 k]
BICP | Distance=486 | [48 + 36 i + 486 j + 95 k] ^ 5 = [3146124396048 + 17434207177236 i + 18193732029486 j + 20311622287895 k]
BICP | Distance=486 | [48 + 486 i + 36 j + 451 k] ^ 9 = [17470357513755042676632048 + 15419671412957214905538486 i + 6606549316719401351234436 j + 9025501049614391769162451 k]
BICP | Distance=486 | [48 + 36 i + 486 j + 451 k] ^ 9 = [17470357513755042676632048 + 6606549316719401351234436 i + 15419671412957214905538486 j + 9025501049614391769162451 k]
BICP | Distance=486 | [48 + 486 i + 39 j + 0 k] ^ 5 = [13644492072048 + 26181847161486 i + 10381926258639 j + -4283537281920 k]
BICP | Distance=486 | [48 + 39 i + 486 j + 0 k] ^ 5 = [13644492072048 + 10381926258639 i + 26181847161486 j + -4283537281920 k]
BICP | Distance=486 | [486 + 48 i + 39 j + 2 k] ^ 5 = [22849226559486 + 12441867906048 i + 9891538503639 j + 4732387480202 k]
BICP | Distance=486 | [486 + 48 i + 39 j + 2 k] ^ 9 = [750062776950707772222486 + 970335425226236854740048 i + 710640526938819648453639 j + 800303016201155142205202 k]
BICP | Distance=486 | [48 + 486 i + 39 j + 24 k] ^ 5 = [11353431696048 + 26163519129486 i + 12887660610639 j + 2275229258424 k]
BICP | Distance=486 | [48 + 39 i + 486 j + 24 k] ^ 5 = [11353431696048 + 12887660610639 i + 26163519129486 j + 2275229258424 k]
BICP | Distance=486 | [48 + 486 i + 39 j + 30 k] ^ 5 = [10723028946048 + 25954964379486 i + 13460271885639 j + 3901878850230 k]
BICP | Distance=486 | [48 + 39 i + 486 j + 30 k] ^ 5 = [10723028946048 + 13460271885639 i + 25954964379486 j + 3901878850230 k]
BICP | Distance=486 | [486 + 48 i + 39 j + 52 k] ^ 5 = [27140363109486 + 8982734556048 i + 5214842232639 j + 17805992708452 k]
BICP | Distance=486 | [48 + 39 i + 52 j + 486 k] ^ 5 = [16926164148048 + 5013646224639 i + 10292788100452 j + 26238216501486 k]
BICP | Distance=486 | [486 + 48 i + 39 j + 52 k] ^ 9 = [1801131417799343891802486 + 602486281579847878680048 i + 35453872424251489930839 j + 1936937690814568740636052 k]
BICP | Distance=486 | [48 + 486 i + 39 j + 74 k] ^ 5 = [5462330646048 + 21977104779486 i + 16929700485639 j + 15289886958674 k]
BICP | Distance=486 | [48 + 39 i + 486 j + 74 k] ^ 5 = [5462330646048 + 16929700485639 i + 21977104779486 j + 15289886958674 k]
BICP | Distance=486 | [48 + 486 i + 39 j + 80 k] ^ 5 = [4665204696048 + 21108651129486 i + 17296140210639 j + 16729983950480 k]
BICP | Distance=486 | [48 + 39 i + 486 j + 80 k] ^ 5 = [4665204696048 + 17296140210639 i + 21108651129486 j + 16729983950480 k]
BICP | Distance=486 | [48 + 486 i + 39 j + 424 k] ^ 9 = [15099394286905894652352048 + 12867452112848835098178486 i + 2197009398009123412501239 j + 2676307618463171568120424 k]
BICP | Distance=486 | [48 + 39 i + 486 j + 424 k] ^ 9 = [15099394286905894652352048 + 2197009398009123412501239 i + 12867452112848835098178486 j + 2676307618463171568120424 k]
BICP | Distance=486 | [48 + 39 i + 452 j + 486 k] ^ 9 = [10523889308194327660545648 + 16236408651486340833236439 i + 6023788126679859882828452 j + 16744505952924791339130486 k]
BICP | Distance=486 | [48 + 486 i + 39 j + 480 k] ^ 9 = [19473915820638008923152048 + 16177902355302935186178486 i + 14747558061448072557301239 j + 16793034589695915749184480 k]
BICP | Distance=486 | [48 + 39 i + 486 j + 480 k] ^ 9 = [19473915820638008923152048 + 14747558061448072557301239 i + 16177902355302935186178486 j + 16793034589695915749184480 k]
BICP | Distance=486 | [48 + 486 i + 40 j + 23 k] ^ 5 = [11430915696048 + 26294077629486 i + 13062471685640 j + 1905435433423 k]
BICP | Distance=486 | [48 + 40 i + 486 j + 23 k] ^ 5 = [11430915696048 + 13062471685640 i + 26294077629486 j + 1905435433423 k]
BICP | Distance=486 | [48 + 486 i + 40 j + 73 k] ^ 5 = [5457460896048 + 22246360029486 i + 17110189285640 j + 14982941158673 k]
BICP | Distance=486 | [48 + 40 i + 486 j + 73 k] ^ 5 = [5457460896048 + 17110189285640 i + 22246360029486 j + 14982941158673 k]
BICP | Distance=486 | [48 + 486 i + 40 j + 423 k] ^ 9 = [15095578827680293438752048 + 12661141478433967019178486 i + 2207035638832709604811240 j + 2340808585605704585430423 k]
BICP | Distance=486 | [48 + 40 i + 486 j + 423 k] ^ 9 = [15095578827680293438752048 + 2207035638832709604811240 i + 12661141478433967019178486 j + 2340808585605704585430423 k]
BICP | Distance=486 | [48 + 486 i + 43 j + 52 k] ^ 5 = [7869152196048 + 24996025629486 i + 16406800519043 j + 9435192804452 k]
BICP | Distance=486 | [48 + 43 i + 486 j + 52 k] ^ 5 = [7869152196048 + 16406800519043 i + 24996025629486 j + 9435192804452 k]
BICP | Distance=486 | [48 + 486 i + 43 j + 52 k] ^ 9 = [263621720093494385832048 + 1448448891068923792938486 i + 1789025881306002371838043 j + 484277892140895304168852 k]
BICP | Distance=486 | [48 + 43 i + 486 j + 52 k] ^ 9 = [263621720093494385832048 + 1789025881306002371838043 i + 1448448891068923792938486 j + 484277892140895304168852 k]
BICP | Distance=486 | [48 + 486 i + 43 j + 452 k] ^ 9 = [18009511143563653811592048 + 14919733652034297311658486 i + 8570007098301281263038043 j + 7709193879354904718412452 k]
BICP | Distance=486 | [48 + 43 i + 486 j + 452 k] ^ 9 = [18009511143563653811592048 + 8570007098301281263038043 i + 14919733652034297311658486 j + 7709193879354904718412452 k]
BICP | Distance=486 | [486 + 48 i + 45 j + 6 k] ^ 5 = [22456419507486 + 11858356050048 i + 10979496705645 j + 6361592305086 k]
BICP | Distance=486 | [486 + 48 i + 45 j + 36 k] ^ 5 = [24742066329486 + 9279839796048 i + 8166200412645 j + 14002343377236 k]
BICP | Distance=486 | [486 + 48 i + 45 j + 36 k] ^ 9 = [1318205413237020751458486 + 515338694897344077192048 i + 366541791904762230265245 j + 1556000490125135312834436 k]
BICP | Distance=486 | [486 + 48 i + 45 j + 86 k] ^ 5 = [33034823379486 + 6114818946048 i + 4509166737645 j + 28180572977486 k]
BICP | Distance=486 | [486 + 48 i + 48 j + 5 k] ^ 5 = [22116072501486 + 11827308792048 i + 11827308792048 j + 6420871341965 k]
BICP | Distance=486 | [486 + 48 i + 48 j + 7 k] ^ 5 = [22206903129486 + 11623464696048 i + 11623464696048 j + 6915995356207 k]
BICP | Distance=486 | [486 + 48 i + 48 j + 7 k] ^ 9 = [695481723087779455938486 + 775111161638698382832048 i + 775111161638698382832048 j + 1024889912222524058312407 k]
BICP | Distance=486 | [486 + 48 i + 48 j + 15 k] ^ 5 = [22656883329486 + 10833946296048 i + 10833946296048 j + 8906869173015 k]
BICP | Distance=486 | [486 + 48 i + 48 j + 15 k] ^ 9 = [832240855625197832658486 + 665583377774039540592048 i + 665583377774039540592048 j + 1156322960820187676346015 k]
BICP | Distance=486 | [486 + 48 i + 48 j + 57 k] ^ 5 = [27321365529486 + 7318999896048 i + 7318999896048 j + 19884845981457 k]
BICP | Distance=486 | [486 + 48 i + 48 j + 57 k] ^ 9 = [1929588618997356064578486 + 281126418871950021552048 i + 281126418871950021552048 j + 2174327412707777259562857 k]
BICP | Distance=486 | [48 + 486 i + 48 j + 61 k] ^ 5 = [6155027256048 + 24805197009486 i + 18359183640048 j + 11434169131861 k]
BICP | Distance=486 | [48 + 48 i + 486 j + 61 k] ^ 5 = [6155027256048 + 18359183640048 i + 24805197009486 j + 11434169131861 k]
BICP | Distance=486 | [48 + 48 i + 61 j + 486 k] ^ 5 = [18359183640048 + 6155027256048 i + 11434169131861 j + 24805197009486 k]
BICP | Distance=486 | [486 + 48 i + 48 j + 65 k] ^ 5 = [28657518129486 + 6759468696048 i + 6759468696048 j + 22130117398265 k]
BICP | Distance=486 | [486 + 48 i + 48 j + 65 k] ^ 9 = [2227844998434731605938486 + 235324759408604765232048 i + 235324759408604765232048 j + 2453432537862320292956465 k]
BICP | Distance=486 | [486 + 48 i + 48 j + 207 k] ^ 5 = [79820203329486 + 1113946296048 i + 1113946296048 j + 80012694357207 k]
BICP | Distance=486 | [486 + 48 i + 48 j + 207 k] ^ 9 = [18423490953197689784658486 + 1341888196391540592048 i + 1341888196391540592048 j + 18440225039478893982714207 k]
BICP | Distance=486 | [486 + 48 i + 48 j + 265 k] ^ 5 = [119258608329486 + 360526296048 i + 360526296048 j + 119632334799265 k]
BICP | Distance=486 | [486 + 48 i + 48 j + 457 k] ^ 5 = [372850168329486 + 526296048 i + 526296048 j + 372840079983457 k]
BICP | Distance=486 | [486 + 48 i + 49 j + 4 k] ^ 5 = [21969585261486 + 11888797572048 i + 12177035221049 j + 6276763150964 k]
BICP | Distance=486 | [486 + 48 i + 49 j + 14 k] ^ 5 = [22495187079486 + 10867332546048 i + 11179830046049 j + 8753562923014 k]
BICP | Distance=486 | [486 + 48 i + 49 j + 14 k] ^ 9 = [800868078094786726158486 + 660372829017248731092048 i + 695527766525123722092049 j + 1151975675842702773846014 k]
BICP | Distance=486 | [486 + 48 i + 49 j + 64 k] ^ 5 = [28412920629486 + 6653490696048 i + 7111018921049 j + 21913853123264 k]
BICP | Distance=486 | [486 + 48 i + 49 j + 64 k] ^ 9 = [2183007714714045178938486 + 201748442132017356432048 i + 277106661071297133042049 j + 2421810798927323970566464 k]
BICP | Distance=486 | [486 + 48 i + 51 j + 6 k] ^ 5 = [21844914867486 + 11585870430048 i + 12464729774451 j + 6973096945086 k]
BICP | Distance=486 | [486 + 48 i + 51 j + 36 k] ^ 5 = [24241097529486 + 8614554396048 i + 9728193779451 j + 14503312177236 k]
BICP | Distance=486 | [486 + 48 i + 51 j + 36 k] ^ 9 = [1264310400617247407778486 + 360544230856384201752048 i + 509341133848966048678851 j + 1609895502744908656514436 k]
BICP | Distance=486 | [486 + 48 i + 51 j + 86 k] ^ 5 = [32687437779486 + 4761689646048 i + 6367341854451 j + 28527958577486 k]
BICP | Distance=486 | [486 + 48 i + 52 j + 3 k] ^ 5 = [21601033461486 + 11872782372048 i + 13016206388452 j + 6340717278843 k]
BICP | Distance=486 | [486 + 48 i + 52 j + 5 k] ^ 5 = [21688483437486 + 11649049740048 i + 12811296420452 j + 6829521711085 k]
BICP | Distance=486 | [486 + 48 i + 52 j + 35 k] ^ 5 = [24037819029486 + 8594271396048 i + 10067702004452 j + 14326947102235 k]
BICP | Distance=486 | [486 + 48 i + 52 j + 35 k] ^ 9 = [1227749999489699897178486 + 344838195698721038952048 i + 540166560934903633288852 j + 1594640779866940507244435 k]
BICP | Distance=486 | [48 + 486 i + 52 j + 39 k] ^ 5 = [8982734556048 + 27140363109486 i + 17805992708452 j + 5214842232639 k]
BICP | Distance=486 | [48 + 52 i + 486 j + 39 k] ^ 5 = [8982734556048 + 17805992708452 i + 27140363109486 j + 5214842232639 k]
BICP | Distance=486 | [48 + 52 i + 39 j + 486 k] ^ 5 = [16926164148048 + 10292788100452 i + 5013646224639 j + 26238216501486 k]
BICP | Distance=486 | [48 + 486 i + 52 j + 39 k] ^ 9 = [602486281579847878680048 + 1801131417799343891802486 i + 1936937690814568740636052 j + 35453872424251489930839 k]
BICP | Distance=486 | [48 + 52 i + 486 j + 39 k] ^ 9 = [602486281579847878680048 + 1936937690814568740636052 i + 1801131417799343891802486 j + 35453872424251489930839 k]
BICP | Distance=486 | [486 + 48 i + 52 j + 43 k] ^ 5 = [24996025629486 + 7869152196048 i + 9435192804452 j + 16406800519043 k]
BICP | Distance=486 | [486 + 48 i + 52 j + 43 k] ^ 9 = [1448448891068923792938486 + 263621720093494385832048 i + 484277892140895304168852 j + 1789025881306002371838043 k]
BICP | Distance=486 | [486 + 48 i + 52 j + 85 k] ^ 5 = [32395048029486 + 4602312396048 i + 6728158404452 j + 28274026527485 k]
BICP | Distance=486 | [48 + 486 i + 52 j + 89 k] ^ 5 = [1266149556048 + 21640643109486 i + 20821762404452 j + 18241232685889 k]
BICP | Distance=486 | [48 + 52 i + 486 j + 89 k] ^ 5 = [1266149556048 + 20821762404452 i + 21640643109486 j + 18241232685889 k]
BICP | Distance=486 | [48 + 52 i + 89 j + 486 k] ^ 5 = [20530879452048 + 2863057700452 i + 17761766677889 j + 20811149301486 k]
BICP | Distance=486 | [486 + 48 i + 52 j + 93 k] ^ 5 = [34271107029486 + 4072620396048 i + 6320136404452 j + 30769636744293 k]
BICP | Distance=486 | [486 + 48 i + 55 j + 4 k] ^ 5 = [21298417461486 + 11626452972048 i + 13643309795855 j + 6891465310964 k]
BICP | Distance=486 | [486 + 48 i + 55 j + 14 k] ^ 5 = [21862611279486 + 10475687646048 i + 12662330162855 j + 9326144723014 k]
BICP | Distance=486 | [486 + 48 i + 55 j + 14 k] ^ 9 = [715259181996312877278486 + 547250145453070681452048 i + 792893840300783834805655 j + 1224094020705898564326014 k]
BICP | Distance=486 | [486 + 48 i + 55 j + 64 k] ^ 5 = [27947428029486 + 5598301896048 i + 8799983087855 j + 22299492323264 k]
BICP | Distance=486 | [48 + 486 i + 57 j + 48 k] ^ 5 = [7318999896048 + 27321365529486 i + 19884845981457 j + 7318999896048 k]
BICP | Distance=486 | [48 + 57 i + 486 j + 48 k] ^ 5 = [7318999896048 + 19884845981457 i + 27321365529486 j + 7318999896048 k]
BICP | Distance=486 | [48 + 486 i + 57 j + 48 k] ^ 9 = [281126418871950021552048 + 1929588618997356064578486 i + 2174327412707777259562857 j + 281126418871950021552048 k]
BICP | Distance=486 | [48 + 57 i + 486 j + 48 k] ^ 9 = [281126418871950021552048 + 2174327412707777259562857 i + 1929588618997356064578486 j + 281126418871950021552048 k]
BICP | Distance=486 | [486 + 48 i + 59 j + 6 k] ^ 9 = [499381537417923263382486 + 604627327038491686284048 i + 942946515118359494011259 j + 1159492599213178834706166 k]
BICP | Distance=486 | [48 + 486 i + 60 j + 27 k] ^ 5 = [10445462196048 + 28777956129486 i + 19029492814860 j + 1141385941827 k]
BICP | Distance=486 | [48 + 60 i + 486 j + 27 k] ^ 5 = [10445462196048 + 19029492814860 i + 28777956129486 j + 1141385941827 k]
BICP | Distance=486 | [48 + 486 i + 60 j + 77 k] ^ 5 = [2127803196048 + 24813987129486 i + 22343776414860 j + 14941722867077 k]
BICP | Distance=486 | [48 + 60 i + 486 j + 77 k] ^ 5 = [2127803196048 + 22343776414860 i + 24813987129486 j + 14941722867077 k]
BICP | Distance=486 | [48 + 486 i + 61 j + 0 k] ^ 5 = [14393095752048 + 28661375421486 i + 16552984021861 j + -6762503998080 k]
BICP | Distance=486 | [48 + 61 i + 486 j + 0 k] ^ 5 = [14393095752048 + 16552984021861 i + 28661375421486 j + -6762503998080 k]
BICP | Distance=486 | [486 + 48 i + 61 j + 8 k] ^ 5 = [20765625201486 + 10821261312048 i + 14686882216661 j + 8450172681448 k]
BICP | Distance=486 | [48 + 486 i + 61 j + 26 k] ^ 5 = [10578842946048 + 28952526879486 i + 19226700014861 j + 762834741826 k]
BICP | Distance=486 | [48 + 61 i + 486 j + 26 k] ^ 5 = [10578842946048 + 19226700014861 i + 28952526879486 j + 762834741826 k]
BICP | Distance=486 | [486 + 48 i + 61 j + 48 k] ^ 5 = [24805197009486 + 6155027256048 i + 11434169131861 j + 18359183640048 k]
BICP | Distance=486 | [48 + 61 i + 48 j + 486 k] ^ 5 = [18359183640048 + 11434169131861 i + 6155027256048 j + 24805197009486 k]
BICP | Distance=486 | [48 + 486 i + 61 j + 70 k] ^ 5 = [3244061646048 + 25884081279486 i + 22295145614861 j + 13060069850270 k]
BICP | Distance=486 | [48 + 61 i + 486 j + 70 k] ^ 5 = [3244061646048 + 22295145614861 i + 25884081279486 j + 13060069850270 k]
BICP | Distance=486 | [48 + 486 i + 61 j + 76 k] ^ 5 = [2172620196048 + 25126984629486 i + 22562280689861 j + 14640598642076 k]
BICP | Distance=486 | [48 + 61 i + 486 j + 76 k] ^ 5 = [2172620196048 + 22562280689861 i + 25126984629486 j + 14640598642076 k]
BICP | Distance=486 | [486 + 48 i + 61 j + 98 k] ^ 5 = [34860674259486 + 1432074006048 i + 8985329060861 j + 32733210468298 k]
BICP | Distance=486 | [48 + 61 i + 98 j + 486 k] ^ 5 = [22532583690048 + 3375337606861 i + 18274046584298 j + 18809445063486 k]
BICP | Distance=486 | [48 + 486 i + 64 j + 5 k] ^ 5 = [13786480296048 + 29275240329486 i + 17986325123264 j + -5647001787395 k]
BICP | Distance=486 | [48 + 64 i + 486 j + 5 k] ^ 5 = [13786480296048 + 17986325123264 i + 29275240329486 j + -5647001787395 k]
BICP | Distance=486 | [48 + 486 i + 64 j + 5 k] ^ 9 = [1734057967396894582992048 + 1905076371980395977858486 i + 1708488063211037221766464 j + -1323269851166268936214795 k]
BICP | Distance=486 | [48 + 64 i + 486 j + 5 k] ^ 9 = [1734057967396894582992048 + 1708488063211037221766464 i + 1905076371980395977858486 j + -1323269851166268936214795 k]
BICP | Distance=486 | [486 + 48 i + 64 j + 7 k] ^ 5 = [20311556697486 + 10779224040048 i + 15495095113664 j + 8504756052527 k]
BICP | Distance=486 | [486 + 48 i + 64 j + 27 k] ^ 5 = [21894007509486 + 8192141256048 i + 13721996707264 j + 13289860279827 k]
BICP | Distance=486 | [48 + 64 i + 27 j + 486 k] ^ 5 = [16014988200048 + 15102571651264 i + 203862673827 j + 25327040553486 k]
BICP | Distance=486 | [486 + 48 i + 64 j + 27 k] ^ 9 = [864391019142596127642486 + 147379156007452630800048 i + 831836224809019661817664 j + 1510417098606601945062027 k]
BICP | Distance=486 | [48 + 486 i + 64 j + 49 k] ^ 5 = [6653490696048 + 28412920629486 i + 21913853123264 j + 7111018921049 k]
BICP | Distance=486 | [48 + 64 i + 486 j + 49 k] ^ 5 = [6653490696048 + 21913853123264 i + 28412920629486 j + 7111018921049 k]
BICP | Distance=486 | [48 + 486 i + 64 j + 49 k] ^ 9 = [201748442132017356432048 + 2183007714714045178938486 i + 2421810798927323970566464 j + 277106661071297133042049 k]
BICP | Distance=486 | [48 + 64 i + 486 j + 49 k] ^ 9 = [201748442132017356432048 + 2421810798927323970566464 i + 2183007714714045178938486 j + 277106661071297133042049 k]
BICP | Distance=486 | [48 + 486 i + 64 j + 55 k] ^ 5 = [5598301896048 + 27947428029486 i + 22299492323264 j + 8799983087855 k]
BICP | Distance=486 | [48 + 64 i + 486 j + 55 k] ^ 5 = [5598301896048 + 22299492323264 i + 27947428029486 j + 8799983087855 k]
BICP | Distance=486 | [486 + 48 i + 64 j + 77 k] ^ 5 = [29646022509486 + 2656661256048 i + 10681227011264 j + 26461563233077 k]
BICP | Distance=486 | [48 + 64 i + 77 j + 486 k] ^ 5 = [21442055400048 + 7672841251264 i + 12951983127077 j + 21722325249486 k]
BICP | Distance=486 | [48 + 486 i + 65 j + 48 k] ^ 5 = [6759468696048 + 28657518129486 i + 22130117398265 j + 6759468696048 k]
BICP | Distance=486 | [48 + 65 i + 486 j + 48 k] ^ 5 = [6759468696048 + 22130117398265 i + 28657518129486 j + 6759468696048 k]
BICP | Distance=486 | [48 + 486 i + 65 j + 48 k] ^ 9 = [235324759408604765232048 + 2227844998434731605938486 i + 2453432537862320292956465 j + 235324759408604765232048 k]
BICP | Distance=486 | [48 + 65 i + 486 j + 48 k] ^ 9 = [235324759408604765232048 + 2453432537862320292956465 i + 2227844998434731605938486 j + 235324759408604765232048 k]
BICP | Distance=486 | [48 + 486 i + 68 j + 27 k] ^ 5 = [10287872796048 + 30077455329486 i + 21358621431668 j + 425561941827 k]
BICP | Distance=486 | [48 + 68 i + 486 j + 27 k] ^ 5 = [10287872796048 + 21358621431668 i + 30077455329486 j + 425561941827 k]
BICP | Distance=486 | [48 + 486 i + 68 j + 77 k] ^ 5 = [1057221396048 + 26308433529486 i + 24448937831668 j + 14641015667077 k]
BICP | Distance=486 | [48 + 68 i + 486 j + 77 k] ^ 5 = [1057221396048 + 24448937831668 i + 26308433529486 j + 14641015667077 k]
BICP | Distance=486 | [486 + 48 i + 70 j + 1 k] ^ 5 = [19127695491486 + 11320535862048 i + 17482692062270 j + 7707177146561 k]
BICP | Distance=486 | [486 + 48 i + 70 j + 11 k] ^ 5 = [19724295879486 + 9832760946048 i + 16517943650270 j + 10005793739611 k]
BICP | Distance=486 | [486 + 48 i + 70 j + 11 k] ^ 9 = [391636999578192929838486 + 293732133498240289332048 i + 1017374701529264696420470 j + 1328899615044327727639211 k]
BICP | Distance=486 | [486 + 48 i + 70 j + 61 k] ^ 5 = [25884081279486 + 3244061646048 i + 13060069850270 j + 22295145614861 k]
BICP | Distance=486 | [486 + 48 i + 73 j + 0 k] ^ 5 = [18612139581486 + 11328490632048 i + 18265163574673 j + 7784599789440 k]
BICP | Distance=486 | [486 + 48 i + 73 j + 2 k] ^ 5 = [18714532527486 + 11011991310048 i + 18063861667673 j + 8235812988682 k]
BICP | Distance=486 | [486 + 48 i + 73 j + 32 k] ^ 5 = [21250420029486 + 6559681896048 i + 15517487158673 j + 15176737068832 k]
BICP | Distance=486 | [48 + 486 i + 73 j + 36 k] ^ 5 = [8532932556048 + 30739836609486 i + 23591892468673 j + 2679669457236 k]
BICP | Distance=486 | [48 + 73 i + 486 j + 36 k] ^ 5 = [8532932556048 + 23591892468673 i + 30739836609486 j + 2679669457236 k]
BICP | Distance=486 | [48 + 73 i + 36 j + 486 k] ^ 5 = [17448007692048 + 16243952682673 i + 1345243705236 j + 23894021061486 k]
BICP | Distance=486 | [486 + 48 i + 73 j + 40 k] ^ 5 = [22246360029486 + 5457460896048 i + 14982941158673 j + 17110189285640 k]
BICP | Distance=486 | [486 + 48 i + 73 j + 82 k] ^ 5 = [29758980879486 + 145480446048 i + 13105860883673 j + 28217800669082 k]
BICP | Distance=486 | [48 + 73 i + 86 j + 486 k] ^ 5 = [23443759638048 + 8185121157673 i + 13464263033486 j + 19720621011486 k]
BICP | Distance=486 | [486 + 48 i + 74 j + 9 k] ^ 5 = [18984123387486 + 9856509690048 i + 17618298558674 j + 9915544032489 k]
BICP | Distance=486 | [486 + 48 i + 74 j + 39 k] ^ 5 = [21977104779486 + 5462330646048 i + 15289886958674 j + 16929700485639 k]
BICP | Distance=486 | [486 + 48 i + 76 j + 1 k] ^ 5 = [18178240041486 + 11013361812048 i + 18836194522076 j + 8311054961561 k]
BICP | Distance=486 | [486 + 48 i + 76 j + 11 k] ^ 5 = [18813076029486 + 9400968396048 i + 17888644642076 j + 10549668464611 k]
BICP | Distance=486 | [486 + 48 i + 76 j + 11 k] ^ 9 = [269960501886915222378486 + 163255842026490508152048 i + 1073703259404146581284076 j + 1371131336855157405649211 k]
BICP | Distance=486 | [486 + 48 i + 76 j + 61 k] ^ 5 = [25126984629486 + 2172620196048 i + 14640598642076 j + 22562280689861 k]
BICP | Distance=486 | [486 + 48 i + 77 j + 0 k] ^ 5 = [17959961601486 + 11126701992048 i + 19158456471077 j + 8189598130560 k]
BICP | Distance=486 | [486 + 48 i + 77 j + 8 k] ^ 5 = [18439955361486 + 9810127872048 i + 18385897991077 j + 9967397531368 k]
BICP | Distance=486 | [486 + 48 i + 77 j + 10 k] ^ 5 = [18580549779486 + 9487325646048 i + 18203306792077 j + 10414823614610 k]
BICP | Distance=486 | [486 + 48 i + 77 j + 10 k] ^ 9 = [226742182974864535878486 + 162177587094967818252048 i + 1087908701163368301024077 j + 1369244819511225796189210 k]
BICP | Distance=486 | [486 + 48 i + 77 j + 18 k] ^ 5 = [19225543779486 + 8220416646048 i + 17514483792077 j + 12219716831418 k]
BICP | Distance=486 | [486 + 48 i + 77 j + 60 k] ^ 5 = [24813987129486 + 2127803196048 i + 14941722867077 j + 22343776414860 k]
BICP | Distance=486 | [48 + 486 i + 77 j + 64 k] ^ 5 = [2656661256048 + 29646022509486 i + 26461563233077 j + 10681227011264 k]
BICP | Distance=486 | [48 + 77 i + 486 j + 64 k] ^ 5 = [2656661256048 + 26461563233077 i + 29646022509486 j + 10681227011264 k]
BICP | Distance=486 | [48 + 77 i + 64 j + 486 k] ^ 5 = [21442055400048 + 12951983127077 i + 7672841251264 j + 21722325249486 k]
BICP | Distance=486 | [486 + 48 i + 77 j + 68 k] ^ 5 = [26308433529486 + 1057221396048 i + 14641015667077 j + 24448937831668 k]
BICP | Distance=486 | [486 + 48 i + 80 j + 9 k] ^ 5 = [18015761097486 + 9434736120048 i + 18960439982480 j + 10463290467489 k]
BICP | Distance=486 | [486 + 48 i + 80 j + 39 k] ^ 5 = [21108651129486 + 4665204696048 i + 16729983950480 j + 17296140210639 k]
BICP | Distance=486 | [48 + 486 i + 82 j + 73 k] ^ 5 = [145480446048 + 29758980879486 i + 28217800669082 j + 13105860883673 k]
BICP | Distance=486 | [48 + 82 i + 486 j + 73 k] ^ 5 = [145480446048 + 28217800669082 i + 29758980879486 j + 13105860883673 k]
BICP | Distance=486 | [48 + 486 i + 85 j + 52 k] ^ 5 = [4602312396048 + 32395048029486 i + 28274026527485 j + 6728158404452 k]
BICP | Distance=486 | [48 + 85 i + 486 j + 52 k] ^ 5 = [4602312396048 + 28274026527485 i + 32395048029486 j + 6728158404452 k]
BICP | Distance=486 | [486 + 48 i + 86 j + 3 k] ^ 5 = [16554916287486 + 10080547410048 i + 20813398171886 j + 9722169171123 k]
BICP | Distance=486 | [48 + 486 i + 86 j + 5 k] ^ 5 = [14650921170048 + 33119824347486 i + 24661803385486 j + -8104706174555 k]
BICP | Distance=486 | [48 + 86 i + 486 j + 5 k] ^ 5 = [14650921170048 + 24661803385486 i + 33119824347486 j + -8104706174555 k]
BICP | Distance=486 | [486 + 48 i + 86 j + 23 k] ^ 5 = [18233975259486 + 6531604506048 i + 19142884081486 j + 14032685386423 k]
BICP | Distance=486 | [48 + 486 i + 86 j + 45 k] ^ 5 = [6114818946048 + 33034823379486 i + 28180572977486 j + 4509166737645 k]
BICP | Distance=486 | [48 + 86 i + 486 j + 45 k] ^ 5 = [6114818946048 + 28180572977486 i + 33034823379486 j + 4509166737645 k]
BICP | Distance=486 | [48 + 486 i + 86 j + 51 k] ^ 5 = [4761689646048 + 32687437779486 i + 28527958577486 j + 6367341854451 k]
BICP | Distance=486 | [48 + 86 i + 486 j + 51 k] ^ 5 = [4761689646048 + 28527958577486 i + 32687437779486 j + 6367341854451 k]
BICP | Distance=486 | [48 + 86 i + 73 j + 486 k] ^ 5 = [23443759638048 + 13464263033486 i + 8185121157673 j + 19720621011486 k]
BICP | Distance=486 | [48 + 86 i + 423 j + 486 k] ^ 9 = [1218361354935791011677648 + 21279141502915262331615686 i + 6310425925951762857336423 j + 4318467295745965569606486 k]
BICP | Distance=486 | [48 + 486 i + 89 j + 0 k] ^ 5 = [15828699432048 + 33460338681486 i + 25029715123889 j + -10041004321920 k]
BICP | Distance=486 | [48 + 89 i + 486 j + 0 k] ^ 5 = [15828699432048 + 25029715123889 i + 33460338681486 j + -10041004321920 k]
BICP | Distance=486 | [486 + 48 i + 89 j + 2 k] ^ 5 = [15930609759486 + 10076313006048 i + 21538373406889 j + 9798454776202 k]
BICP | Distance=486 | [48 + 486 i + 89 j + 20 k] ^ 5 = [11591463420048 + 34188554097486 i + 27177667647889 j + -3639779677820 k]
BICP | Distance=486 | [48 + 89 i + 486 j + 20 k] ^ 5 = [11591463420048 + 27177667647889 i + 34188554097486 j + -3639779677820 k]
BICP | Distance=486 | [486 + 48 i + 89 j + 52 k] ^ 5 = [21640643109486 + 1266149556048 i + 18241232685889 j + 20821762404452 k]
BICP | Distance=486 | [48 + 89 i + 52 j + 486 k] ^ 5 = [20530879452048 + 17761766677889 i + 2863057700452 j + 20811149301486 k]
BICP | Distance=486 | [48 + 89 i + 452 j + 486 k] ^ 9 = [9005755634627493053572848 + 26644517162597403893317289 i + 11241434201177247578508452 j + 2968850045712940325370486 k]
BICP | Distance=486 | [48 + 486 i + 93 j + 52 k] ^ 5 = [4072620396048 + 34271107029486 i + 30769636744293 j + 6320136404452 k]
BICP | Distance=486 | [48 + 93 i + 486 j + 52 k] ^ 5 = [4072620396048 + 30769636744293 i + 34271107029486 j + 6320136404452 k]
BICP | Distance=486 | [486 + 48 i + 95 j + 6 k] ^ 5 = [15039470727486 + 8879433510048 i + 22398165070895 j + 11170444165086 k]
BICP | Distance=486 | [486 + 48 i + 95 j + 36 k] ^ 5 = [18193732029486 + 3146124396048 i + 20311622287895 j + 17434207177236 k]
BICP | Distance=486 | [486 + 48 i + 98 j + 5 k] ^ 5 = [14355637191486 + 8856235962048 i + 23085209352298 j + 11237381126965 k]
BICP | Distance=486 | [486 + 48 i + 98 j + 7 k] ^ 5 = [14510132379486 + 8445316446048 i + 22910021796298 j + 11632593431207 k]
BICP | Distance=486 | [486 + 48 i + 98 j + 15 k] ^ 5 = [15206359779486 + 6825605646048 i + 22262542396298 j + 13229261448015 k]
BICP | Distance=486 | [48 + 486 i + 98 j + 61 k] ^ 5 = [1432074006048 + 34860674259486 i + 32733210468298 j + 8985329060861 k]
BICP | Distance=486 | [48 + 98 i + 486 j + 61 k] ^ 5 = [1432074006048 + 32733210468298 i + 34860674259486 j + 8985329060861 k]
BICP | Distance=486 | [48 + 98 i + 61 j + 486 k] ^ 5 = [22532583690048 + 18274046584298 i + 3375337606861 j + 18809445063486 k]
BICP | Distance=486 | [48 + 98 i + 111 j + 486 k] ^ 5 = [29784859086048 + 8032936084298 i + 13312077960111 j + 13379521563486 k]
BICP | Distance=486 | [486 + 48 i + 99 j + 4 k] ^ 5 = [14073641001486 + 8988968892048 i + 23371061416299 j + 11130408150964 k]
BICP | Distance=486 | [486 + 48 i + 99 j + 14 k] ^ 5 = [14910781779486 + 6932840646048 i + 22539058171299 j + 13104881223014 k]
BICP | Distance=486 | [486 + 48 i + 105 j + 4 k] ^ 5 = [12786924501486 + 8533894692048 i + 24519530841105 j + 11664046590964 k]
BICP | Distance=486 | [486 + 48 i + 105 j + 14 k] ^ 5 = [13659752079486 + 6361782546048 i + 23711901738105 j + 13555387923014 k]
BICP | Distance=486 | [48 + 486 i + 111 j + 0 k] ^ 5 = [17341746792048 + 38579775201486 i + 32369050437111 j + -12750918238080 k]
BICP | Distance=486 | [48 + 111 i + 486 j + 0 k] ^ 5 = [17341746792048 + 32369050437111 i + 38579775201486 j + -12750918238080 k]
BICP | Distance=486 | [48 + 486 i + 111 j + 30 k] ^ 5 = [9229815330048 + 39711538467486 i + 35434723128111 j + -2181864561930 k]
BICP | Distance=486 | [48 + 111 i + 486 j + 30 k] ^ 5 = [9229815330048 + 35434723128111 i + 39711538467486 j + -2181864561930 k]
BICP | Distance=486 | [48 + 111 i + 98 j + 486 k] ^ 5 = [29784859086048 + 13312077960111 i + 8032936084298 j + 13379521563486 k]
BICP | Distance=486 | [486 + 48 i + 136 j + 3 k] ^ 5 = [4979183517486 + 6106792800048 i + 29641222620136 j + 14072828652123 k]
BICP | Distance=486 | [48 + 486 i + 139 j + 0 k] ^ 5 = [19768019592048 + 46918247301486 i + 42840773139139 j + -16421328961920 k]
BICP | Distance=486 | [48 + 139 i + 486 j + 0 k] ^ 5 = [19768019592048 + 42840773139139 i + 46918247301486 j + -16421328961920 k]
BICP | Distance=486 | [486 + 48 i + 139 j + 2 k] ^ 5 = [4045352859486 + 6101631306048 i + 30117504460139 j + 14173997772202 k]
BICP | Distance=486 | [48 + 486 i + 139 j + 20 k] ^ 5 = [12914426340048 + 48295655037486 i + 45159634903139 j + -8362145557820 k]
BICP | Distance=486 | [48 + 139 i + 486 j + 20 k] ^ 5 = [12914426340048 + 45159634903139 i + 48295655037486 j + -8362145557820 k]
BICP | Distance=486 | [486 + 48 i + 145 j + 6 k] ^ 5 = [2728385847486 + 4356256170048 i + 30574156086145 j + 15112431925086 k]
BICP | Distance=486 | [48 + 486 i + 207 j + 48 k] ^ 5 = [1113946296048 + 79820203329486 i + 80012694357207 j + 1113946296048 k]
BICP | Distance=486 | [48 + 207 i + 486 j + 48 k] ^ 5 = [1113946296048 + 80012694357207 i + 79820203329486 j + 1113946296048 k]
BICP | Distance=486 | [48 + 486 i + 207 j + 48 k] ^ 9 = [1341888196391540592048 + 18423490953197689784658486 i + 18440225039478893982714207 j + 1341888196391540592048 k]
BICP | Distance=486 | [48 + 207 i + 486 j + 48 k] ^ 9 = [1341888196391540592048 + 18440225039478893982714207 i + 18423490953197689784658486 j + 1341888196391540592048 k]
BICP | Distance=486 | [48 + 486 i + 236 j + 5 k] ^ 5 = [29475836460048 + 94897477377486 i + 94349958026236 j + -28533310139555 k]
BICP | Distance=486 | [48 + 236 i + 486 j + 5 k] ^ 5 = [29475836460048 + 94349958026236 i + 94897477377486 j + -28533310139555 k]
BICP | Distance=486 | [48 + 486 i + 264 j + 5 k] ^ 5 = [34075485696048 + 114878841129486 i + 114638198124264 j + -33504778187395 k]
BICP | Distance=486 | [48 + 264 i + 486 j + 5 k] ^ 5 = [34075485696048 + 114638198124264 i + 114878841129486 j + -33504778187395 k]
BICP | Distance=486 | [48 + 486 i + 264 j + 5 k] ^ 9 = [18781175631333118218432048 + 33150301300120257612738486 i + 33151163094591185948568264 j + -18779732619410013539254795 k]
BICP | Distance=486 | [48 + 264 i + 486 j + 5 k] ^ 9 = [18781175631333118218432048 + 33151163094591185948568264 i + 33150301300120257612738486 j + -18779732619410013539254795 k]
BICP | Distance=486 | [48 + 486 i + 265 j + 48 k] ^ 5 = [360526296048 + 119258608329486 i + 119632334799265 j + 360526296048 k]
BICP | Distance=486 | [48 + 265 i + 486 j + 48 k] ^ 5 = [360526296048 + 119632334799265 i + 119258608329486 j + 360526296048 k]
BICP | Distance=486 | [48 + 486 i + 361 j + 0 k] ^ 5 = [61385293992048 + 210970730601486 i + 210981895263361 j + -61343725438080 k]
BICP | Distance=486 | [48 + 361 i + 486 j + 0 k] ^ 5 = [61385293992048 + 210981895263361 i + 210970730601486 j + -61343725438080 k]
BICP | Distance=486 | [48 + 486 i + 361 j + 30 k] ^ 5 = [23151463230048 + 216948396267486 i + 217013572404361 j + -23127509961930 k]
BICP | Distance=486 | [48 + 361 i + 486 j + 30 k] ^ 5 = [23151463230048 + 217013572404361 i + 216948396267486 j + -23127509961930 k]
BICP | Distance=486 | [48 + 486 i + 389 j + 0 k] ^ 5 = [69924112392048 + 248743646901486 i + 248753512965389 j + -69913016161920 k]
BICP | Distance=486 | [48 + 389 i + 486 j + 0 k] ^ 5 = [69924112392048 + 248753512965389 i + 248743646901486 j + -69913016161920 k]
BICP | Distance=486 | [48 + 486 i + 389 j + 20 k] ^ 5 = [40949672940048 + 253818096237486 i + 253841340929389 j + -40947703957820 k]
BICP | Distance=486 | [48 + 389 i + 486 j + 20 k] ^ 5 = [40949672940048 + 253841340929389 i + 253818096237486 j + -40947703957820 k]
BICP | Distance=486 | [486 + 48 i + 423 j + 32 k] ^ 9 = [13528411286092240581738486 + 14296532513874966650832048 i + 3562446642354942627510423 j + 778418479838372659737632 k]
BICP | Distance=486 | [486 + 48 i + 423 j + 40 k] ^ 9 = [12661141478433967019178486 + 15095578827680293438752048 i + 2340808585605704585430423 j + 2207035638832709604811240 k]
BICP | Distance=486 | [48 + 423 i + 86 j + 486 k] ^ 9 = [1218361354935791011677648 + 6310425925951762857336423 i + 21279141502915262331615686 j + 4318467295745965569606486 k]
BICP | Distance=486 | [486 + 48 i + 424 j + 39 k] ^ 9 = [12867452112848835098178486 + 15099394286905894652352048 i + 2676307618463171568120424 j + 2197009398009123412501239 k]
BICP | Distance=486 | [486 + 48 i + 451 j + 36 k] ^ 9 = [15419671412957214905538486 + 17470357513755042676632048 i + 9025501049614391769162451 j + 6606549316719401351234436 k]
BICP | Distance=486 | [486 + 48 i + 452 j + 35 k] ^ 9 = [15568657325989751288538486 + 17497278472953448181832048 i + 9495269019860649099372452 j + 6561095490507698323244435 k]
BICP | Distance=486 | [48 + 452 i + 39 j + 486 k] ^ 9 = [10523889308194327660545648 + 6023788126679859882828452 i + 16236408651486340833236439 j + 16744505952924791339130486 k]
BICP | Distance=486 | [486 + 48 i + 452 j + 43 k] ^ 9 = [14919733652034297311658486 + 18009511143563653811592048 i + 7709193879354904718412452 j + 8570007098301281263038043 k]
BICP | Distance=486 | [48 + 452 i + 89 j + 486 k] ^ 9 = [9005755634627493053572848 + 11241434201177247578508452 i + 26644517162597403893317289 j + 2968850045712940325370486 k]
BICP | Distance=486 | [48 + 486 i + 457 j + 48 k] ^ 5 = [526296048 + 372850168329486 i + 372840079983457 j + 526296048 k]
BICP | Distance=486 | [48 + 457 i + 486 j + 48 k] ^ 5 = [526296048 + 372840079983457 i + 372850168329486 j + 526296048 k]
BICP | Distance=486 | [486 + 48 i + 464 j + 27 k] ^ 9 = [16812413680123915106202486 + 18241406001083089232880048 i + 14645399325165034700304464 j + 6832191005899099573964427 k]
BICP | Distance=486 | [486 + 48 i + 480 j + 39 k] ^ 9 = [16177902355302935186178486 + 19473915820638008923152048 i + 16793034589695915749184480 j + 14747558061448072557301239 k]
BICP | Distance=486 | [48 + 486 i + 486 j + 5 k] ^ 5 = [95581004610048 + 425330114427486 i + 425330114427486 j + -95580586414555 k]
BICP | Distance=486 | [48 + 486 i + 486 j + 5 k] ^ 5 = [95581004610048 + 425330114427486 i + 425330114427486 j + -95580586414555 k]
BICP | Distance=486 | [49 + 486 i + 4 j + 8 k] ^ 5 = [13302774085049 + 24339826589486 i + 1936941734964 j + 1650295499848 k]
BICP | Distance=486 | [49 + 4 i + 486 j + 8 k] ^ 5 = [13302774085049 + 1936941734964 i + 24339826589486 j + 1650295499848 k]
BICP | Distance=486 | [49 + 486 i + 4 j + 8 k] ^ 9 = [1225251307580931035696449 + 979757195342692489482486 i + 248233435065140141985124 j + 78248563639784021854088 k]
BICP | Distance=486 | [49 + 4 i + 486 j + 8 k] ^ 9 = [1225251307580931035696449 + 248233435065140141985124 i + 979757195342692489482486 j + 78248563639784021854088 k]
BICP | Distance=486 | [49 + 486 i + 4 j + 48 k] ^ 5 = [12177035221049 + 21969585261486 i + 6276763150964 j + 11888797572048 k]
BICP | Distance=486 | [49 + 4 i + 486 j + 48 k] ^ 5 = [12177035221049 + 6276763150964 i + 21969585261486 j + 11888797572048 k]
BICP | Distance=486 | [49 + 486 i + 4 j + 98 k] ^ 5 = [9259230316049 + 14190064511486 i + 11246831660964 j + 23100799992298 k]
BICP | Distance=486 | [49 + 4 i + 486 j + 98 k] ^ 5 = [9259230316049 + 11246831660964 i + 14190064511486 j + 23100799992298 k]
BICP | Distance=486 | [49 + 486 i + 6 j + 52 k] ^ 5 = [11782669026049 + 21633331827486 i + 7184679985086 j + 12661528370452 k]
BICP | Distance=486 | [49 + 6 i + 486 j + 52 k] ^ 5 = [11782669026049 + 7184679985086 i + 21633331827486 j + 12661528370452 k]
BICP | Distance=486 | [486 + 49 i + 8 j + 4 k] ^ 5 = [24339826589486 + 13302774085049 i + 1650295499848 j + 1936941734964 k]
BICP | Distance=486 | [486 + 49 i + 8 j + 4 k] ^ 9 = [979757195342692489482486 + 1225251307580931035696449 i + 78248563639784021854088 j + 248233435065140141985124 k]
BICP | Distance=486 | [486 + 49 i + 8 j + 14 k] ^ 5 = [24595455487486 + 13186828606049 i + 546515249848 j + 4560358915014 k]
BICP | Distance=486 | [49 + 486 i + 11 j + 27 k] ^ 9 = [1044418009256173485147049 + 958480084723721467023486 i + 762056529898799190454211 j + 320775441225149078058627 k]
BICP | Distance=486 | [49 + 11 i + 486 j + 27 k] ^ 9 = [1044418009256173485147049 + 762056529898799190454211 i + 958480084723721467023486 j + 320775441225149078058627 k]
BICP | Distance=486 | [49 + 486 i + 11 j + 77 k] ^ 9 = [148967326007930459967049 + 243030583644420039153486 i + 1398061255097652588874211 j + 1059414743385586533099077 k]
BICP | Distance=486 | [49 + 11 i + 486 j + 77 k] ^ 9 = [148967326007930459967049 + 1398061255097652588874211 i + 243030583644420039153486 j + 1059414743385586533099077 k]
BICP | Distance=486 | [49 + 486 i + 14 j + 8 k] ^ 5 = [13186828606049 + 24595455487486 i + 4560358915014 j + 546515249848 k]
BICP | Distance=486 | [49 + 14 i + 486 j + 8 k] ^ 5 = [13186828606049 + 4560358915014 i + 24595455487486 j + 546515249848 k]
BICP | Distance=486 | [49 + 486 i + 14 j + 48 k] ^ 5 = [11179830046049 + 22495187079486 i + 8753562923014 j + 10867332546048 k]
BICP | Distance=486 | [49 + 14 i + 486 j + 48 k] ^ 5 = [11179830046049 + 8753562923014 i + 22495187079486 j + 10867332546048 k]
BICP | Distance=486 | [49 + 486 i + 14 j + 48 k] ^ 9 = [695527766525123722092049 + 800868078094786726158486 i + 1151975675842702773846014 j + 660372829017248731092048 k]
BICP | Distance=486 | [49 + 14 i + 486 j + 48 k] ^ 9 = [695527766525123722092049 + 1151975675842702773846014 i + 800868078094786726158486 j + 660372829017248731092048 k]
BICP | Distance=486 | [49 + 486 i + 14 j + 98 k] ^ 5 = [7226619421049 + 15034531279486 i + 13228630723014 j + 22245279396298 k]
BICP | Distance=486 | [49 + 14 i + 486 j + 98 k] ^ 5 = [7226619421049 + 13228630723014 i + 15034531279486 j + 22245279396298 k]
BICP | Distance=486 | [486 + 49 i + 27 j + 11 k] ^ 9 = [958480084723721467023486 + 1044418009256173485147049 i + 320775441225149078058627 j + 762056529898799190454211 k]
BICP | Distance=486 | [49 + 486 i + 36 j + 52 k] ^ 5 = [8759333721049 + 24067848429486 i + 14676561277236 j + 9872973104452 k]
BICP | Distance=486 | [49 + 36 i + 486 j + 52 k] ^ 5 = [8759333721049 + 14676561277236 i + 24067848429486 j + 9872973104452 k]
BICP | Distance=486 | [49 + 486 i + 36 j + 52 k] ^ 9 = [357284601818032682322049 + 1246251166687631511018486 i + 1627954736674524553274436 j + 506081504810614529248852 k]
BICP | Distance=486 | [49 + 36 i + 486 j + 52 k] ^ 9 = [357284601818032682322049 + 1627954736674524553274436 i + 1246251166687631511018486 j + 506081504810614529248852 k]
BICP | Distance=486 | [49 + 486 i + 36 j + 452 k] ^ 9 = [17814785071033811965842049 + 15265576448696351421738486 i + 6760644280980264835034436 j + 9369928606893161058372452 k]
BICP | Distance=486 | [49 + 36 i + 486 j + 452 k] ^ 9 = [17814785071033811965842049 + 6760644280980264835034436 i + 15265576448696351421738486 j + 9369928606893161058372452 k]
BICP | Distance=486 | [49 + 486 i + 39 j + 423 k] ^ 9 = [15166141015019597481867049 + 12605644622052035146503486 i + 1935201907212323460826239 j + 2609560890349468738605423 k]
BICP | Distance=486 | [49 + 39 i + 486 j + 423 k] ^ 9 = [15166141015019597481867049 + 1935201907212323460826239 i + 12605644622052035146503486 j + 2609560890349468738605423 k]
BICP | Distance=486 | [486 + 49 i + 48 j + 4 k] ^ 5 = [21969585261486 + 12177035221049 i + 11888797572048 j + 6276763150964 k]
BICP | Distance=486 | [486 + 49 i + 48 j + 14 k] ^ 5 = [22495187079486 + 11179830046049 i + 10867332546048 j + 8753562923014 k]
BICP | Distance=486 | [486 + 49 i + 48 j + 14 k] ^ 9 = [800868078094786726158486 + 695527766525123722092049 i + 660372829017248731092048 j + 1151975675842702773846014 k]
BICP | Distance=486 | [486 + 49 i + 48 j + 64 k] ^ 5 = [28412920629486 + 7111018921049 i + 6653490696048 j + 21913853123264 k]
BICP | Distance=486 | [486 + 49 i + 48 j + 64 k] ^ 9 = [2183007714714045178938486 + 277106661071297133042049 i + 201748442132017356432048 j + 2421810798927323970566464 k]
BICP | Distance=486 | [486 + 49 i + 52 j + 6 k] ^ 5 = [21633331827486 + 11782669026049 i + 12661528370452 j + 7184679985086 k]
BICP | Distance=486 | [486 + 49 i + 52 j + 36 k] ^ 5 = [24067848429486 + 8759333721049 i + 9872973104452 j + 14676561277236 k]
BICP | Distance=486 | [486 + 49 i + 52 j + 36 k] ^ 9 = [1246251166687631511018486 + 357284601818032682322049 i + 506081504810614529248852 j + 1627954736674524553274436 k]
BICP | Distance=486 | [486 + 49 i + 52 j + 86 k] ^ 5 = [32567438579486 + 4842188146049 i + 6447840354452 j + 28647957777486 k]
BICP | Distance=486 | [49 + 486 i + 64 j + 48 k] ^ 5 = [7111018921049 + 28412920629486 i + 21913853123264 j + 6653490696048 k]
BICP | Distance=486 | [49 + 64 i + 486 j + 48 k] ^ 5 = [7111018921049 + 21913853123264 i + 28412920629486 j + 6653490696048 k]
BICP | Distance=486 | [49 + 486 i + 64 j + 48 k] ^ 9 = [277106661071297133042049 + 2183007714714045178938486 i + 2421810798927323970566464 j + 201748442132017356432048 k]
BICP | Distance=486 | [49 + 64 i + 486 j + 48 k] ^ 9 = [277106661071297133042049 + 2421810798927323970566464 i + 2183007714714045178938486 j + 201748442132017356432048 k]
BICP | Distance=486 | [486 + 49 i + 77 j + 11 k] ^ 9 = [243030583644420039153486 + 148967326007930459967049 i + 1059414743385586533099077 j + 1398061255097652588874211 k]
BICP | Distance=486 | [49 + 486 i + 86 j + 52 k] ^ 5 = [4842188146049 + 32567438579486 i + 28647957777486 j + 6447840354452 k]
BICP | Distance=486 | [49 + 86 i + 486 j + 52 k] ^ 5 = [4842188146049 + 28647957777486 i + 32567438579486 j + 6447840354452 k]
BICP | Distance=486 | [486 + 49 i + 98 j + 4 k] ^ 5 = [14190064511486 + 9259230316049 i + 23100799992298 j + 11246831660964 k]
BICP | Distance=486 | [486 + 49 i + 98 j + 14 k] ^ 5 = [15034531279486 + 7226619421049 i + 22245279396298 j + 13228630723014 k]
BICP | Distance=486 | [486 + 49 i + 423 j + 39 k] ^ 9 = [12605644622052035146503486 + 15166141015019597481867049 i + 2609560890349468738605423 j + 1935201907212323460826239 k]
BICP | Distance=486 | [486 + 49 i + 452 j + 36 k] ^ 9 = [15265576448696351421738486 + 17814785071033811965842049 i + 9369928606893161058372452 j + 6760644280980264835034436 k]
BICP | Distance=486 | [486 + 51 i + 2 j + 4 k] ^ 5 = [24163034931486 + 13899668864451 i + 58099188202 j + 1273861240964 k]
BICP | Distance=486 | [51 + 486 i + 4 j + 2 k] ^ 5 = [13899668864451 + 24163034931486 i + 1273861240964 j + 58099188202 k]
BICP | Distance=486 | [51 + 4 i + 486 j + 2 k] ^ 5 = [13899668864451 + 1273861240964 i + 24163034931486 j + 58099188202 k]
BICP | Distance=486 | [51 + 486 i + 4 j + 52 k] ^ 5 = [12490762559451 + 21326650281486 i + 6919698130964 j + 12779000208452 k]
BICP | Distance=486 | [51 + 4 i + 486 j + 52 k] ^ 5 = [12490762559451 + 6919698130964 i + 21326650281486 j + 12779000208452 k]
BICP | Distance=486 | [51 + 486 i + 5 j + 401 k] ^ 9 = [9192453766617606440824251 + 14397581282586293906721486 i + -6404296470134510584107475 j + 2327339080087987042095401 k]
BICP | Distance=486 | [51 + 5 i + 486 j + 401 k] ^ 9 = [9192453766617606440824251 + -6404296470134510584107475 i + 14397581282586293906721486 j + 2327339080087987042095401 k]
BICP | Distance=486 | [51 + 486 i + 6 j + 8 k] ^ 5 = [13796479406451 + 24147417915486 i + 2487646969086 j + 1390869501848 k]
BICP | Distance=486 | [51 + 6 i + 486 j + 8 k] ^ 5 = [13796479406451 + 2487646969086 i + 24147417915486 j + 1390869501848 k]
BICP | Distance=486 | [51 + 486 i + 6 j + 48 k] ^ 5 = [12464729774451 + 21844914867486 i + 6973096945086 j + 11585870430048 k]
BICP | Distance=486 | [51 + 6 i + 486 j + 48 k] ^ 5 = [12464729774451 + 6973096945086 i + 21844914867486 j + 11585870430048 k]
BICP | Distance=486 | [51 + 486 i + 6 j + 98 k] ^ 5 = [9240446459451 + 14160352167486 i + 12049562725086 j + 22759178020298 k]
BICP | Distance=486 | [51 + 6 i + 486 j + 98 k] ^ 5 = [9240446459451 + 12049562725086 i + 14160352167486 j + 22759178020298 k]
BICP | Distance=486 | [486 + 51 i + 8 j + 6 k] ^ 5 = [24147417915486 + 13796479406451 i + 1390869501848 j + 2487646969086 k]
BICP | Distance=486 | [51 + 486 i + 11 j + 23 k] ^ 9 = [1129774167280057916713851 + 943204273929924112233486 i + 697887564812148515794211 j + 219326749902401843581823 k]
BICP | Distance=486 | [51 + 11 i + 486 j + 23 k] ^ 9 = [1129774167280057916713851 + 697887564812148515794211 i + 943204273929924112233486 j + 219326749902401843581823 k]
BICP | Distance=486 | [51 + 486 i + 11 j + 73 k] ^ 9 = [256658266699806341173851 + 309682889827139237103486 i + 1410853724795381420374211 j + 980300834730830748262273 k]
BICP | Distance=486 | [51 + 11 i + 486 j + 73 k] ^ 9 = [256658266699806341173851 + 1410853724795381420374211 i + 309682889827139237103486 j + 980300834730830748262273 k]
BICP | Distance=486 | [51 + 486 i + 14 j + 52 k] ^ 5 = [11412760154451 + 21892608279486 i + 9356141723014 j + 11725257654452 k]
BICP | Distance=486 | [51 + 14 i + 486 j + 52 k] ^ 5 = [11412760154451 + 9356141723014 i + 21892608279486 j + 11725257654452 k]
BICP | Distance=486 | [51 + 486 i + 14 j + 52 k] ^ 9 = [652494524122989762628851 + 722004457613951906478486 i + 1230839296323537593526014 j + 687649461630864753628852 k]
BICP | Distance=486 | [51 + 14 i + 486 j + 52 k] ^ 9 = [652494524122989762628851 + 1230839296323537593526014 i + 722004457613951906478486 j + 687649461630864753628852 k]
BICP | Distance=486 | [51 + 486 i + 14 j + 452 k] ^ 9 = [17325741005851223075908851 + 17409000749221617217038486 i + 482084924050820457366014 j + 13707383682676303848672452 k]
BICP | Distance=486 | [51 + 14 i + 486 j + 452 k] ^ 9 = [17325741005851223075908851 + 482084924050820457366014 i + 17409000749221617217038486 j + 13707383682676303848672452 k]
BICP | Distance=486 | [486 + 51 i + 23 j + 11 k] ^ 9 = [943204273929924112233486 + 1129774167280057916713851 i + 219326749902401843581823 j + 697887564812148515794211 k]
BICP | Distance=486 | [51 + 486 i + 36 j + 48 k] ^ 5 = [9728193779451 + 24241097529486 i + 14503312177236 j + 8614554396048 k]
BICP | Distance=486 | [51 + 36 i + 486 j + 48 k] ^ 5 = [9728193779451 + 14503312177236 i + 24241097529486 j + 8614554396048 k]
BICP | Distance=486 | [51 + 486 i + 36 j + 48 k] ^ 9 = [509341133848966048678851 + 1264310400617247407778486 i + 1609895502744908656514436 j + 360544230856384201752048 k]
BICP | Distance=486 | [51 + 36 i + 486 j + 48 k] ^ 9 = [509341133848966048678851 + 1609895502744908656514436 i + 1264310400617247407778486 j + 360544230856384201752048 k]
BICP | Distance=486 | [51 + 486 i + 36 j + 98 k] ^ 5 = [3379500704451 + 17479540179486 i + 18148399027236 j + 20544998596298 k]
BICP | Distance=486 | [51 + 36 i + 486 j + 98 k] ^ 5 = [3379500704451 + 18148399027236 i + 17479540179486 j + 20544998596298 k]
BICP | Distance=486 | [486 + 51 i + 48 j + 6 k] ^ 5 = [21844914867486 + 12464729774451 i + 11585870430048 j + 6973096945086 k]
BICP | Distance=486 | [486 + 51 i + 48 j + 36 k] ^ 5 = [24241097529486 + 9728193779451 i + 8614554396048 j + 14503312177236 k]
BICP | Distance=486 | [486 + 51 i + 48 j + 36 k] ^ 9 = [1264310400617247407778486 + 509341133848966048678851 i + 360544230856384201752048 j + 1609895502744908656514436 k]
BICP | Distance=486 | [486 + 51 i + 48 j + 86 k] ^ 5 = [32687437779486 + 6367341854451 i + 4761689646048 j + 28527958577486 k]
BICP | Distance=486 | [486 + 51 i + 52 j + 4 k] ^ 5 = [21326650281486 + 12490762559451 i + 12779000208452 j + 6919698130964 k]
BICP | Distance=486 | [486 + 51 i + 52 j + 14 k] ^ 5 = [21892608279486 + 11412760154451 i + 11725257654452 j + 9356141723014 k]
BICP | Distance=486 | [486 + 51 i + 52 j + 14 k] ^ 9 = [722004457613951906478486 + 652494524122989762628851 i + 687649461630864753628852 j + 1230839296323537593526014 k]
BICP | Distance=486 | [486 + 51 i + 52 j + 64 k] ^ 5 = [27987354729486 + 6970378379451 i + 7427906604452 j + 22339419023264 k]
BICP | Distance=486 | [486 + 51 i + 52 j + 64 k] ^ 9 = [2150650623713949373698486 + 192064319627373225238851 i + 267422538566653001848852 j + 2454167889927419775806464 k]
BICP | Distance=486 | [51 + 486 i + 64 j + 52 k] ^ 5 = [6970378379451 + 27987354729486 i + 22339419023264 j + 7427906604452 k]
BICP | Distance=486 | [51 + 64 i + 486 j + 52 k] ^ 5 = [6970378379451 + 22339419023264 i + 27987354729486 j + 7427906604452 k]
BICP | Distance=486 | [51 + 486 i + 64 j + 52 k] ^ 9 = [192064319627373225238851 + 2150650623713949373698486 i + 2454167889927419775806464 j + 267422538566653001848852 k]
BICP | Distance=486 | [51 + 64 i + 486 j + 52 k] ^ 9 = [192064319627373225238851 + 2454167889927419775806464 i + 2150650623713949373698486 j + 267422538566653001848852 k]
BICP | Distance=486 | [51 + 486 i + 64 j + 452 k] ^ 9 = [20363499200453049815638851 + 12814401425326461321858486 i + 12830382153629329619486464 j + 2312647676449154682012452 k]
BICP | Distance=486 | [51 + 64 i + 486 j + 452 k] ^ 9 = [20363499200453049815638851 + 12830382153629329619486464 i + 12814401425326461321858486 j + 2312647676449154682012452 k]
BICP | Distance=486 | [486 + 51 i + 73 j + 11 k] ^ 9 = [309682889827139237103486 + 256658266699806341173851 i + 980300834730830748262273 j + 1410853724795381420374211 k]
BICP | Distance=486 | [51 + 486 i + 86 j + 48 k] ^ 5 = [6367341854451 + 32687437779486 i + 28527958577486 j + 4761689646048 k]
BICP | Distance=486 | [51 + 86 i + 486 j + 48 k] ^ 5 = [6367341854451 + 28527958577486 i + 32687437779486 j + 4761689646048 k]
BICP | Distance=486 | [486 + 51 i + 98 j + 6 k] ^ 5 = [14160352167486 + 9240446459451 i + 22759178020298 j + 12049562725086 k]
BICP | Distance=486 | [486 + 51 i + 98 j + 36 k] ^ 5 = [17479540179486 + 3379500704451 i + 20544998596298 j + 18148399027236 k]
BICP | Distance=486 | [486 + 51 i + 401 j + 5 k] ^ 9 = [14397581282586293906721486 + 9192453766617606440824251 i + 2327339080087987042095401 j + -6404296470134510584107475 k]
BICP | Distance=486 | [486 + 51 i + 452 j + 14 k] ^ 9 = [17409000749221617217038486 + 17325741005851223075908851 i + 13707383682676303848672452 j + 482084924050820457366014 k]
BICP | Distance=486 | [486 + 51 i + 452 j + 64 k] ^ 9 = [12814401425326461321858486 + 20363499200453049815638851 i + 2312647676449154682012452 j + 12830382153629329619486464 k]
BICP | Distance=486 | [486 + 52 i + 0 j + 1 k] ^ 5 = [24028155657486 + 14173659900452 i + -118016701920 j + 259821425561 k]
BICP | Distance=486 | [52 + 486 i + 0 j + 3 k] ^ 5 = [14169989324452 + 24017070969486 i + 354034942560 j + 779394229323 k]
BICP | Distance=486 | [52 + 0 i + 486 j + 3 k] ^ 5 = [14169989324452 + 354034942560 i + 24017070969486 j + 779394229323 k]
BICP | Distance=486 | [52 + 486 i + 0 j + 3 k] ^ 9 = [1302148997309557057720852 + 912416157339338626722486 i + 66213324021644831977920 j + 57839577575530527108243 k]
BICP | Distance=486 | [52 + 0 i + 486 j + 3 k] ^ 9 = [1302148997309557057720852 + 66213324021644831977920 i + 912416157339338626722486 j + 57839577575530527108243 k]
BICP | Distance=486 | [52 + 486 i + 0 j + 7 k] ^ 5 = [14155307540452 + 23972737077486 i + 825940009440 j + 1817932773727 k]
BICP | Distance=486 | [52 + 0 i + 486 j + 7 k] ^ 5 = [14155307540452 + 825940009440 i + 23972737077486 j + 1817932773727 k]
BICP | Distance=486 | [486 + 52 i + 0 j + 9 k] ^ 5 = [24116850657486 + 14203026380452 i + -1062514234080 j + 2340074031489 k]
BICP | Distance=486 | [486 + 52 i + 0 j + 11 k] ^ 5 = [24161209821486 + 14217710868452 i + -1298850901920 j + 2861117936611 k]
BICP | Distance=486 | [52 + 486 i + 0 j + 23 k] ^ 5 = [13979191028452 + 23441336901486 i + 2708222830560 j + 5947436549423 k]
BICP | Distance=486 | [52 + 0 i + 486 j + 23 k] ^ 5 = [13979191028452 + 2708222830560 i + 23441336901486 j + 5947436549423 k]
BICP | Distance=486 | [52 + 486 i + 0 j + 27 k] ^ 5 = [13905844508452 + 23220250641486 i + 3176488729440 j + 6969171565827 k]
BICP | Distance=486 | [52 + 0 i + 486 j + 27 k] ^ 5 = [13905844508452 + 3176488729440 i + 23220250641486 j + 6969171565827 k]
BICP | Distance=486 | [486 + 52 i + 0 j + 39 k] ^ 5 = [25718679441486 + 14732192108452 i + -4632613858080 j + 10271539878639 k]
BICP | Distance=486 | [486 + 52 i + 0 j + 61 k] ^ 5 = [28185377301486 + 15542721828452 i + -7313713261920 j + 16379791601861 k]
BICP | Distance=486 | [52 + 486 i + 0 j + 73 k] ^ 5 = [12224615348452 + 18188921061486 i + 8418557590560 j + 18060543114673 k]
BICP | Distance=486 | [52 + 0 i + 486 j + 73 k] ^ 5 = [12224615348452 + 8418557590560 i + 18188921061486 j + 18060543114673 k]
BICP | Distance=486 | [52 + 486 i + 0 j + 77 k] ^ 5 = [12006135788452 + 17540242281486 i + 8856497089440 j + 18942808731077 k]
BICP | Distance=486 | [52 + 0 i + 486 j + 77 k] ^ 5 = [12006135788452 + 8856497089440 i + 17540242281486 j + 18942808731077 k]
BICP | Distance=486 | [486 + 52 i + 0 j + 89 k] ^ 5 = [32959846161486 + 17097085548452 i + -10859761018080 j + 24775529343889 k]
BICP | Distance=486 | [486 + 52 i + 0 j + 111 k] ^ 5 = [38053621881486 + 18735304988452 i + -13791053221920 j + 32050078617111 k]
BICP | Distance=486 | [486 + 52 i + 0 j + 139 k] ^ 5 = [46351269981486 + 21362311188452 i + -17761670578080 j + 42437447959139 k]
BICP | Distance=486 | [486 + 52 i + 0 j + 361 k] ^ 5 = [209756401281486 + 66424603788452 i + -66382717021920 j + 209774126443361 k]
BICP | Distance=486 | [486 + 52 i + 0 j + 389 k] ^ 5 = [247406845581486 + 75670622388452 i + -75660454378080 j + 247419390785389 k]
BICP | Distance=486 | [52 + 486 i + 1 j + 0 k] ^ 5 = [14173659900452 + 24028155657486 i + 259821425561 j + -118016701920 k]
BICP | Distance=486 | [52 + 1 i + 486 j + 0 k] ^ 5 = [14173659900452 + 259821425561 i + 24028155657486 j + -118016701920 k]
BICP | Distance=486 | [486 + 52 i + 1 j + 2 k] ^ 5 = [24031840859486 + 14169960006452 i + 23811370961 j + 637664607402 k]
BICP | Distance=486 | [52 + 1 i + 2 j + 486 k] ^ 5 = [14840413685652 + 56616316961 i + 475502568202 j + 30230501183486 k]
BICP | Distance=486 | [52 + 486 i + 1 j + 4 k] ^ 5 = [14158919664452 + 24013356649486 i + 731747853561 j + 921162506324 k]
BICP | Distance=486 | [52 + 1 i + 486 j + 4 k] ^ 5 = [14158919664452 + 731747853561 i + 24013356649486 j + 921162506324 k]
BICP | Distance=486 | [52 + 486 i + 1 j + 4 k] ^ 9 = [1299763332085139361184852 + 912661768084367738850486 i + 107518440390672141041521 j + 55059597956043372193444 k]
BICP | Distance=486 | [52 + 1 i + 486 j + 4 k] ^ 9 = [1299763332085139361184852 + 107518440390672141041521 i + 912661768084367738850486 j + 55059597956043372193444 k]
BICP | Distance=486 | [52 + 486 i + 1 j + 6 k] ^ 9 = [1295804974331664638236852 + 909791406217395055278486 i + 151518070210948827011521 j + 93542720051555307603126 k]
BICP | Distance=486 | [52 + 1 i + 486 j + 6 k] ^ 9 = [1295804974331664638236852 + 151518070210948827011521 i + 909791406217395055278486 j + 93542720051555307603126 k]
BICP | Distance=486 | [52 + 486 i + 1 j + 24 k] ^ 5 = [13909245588452 + 23408068761486 i + 3081226241561 j + 6086412878424 k]
BICP | Distance=486 | [52 + 1 i + 486 j + 24 k] ^ 5 = [13909245588452 + 3081226241561 i + 23408068761486 j + 6086412878424 k]
BICP | Distance=486 | [52 + 486 i + 1 j + 30 k] ^ 5 = [13777268238452 + 23054466951486 i + 3780405686561 j + 7615112038230 k]
BICP | Distance=486 | [52 + 1 i + 486 j + 30 k] ^ 5 = [13777268238452 + 3780405686561 i + 23054466951486 j + 7615112038230 k]
BICP | Distance=486 | [52 + 486 i + 1 j + 74 k] ^ 5 = [12011310858452 + 18084765071486 i + 8750107566561 j + 18173467058674 k]
BICP | Distance=486 | [52 + 1 i + 486 j + 74 k] ^ 5 = [12011310858452 + 8750107566561 i + 18084765071486 j + 18173467058674 k]
BICP | Distance=486 | [52 + 486 i + 1 j + 80 k] ^ 5 = [11662735308452 + 17091467561486 i + 9397827441561 j + 19485568018480 k]
BICP | Distance=486 | [52 + 1 i + 486 j + 80 k] ^ 5 = [11662735308452 + 9397827441561 i + 17091467561486 j + 19485568018480 k]
BICP | Distance=486 | [52 + 486 i + 2 j + 1 k] ^ 5 = [14169960006452 + 24031840859486 i + 637664607402 j + 23811370961 k]
BICP | Distance=486 | [52 + 2 i + 486 j + 1 k] ^ 5 = [14169960006452 + 637664607402 i + 24031840859486 j + 23811370961 k]
BICP | Distance=486 | [52 + 2 i + 1 j + 486 k] ^ 5 = [14840413685652 + 475502568202 i + 56616316961 j + 30230501183486 k]
BICP | Distance=486 | [52 + 486 i + 2 j + 7 k] ^ 5 = [14125743930452 + 23987445227486 i + 1344952880682 j + 1582241056727 k]
BICP | Distance=486 | [52 + 2 i + 486 j + 7 k] ^ 5 = [14125743930452 + 1344952880682 i + 23987445227486 j + 1582241056727 k]
BICP | Distance=486 | [52 + 486 i + 2 j + 11 k] ^ 5 = [14081601450452 + 23913530551486 i + 1815533984202 j + 2619541049611 k]
BICP | Distance=486 | [52 + 2 i + 486 j + 11 k] ^ 5 = [14081601450452 + 1815533984202 i + 23913530551486 j + 2619541049611 k]
BICP | Distance=486 | [52 + 486 i + 2 j + 27 k] ^ 5 = [13787972010452 + 23264243847486 i + 3686101668682 j + 6736101652827 k]
BICP | Distance=486 | [52 + 2 i + 486 j + 27 k] ^ 5 = [13787972010452 + 3686101668682 i + 23264243847486 j + 6736101652827 k]
BICP | Distance=486 | [52 + 486 i + 2 j + 61 k] ^ 5 = [12546445350452 + 20029315751486 i + 7552298288202 j + 15096774752861 k]
BICP | Distance=486 | [52 + 2 i + 486 j + 61 k] ^ 5 = [12546445350452 + 7552298288202 i + 20029315751486 j + 15096774752861 k]
BICP | Distance=486 | [52 + 486 i + 2 j + 77 k] ^ 5 = [11675021670452 + 17656435927486 i + 9293909588682 j + 18726892028077 k]
BICP | Distance=486 | [52 + 2 i + 486 j + 77 k] ^ 5 = [11675021670452 + 9293909588682 i + 17656435927486 j + 18726892028077 k]
BICP | Distance=486 | [52 + 486 i + 2 j + 111 k] ^ 5 = [9226021050452 + 10902100851486 i + 12757778292202 j + 25467844806111 k]
BICP | Distance=486 | [52 + 2 i + 486 j + 111 k] ^ 5 = [9226021050452 + 12757778292202 i + 10902100851486 j + 25467844806111 k]
BICP | Distance=486 | [486 + 52 i + 3 j + 0 k] ^ 5 = [24017070969486 + 14169989324452 i + 779394229323 j + 354034942560 k]
BICP | Distance=486 | [486 + 52 i + 3 j + 0 k] ^ 9 = [912416157339338626722486 + 1302148997309557057720852 i + 57839577575530527108243 j + 66213324021644831977920 k]
BICP | Distance=486 | [52 + 486 i + 3 j + 4 k] ^ 5 = [14144120384452 + 24028095813486 i + 1251271111323 j + 685389642964 k]
BICP | Distance=486 | [52 + 3 i + 486 j + 4 k] ^ 5 = [14144120384452 + 1251271111323 i + 24028095813486 j + 685389642964 k]
BICP | Distance=486 | [52 + 486 i + 3 j + 8 k] ^ 5 = [14099910140452 + 23983699557486 i + 1722155406843 j + 1724090475848 k]
BICP | Distance=486 | [52 + 3 i + 486 j + 8 k] ^ 5 = [14099910140452 + 1722155406843 i + 23983699557486 j + 1724090475848 k]
BICP | Distance=486 | [52 + 486 i + 3 j + 14 k] ^ 5 = [14011623266452 + 23850652539486 i + 2426432919123 j + 3278772504614 k]
BICP | Distance=486 | [52 + 3 i + 486 j + 14 k] ^ 5 = [14011623266452 + 2426432919123 i + 23850652539486 j + 3278772504614 k]
BICP | Distance=486 | [52 + 486 i + 3 j + 48 k] ^ 5 = [13016206388452 + 21601033461486 i + 6340717278843 j + 11872782372048 k]
BICP | Distance=486 | [52 + 3 i + 486 j + 48 k] ^ 5 = [13016206388452 + 6340717278843 i + 21601033461486 j + 11872782372048 k]
BICP | Distance=486 | [52 + 486 i + 3 j + 64 k] ^ 5 = [12259392356452 + 19677021909486 i + 8115108288123 j + 15685991752864 k]
BICP | Distance=486 | [52 + 3 i + 486 j + 64 k] ^ 5 = [12259392356452 + 8115108288123 i + 19677021909486 j + 15685991752864 k]
BICP | Distance=486 | [52 + 486 i + 3 j + 98 k] ^ 5 = [10050830318452 + 13826875251486 i + 11670288693843 j + 22969421572298 k]
BICP | Distance=486 | [52 + 3 i + 486 j + 98 k] ^ 5 = [10050830318452 + 11670288693843 i + 13826875251486 j + 22969421572298 k]
BICP | Distance=486 | [52 + 486 i + 3 j + 114 k] ^ 5 = [8734985246452 + 10286272179486 i + 13215519207123 j + 25891453401114 k]
BICP | Distance=486 | [52 + 3 i + 486 j + 114 k] ^ 5 = [8734985246452 + 13215519207123 i + 10286272179486 j + 25891453401114 k]
BICP | Distance=486 | [486 + 52 i + 4 j + 1 k] ^ 5 = [24013356649486 + 14158919664452 i + 921162506324 j + 731747853561 k]
BICP | Distance=486 | [486 + 52 i + 4 j + 1 k] ^ 9 = [912661768084367738850486 + 1299763332085139361184852 i + 55059597956043372193444 j + 107518440390672141041521 k]
BICP | Distance=486 | [486 + 52 i + 4 j + 3 k] ^ 5 = [24028095813486 + 14144120384452 i + 685389642964 j + 1251271111323 k]
BICP | Distance=486 | [52 + 486 i + 4 j + 5 k] ^ 5 = [14125651128452 + 24031749281486 i + 1628864426964 j + 827418456445 k]
BICP | Distance=486 | [52 + 4 i + 486 j + 5 k] ^ 5 = [14125651128452 + 1628864426964 i + 24031749281486 j + 827418456445 k]
BICP | Distance=486 | [52 + 486 i + 4 j + 45 k] ^ 5 = [13041344808452 + 21941352441486 i + 6248530330964 j + 11024487984645 k]
BICP | Distance=486 | [52 + 4 i + 486 j + 45 k] ^ 5 = [13041344808452 + 6248530330964 i + 21941352441486 j + 11024487984645 k]
BICP | Distance=486 | [52 + 486 i + 4 j + 51 k] ^ 5 = [12779000208452 + 21326650281486 i + 6919698130964 j + 12490762559451 k]
BICP | Distance=486 | [52 + 4 i + 486 j + 51 k] ^ 5 = [12779000208452 + 6919698130964 i + 21326650281486 j + 12490762559451 k]
BICP | Distance=486 | [52 + 486 i + 4 j + 95 k] ^ 5 = [10078228728452 + 14511901901486 i + 11568669050964 j + 22281801579895 k]
BICP | Distance=486 | [52 + 4 i + 486 j + 95 k] ^ 5 = [10078228728452 + 11568669050964 i + 14511901901486 j + 22281801579895 k]
BICP | Distance=486 | [52 + 486 i + 4 j + 145 k] ^ 5 = [5408738448452 + 2221213261486 i + 16034122370964 j + 30290758825145 k]
BICP | Distance=486 | [52 + 4 i + 486 j + 145 k] ^ 5 = [5408738448452 + 16034122370964 i + 2221213261486 j + 30290758825145 k]
BICP | Distance=486 | [486 + 52 i + 5 j + 4 k] ^ 5 = [24031749281486 + 14125651128452 i + 827418456445 j + 1628864426964 k]
BICP | Distance=486 | [486 + 52 i + 5 j + 6 k] ^ 5 = [24061256007486 + 14110817090452 i + 592085529605 j + 2148658885086 k]
BICP | Distance=486 | [52 + 486 i + 5 j + 8 k] ^ 5 = [14070312348452 + 24013167421486 i + 2241319871085 j + 1489099187848 k]
BICP | Distance=486 | [52 + 5 i + 486 j + 8 k] ^ 5 = [14070312348452 + 2241319871085 i + 24013167421486 j + 1489099187848 k]
BICP | Distance=486 | [486 + 52 i + 5 j + 14 k] ^ 5 = [24268022887486 + 14080757850452 i + -347413994555 j + 4232926315014 k]
BICP | Distance=486 | [486 + 52 i + 5 j + 36 k] ^ 5 = [25571925729486 + 14238932504452 i + -2926565387395 j + 10056013477236 k]
BICP | Distance=486 | [486 + 52 i + 5 j + 36 k] ^ 9 = [1202700202772918525298486 + 1447053369606925695088852 i + -710518005380982229174795 j + 858797093907745317194436 k]
BICP | Distance=486 | [52 + 486 i + 5 j + 48 k] ^ 5 = [12811296420452 + 21688483437486 i + 6829521711085 j + 11649049740048 k]
BICP | Distance=486 | [52 + 5 i + 486 j + 48 k] ^ 5 = [12811296420452 + 6829521711085 i + 21688483437486 j + 11649049740048 k]
BICP | Distance=486 | [52 + 486 i + 5 j + 52 k] ^ 5 = [12622092168452 + 21264336941486 i + 7272606901965 j + 12622092168452 k]
BICP | Distance=486 | [52 + 5 i + 486 j + 52 k] ^ 5 = [12622092168452 + 7272606901965 i + 21264336941486 j + 12622092168452 k]
BICP | Distance=486 | [486 + 52 i + 5 j + 58 k] ^ 9 = [1636731833488540964094486 + 1752717523196504529292852 i + -1268156651726408867790715 j + 1443635819043286824968458 k]
BICP | Distance=486 | [486 + 52 i + 5 j + 64 k] ^ 5 = [28815252977486 + 14949700380452 i + -6240433139555 j + 17851379895264 k]
BICP | Distance=486 | [486 + 52 i + 5 j + 86 k] ^ 5 = [32646910279486 + 15908715954452 i + -8908423062395 j + 24465158277486 k]
BICP | Distance=486 | [486 + 52 i + 5 j + 86 k] ^ 9 = [2541548442016276689678486 + 2409719658387859971508852 i + -2135308658698899607804795 j + 2457602461441481710474886 k]
BICP | Distance=486 | [52 + 486 i + 5 j + 98 k] ^ 5 = [9640139730452 + 13984311667486 i + 12058898816085 j + 22773298260298 k]
BICP | Distance=486 | [52 + 5 i + 486 j + 98 k] ^ 5 = [9640139730452 + 12058898816085 i + 13984311667486 j + 22773298260298 k]
BICP | Distance=486 | [486 + 52 i + 5 j + 236 k] ^ 5 = [94189944529486 + 32157675504452 i + -31159538187395 j + 93707843278236 k]
BICP | Distance=486 | [486 + 52 i + 5 j + 236 k] ^ 9 = [22649136998377819968978486 + 15005770633380192577888852 i + -15001449024770035619254795 j + 22651207097563683904476236 k]
BICP | Distance=486 | [486 + 52 i + 5 j + 264 k] ^ 5 = [114099614337486 + 37186632500452 i + -36585061219555 j + 113904153216264 k]
BICP | Distance=486 | [486 + 52 i + 5 j + 486 k] ^ 5 = [423680670279486 + 104392438754452 i + -104391837062395 j + 423680670279486 k]
BICP | Distance=486 | [486 + 52 i + 5 j + 486 k] ^ 9 = [354900403378258836081678486 + 164851239596817158365588852 i + -164851239590465696410204795 j + 354900403378258836081678486 k]
BICP | Distance=486 | [486 + 52 i + 6 j + 1 k] ^ 9 = [909791406217395055278486 + 1295804974331664638236852 i + 93542720051555307603126 j + 151518070210948827011521 k]
BICP | Distance=486 | [52 + 486 i + 6 j + 5 k] ^ 5 = [14110817090452 + 24061256007486 i + 2148658885086 j + 592085529605 k]
BICP | Distance=486 | [52 + 6 i + 486 j + 5 k] ^ 5 = [14110817090452 + 2148658885086 i + 24061256007486 j + 592085529605 k]
BICP | Distance=486 | [486 + 52 i + 6 j + 7 k] ^ 5 = [24072274359486 + 14084944506452 i + 734564945886 j + 2526203053127 k]
BICP | Distance=486 | [486 + 52 i + 6 j + 9 k] ^ 5 = [24116550687486 + 14070067670452 i + 499791597726 j + 3046529220489 k]
BICP | Distance=486 | [52 + 486 i + 6 j + 9 k] ^ 5 = [14037079538452 + 24016781691486 i + 2618283193086 j + 1631469633849 k]
BICP | Distance=486 | [52 + 6 i + 486 j + 9 k] ^ 5 = [14037079538452 + 2618283193086 i + 24016781691486 j + 1631469633849 k]
BICP | Distance=486 | [52 + 486 i + 6 j + 41 k] ^ 9 = [958293159159459392116852 + 708869138416209796374486 i + 950004998214892301714166 j + 619973971079591584389641 k]
BICP | Distance=486 | [52 + 6 i + 486 j + 41 k] ^ 9 = [958293159159459392116852 + 950004998214892301714166 i + 708869138416209796374486 j + 619973971079591584389641 k]
BICP | Distance=486 | [52 + 486 i + 6 j + 49 k] ^ 5 = [12661528370452 + 21633331827486 i + 7184679985086 j + 11782669026049 k]
BICP | Distance=486 | [52 + 6 i + 486 j + 49 k] ^ 5 = [12661528370452 + 7184679985086 i + 21633331827486 j + 11782669026049 k]
BICP | Distance=486 | [52 + 486 i + 6 j + 55 k] ^ 5 = [12356346350452 + 20975660787486 i + 7842351025086 j + 13235205694855 k]
BICP | Distance=486 | [52 + 6 i + 486 j + 55 k] ^ 5 = [12356346350452 + 7842351025086 i + 20975660787486 j + 13235205694855 k]
BICP | Distance=486 | [52 + 486 i + 6 j + 99 k] ^ 5 = [9352876430452 + 13860977607486 i + 12348937285086 j + 22871607991299 k]
BICP | Distance=486 | [52 + 6 i + 486 j + 99 k] ^ 5 = [9352876430452 + 12348937285086 i + 13860977607486 j + 22871607991299 k]
BICP | Distance=486 | [52 + 486 i + 6 j + 105 k] ^ 5 = [8841255410452 + 12590749467486 i + 12911999065086 j + 24008965710105 k]
BICP | Distance=486 | [52 + 6 i + 486 j + 105 k] ^ 5 = [8841255410452 + 12911999065086 i + 12590749467486 j + 24008965710105 k]
BICP | Distance=486 | [486 + 52 i + 7 j + 0 k] ^ 5 = [23972737077486 + 14155307540452 i + 1817932773727 j + 825940009440 k]
BICP | Distance=486 | [486 + 52 i + 7 j + 2 k] ^ 5 = [23987445227486 + 14125743930452 i + 1582241056727 j + 1344952880682 k]
BICP | Distance=486 | [52 + 486 i + 7 j + 6 k] ^ 5 = [14084944506452 + 24072274359486 i + 2526203053127 j + 734564945886 k]
BICP | Distance=486 | [52 + 7 i + 486 j + 6 k] ^ 5 = [14084944506452 + 2526203053127 i + 24072274359486 j + 734564945886 k]
BICP | Distance=486 | [52 + 486 i + 7 j + 36 k] ^ 5 = [13160284056452 + 22832595009486 i + 5983717740527 j + 8444412982836 k]
BICP | Distance=486 | [52 + 7 i + 486 j + 36 k] ^ 5 = [13160284056452 + 5983717740527 i + 22832595009486 j + 8444412982836 k]
BICP | Distance=486 | [52 + 486 i + 7 j + 52 k] ^ 5 = [12402858504452 + 21366066529486 i + 7756831956207 j + 12402858504452 k]
BICP | Distance=486 | [52 + 7 i + 486 j + 52 k] ^ 5 = [12402858504452 + 7756831956207 i + 21366066529486 j + 12402858504452 k]
BICP | Distance=486 | [52 + 486 i + 7 j + 52 k] ^ 9 = [766137630571294428688852 + 577559822356125116178486 i + 1142811812954178398072407 j + 766137630571294428688852 k]
BICP | Distance=486 | [52 + 7 i + 486 j + 52 k] ^ 9 = [766137630571294428688852 + 1142811812954178398072407 i + 577559822356125116178486 j + 766137630571294428688852 k]
BICP | Distance=486 | [52 + 486 i + 7 j + 86 k] ^ 5 = [10198533546452 + 16447969079486 i + 11293067779527 j + 20145429791086 k]
BICP | Distance=486 | [52 + 7 i + 486 j + 86 k] ^ 5 = [10198533546452 + 11293067779527 i + 16447969079486 j + 20145429791086 k]
BICP | Distance=486 | [486 + 52 i + 8 j + 3 k] ^ 5 = [23983699557486 + 14099910140452 i + 1724090475848 j + 1722155406843 k]
BICP | Distance=486 | [486 + 52 i + 8 j + 5 k] ^ 5 = [24013167421486 + 14070312348452 i + 1489099187848 j + 2241319871085 k]
BICP | Distance=486 | [52 + 486 i + 8 j + 9 k] ^ 5 = [14007437100452 + 24061008501486 i + 3137859703048 j + 1397298395889 k]
BICP | Distance=486 | [52 + 8 i + 486 j + 9 k] ^ 5 = [14007437100452 + 3137859703048 i + 24061008501486 j + 1397298395889 k]
BICP | Distance=486 | [52 + 486 i + 8 j + 23 k] ^ 5 = [13595539068452 + 23646785461486 i + 4760567431368 j + 5019768949423 k]
BICP | Distance=486 | [52 + 8 i + 486 j + 23 k] ^ 5 = [13595539068452 + 4760567431368 i + 23646785461486 j + 5019768949423 k]
BICP | Distance=486 | [52 + 486 i + 8 j + 39 k] ^ 5 = [12951659484452 + 22644764613486 i + 6571033269448 j + 9086038579839 k]
BICP | Distance=486 | [52 + 8 i + 486 j + 39 k] ^ 5 = [12951659484452 + 6571033269448 i + 22644764613486 j + 9086038579839 k]
BICP | Distance=486 | [52 + 486 i + 8 j + 73 k] ^ 5 = [10982748588452 + 18680429621486 i + 10207871791368 j + 17213277274673 k]
BICP | Distance=486 | [52 + 8 i + 486 j + 73 k] ^ 5 = [10982748588452 + 10207871791368 i + 18680429621486 j + 17213277274673 k]
BICP | Distance=486 | [52 + 486 i + 8 j + 89 k] ^ 5 = [9780716364452 + 15979612453486 i + 11794098653448 j + 20674584473089 k]
BICP | Distance=486 | [52 + 8 i + 486 j + 89 k] ^ 5 = [9780716364452 + 11794098653448 i + 15979612453486 j + 20674584473089 k]
BICP | Distance=486 | [52 + 486 i + 9 j + 0 k] ^ 5 = [14203026380452 + 24116850657486 i + 2340074031489 j + -1062514234080 k]
BICP | Distance=486 | [52 + 9 i + 486 j + 0 k] ^ 5 = [14203026380452 + 2340074031489 i + 24116850657486 j + -1062514234080 k]
BICP | Distance=486 | [486 + 52 i + 9 j + 6 k] ^ 5 = [24016781691486 + 14037079538452 i + 1631469633849 j + 2618283193086 k]
BICP | Distance=486 | [52 + 486 i + 9 j + 6 k] ^ 5 = [14070067670452 + 24116550687486 i + 3046529220489 j + 499791597726 k]
BICP | Distance=486 | [52 + 9 i + 486 j + 6 k] ^ 5 = [14070067670452 + 3046529220489 i + 24116550687486 j + 499791597726 k]
BICP | Distance=486 | [486 + 52 i + 9 j + 8 k] ^ 5 = [24061008501486 + 14007437100452 i + 1397298395889 j + 3137859703048 k]
BICP | Distance=486 | [52 + 486 i + 9 j + 20 k] ^ 5 = [13657695920452 + 23805453537486 i + 4673598027489 j + 4131992058020 k]
BICP | Distance=486 | [52 + 9 i + 486 j + 20 k] ^ 5 = [13657695920452 + 4673598027489 i + 23805453537486 j + 4131992058020 k]
BICP | Distance=486 | [52 + 486 i + 9 j + 26 k] ^ 5 = [13437508250452 + 23539463847486 i + 5360203572489 j + 5675719381826 k]
BICP | Distance=486 | [52 + 9 i + 486 j + 26 k] ^ 5 = [13437508250452 + 5360203572489 i + 23539463847486 j + 5675719381826 k]
BICP | Distance=486 | [52 + 486 i + 9 j + 70 k] ^ 5 = [11042871830452 + 19197153567486 i + 10128574212489 j + 16431936418270 k]
BICP | Distance=486 | [52 + 9 i + 486 j + 70 k] ^ 5 = [11042871830452 + 10128574212489 i + 19197153567486 j + 16431936418270 k]
BICP | Distance=486 | [52 + 486 i + 9 j + 76 k] ^ 5 = [10612285160452 + 18286557777486 i + 10734087147489 j + 17782890942076 k]
BICP | Distance=486 | [52 + 9 i + 486 j + 76 k] ^ 5 = [10612285160452 + 10734087147489 i + 18286557777486 j + 17782890942076 k]
BICP | Distance=486 | [52 + 486 i + 10 j + 23 k] ^ 5 = [13506871554452 + 23720183579486 i + 5275189814610 j + 4790890408423 k]
BICP | Distance=486 | [52 + 10 i + 486 j + 23 k] ^ 5 = [13506871554452 + 5275189814610 i + 23720183579486 j + 4790890408423 k]
BICP | Distance=486 | [52 + 486 i + 10 j + 23 k] ^ 9 = [1153853702220925883668852 + 912550144010154609558486 i + 683436858475935722509210 j + 228122588152525400896823 k]
BICP | Distance=486 | [52 + 10 i + 486 j + 23 k] ^ 9 = [1153853702220925883668852 + 683436858475935722509210 i + 912550144010154609558486 j + 228122588152525400896823 k]
BICP | Distance=486 | [52 + 486 i + 10 j + 73 k] ^ 5 = [10679202654452 + 18823961779486 i + 10658235614610 j + 17011429783673 k]
BICP | Distance=486 | [52 + 10 i + 486 j + 73 k] ^ 5 = [10679202654452 + 10658235614610 i + 18823961779486 j + 17011429783673 k]
BICP | Distance=486 | [52 + 486 i + 10 j + 73 k] ^ 9 = [284652515564218707628852 + 278949557909366163078486 i + 1421452194445727423389210 j + 965433772694117411647273 k]
BICP | Distance=486 | [52 + 10 i + 486 j + 73 k] ^ 9 = [284652515564218707628852 + 1421452194445727423389210 i + 278949557909366163078486 j + 965433772694117411647273 k]
BICP | Distance=486 | [52 + 486 i + 11 j + 0 k] ^ 5 = [14217710868452 + 24161209821486 i + 2861117936611 j + -1298850901920 k]
BICP | Distance=486 | [52 + 11 i + 486 j + 0 k] ^ 5 = [14217710868452 + 2861117936611 i + 24161209821486 j + -1298850901920 k]
BICP | Distance=486 | [486 + 52 i + 11 j + 2 k] ^ 5 = [23913530551486 + 14081601450452 i + 2619541049611 j + 1815533984202 k]
BICP | Distance=486 | [52 + 486 i + 11 j + 24 k] ^ 5 = [13422147804452 + 23716193229486 i + 5646551264611 j + 4934471558424 k]
BICP | Distance=486 | [52 + 11 i + 486 j + 24 k] ^ 5 = [13422147804452 + 5646551264611 i + 23716193229486 j + 4934471558424 k]
BICP | Distance=486 | [52 + 486 i + 11 j + 24 k] ^ 9 = [1137820433929489318168852 + 918757696783497452298486 i + 722334141958575175729211 j + 227373016551833245036824 k]
BICP | Distance=486 | [52 + 11 i + 486 j + 24 k] ^ 9 = [1137820433929489318168852 + 722334141958575175729211 i + 918757696783497452298486 j + 227373016551833245036824 k]
BICP | Distance=486 | [52 + 486 i + 11 j + 30 k] ^ 5 = [13158294354452 + 23405942979486 i + 6324146639611 j + 6473111650230 k]
BICP | Distance=486 | [52 + 11 i + 486 j + 30 k] ^ 5 = [13158294354452 + 6324146639611 i + 23405942979486 j + 6473111650230 k]
BICP | Distance=486 | [52 + 486 i + 11 j + 30 k] ^ 9 = [1063886390360819109748852 + 882936035644873795398486 i + 837600578977646862079211 j + 340243822329794702660430 k]
BICP | Distance=486 | [52 + 11 i + 486 j + 30 k] ^ 9 = [1063886390360819109748852 + 837600578977646862079211 i + 882936035644873795398486 j + 340243822329794702660430 k]
BICP | Distance=486 | [52 + 486 i + 11 j + 74 k] ^ 5 = [10452205254452 + 18747374779486 i + 10982714839611 j + 17137387958674 k]
BICP | Distance=486 | [52 + 11 i + 486 j + 74 k] ^ 5 = [10452205254452 + 10982714839611 i + 18747374779486 j + 17137387958674 k]
BICP | Distance=486 | [52 + 486 i + 11 j + 74 k] ^ 9 = [242369750681246292988852 + 282752971584644053878486 i + 1437783643037876603599211 j + 966012318712270700077274 k]
BICP | Distance=486 | [52 + 11 i + 486 j + 74 k] ^ 9 = [242369750681246292988852 + 1437783643037876603599211 i + 282752971584644053878486 j + 966012318712270700077274 k]
BICP | Distance=486 | [52 + 486 i + 11 j + 80 k] ^ 5 = [9980739204452 + 17795405629486 i + 11567338864611 j + 18468415450480 k]
BICP | Distance=486 | [52 + 11 i + 486 j + 80 k] ^ 5 = [9980739204452 + 11567338864611 i + 17795405629486 j + 18468415450480 k]
BICP | Distance=486 | [52 + 486 i + 11 j + 80 k] ^ 9 = [100299519300470727208852 + 163801232251748248938486 i + 1477290606490324379089211 j + 1010746936678126800340880 k]
BICP | Distance=486 | [52 + 11 i + 486 j + 80 k] ^ 9 = [100299519300470727208852 + 1477290606490324379089211 i + 163801232251748248938486 j + 1010746936678126800340880 k]
BICP | Distance=486 | [52 + 11 i + 452 j + 486 k] ^ 9 = [15011925280201029711703252 + 9315982892450516729370011 i + 5377207679463796431108452 j + 22934795322546774277170486 k]
BICP | Distance=486 | [52 + 486 i + 11 j + 480 k] ^ 9 = [21671224610285894908168852 + 17673821414113872032298486 i + 4640950012842480416209211 j + 24255306129393950937144480 k]
BICP | Distance=486 | [52 + 11 i + 486 j + 480 k] ^ 9 = [21671224610285894908168852 + 4640950012842480416209211 i + 17673821414113872032298486 j + 24255306129393950937144480 k]
BICP | Distance=486 | [486 + 52 i + 14 j + 3 k] ^ 5 = [23850652539486 + 14011623266452 i + 3278772504614 j + 2426432919123 k]
BICP | Distance=486 | [52 + 486 i + 14 j + 5 k] ^ 5 = [14080757850452 + 24268022887486 i + 4232926315014 j + -347413994555 k]
BICP | Distance=486 | [52 + 14 i + 486 j + 5 k] ^ 5 = [14080757850452 + 4232926315014 i + 24268022887486 j + -347413994555 k]
BICP | Distance=486 | [486 + 52 i + 14 j + 23 k] ^ 5 = [24631933351486 + 13580536050452 i + 969256475014 j + 7634727294423 k]
BICP | Distance=486 | [52 + 14 i + 23 j + 486 k] ^ 5 = [15331977010452 + 1350097931014 i + 5117990254423 j + 29614378807486 k]
BICP | Distance=486 | [52 + 486 i + 14 j + 45 k] ^ 5 = [12116902554452 + 22465190079486 i + 8723565923014 j + 9930260037645 k]
BICP | Distance=486 | [52 + 14 i + 486 j + 45 k] ^ 5 = [12116902554452 + 8723565923014 i + 22465190079486 j + 9930260037645 k]
BICP | Distance=486 | [52 + 486 i + 14 j + 45 k] ^ 9 = [800772145195042803268852 + 794122802477147696958486 i + 1145230400225063744646014 j + 555128450347329649915245 k]
BICP | Distance=486 | [52 + 14 i + 486 j + 45 k] ^ 9 = [800772145195042803268852 + 1145230400225063744646014 i + 794122802477147696958486 j + 555128450347329649915245 k]
BICP | Distance=486 | [52 + 486 i + 14 j + 51 k] ^ 5 = [11725257654452 + 21892608279486 i + 9356141723014 j + 11412760154451 k]
BICP | Distance=486 | [52 + 14 i + 486 j + 51 k] ^ 5 = [11725257654452 + 9356141723014 i + 21892608279486 j + 11412760154451 k]
BICP | Distance=486 | [52 + 486 i + 14 j + 51 k] ^ 9 = [687649461630864753628852 + 722004457613951906478486 i + 1230839296323537593526014 j + 652494524122989762628851 k]
BICP | Distance=486 | [52 + 14 i + 486 j + 51 k] ^ 9 = [687649461630864753628852 + 1230839296323537593526014 i + 722004457613951906478486 j + 652494524122989762628851 k]
BICP | Distance=486 | [52 + 486 i + 14 j + 95 k] ^ 5 = [8116509654452 + 15376598779486 i + 13570698223014 j + 21355389162895 k]
BICP | Distance=486 | [52 + 14 i + 486 j + 95 k] ^ 5 = [8116509654452 + 13570698223014 i + 15376598779486 j + 21355389162895 k]
BICP | Distance=486 | [52 + 486 i + 14 j + 145 k] ^ 5 = [2546848554452 + 3398827379486 i + 17226935623014 j + 29605412938145 k]
BICP | Distance=486 | [52 + 14 i + 486 j + 145 k] ^ 5 = [2546848554452 + 17226935623014 i + 3398827379486 j + 29605412938145 k]
BICP | Distance=486 | [52 + 486 i + 14 j + 451 k] ^ 9 = [17486751063396083672668852 + 17212142908750689202638486 i + 285227083579892442966014 j + 13546373625131443251912451 k]
BICP | Distance=486 | [52 + 14 i + 486 j + 451 k] ^ 9 = [17486751063396083672668852 + 285227083579892442966014 i + 17212142908750689202638486 j + 13546373625131443251912451 k]
BICP | Distance=486 | [52 + 486 i + 15 j + 52 k] ^ 5 = [11553870104452 + 21858726729486 i + 9705025773015 j + 11553870104452 k]
BICP | Distance=486 | [52 + 15 i + 486 j + 52 k] ^ 5 = [11553870104452 + 9705025773015 i + 21858726729486 j + 11553870104452 k]
BICP | Distance=486 | [52 + 486 i + 15 j + 52 k] ^ 9 = [654882770463485238448852 + 728847094670177204898486 i + 1259716721775208304106015 j + 654882770463485238448852 k]
BICP | Distance=486 | [52 + 15 i + 486 j + 52 k] ^ 9 = [654882770463485238448852 + 1259716721775208304106015 i + 728847094670177204898486 j + 654882770463485238448852 k]
BICP | Distance=486 | [52 + 486 i + 15 j + 452 k] ^ 9 = [17669188446632011556368852 + 17108466310252379117538486 i + 746798752965971825706015 j + 13689776861601343394772452 k]
BICP | Distance=486 | [52 + 15 i + 486 j + 452 k] ^ 9 = [17669188446632011556368852 + 746798752965971825706015 i + 17108466310252379117538486 j + 13689776861601343394772452 k]
BICP | Distance=486 | [52 + 486 i + 18 j + 23 k] ^ 5 = [13180874954452 + 24102080379486 i + 7343180231418 j + 3886807808423 k]
BICP | Distance=486 | [52 + 18 i + 486 j + 23 k] ^ 5 = [13180874954452 + 7343180231418 i + 24102080379486 j + 3886807808423 k]
BICP | Distance=486 | [52 + 486 i + 18 j + 23 k] ^ 9 = [1124240294266459271908852 + 1010178113909043598038486 i + 840949449371233952302818 j + 71014048732496399536823 k]
BICP | Distance=486 | [52 + 18 i + 486 j + 23 k] ^ 9 = [1124240294266459271908852 + 840949449371233952302818 i + 1010178113909043598038486 j + 71014048732496399536823 k]
BICP | Distance=486 | [52 + 486 i + 18 j + 73 k] ^ 5 = [9491693654452 + 19480945779486 i + 12475118831418 j + 16243206783673 k]
BICP | Distance=486 | [52 + 18 i + 486 j + 73 k] ^ 5 = [9491693654452 + 12475118831418 i + 19480945779486 j + 16243206783673 k]
BICP | Distance=486 | [52 + 486 i + 18 j + 73 k] ^ 9 = [135841917683861275228852 + 468529709357441177478486 i + 1499455339807448259262818 j + 910000436582756448847273 k]
BICP | Distance=486 | [52 + 18 i + 486 j + 73 k] ^ 9 = [135841917683861275228852 + 1499455339807448259262818 i + 468529709357441177478486 j + 910000436582756448847273 k]
BICP | Distance=486 | [486 + 52 i + 20 j + 9 k] ^ 5 = [23805453537486 + 13657695920452 i + 4131992058020 j + 4673598027489 k]
BICP | Distance=486 | [486 + 52 i + 20 j + 39 k] ^ 5 = [25840324929486 + 12846720104452 i + 781940850020 j + 12564466410639 k]
BICP | Distance=486 | [486 + 52 i + 20 j + 61 k] ^ 5 = [28620509237486 + 12649524600452 i + -1576628257820 j + 18677141277861 k]
BICP | Distance=486 | [486 + 52 i + 20 j + 111 k] ^ 5 = [39196027497486 + 13401910520452 i + -6805714977820 j + 34463617533111 k]
BICP | Distance=486 | [486 + 52 i + 20 j + 361 k] ^ 5 = [214829255297486 + 41072283120452 i + -41040777577820 j + 214883191559361 k]
BICP | Distance=486 | [486 + 52 i + 23 j + 0 k] ^ 5 = [23441336901486 + 13979191028452 i + 5947436549423 j + 2708222830560 k]
BICP | Distance=486 | [486 + 52 i + 23 j + 8 k] ^ 5 = [23646785461486 + 13595539068452 i + 5019768949423 j + 4760567431368 k]
BICP | Distance=486 | [486 + 52 i + 23 j + 10 k] ^ 5 = [23720183579486 + 13506871554452 i + 4790890408423 j + 5275189814610 k]
BICP | Distance=486 | [486 + 52 i + 23 j + 10 k] ^ 9 = [912550144010154609558486 + 1153853702220925883668852 i + 228122588152525400896823 j + 683436858475935722509210 k]
BICP | Distance=486 | [52 + 486 i + 23 j + 14 k] ^ 5 = [13580536050452 + 24631933351486 i + 7634727294423 j + 969256475014 k]
BICP | Distance=486 | [52 + 23 i + 486 j + 14 k] ^ 5 = [13580536050452 + 7634727294423 i + 24631933351486 j + 969256475014 k]
BICP | Distance=486 | [52 + 23 i + 14 j + 486 k] ^ 5 = [15331977010452 + 5117990254423 i + 1350097931014 j + 29614378807486 k]
BICP | Distance=486 | [486 + 52 i + 23 j + 18 k] ^ 5 = [24102080379486 + 13180874954452 i + 3886807808423 j + 7343180231418 k]
BICP | Distance=486 | [486 + 52 i + 23 j + 18 k] ^ 9 = [1010178113909043598038486 + 1124240294266459271908852 i + 71014048732496399536823 j + 840949449371233952302818 k]
BICP | Distance=486 | [52 + 486 i + 23 j + 64 k] ^ 5 = [9652692300452 + 21158089601486 i + 12817656123423 j + 13675593503264 k]
BICP | Distance=486 | [52 + 23 i + 486 j + 64 k] ^ 5 = [9652692300452 + 12817656123423 i + 21158089601486 j + 13675593503264 k]
BICP | Distance=486 | [486 + 52 i + 24 j + 1 k] ^ 5 = [23408068761486 + 13909245588452 i + 6086412878424 j + 3081226241561 k]
BICP | Distance=486 | [486 + 52 i + 24 j + 11 k] ^ 5 = [23716193229486 + 13422147804452 i + 4934471558424 j + 5646551264611 k]
BICP | Distance=486 | [486 + 52 i + 24 j + 11 k] ^ 9 = [918757696783497452298486 + 1137820433929489318168852 i + 227373016551833245036824 j + 722334141958575175729211 k]
BICP | Distance=486 | [486 + 52 i + 26 j + 9 k] ^ 5 = [23539463847486 + 13437508250452 i + 5675719381826 j + 5360203572489 k]
BICP | Distance=486 | [486 + 52 i + 26 j + 39 k] ^ 5 = [25700748879486 + 12226232054452 i + 2398675741826 j + 13206056385639 k]
BICP | Distance=486 | [486 + 52 i + 27 j + 0 k] ^ 5 = [23220250641486 + 13905844508452 i + 6969171565827 j + 3176488729440 k]
BICP | Distance=486 | [486 + 52 i + 27 j + 2 k] ^ 5 = [23264243847486 + 13787972010452 i + 6736101652827 j + 3686101668682 k]
BICP | Distance=486 | [486 + 52 i + 27 j + 32 k] ^ 5 = [24981550929486 + 12362876604452 i + 3405071341827 j + 11445606168832 k]
BICP | Distance=486 | [52 + 486 i + 27 j + 36 k] ^ 5 = [11814726800452 + 24103123101486 i + 11080744687827 j + 6284871349236 k]
BICP | Distance=486 | [52 + 27 i + 486 j + 36 k] ^ 5 = [11814726800452 + 11080744687827 i + 24103123101486 j + 6284871349236 k]
BICP | Distance=486 | [52 + 27 i + 36 j + 486 k] ^ 5 = [16379623064452 + 3468843073827 i + 7236735397236 j + 28566732753486 k]
BICP | Distance=486 | [486 + 52 i + 27 j + 40 k] ^ 5 = [25776873729486 + 12088508004452 i + 2563027741827 j + 13579675585640 k]
BICP | Distance=486 | [52 + 486 i + 27 j + 86 k] ^ 5 = [6734709050452 + 18380884851486 i + 15591191266827 j + 18405165377486 k]
BICP | Distance=486 | [52 + 27 i + 486 j + 86 k] ^ 5 = [6734709050452 + 15591191266827 i + 18380884851486 j + 18405165377486 k]
BICP | Distance=486 | [486 + 52 i + 30 j + 1 k] ^ 5 = [23054466951486 + 13777268238452 i + 7615112038230 j + 3780405686561 k]
BICP | Distance=486 | [486 + 52 i + 30 j + 11 k] ^ 5 = [23405942979486 + 13158294354452 i + 6473111650230 j + 6324146639611 k]
BICP | Distance=486 | [486 + 52 i + 30 j + 11 k] ^ 9 = [882936035644873795398486 + 1063886390360819109748852 i + 340243822329794702660430 j + 837600578977646862079211 k]
BICP | Distance=486 | [486 + 52 i + 30 j + 61 k] ^ 5 = [28489686579486 + 11100108654452 i + 1284100450230 j + 19689540314861 k]
BICP | Distance=486 | [486 + 52 i + 30 j + 89 k] ^ 5 = [33839830287486 + 10654282350452 i + -1334935821930 j + 28095625932889 k]
BICP | Distance=486 | [486 + 52 i + 30 j + 139 k] ^ 5 = [48243234627486 + 11013602130452 i + -5729477241930 j + 45943288438139 k]
BICP | Distance=486 | [486 + 52 i + 30 j + 389 k] ^ 5 = [254818342827486 + 32193294030452 i + -32205167841930 j + 254849195714389 k]
BICP | Distance=486 | [52 + 486 i + 32 j + 27 k] ^ 5 = [12362876604452 + 24981550929486 i + 11445606168832 j + 3405071341827 k]
BICP | Distance=486 | [52 + 32 i + 486 j + 27 k] ^ 5 = [12362876604452 + 11445606168832 i + 24981550929486 j + 3405071341827 k]
BICP | Distance=486 | [52 + 486 i + 32 j + 77 k] ^ 5 = [7027651404452 + 20385663529486 i + 16041493568832 j + 15985456667077 k]
BICP | Distance=486 | [52 + 32 i + 486 j + 77 k] ^ 5 = [7027651404452 + 16041493568832 i + 20385663529486 j + 15985456667077 k]
BICP | Distance=486 | [52 + 486 i + 35 j + 48 k] ^ 5 = [10067702004452 + 24037819029486 i + 14326947102235 j + 8594271396048 k]
BICP | Distance=486 | [52 + 35 i + 486 j + 48 k] ^ 5 = [10067702004452 + 14326947102235 i + 24037819029486 j + 8594271396048 k]
BICP | Distance=486 | [52 + 486 i + 35 j + 48 k] ^ 9 = [540166560934903633288852 + 1227749999489699897178486 i + 1594640779866940507244435 j + 344838195698721038952048 k]
BICP | Distance=486 | [52 + 35 i + 486 j + 48 k] ^ 9 = [540166560934903633288852 + 1594640779866940507244435 i + 1227749999489699897178486 j + 344838195698721038952048 k]
BICP | Distance=486 | [52 + 486 i + 35 j + 98 k] ^ 5 = [3778841454452 + 17283413779486 i + 18123179477235 j + 20461287396298 k]
BICP | Distance=486 | [52 + 35 i + 486 j + 98 k] ^ 5 = [3778841454452 + 18123179477235 i + 17283413779486 j + 20461287396298 k]
BICP | Distance=486 | [52 + 486 i + 36 j + 5 k] ^ 5 = [14238932504452 + 25571925729486 i + 10056013477236 j + -2926565387395 k]
BICP | Distance=486 | [52 + 36 i + 486 j + 5 k] ^ 5 = [14238932504452 + 10056013477236 i + 25571925729486 j + -2926565387395 k]
BICP | Distance=486 | [52 + 486 i + 36 j + 5 k] ^ 9 = [1447053369606925695088852 + 1202700202772918525298486 i + 858797093907745317194436 j + -710518005380982229174795 k]
BICP | Distance=486 | [52 + 36 i + 486 j + 5 k] ^ 9 = [1447053369606925695088852 + 858797093907745317194436 i + 1202700202772918525298486 j + -710518005380982229174795 k]
BICP | Distance=486 | [486 + 52 i + 36 j + 7 k] ^ 5 = [22832595009486 + 13160284056452 i + 8444412982836 j + 5983717740527 k]
BICP | Distance=486 | [486 + 52 i + 36 j + 27 k] ^ 5 = [24103123101486 + 11814726800452 i + 6284871349236 j + 11080744687827 k]
BICP | Distance=486 | [52 + 36 i + 27 j + 486 k] ^ 5 = [16379623064452 + 7236735397236 i + 3468843073827 j + 28566732753486 k]
BICP | Distance=486 | [52 + 486 i + 36 j + 49 k] ^ 5 = [9872973104452 + 24067848429486 i + 14676561277236 j + 8759333721049 k]
BICP | Distance=486 | [52 + 36 i + 486 j + 49 k] ^ 5 = [9872973104452 + 14676561277236 i + 24067848429486 j + 8759333721049 k]
BICP | Distance=486 | [52 + 486 i + 36 j + 49 k] ^ 9 = [506081504810614529248852 + 1246251166687631511018486 i + 1627954736674524553274436 j + 357284601818032682322049 k]
BICP | Distance=486 | [52 + 36 i + 486 j + 49 k] ^ 9 = [506081504810614529248852 + 1627954736674524553274436 i + 1246251166687631511018486 j + 357284601818032682322049 k]
BICP | Distance=486 | [52 + 486 i + 36 j + 55 k] ^ 5 = [9179008904452 + 23529625029486 i + 15214784677236 j + 10292648287855 k]
BICP | Distance=486 | [52 + 36 i + 486 j + 55 k] ^ 5 = [9179008904452 + 15214784677236 i + 23529625029486 j + 10292648287855 k]
BICP | Distance=486 | [52 + 486 i + 36 j + 55 k] ^ 9 = [343655143688184530128852 + 1192052513501257730778486 i + 1682153389860898333514436 j + 492452046680766377055655 k]
BICP | Distance=486 | [52 + 36 i + 486 j + 55 k] ^ 9 = [343655143688184530128852 + 1682153389860898333514436 i + 1192052513501257730778486 j + 492452046680766377055655 k]
BICP | Distance=486 | [486 + 52 i + 36 j + 77 k] ^ 5 = [31188479301486 + 9601180200452 i + 1576614445236 j + 24919106441077 k]
BICP | Distance=486 | [52 + 36 i + 77 j + 486 k] ^ 5 = [18574679664452 + 185309197236 i + 17160392327077 j + 23887725849486 k]
BICP | Distance=486 | [52 + 486 i + 36 j + 99 k] ^ 5 = [3450373904452 + 17236541529486 i + 18391397677236 j + 20615871796299 k]
BICP | Distance=486 | [52 + 36 i + 486 j + 99 k] ^ 5 = [3450373904452 + 18391397677236 i + 17236541529486 j + 20615871796299 k]
BICP | Distance=486 | [52 + 486 i + 36 j + 105 k] ^ 5 = [2589207104452 + 16070414229486 i + 18711963277236 j + 21859554813105 k]
BICP | Distance=486 | [52 + 36 i + 486 j + 105 k] ^ 5 = [2589207104452 + 18711963277236 i + 16070414229486 j + 21859554813105 k]
BICP | Distance=486 | [52 + 486 i + 39 j + 0 k] ^ 5 = [14732192108452 + 25718679441486 i + 10271539878639 j + -4632613858080 k]
BICP | Distance=486 | [52 + 39 i + 486 j + 0 k] ^ 5 = [14732192108452 + 10271539878639 i + 25718679441486 j + -4632613858080 k]
BICP | Distance=486 | [486 + 52 i + 39 j + 8 k] ^ 5 = [22644764613486 + 12951659484452 i + 9086038579839 j + 6571033269448 k]
BICP | Distance=486 | [52 + 486 i + 39 j + 20 k] ^ 5 = [12846720104452 + 25840324929486 i + 12564466410639 j + 781940850020 k]
BICP | Distance=486 | [52 + 39 i + 486 j + 20 k] ^ 5 = [12846720104452 + 12564466410639 i + 25840324929486 j + 781940850020 k]
BICP | Distance=486 | [52 + 486 i + 39 j + 26 k] ^ 5 = [12226232054452 + 25700748879486 i + 13206056385639 j + 2398675741826 k]
BICP | Distance=486 | [52 + 39 i + 486 j + 26 k] ^ 5 = [12226232054452 + 13206056385639 i + 25700748879486 j + 2398675741826 k]
BICP | Distance=486 | [486 + 52 i + 39 j + 48 k] ^ 5 = [26238216501486 + 10292788100452 i + 5013646224639 j + 16926164148048 k]
BICP | Distance=486 | [52 + 39 i + 48 j + 486 k] ^ 5 = [17805992708452 + 5214842232639 i + 8982734556048 j + 27140363109486 k]
BICP | Distance=486 | [52 + 39 i + 48 j + 486 k] ^ 9 = [1936937690814568740636052 + 35453872424251489930839 i + 602486281579847878680048 j + 1801131417799343891802486 k]
BICP | Distance=486 | [52 + 486 i + 39 j + 70 k] ^ 5 = [6965533754452 + 22231320279486 i + 17183915985639 j + 13786683850270 k]
BICP | Distance=486 | [52 + 39 i + 486 j + 70 k] ^ 5 = [6965533754452 + 17183915985639 i + 22231320279486 j + 13786683850270 k]
BICP | Distance=486 | [52 + 486 i + 39 j + 76 k] ^ 5 = [6158493104452 + 21431845329486 i + 17619334410639 j + 15236695542076 k]
BICP | Distance=486 | [52 + 39 i + 486 j + 76 k] ^ 5 = [6158493104452 + 17619334410639 i + 21431845329486 j + 15236695542076 k]
BICP | Distance=486 | [486 + 52 i + 39 j + 98 k] ^ 5 = [35841667851486 + 8368465050452 i + 815209995639 j + 31752216876298 k]
BICP | Distance=486 | [52 + 486 i + 40 j + 27 k] ^ 5 = [12088508004452 + 25776873729486 i + 13579675585640 j + 2563027741827 k]
BICP | Distance=486 | [52 + 40 i + 486 j + 27 k] ^ 5 = [12088508004452 + 13579675585640 i + 25776873729486 j + 2563027741827 k]
BICP | Distance=486 | [52 + 486 i + 40 j + 77 k] ^ 5 = [5880610404452 + 21428953529486 i + 17927595785640 j + 15406090667077 k]
BICP | Distance=486 | [52 + 40 i + 486 j + 77 k] ^ 5 = [5880610404452 + 17927595785640 i + 21428953529486 j + 15406090667077 k]
BICP | Distance=486 | [486 + 52 i + 41 j + 6 k] ^ 9 = [708869138416209796374486 + 958293159159459392116852 i + 619973971079591584389641 j + 950004998214892301714166 k]
BICP | Distance=486 | [52 + 486 i + 43 j + 48 k] ^ 5 = [9435192804452 + 24996025629486 i + 16406800519043 j + 7869152196048 k]
BICP | Distance=486 | [52 + 43 i + 486 j + 48 k] ^ 5 = [9435192804452 + 16406800519043 i + 24996025629486 j + 7869152196048 k]
BICP | Distance=486 | [52 + 486 i + 43 j + 48 k] ^ 9 = [484277892140895304168852 + 1448448891068923792938486 i + 1789025881306002371838043 j + 263621720093494385832048 k]
BICP | Distance=486 | [52 + 43 i + 486 j + 48 k] ^ 9 = [484277892140895304168852 + 1789025881306002371838043 i + 1448448891068923792938486 j + 263621720093494385832048 k]
BICP | Distance=486 | [52 + 486 i + 43 j + 98 k] ^ 5 = [2299219854452 + 18463847579486 i + 19842067094043 j + 20038566396298 k]
BICP | Distance=486 | [52 + 43 i + 486 j + 98 k] ^ 5 = [2299219854452 + 19842067094043 i + 18463847579486 j + 20038566396298 k]
BICP | Distance=486 | [486 + 52 i + 45 j + 4 k] ^ 5 = [21941352441486 + 13041344808452 i + 11024487984645 j + 6248530330964 k]
BICP | Distance=486 | [486 + 52 i + 45 j + 14 k] ^ 5 = [22465190079486 + 12116902554452 i + 9930260037645 j + 8723565923014 k]
BICP | Distance=486 | [486 + 52 i + 45 j + 14 k] ^ 9 = [794122802477147696958486 + 800772145195042803268852 i + 555128450347329649915245 j + 1145230400225063744646014 k]
BICP | Distance=486 | [486 + 52 i + 45 j + 64 k] ^ 5 = [28372993929486 + 8483095404452 i + 5281414212645 j + 21873926423264 k]
BICP | Distance=486 | [486 + 52 i + 48 j + 3 k] ^ 5 = [21601033461486 + 13016206388452 i + 11872782372048 j + 6340717278843 k]
BICP | Distance=486 | [486 + 52 i + 48 j + 5 k] ^ 5 = [21688483437486 + 12811296420452 i + 11649049740048 j + 6829521711085 k]
BICP | Distance=486 | [486 + 52 i + 48 j + 35 k] ^ 5 = [24037819029486 + 10067702004452 i + 8594271396048 j + 14326947102235 k]
BICP | Distance=486 | [486 + 52 i + 48 j + 35 k] ^ 9 = [1227749999489699897178486 + 540166560934903633288852 i + 344838195698721038952048 j + 1594640779866940507244435 k]
BICP | Distance=486 | [52 + 486 i + 48 j + 39 k] ^ 5 = [10292788100452 + 26238216501486 i + 16926164148048 j + 5013646224639 k]
BICP | Distance=486 | [52 + 48 i + 486 j + 39 k] ^ 5 = [10292788100452 + 16926164148048 i + 26238216501486 j + 5013646224639 k]
BICP | Distance=486 | [52 + 48 i + 39 j + 486 k] ^ 5 = [17805992708452 + 8982734556048 i + 5214842232639 j + 27140363109486 k]
BICP | Distance=486 | [52 + 48 i + 39 j + 486 k] ^ 9 = [1936937690814568740636052 + 602486281579847878680048 i + 35453872424251489930839 j + 1801131417799343891802486 k]
BICP | Distance=486 | [486 + 52 i + 48 j + 43 k] ^ 5 = [24996025629486 + 9435192804452 i + 7869152196048 j + 16406800519043 k]
BICP | Distance=486 | [486 + 52 i + 48 j + 43 k] ^ 9 = [1448448891068923792938486 + 484277892140895304168852 i + 263621720093494385832048 j + 1789025881306002371838043 k]
BICP | Distance=486 | [486 + 52 i + 48 j + 85 k] ^ 5 = [32395048029486 + 6728158404452 i + 4602312396048 j + 28274026527485 k]
BICP | Distance=486 | [52 + 486 i + 48 j + 89 k] ^ 5 = [2863057700452 + 20811149301486 i + 20530879452048 j + 17761766677889 k]
BICP | Distance=486 | [52 + 48 i + 486 j + 89 k] ^ 5 = [2863057700452 + 20530879452048 i + 20811149301486 j + 17761766677889 k]
BICP | Distance=486 | [52 + 48 i + 89 j + 486 k] ^ 5 = [20821762404452 + 1266149556048 i + 18241232685889 j + 21640643109486 k]
BICP | Distance=486 | [486 + 52 i + 48 j + 93 k] ^ 5 = [34271107029486 + 6320136404452 i + 4072620396048 j + 30769636744293 k]
BICP | Distance=486 | [486 + 52 i + 49 j + 6 k] ^ 5 = [21633331827486 + 12661528370452 i + 11782669026049 j + 7184679985086 k]
BICP | Distance=486 | [486 + 52 i + 49 j + 36 k] ^ 5 = [24067848429486 + 9872973104452 i + 8759333721049 j + 14676561277236 k]
BICP | Distance=486 | [486 + 52 i + 49 j + 36 k] ^ 9 = [1246251166687631511018486 + 506081504810614529248852 i + 357284601818032682322049 j + 1627954736674524553274436 k]
BICP | Distance=486 | [486 + 52 i + 49 j + 86 k] ^ 5 = [32567438579486 + 6447840354452 i + 4842188146049 j + 28647957777486 k]
BICP | Distance=486 | [486 + 52 i + 51 j + 4 k] ^ 5 = [21326650281486 + 12779000208452 i + 12490762559451 j + 6919698130964 k]
BICP | Distance=486 | [486 + 52 i + 51 j + 14 k] ^ 5 = [21892608279486 + 11725257654452 i + 11412760154451 j + 9356141723014 k]
BICP | Distance=486 | [486 + 52 i + 51 j + 14 k] ^ 9 = [722004457613951906478486 + 687649461630864753628852 i + 652494524122989762628851 j + 1230839296323537593526014 k]
BICP | Distance=486 | [486 + 52 i + 51 j + 64 k] ^ 5 = [27987354729486 + 7427906604452 i + 6970378379451 j + 22339419023264 k]
BICP | Distance=486 | [486 + 52 i + 51 j + 64 k] ^ 9 = [2150650623713949373698486 + 267422538566653001848852 i + 192064319627373225238851 j + 2454167889927419775806464 k]
BICP | Distance=486 | [486 + 52 i + 52 j + 5 k] ^ 5 = [21264336941486 + 12622092168452 i + 12622092168452 j + 7272606901965 k]
BICP | Distance=486 | [486 + 52 i + 52 j + 7 k] ^ 5 = [21366066529486 + 12402858504452 i + 12402858504452 j + 7756831956207 k]
BICP | Distance=486 | [486 + 52 i + 52 j + 7 k] ^ 9 = [577559822356125116178486 + 766137630571294428688852 i + 766137630571294428688852 j + 1142811812954178398072407 k]
BICP | Distance=486 | [486 + 52 i + 52 j + 15 k] ^ 5 = [21858726729486 + 11553870104452 i + 11553870104452 j + 9705025773015 k]
BICP | Distance=486 | [486 + 52 i + 52 j + 15 k] ^ 9 = [728847094670177204898486 + 654882770463485238448852 i + 654882770463485238448852 j + 1259716721775208304106015 k]
BICP | Distance=486 | [486 + 52 i + 52 j + 57 k] ^ 5 = [26724111729486 + 7777461104452 i + 7777461104452 j + 20482099781457 k]
BICP | Distance=486 | [486 + 52 i + 52 j + 57 k] ^ 9 = [1880323441704509726898486 + 267934745897525254048852 i + 267934745897525254048852 j + 2223592590000623597242857 k]
BICP | Distance=486 | [52 + 486 i + 52 j + 61 k] ^ 5 = [6788904600452 + 25129701001486 i + 19816654816452 j + 10556796923861 k]
BICP | Distance=486 | [52 + 52 i + 486 j + 61 k] ^ 5 = [6788904600452 + 19816654816452 i + 25129701001486 j + 10556796923861 k]
BICP | Distance=486 | [52 + 52 i + 61 j + 486 k] ^ 5 = [19816654816452 + 6788904600452 i + 10556796923861 j + 25129701001486 k]
BICP | Distance=486 | [486 + 52 i + 52 j + 65 k] ^ 5 = [28094304329486 + 7176959904452 i + 7176959904452 j + 22693331198265 k]
BICP | Distance=486 | [486 + 52 i + 52 j + 65 k] ^ 9 = [2185540240342836804258486 + 222459339922525049728852 i + 222459339922525049728852 j + 2495737295954215094636465 k]
BICP | Distance=486 | [486 + 52 i + 52 j + 207 k] ^ 5 = [79668817929486 + 1143678104452 i + 1143678104452 j + 80164079757207 k]
BICP | Distance=486 | [486 + 52 i + 52 j + 265 k] ^ 5 = [119189965729486 + 351601104452 i + 351601104452 j + 119700977399265 k]
BICP | Distance=486 | [486 + 52 i + 52 j + 457 k] ^ 5 = [372852296929486 + 1537104452 i + 1537104452 j + 372837951383457 k]
BICP | Distance=486 | [486 + 52 i + 55 j + 6 k] ^ 5 = [20975660787486 + 12356346350452 i + 13235205694855 j + 7842351025086 k]
BICP | Distance=486 | [486 + 52 i + 55 j + 36 k] ^ 5 = [23529625029486 + 9179008904452 i + 10292648287855 j + 15214784677236 k]
BICP | Distance=486 | [486 + 52 i + 55 j + 36 k] ^ 9 = [1192052513501257730778486 + 343655143688184530128852 i + 492452046680766377055655 j + 1682153389860898333514436 k]
BICP | Distance=486 | [486 + 52 i + 55 j + 86 k] ^ 5 = [32195097779486 + 5072152254452 i + 6677804462855 j + 29020298577486 k]
BICP | Distance=486 | [52 + 486 i + 57 j + 52 k] ^ 5 = [7777461104452 + 26724111729486 i + 20482099781457 j + 7777461104452 k]
BICP | Distance=486 | [52 + 57 i + 486 j + 52 k] ^ 5 = [7777461104452 + 20482099781457 i + 26724111729486 j + 7777461104452 k]
BICP | Distance=486 | [52 + 486 i + 57 j + 52 k] ^ 9 = [267934745897525254048852 + 1880323441704509726898486 i + 2223592590000623597242857 j + 267934745897525254048852 k]
BICP | Distance=486 | [52 + 57 i + 486 j + 52 k] ^ 9 = [267934745897525254048852 + 2223592590000623597242857 i + 1880323441704509726898486 j + 267934745897525254048852 k]
BICP | Distance=486 | [52 + 486 i + 57 j + 452 k] ^ 9 = [19938922196056787814208852 + 12931814604290936692338486 i + 11385784071793349615482857 j + 4383803514770528130372452 k]
BICP | Distance=486 | [52 + 57 i + 486 j + 452 k] ^ 9 = [19938922196056787814208852 + 11385784071793349615482857 i + 12931814604290936692338486 j + 4383803514770528130372452 k]
BICP | Distance=486 | [52 + 486 i + 58 j + 5 k] ^ 9 = [1752717523196504529292852 + 1636731833488540964094486 i + 1443635819043286824968458 j + -1268156651726408867790715 k]
BICP | Distance=486 | [52 + 58 i + 486 j + 5 k] ^ 9 = [1752717523196504529292852 + 1443635819043286824968458 i + 1636731833488540964094486 j + -1268156651726408867790715 k]
BICP | Distance=486 | [52 + 486 i + 60 j + 73 k] ^ 5 = [3882724904452 + 25138829829486 i + 22668619114860 j + 13186801158673 k]
BICP | Distance=486 | [52 + 60 i + 486 j + 73 k] ^ 5 = [3882724904452 + 22668619114860 i + 25138829829486 j + 13186801158673 k]
BICP | Distance=486 | [52 + 486 i + 61 j + 0 k] ^ 5 = [15542721828452 + 28185377301486 i + 16379791601861 j + -7313713261920 k]
BICP | Distance=486 | [52 + 61 i + 486 j + 0 k] ^ 5 = [15542721828452 + 16379791601861 i + 28185377301486 j + -7313713261920 k]
BICP | Distance=486 | [486 + 52 i + 61 j + 2 k] ^ 5 = [20029315751486 + 12546445350452 i + 15096774752861 j + 7552298288202 k]
BICP | Distance=486 | [52 + 486 i + 61 j + 20 k] ^ 5 = [12649524600452 + 28620509237486 i + 18677141277861 j + -1576628257820 k]
BICP | Distance=486 | [52 + 61 i + 486 j + 20 k] ^ 5 = [12649524600452 + 18677141277861 i + 28620509237486 j + -1576628257820 k]
BICP | Distance=486 | [52 + 486 i + 61 j + 30 k] ^ 5 = [11100108654452 + 28489686579486 i + 19689540314861 j + 1284100450230 k]
BICP | Distance=486 | [52 + 61 i + 486 j + 30 k] ^ 5 = [11100108654452 + 19689540314861 i + 28489686579486 j + 1284100450230 k]
BICP | Distance=486 | [486 + 52 i + 61 j + 52 k] ^ 5 = [25129701001486 + 6788904600452 i + 10556796923861 j + 19816654816452 k]
BICP | Distance=486 | [52 + 61 i + 52 j + 486 k] ^ 5 = [19816654816452 + 10556796923861 i + 6788904600452 j + 25129701001486 k]
BICP | Distance=486 | [52 + 486 i + 61 j + 74 k] ^ 5 = [3578283354452 + 25196653979486 i + 22982572914861 j + 13394291558674 k]
BICP | Distance=486 | [52 + 61 i + 486 j + 74 k] ^ 5 = [3578283354452 + 22982572914861 i + 25196653979486 j + 13394291558674 k]
BICP | Distance=486 | [52 + 486 i + 61 j + 80 k] ^ 5 = [2475268404452 + 24412277429486 i + 23276987889861 j + 14943246850480 k]
BICP | Distance=486 | [52 + 61 i + 486 j + 80 k] ^ 5 = [2475268404452 + 23276987889861 i + 24412277429486 j + 14943246850480 k]
BICP | Distance=486 | [52 + 61 i + 452 j + 486 k] ^ 9 = [9800720959787131642490452 + 21424271655584682117130861 i + 6487105807397119963668452 j + 10815483058773868301250486 k]
BICP | Distance=486 | [52 + 486 i + 61 j + 480 k] ^ 9 = [21060048970667822650408852 + 14539123437145964350938486 i + 21305018602274615737779661 j + 9670707608667610181064480 k]
BICP | Distance=486 | [52 + 61 i + 486 j + 480 k] ^ 9 = [21060048970667822650408852 + 21305018602274615737779661 i + 14539123437145964350938486 j + 9670707608667610181064480 k]
BICP | Distance=486 | [486 + 52 i + 64 j + 3 k] ^ 5 = [19677021909486 + 12259392356452 i + 15685991752864 j + 8115108288123 k]
BICP | Distance=486 | [52 + 486 i + 64 j + 5 k] ^ 5 = [14949700380452 + 28815252977486 i + 17851379895264 j + -6240433139555 k]
BICP | Distance=486 | [52 + 64 i + 486 j + 5 k] ^ 5 = [14949700380452 + 17851379895264 i + 28815252977486 j + -6240433139555 k]
BICP | Distance=486 | [486 + 52 i + 64 j + 23 k] ^ 5 = [21158089601486 + 9652692300452 i + 13675593503264 j + 12817656123423 k]
BICP | Distance=486 | [52 + 486 i + 64 j + 45 k] ^ 5 = [8483095404452 + 28372993929486 i + 21873926423264 j + 5281414212645 k]
BICP | Distance=486 | [52 + 64 i + 486 j + 45 k] ^ 5 = [8483095404452 + 21873926423264 i + 28372993929486 j + 5281414212645 k]
BICP | Distance=486 | [52 + 486 i + 64 j + 51 k] ^ 5 = [7427906604452 + 27987354729486 i + 22339419023264 j + 6970378379451 k]
BICP | Distance=486 | [52 + 64 i + 486 j + 51 k] ^ 5 = [7427906604452 + 22339419023264 i + 27987354729486 j + 6970378379451 k]
BICP | Distance=486 | [52 + 486 i + 64 j + 51 k] ^ 9 = [267422538566653001848852 + 2150650623713949373698486 i + 2454167889927419775806464 j + 192064319627373225238851 k]
BICP | Distance=486 | [52 + 64 i + 486 j + 51 k] ^ 9 = [267422538566653001848852 + 2454167889927419775806464 i + 2150650623713949373698486 j + 192064319627373225238851 k]
BICP | Distance=486 | [486 + 52 i + 64 j + 73 k] ^ 5 = [28621140001486 + 4189865100452 i + 10043128199264 j + 25710589076673 k]
BICP | Distance=486 | [52 + 64 i + 73 j + 486 k] ^ 5 = [22063737556452 + 7869744959264 i + 11637637282673 j + 22882618261486 k]
BICP | Distance=486 | [52 + 64 i + 423 j + 486 k] ^ 9 = [2623871993325802065122452 + 18576696544305131966971264 i + 2047153943490619274046423 j + 8288492735283418460826486 k]
BICP | Distance=486 | [52 + 486 i + 64 j + 451 k] ^ 9 = [20492255983642964798008852 + 12423247676741261706018486 i + 12439228405044130003646464 j + 2183890893259239699642451 k]
BICP | Distance=486 | [52 + 64 i + 486 j + 451 k] ^ 9 = [20492255983642964798008852 + 12439228405044130003646464 i + 12423247676741261706018486 j + 2183890893259239699642451 k]
BICP | Distance=486 | [52 + 486 i + 65 j + 52 k] ^ 5 = [7176959904452 + 28094304329486 i + 22693331198265 j + 7176959904452 k]
BICP | Distance=486 | [52 + 65 i + 486 j + 52 k] ^ 5 = [7176959904452 + 22693331198265 i + 28094304329486 j + 7176959904452 k]
BICP | Distance=486 | [52 + 486 i + 65 j + 52 k] ^ 9 = [222459339922525049728852 + 2185540240342836804258486 i + 2495737295954215094636465 j + 222459339922525049728852 k]
BICP | Distance=486 | [52 + 65 i + 486 j + 52 k] ^ 9 = [222459339922525049728852 + 2495737295954215094636465 i + 2185540240342836804258486 j + 222459339922525049728852 k]
BICP | Distance=486 | [52 + 486 i + 65 j + 452 k] ^ 9 = [20642916875169593908768852 + 12463169528421251561058486 i + 12917722137487613356076465 j + 2067532907142634440612452 k]
BICP | Distance=486 | [52 + 65 i + 486 j + 452 k] ^ 9 = [20642916875169593908768852 + 12917722137487613356076465 i + 12463169528421251561058486 j + 2067532907142634440612452 k]
BICP | Distance=486 | [52 + 486 i + 68 j + 73 k] ^ 5 = [2917963104452 + 26647786229486 i + 24788290531668 j + 12780273958673 k]
BICP | Distance=486 | [52 + 68 i + 486 j + 73 k] ^ 5 = [2917963104452 + 24788290531668 i + 26647786229486 j + 12780273958673 k]
BICP | Distance=486 | [486 + 52 i + 70 j + 9 k] ^ 5 = [19197153567486 + 11042871830452 i + 16431936418270 j + 10128574212489 k]
BICP | Distance=486 | [486 + 52 i + 70 j + 39 k] ^ 5 = [22231320279486 + 6965533754452 i + 13786683850270 j + 17183915985639 k]
BICP | Distance=486 | [486 + 52 i + 70 j + 89 k] ^ 5 = [31613843279486 + 1249485654452 i + 11068365650270 j + 30625416260889 k]
BICP | Distance=486 | [486 + 52 i + 73 j + 0 k] ^ 5 = [18188921061486 + 12224615348452 i + 18060543114673 j + 8418557590560 k]
BICP | Distance=486 | [486 + 52 i + 73 j + 8 k] ^ 5 = [18680429621486 + 10982748588452 i + 17213277274673 j + 10207871791368 k]
BICP | Distance=486 | [486 + 52 i + 73 j + 10 k] ^ 5 = [18823961779486 + 10679202654452 i + 17011429783673 j + 10658235614610 k]
BICP | Distance=486 | [486 + 52 i + 73 j + 10 k] ^ 9 = [278949557909366163078486 + 284652515564218707628852 i + 965433772694117411647273 j + 1421452194445727423389210 k]
BICP | Distance=486 | [486 + 52 i + 73 j + 18 k] ^ 5 = [19480945779486 + 9491693654452 i + 16243206783673 j + 12475118831418 k]
BICP | Distance=486 | [486 + 52 i + 73 j + 18 k] ^ 9 = [468529709357441177478486 + 135841917683861275228852 i + 910000436582756448847273 j + 1499455339807448259262818 k]
BICP | Distance=486 | [486 + 52 i + 73 j + 60 k] ^ 5 = [25138829829486 + 3882724904452 i + 13186801158673 j + 22668619114860 k]
BICP | Distance=486 | [52 + 486 i + 73 j + 64 k] ^ 5 = [4189865100452 + 28621140001486 i + 25710589076673 j + 10043128199264 k]
BICP | Distance=486 | [52 + 73 i + 486 j + 64 k] ^ 5 = [4189865100452 + 25710589076673 i + 28621140001486 j + 10043128199264 k]
BICP | Distance=486 | [52 + 73 i + 64 j + 486 k] ^ 5 = [22063737556452 + 11637637282673 i + 7869744959264 j + 22882618261486 k]
BICP | Distance=486 | [486 + 52 i + 73 j + 68 k] ^ 5 = [26647786229486 + 2917963104452 i + 12780273958673 j + 24788290531668 k]
BICP | Distance=486 | [486 + 52 i + 74 j + 1 k] ^ 5 = [18084765071486 + 12011310858452 i + 18173467058674 j + 8750107566561 k]
BICP | Distance=486 | [486 + 52 i + 74 j + 11 k] ^ 5 = [18747374779486 + 10452205254452 i + 17137387958674 j + 10982714839611 k]
BICP | Distance=486 | [486 + 52 i + 74 j + 11 k] ^ 9 = [282752971584644053878486 + 242369750681246292988852 i + 966012318712270700077274 j + 1437783643037876603599211 k]
BICP | Distance=486 | [486 + 52 i + 74 j + 61 k] ^ 5 = [25196653979486 + 3578283354452 i + 13394291558674 j + 22982572914861 k]
BICP | Distance=486 | [486 + 52 i + 76 j + 9 k] ^ 5 = [18286557777486 + 10612285160452 i + 17782890942076 j + 10734087147489 k]
BICP | Distance=486 | [486 + 52 i + 76 j + 39 k] ^ 5 = [21431845329486 + 6158493104452 i + 15236695542076 j + 17619334410639 k]
BICP | Distance=486 | [486 + 52 i + 77 j + 0 k] ^ 5 = [17540242281486 + 12006135788452 i + 18942808731077 j + 8856497089440 k]
BICP | Distance=486 | [486 + 52 i + 77 j + 2 k] ^ 5 = [17656435927486 + 11675021670452 i + 18726892028077 j + 9293909588682 k]
BICP | Distance=486 | [486 + 52 i + 77 j + 32 k] ^ 5 = [20385663529486 + 7027651404452 i + 15985456667077 j + 16041493568832 k]
BICP | Distance=486 | [52 + 486 i + 77 j + 36 k] ^ 5 = [9601180200452 + 31188479301486 i + 24919106441077 j + 1576614445236 k]
BICP | Distance=486 | [52 + 77 i + 486 j + 36 k] ^ 5 = [9601180200452 + 24919106441077 i + 31188479301486 j + 1576614445236 k]
BICP | Distance=486 | [52 + 77 i + 36 j + 486 k] ^ 5 = [18574679664452 + 17160392327077 i + 185309197236 j + 23887725849486 k]
BICP | Distance=486 | [486 + 52 i + 77 j + 40 k] ^ 5 = [21428953529486 + 5880610404452 i + 15406090667077 j + 17927595785640 k]
BICP | Distance=486 | [486 + 52 i + 77 j + 82 k] ^ 5 = [29162777879486 + 377028054452 i + 13337408492077 j + 28814003669082 k]
BICP | Distance=486 | [52 + 77 i + 86 j + 486 k] ^ 5 = [24868155718452 + 8552252702077 i + 12320145025486 j + 20078200099486 k]
BICP | Distance=486 | [486 + 52 i + 80 j + 1 k] ^ 5 = [17091467561486 + 11662735308452 i + 19485568018480 j + 9397827441561 k]
BICP | Distance=486 | [486 + 52 i + 80 j + 11 k] ^ 5 = [17795405629486 + 9980739204452 i + 18468415450480 j + 11567338864611 k]
BICP | Distance=486 | [486 + 52 i + 80 j + 11 k] ^ 9 = [163801232251748248938486 + 100299519300470727208852 i + 1010746936678126800340880 j + 1477290606490324379089211 k]
BICP | Distance=486 | [486 + 52 i + 80 j + 61 k] ^ 5 = [24412277429486 + 2475268404452 i + 14943246850480 j + 23276987889861 k]
BICP | Distance=486 | [52 + 486 i + 82 j + 77 k] ^ 5 = [377028054452 + 29162777879486 i + 28814003669082 j + 13337408492077 k]
BICP | Distance=486 | [52 + 82 i + 486 j + 77 k] ^ 5 = [377028054452 + 28814003669082 i + 29162777879486 j + 13337408492077 k]
BICP | Distance=486 | [52 + 486 i + 85 j + 48 k] ^ 5 = [6728158404452 + 32395048029486 i + 28274026527485 j + 4602312396048 k]
BICP | Distance=486 | [52 + 85 i + 486 j + 48 k] ^ 5 = [6728158404452 + 28274026527485 i + 32395048029486 j + 4602312396048 k]
BICP | Distance=486 | [52 + 486 i + 86 j + 5 k] ^ 5 = [15908715954452 + 32646910279486 i + 24465158277486 j + -8908423062395 k]
BICP | Distance=486 | [52 + 86 i + 486 j + 5 k] ^ 5 = [15908715954452 + 24465158277486 i + 32646910279486 j + -8908423062395 k]
BICP | Distance=486 | [52 + 486 i + 86 j + 5 k] ^ 9 = [2409719658387859971508852 + 2541548442016276689678486 i + 2457602461441481710474886 j + -2135308658698899607804795 k]
BICP | Distance=486 | [52 + 86 i + 486 j + 5 k] ^ 9 = [2409719658387859971508852 + 2457602461441481710474886 i + 2541548442016276689678486 j + -2135308658698899607804795 k]
BICP | Distance=486 | [486 + 52 i + 86 j + 7 k] ^ 5 = [16447969079486 + 10198533546452 i + 20145429791086 j + 11293067779527 k]
BICP | Distance=486 | [486 + 52 i + 86 j + 27 k] ^ 5 = [18380884851486 + 6734709050452 i + 18405165377486 j + 15591191266827 k]
BICP | Distance=486 | [52 + 486 i + 86 j + 49 k] ^ 5 = [6447840354452 + 32567438579486 i + 28647957777486 j + 4842188146049 k]
BICP | Distance=486 | [52 + 86 i + 486 j + 49 k] ^ 5 = [6447840354452 + 28647957777486 i + 32567438579486 j + 4842188146049 k]
BICP | Distance=486 | [52 + 486 i + 86 j + 55 k] ^ 5 = [5072152254452 + 32195097779486 i + 29020298577486 j + 6677804462855 k]
BICP | Distance=486 | [52 + 86 i + 486 j + 55 k] ^ 5 = [5072152254452 + 29020298577486 i + 32195097779486 j + 6677804462855 k]
BICP | Distance=486 | [52 + 86 i + 77 j + 486 k] ^ 5 = [24868155718452 + 12320145025486 i + 8552252702077 j + 20078200099486 k]
BICP | Distance=486 | [52 + 486 i + 89 j + 0 k] ^ 5 = [17097085548452 + 32959846161486 i + 24775529343889 j + -10859761018080 k]
BICP | Distance=486 | [52 + 89 i + 486 j + 0 k] ^ 5 = [17097085548452 + 24775529343889 i + 32959846161486 j + -10859761018080 k]
BICP | Distance=486 | [486 + 52 i + 89 j + 8 k] ^ 5 = [15979612453486 + 9780716364452 i + 20674584473089 j + 11794098653448 k]
BICP | Distance=486 | [52 + 486 i + 89 j + 30 k] ^ 5 = [10654282350452 + 33839830287486 i + 28095625932889 j + -1334935821930 k]
BICP | Distance=486 | [52 + 89 i + 486 j + 30 k] ^ 5 = [10654282350452 + 28095625932889 i + 33839830287486 j + -1334935821930 k]
BICP | Distance=486 | [486 + 52 i + 89 j + 48 k] ^ 5 = [20811149301486 + 2863057700452 i + 17761766677889 j + 20530879452048 k]
BICP | Distance=486 | [52 + 89 i + 48 j + 486 k] ^ 5 = [20821762404452 + 18241232685889 i + 1266149556048 j + 21640643109486 k]
BICP | Distance=486 | [52 + 486 i + 89 j + 70 k] ^ 5 = [1249485654452 + 31613843279486 i + 30625416260889 j + 11068365650270 k]
BICP | Distance=486 | [52 + 89 i + 486 j + 70 k] ^ 5 = [1249485654452 + 30625416260889 i + 31613843279486 j + 11068365650270 k]
BICP | Distance=486 | [52 + 89 i + 98 j + 486 k] ^ 5 = [27740651554452 + 8657854860889 i + 12425747184298 j + 17205704263486 k]
BICP | Distance=486 | [52 + 486 i + 93 j + 48 k] ^ 5 = [6320136404452 + 34271107029486 i + 30769636744293 j + 4072620396048 k]
BICP | Distance=486 | [52 + 93 i + 486 j + 48 k] ^ 5 = [6320136404452 + 30769636744293 i + 34271107029486 j + 4072620396048 k]
BICP | Distance=486 | [486 + 52 i + 95 j + 4 k] ^ 5 = [14511901901486 + 10078228728452 i + 22281801579895 j + 11568669050964 k]
BICP | Distance=486 | [486 + 52 i + 95 j + 14 k] ^ 5 = [15376598779486 + 8116509654452 i + 21355389162895 j + 13570698223014 k]
BICP | Distance=486 | [486 + 52 i + 98 j + 3 k] ^ 5 = [13826875251486 + 10050830318452 i + 22969421572298 j + 11670288693843 k]
BICP | Distance=486 | [486 + 52 i + 98 j + 5 k] ^ 5 = [13984311667486 + 9640139730452 i + 22773298260298 j + 12058898816085 k]
BICP | Distance=486 | [486 + 52 i + 98 j + 35 k] ^ 5 = [17283413779486 + 3778841454452 i + 20461287396298 j + 18123179477235 k]
BICP | Distance=486 | [52 + 486 i + 98 j + 39 k] ^ 5 = [8368465050452 + 35841667851486 i + 31752216876298 j + 815209995639 k]
BICP | Distance=486 | [52 + 98 i + 486 j + 39 k] ^ 5 = [8368465050452 + 31752216876298 i + 35841667851486 j + 815209995639 k]
BICP | Distance=486 | [486 + 52 i + 98 j + 43 k] ^ 5 = [18463847579486 + 2299219854452 i + 20038566396298 j + 19842067094043 k]
BICP | Distance=486 | [52 + 98 i + 89 j + 486 k] ^ 5 = [27740651554452 + 12425747184298 i + 8657854860889 j + 17205704263486 k]
BICP | Distance=486 | [52 + 98 i + 139 j + 486 k] ^ 5 = [33067449550452 + 370000284298 i + 17345083414139 j + 9394955963486 k]
BICP | Distance=486 | [486 + 52 i + 99 j + 6 k] ^ 5 = [13860977607486 + 9352876430452 i + 22871607991299 j + 12348937285086 k]
BICP | Distance=486 | [486 + 52 i + 99 j + 36 k] ^ 5 = [17236541529486 + 3450373904452 i + 20615871796299 j + 18391397677236 k]
BICP | Distance=486 | [486 + 52 i + 105 j + 6 k] ^ 5 = [12590749467486 + 8841255410452 i + 24008965710105 j + 12911999065086 k]
BICP | Distance=486 | [486 + 52 i + 105 j + 36 k] ^ 5 = [16070414229486 + 2589207104452 i + 21859554813105 j + 18711963277236 k]
BICP | Distance=486 | [52 + 486 i + 111 j + 0 k] ^ 5 = [18735304988452 + 38053621881486 i + 32050078617111 j + -13791053221920 k]
BICP | Distance=486 | [52 + 111 i + 486 j + 0 k] ^ 5 = [18735304988452 + 32050078617111 i + 38053621881486 j + -13791053221920 k]
BICP | Distance=486 | [486 + 52 i + 111 j + 2 k] ^ 5 = [10902100851486 + 9226021050452 i + 25467844806111 j + 12757778292202 k]
BICP | Distance=486 | [52 + 486 i + 111 j + 20 k] ^ 5 = [13401910520452 + 39196027497486 i + 34463617533111 j + -6805714977820 k]
BICP | Distance=486 | [52 + 111 i + 486 j + 20 k] ^ 5 = [13401910520452 + 34463617533111 i + 39196027497486 j + -6805714977820 k]
BICP | Distance=486 | [486 + 52 i + 114 j + 3 k] ^ 5 = [10286272179486 + 8734985246452 i + 25891453401114 j + 13215519207123 k]
BICP | Distance=486 | [52 + 486 i + 139 j + 0 k] ^ 5 = [21362311188452 + 46351269981486 i + 42437447959139 j + -17761670578080 k]
BICP | Distance=486 | [52 + 139 i + 486 j + 0 k] ^ 5 = [21362311188452 + 42437447959139 i + 46351269981486 j + -17761670578080 k]
BICP | Distance=486 | [52 + 486 i + 139 j + 30 k] ^ 5 = [11013602130452 + 48243234627486 i + 45943288438139 j + -5729477241930 k]
BICP | Distance=486 | [52 + 139 i + 486 j + 30 k] ^ 5 = [11013602130452 + 45943288438139 i + 48243234627486 j + -5729477241930 k]
BICP | Distance=486 | [52 + 139 i + 98 j + 486 k] ^ 5 = [33067449550452 + 17345083414139 i + 370000284298 j + 9394955963486 k]
BICP | Distance=486 | [486 + 52 i + 145 j + 4 k] ^ 5 = [2221213261486 + 5408738448452 i + 30290758825145 j + 16034122370964 k]
BICP | Distance=486 | [486 + 52 i + 145 j + 14 k] ^ 5 = [3398827379486 + 2546848554452 i + 29605412938145 j + 17226935623014 k]
BICP | Distance=486 | [52 + 486 i + 207 j + 52 k] ^ 5 = [1143678104452 + 79668817929486 i + 80164079757207 j + 1143678104452 k]
BICP | Distance=486 | [52 + 207 i + 486 j + 52 k] ^ 5 = [1143678104452 + 80164079757207 i + 79668817929486 j + 1143678104452 k]
BICP | Distance=486 | [52 + 486 i + 236 j + 5 k] ^ 5 = [32157675504452 + 94189944529486 i + 93707843278236 j + -31159538187395 k]
BICP | Distance=486 | [52 + 236 i + 486 j + 5 k] ^ 5 = [32157675504452 + 93707843278236 i + 94189944529486 j + -31159538187395 k]
BICP | Distance=486 | [52 + 486 i + 236 j + 5 k] ^ 9 = [15005770633380192577888852 + 22649136998377819968978486 i + 22651207097563683904476236 j + -15001449024770035619254795 k]
BICP | Distance=486 | [52 + 236 i + 486 j + 5 k] ^ 9 = [15005770633380192577888852 + 22651207097563683904476236 i + 22649136998377819968978486 j + -15001449024770035619254795 k]
BICP | Distance=486 | [52 + 486 i + 264 j + 5 k] ^ 5 = [37186632500452 + 114099614337486 i + 113904153216264 j + -36585061219555 k]
BICP | Distance=486 | [52 + 264 i + 486 j + 5 k] ^ 5 = [37186632500452 + 113904153216264 i + 114099614337486 j + -36585061219555 k]
BICP | Distance=486 | [52 + 486 i + 265 j + 52 k] ^ 5 = [351601104452 + 119189965729486 i + 119700977399265 j + 351601104452 k]
BICP | Distance=486 | [52 + 265 i + 486 j + 52 k] ^ 5 = [351601104452 + 119700977399265 i + 119189965729486 j + 351601104452 k]
BICP | Distance=486 | [52 + 486 i + 361 j + 0 k] ^ 5 = [66424603788452 + 209756401281486 i + 209774126443361 j + -66382717021920 k]
BICP | Distance=486 | [52 + 361 i + 486 j + 0 k] ^ 5 = [66424603788452 + 209774126443361 i + 209756401281486 j + -66382717021920 k]
BICP | Distance=486 | [52 + 486 i + 361 j + 20 k] ^ 5 = [41072283120452 + 214829255297486 i + 214883191559361 j + -41040777577820 k]
BICP | Distance=486 | [52 + 361 i + 486 j + 20 k] ^ 5 = [41072283120452 + 214883191559361 i + 214829255297486 j + -41040777577820 k]
BICP | Distance=486 | [52 + 486 i + 389 j + 0 k] ^ 5 = [75670622388452 + 247406845581486 i + 247419390785389 j + -75660454378080 k]
BICP | Distance=486 | [52 + 389 i + 486 j + 0 k] ^ 5 = [75670622388452 + 247419390785389 i + 247406845581486 j + -75660454378080 k]
BICP | Distance=486 | [52 + 486 i + 389 j + 30 k] ^ 5 = [32193294030452 + 254818342827486 i + 254849195714389 j + -32205167841930 k]
BICP | Distance=486 | [52 + 389 i + 486 j + 30 k] ^ 5 = [32193294030452 + 254849195714389 i + 254818342827486 j + -32205167841930 k]
BICP | Distance=486 | [52 + 423 i + 64 j + 486 k] ^ 9 = [2623871993325802065122452 + 2047153943490619274046423 i + 18576696544305131966971264 j + 8288492735283418460826486 k]
BICP | Distance=486 | [486 + 52 i + 451 j + 14 k] ^ 9 = [17212142908750689202638486 + 17486751063396083672668852 i + 13546373625131443251912451 j + 285227083579892442966014 k]
BICP | Distance=486 | [486 + 52 i + 451 j + 64 k] ^ 9 = [12423247676741261706018486 + 20492255983642964798008852 i + 2183890893259239699642451 j + 12439228405044130003646464 k]
BICP | Distance=486 | [52 + 452 i + 11 j + 486 k] ^ 9 = [15011925280201029711703252 + 5377207679463796431108452 i + 9315982892450516729370011 j + 22934795322546774277170486 k]
BICP | Distance=486 | [486 + 52 i + 452 j + 15 k] ^ 9 = [17108466310252379117538486 + 17669188446632011556368852 i + 13689776861601343394772452 j + 746798752965971825706015 k]
BICP | Distance=486 | [486 + 52 i + 452 j + 57 k] ^ 9 = [12931814604290936692338486 + 19938922196056787814208852 i + 4383803514770528130372452 j + 11385784071793349615482857 k]
BICP | Distance=486 | [52 + 452 i + 61 j + 486 k] ^ 9 = [9800720959787131642490452 + 6487105807397119963668452 i + 21424271655584682117130861 j + 10815483058773868301250486 k]
BICP | Distance=486 | [486 + 52 i + 452 j + 65 k] ^ 9 = [12463169528421251561058486 + 20642916875169593908768852 i + 2067532907142634440612452 j + 12917722137487613356076465 k]
BICP | Distance=486 | [52 + 486 i + 457 j + 52 k] ^ 5 = [1537104452 + 372852296929486 i + 372837951383457 j + 1537104452 k]
BICP | Distance=486 | [52 + 457 i + 486 j + 52 k] ^ 5 = [1537104452 + 372837951383457 i + 372852296929486 j + 1537104452 k]
BICP | Distance=486 | [486 + 52 i + 480 j + 11 k] ^ 9 = [17673821414113872032298486 + 21671224610285894908168852 i + 24255306129393950937144480 j + 4640950012842480416209211 k]
BICP | Distance=486 | [486 + 52 i + 480 j + 61 k] ^ 9 = [14539123437145964350938486 + 21060048970667822650408852 i + 9670707608667610181064480 j + 21305018602274615737779661 k]
BICP | Distance=486 | [52 + 486 i + 486 j + 5 k] ^ 5 = [104392438754452 + 423680670279486 i + 423680670279486 j + -104391837062395 k]
BICP | Distance=486 | [52 + 486 i + 486 j + 5 k] ^ 5 = [104392438754452 + 423680670279486 i + 423680670279486 j + -104391837062395 k]
BICP | Distance=486 | [52 + 486 i + 486 j + 5 k] ^ 9 = [164851239596817158365588852 + 354900403378258836081678486 i + 354900403378258836081678486 j + -164851239590465696410204795 k]
BICP | Distance=486 | [52 + 486 i + 486 j + 5 k] ^ 9 = [164851239596817158365588852 + 354900403378258836081678486 i + 354900403378258836081678486 j + -164851239590465696410204795 k]
BICP | Distance=486 | [55 + 486 i + 2 j + 4 k] ^ 9 = [1355219404463075711306455 + 846899907634109564598486 i + 128944424454234608231762 j + 26963418272900835589444 k]
BICP | Distance=486 | [55 + 2 i + 486 j + 4 k] ^ 9 = [1355219404463075711306455 + 128944424454234608231762 i + 846899907634109564598486 j + 26963418272900835589444 k]
BICP | Distance=486 | [486 + 55 i + 4 j + 2 k] ^ 9 = [846899907634109564598486 + 1355219404463075711306455 i + 26963418272900835589444 j + 128944424454234608231762 k]
BICP | Distance=486 | [55 + 486 i + 4 j + 8 k] ^ 5 = [14860127411855 + 23634883013486 i + 2025730694964 j + 1561894739848 k]
BICP | Distance=486 | [55 + 4 i + 486 j + 8 k] ^ 5 = [14860127411855 + 2025730694964 i + 23634883013486 j + 1561894739848 k]
BICP | Distance=486 | [55 + 486 i + 4 j + 48 k] ^ 5 = [13643309795855 + 21298417461486 i + 6891465310964 j + 11626452972048 k]
BICP | Distance=486 | [55 + 4 i + 486 j + 48 k] ^ 5 = [13643309795855 + 6891465310964 i + 21298417461486 j + 11626452972048 k]
BICP | Distance=486 | [55 + 486 i + 4 j + 98 k] ^ 5 = [10424926340855 + 13601724431486 i + 12478846520964 j + 22628499192298 k]
BICP | Distance=486 | [55 + 4 i + 486 j + 98 k] ^ 5 = [10424926340855 + 12478846520964 i + 13601724431486 j + 22628499192298 k]
BICP | Distance=486 | [55 + 486 i + 6 j + 44 k] ^ 9 = [957536580532910284711255 + 619893569821780044054486 i + 1038980566809322054034166 j + 619217392453042476984044 k]
BICP | Distance=486 | [55 + 6 i + 486 j + 44 k] ^ 9 = [957536580532910284711255 + 1038980566809322054034166 i + 619893569821780044054486 j + 619217392453042476984044 k]
BICP | Distance=486 | [55 + 486 i + 6 j + 52 k] ^ 5 = [13235205694855 + 20975660787486 i + 7842351025086 j + 12356346350452 k]
BICP | Distance=486 | [55 + 6 i + 486 j + 52 k] ^ 5 = [13235205694855 + 7842351025086 i + 20975660787486 j + 12356346350452 k]
BICP | Distance=486 | [486 + 55 i + 8 j + 4 k] ^ 5 = [23634883013486 + 14860127411855 i + 1561894739848 j + 2025730694964 k]
BICP | Distance=486 | [486 + 55 i + 8 j + 14 k] ^ 5 = [23895600727486 + 14753201714855 i + 325029869848 j + 4605348475014 k]
BICP | Distance=486 | [55 + 486 i + 11 j + 27 k] ^ 9 = [1157288815034134942770655 + 843213647704649780673486 i + 797878191037422847354211 j + 246841397656478869638627 k]
BICP | Distance=486 | [55 + 11 i + 486 j + 27 k] ^ 9 = [1157288815034134942770655 + 797878191037422847354211 i + 843213647704649780673486 j + 246841397656478869638627 k]
BICP | Distance=486 | [55 + 486 i + 11 j + 77 k] ^ 9 = [193701943973786560230655 + 203523620191972263663486 i + 1517012994430548393814211 j + 917344512004810967319077 k]
BICP | Distance=486 | [55 + 11 i + 486 j + 77 k] ^ 9 = [193701943973786560230655 + 1517012994430548393814211 i + 203523620191972263663486 j + 917344512004810967319077 k]
BICP | Distance=486 | [55 + 486 i + 14 j + 8 k] ^ 5 = [14753201714855 + 23895600727486 i + 4605348475014 j + 325029869848 k]
BICP | Distance=486 | [55 + 14 i + 486 j + 8 k] ^ 5 = [14753201714855 + 4605348475014 i + 23895600727486 j + 325029869848 k]
BICP | Distance=486 | [55 + 486 i + 14 j + 48 k] ^ 5 = [12662330162855 + 21862611279486 i + 9326144723014 j + 10475687646048 k]
BICP | Distance=486 | [55 + 14 i + 486 j + 48 k] ^ 5 = [12662330162855 + 9326144723014 i + 21862611279486 j + 10475687646048 k]
BICP | Distance=486 | [55 + 486 i + 14 j + 48 k] ^ 9 = [792893840300783834805655 + 715259181996312877278486 i + 1224094020705898564326014 j + 547250145453070681452048 k]
BICP | Distance=486 | [55 + 14 i + 486 j + 48 k] ^ 9 = [792893840300783834805655 + 1224094020705898564326014 i + 715259181996312877278486 j + 547250145453070681452048 k]
BICP | Distance=486 | [55 + 486 i + 14 j + 98 k] ^ 5 = [8417402387855 + 14525830579486 i + 14421466423014 j + 21656281896298 k]
BICP | Distance=486 | [55 + 14 i + 486 j + 98 k] ^ 5 = [8417402387855 + 14421466423014 i + 14525830579486 j + 21656281896298 k]
BICP | Distance=486 | [486 + 55 i + 27 j + 11 k] ^ 9 = [843213647704649780673486 + 1157288815034134942770655 i + 246841397656478869638627 j + 797878191037422847354211 k]
BICP | Distance=486 | [55 + 486 i + 36 j + 52 k] ^ 5 = [10292648287855 + 23529625029486 i + 15214784677236 j + 9179008904452 k]
BICP | Distance=486 | [55 + 36 i + 486 j + 52 k] ^ 5 = [10292648287855 + 15214784677236 i + 23529625029486 j + 9179008904452 k]
BICP | Distance=486 | [55 + 486 i + 36 j + 52 k] ^ 9 = [492452046680766377055655 + 1192052513501257730778486 i + 1682153389860898333514436 j + 343655143688184530128852 k]
BICP | Distance=486 | [55 + 36 i + 486 j + 52 k] ^ 9 = [492452046680766377055655 + 1682153389860898333514436 i + 1192052513501257730778486 j + 343655143688184530128852 k]
BICP | Distance=486 | [55 + 486 i + 36 j + 452 k] ^ 9 = [19337588445274398435615655 + 13932428155794817962138486 i + 6453028002682063463594436 j + 9956493717928169832372452 k]
BICP | Distance=486 | [55 + 36 i + 486 j + 452 k] ^ 9 = [19337588445274398435615655 + 6453028002682063463594436 i + 13932428155794817962138486 j + 9956493717928169832372452 k]
BICP | Distance=486 | [55 + 486 i + 39 j + 423 k] ^ 9 = [16188257392904153872290655 + 11622438296990681860233486 i + 1377768992184253634926239 j + 3304440958918092842745423 k]
BICP | Distance=486 | [55 + 39 i + 486 j + 423 k] ^ 9 = [16188257392904153872290655 + 1377768992184253634926239 i + 11622438296990681860233486 j + 3304440958918092842745423 k]
BICP | Distance=486 | [486 + 55 i + 44 j + 6 k] ^ 9 = [619893569821780044054486 + 957536580532910284711255 i + 619217392453042476984044 j + 1038980566809322054034166 k]
BICP | Distance=486 | [486 + 55 i + 48 j + 4 k] ^ 5 = [21298417461486 + 13643309795855 i + 11626452972048 j + 6891465310964 k]
BICP | Distance=486 | [486 + 55 i + 48 j + 14 k] ^ 5 = [21862611279486 + 12662330162855 i + 10475687646048 j + 9326144723014 k]
BICP | Distance=486 | [486 + 55 i + 48 j + 14 k] ^ 9 = [715259181996312877278486 + 792893840300783834805655 i + 547250145453070681452048 j + 1224094020705898564326014 k]
BICP | Distance=486 | [486 + 55 i + 48 j + 64 k] ^ 5 = [27947428029486 + 8799983087855 i + 5598301896048 j + 22299492323264 k]
BICP | Distance=486 | [486 + 55 i + 52 j + 6 k] ^ 5 = [20975660787486 + 13235205694855 i + 12356346350452 j + 7842351025086 k]
BICP | Distance=486 | [486 + 55 i + 52 j + 36 k] ^ 5 = [23529625029486 + 10292648287855 i + 9179008904452 j + 15214784677236 k]
BICP | Distance=486 | [486 + 55 i + 52 j + 36 k] ^ 9 = [1192052513501257730778486 + 492452046680766377055655 i + 343655143688184530128852 j + 1682153389860898333514436 k]
BICP | Distance=486 | [486 + 55 i + 52 j + 86 k] ^ 5 = [32195097779486 + 6677804462855 i + 5072152254452 j + 29020298577486 k]
BICP | Distance=486 | [55 + 486 i + 64 j + 48 k] ^ 5 = [8799983087855 + 27947428029486 i + 22299492323264 j + 5598301896048 k]
BICP | Distance=486 | [55 + 64 i + 486 j + 48 k] ^ 5 = [8799983087855 + 22299492323264 i + 27947428029486 j + 5598301896048 k]
BICP | Distance=486 | [486 + 55 i + 77 j + 11 k] ^ 9 = [203523620191972263663486 + 193701943973786560230655 i + 917344512004810967319077 j + 1517012994430548393814211 k]
BICP | Distance=486 | [55 + 486 i + 86 j + 52 k] ^ 5 = [6677804462855 + 32195097779486 i + 29020298577486 j + 5072152254452 k]
BICP | Distance=486 | [55 + 86 i + 486 j + 52 k] ^ 5 = [6677804462855 + 29020298577486 i + 32195097779486 j + 5072152254452 k]
BICP | Distance=486 | [486 + 55 i + 98 j + 4 k] ^ 5 = [13601724431486 + 10424926340855 i + 22628499192298 j + 12478846520964 k]
BICP | Distance=486 | [486 + 55 i + 98 j + 14 k] ^ 5 = [14525830579486 + 8417402387855 i + 21656281896298 j + 14421466423014 k]
BICP | Distance=486 | [486 + 55 i + 423 j + 39 k] ^ 9 = [11622438296990681860233486 + 16188257392904153872290655 i + 3304440958918092842745423 j + 1377768992184253634926239 k]
BICP | Distance=486 | [486 + 55 i + 452 j + 36 k] ^ 9 = [13932428155794817962138486 + 19337588445274398435615655 i + 9956493717928169832372452 j + 6453028002682063463594436 k]
BICP | Distance=486 | [486 + 56 i + 5 j + 36 k] ^ 9 = [1104758786728309684626486 + 1538642063468587326988856 i + -769473678941412789744715 j + 816832049876633945138436 k]
BICP | Distance=486 | [56 + 486 i + 6 j + 45 k] ^ 9 = [955362788779157080936856 + 589913942316702850710486 i + 1068960194314399247378166 j + 617043600699289273209645 k]
BICP | Distance=486 | [56 + 6 i + 486 j + 45 k] ^ 9 = [955362788779157080936856 + 1068960194314399247378166 i + 589913942316702850710486 j + 617043600699289273209645 k]
BICP | Distance=486 | [56 + 486 i + 36 j + 5 k] ^ 9 = [1538642063468587326988856 + 1104758786728309684626486 i + 816832049876633945138436 j + -769473678941412789744715 k]
BICP | Distance=486 | [56 + 36 i + 486 j + 5 k] ^ 9 = [1538642063468587326988856 + 816832049876633945138436 i + 1104758786728309684626486 j + -769473678941412789744715 k]
BICP | Distance=486 | [486 + 56 i + 45 j + 6 k] ^ 9 = [589913942316702850710486 + 955362788779157080936856 i + 617043600699289273209645 j + 1068960194314399247378166 k]
BICP | Distance=486 | [57 + 2 i + 2 j + 486 k] ^ 5 = [16344073031457 + 338652004202 i + 338652004202 j + 30862138479486 k]
BICP | Distance=486 | [57 + 2 i + 2 j + 486 k] ^ 9 = [1806642685193778172942857 + 20633758973395109288402 i + 20633758973395109288402 j + 2297273346511355151198486 k]
BICP | Distance=486 | [57 + 2 i + 452 j + 486 k] ^ 9 = [17879532112077166341772857 + 7428684336109756395488402 i + 5054480416766096907672452 j + 25204586153031784889838486 k]
BICP | Distance=486 | [57 + 8 i + 8 j + 486 k] ^ 5 = [16438747325457 + 1351074951848 i + 1351074951848 j + 30767464185486 k]
BICP | Distance=486 | [57 + 23 i + 23 j + 486 k] ^ 9 = [1903661909627896854637857 + 212435017031572989121823 i + 212435017031572989121823 j + 2200254122077236469503486 k]
BICP | Distance=486 | [57 + 27 i + 27 j + 486 k] ^ 9 = [1938536556762089131477857 + 238530996360705011178627 i + 238530996360705011178627 j + 2165379474943044192663486 k]
BICP | Distance=486 | [57 + 48 i + 48 j + 486 k] ^ 5 = [19884845981457 + 7318999896048 i + 7318999896048 j + 27321365529486 k]
BICP | Distance=486 | [57 + 48 i + 48 j + 486 k] ^ 9 = [2174327412707777259562857 + 281126418871950021552048 i + 281126418871950021552048 j + 1929588618997356064578486 k]
BICP | Distance=486 | [57 + 52 i + 52 j + 486 k] ^ 5 = [20482099781457 + 7777461104452 i + 7777461104452 j + 26724111729486 k]
BICP | Distance=486 | [57 + 52 i + 52 j + 486 k] ^ 9 = [2223592590000623597242857 + 267934745897525254048852 i + 267934745897525254048852 j + 1880323441704509726898486 k]
BICP | Distance=486 | [57 + 52 i + 452 j + 486 k] ^ 9 = [11385784071793349615482857 + 19938922196056787814208852 i + 4383803514770528130372452 j + 12931814604290936692338486 k]
BICP | Distance=486 | [57 + 73 i + 73 j + 486 k] ^ 9 = [2447719373536627420717857 + 75831112995931425502273 i + 75831112995931425502273 j + 1656196658168505903423486 k]
BICP | Distance=486 | [57 + 73 i + 423 j + 486 k] ^ 9 = [2673229219857577903057857 + 19978636340195653693642273 i + 2250293376130351117785423 j + 5684411430551399236713486 k]
BICP | Distance=486 | [57 + 77 i + 77 j + 486 k] ^ 9 = [2476213057447051387237857 + 16880169950304675399077 i + 16880169950304675399077 j + 1627702974258081936903486 k]
BICP | Distance=486 | [57 + 98 i + 98 j + 486 k] ^ 5 = [29920378631457 + 9812744596298 i + 9812744596298 j + 17285832879486 k]
BICP | Distance=486 | [57 + 423 i + 73 j + 486 k] ^ 9 = [2673229219857577903057857 + 2250293376130351117785423 i + 19978636340195653693642273 j + 5684411430551399236713486 k]
BICP | Distance=486 | [57 + 452 i + 2 j + 486 k] ^ 9 = [17879532112077166341772857 + 5054480416766096907672452 i + 7428684336109756395488402 j + 25204586153031784889838486 k]
BICP | Distance=486 | [57 + 452 i + 52 j + 486 k] ^ 9 = [11385784071793349615482857 + 4383803514770528130372452 i + 19938922196056787814208852 j + 12931814604290936692338486 k]
BICP | Distance=486 | [58 + 5 i + 52 j + 486 k] ^ 9 = [1443635819043286824968458 + -1268156651726408867790715 i + 1752717523196504529292852 j + 1636731833488540964094486 k]
BICP | Distance=486 | [58 + 52 i + 5 j + 486 k] ^ 9 = [1443635819043286824968458 + 1752717523196504529292852 i + -1268156651726408867790715 j + 1636731833488540964094486 k]
BICP | Distance=486 | [59 + 486 i + 3 j + 27 k] ^ 9 = [1275178886977361159073059 + 665576636035285642725486 i + 690383705376620480082363 j + 370978308993045430477827 k]
BICP | Distance=486 | [59 + 3 i + 486 j + 27 k] ^ 9 = [1275178886977361159073059 + 690383705376620480082363 i + 665576636035285642725486 j + 370978308993045430477827 k]
BICP | Distance=486 | [59 + 486 i + 6 j + 48 k] ^ 9 = [942946515118359494011259 + 499381537417923263382486 i + 1159492599213178834706166 j + 604627327038491686284048 k]
BICP | Distance=486 | [59 + 6 i + 486 j + 48 k] ^ 9 = [942946515118359494011259 + 1159492599213178834706166 i + 499381537417923263382486 j + 604627327038491686284048 k]
BICP | Distance=486 | [486 + 59 i + 27 j + 3 k] ^ 9 = [665576636035285642725486 + 1275178886977361159073059 i + 370978308993045430477827 j + 690383705376620480082363 k]
BICP | Distance=486 | [486 + 59 i + 48 j + 6 k] ^ 9 = [499381537417923263382486 + 942946515118359494011259 i + 604627327038491686284048 j + 1159492599213178834706166 k]
BICP | Distance=486 | [60 + 2 i + 3 j + 486 k] ^ 5 = [17256375160860 + 189374428202 i + 633737194323 j + 31266736731486 k]
BICP | Distance=486 | [60 + 3 i + 2 j + 486 k] ^ 5 = [17256375160860 + 633737194323 i + 189374428202 j + 31266736731486 k]
BICP | Distance=486 | [60 + 7 i + 8 j + 486 k] ^ 5 = [17333630686860 + 1009764285727 i + 1454127051848 j + 31189481205486 k]
BICP | Distance=486 | [60 + 8 i + 7 j + 486 k] ^ 5 = [17333630686860 + 1454127051848 i + 1009764285727 j + 31189481205486 k]
BICP | Distance=486 | [60 + 23 i + 452 j + 486 k] ^ 9 = [15423518176414163100069660 + 13736223347651794075186823 i + 3024530138048192610852452 j + 20542621716303523963578486 k]
BICP | Distance=486 | [60 + 27 i + 48 j + 486 k] ^ 5 = [19029492814860 + 1141385941827 i + 10445462196048 j + 28777956129486 k]
BICP | Distance=486 | [60 + 48 i + 27 j + 486 k] ^ 5 = [19029492814860 + 10445462196048 i + 1141385941827 j + 28777956129486 k]
BICP | Distance=486 | [60 + 48 i + 77 j + 486 k] ^ 5 = [22343776414860 + 2127803196048 i + 14941722867077 j + 24813987129486 k]
BICP | Distance=486 | [60 + 52 i + 73 j + 486 k] ^ 5 = [22668619114860 + 3882724904452 i + 13186801158673 j + 25138829829486 k]
BICP | Distance=486 | [60 + 73 i + 52 j + 486 k] ^ 5 = [22668619114860 + 13186801158673 i + 3882724904452 j + 25138829829486 k]
BICP | Distance=486 | [60 + 73 i + 452 j + 486 k] ^ 9 = [10792619302088331359349660 + 23868154699892948950957273 i + 5324348711960436378612452 j + 6435895038925767116058486 k]
BICP | Distance=486 | [60 + 77 i + 48 j + 486 k] ^ 5 = [22343776414860 + 14941722867077 i + 2127803196048 j + 24813987129486 k]
BICP | Distance=486 | [60 + 77 i + 98 j + 486 k] ^ 5 = [27727933564860 + 4975460742077 i + 14279536996298 j + 20079515379486 k]
BICP | Distance=486 | [60 + 98 i + 77 j + 486 k] ^ 5 = [27727933564860 + 14279536996298 i + 4975460742077 j + 20079515379486 k]
BICP | Distance=486 | [60 + 452 i + 23 j + 486 k] ^ 9 = [15423518176414163100069660 + 3024530138048192610852452 i + 13736223347651794075186823 j + 20542621716303523963578486 k]
BICP | Distance=486 | [60 + 452 i + 73 j + 486 k] ^ 9 = [10792619302088331359349660 + 5324348711960436378612452 i + 23868154699892948950957273 j + 6435895038925767116058486 k]
BICP | Distance=486 | [61 + 0 i + 2 j + 486 k] ^ 5 = [17550734486861 + -284498431920 i + 610737888202 j + 31413454911486 k]
BICP | Distance=486 | [61 + 0 i + 8 j + 486 k] ^ 5 = [17524665221861 + -1137709126080 i + 2441799983848 j + 31341334941486 k]
BICP | Distance=486 | [61 + 0 i + 48 j + 486 k] ^ 5 = [16552984021861 + -6762503998080 i + 14393095752048 j + 28661375421486 k]
BICP | Distance=486 | [61 + 0 i + 52 j + 486 k] ^ 5 = [16379791601861 + -7313713261920 i + 15542721828452 j + 28185377301486 k]
BICP | Distance=486 | [61 + 0 i + 98 j + 486 k] ^ 5 = [13407585206861 + -13382604028080 i + 27678056592298 j + 20096808831486 k]
BICP | Distance=486 | [61 + 2 i + 0 j + 486 k] ^ 5 = [17550734486861 + 610737888202 i + -284498431920 j + 31413454911486 k]
BICP | Distance=486 | [486 + 61 i + 2 j + 2 k] ^ 5 = [22878937855486 + 16471483127861 i + 229659372202 j + 780941288202 k]
BICP | Distance=486 | [61 + 486 i + 2 j + 2 k] ^ 5 = [16471483127861 + 22878937855486 i + 780941288202 j + 229659372202 k]
BICP | Distance=486 | [61 + 2 i + 486 j + 2 k] ^ 5 = [16471483127861 + 780941288202 i + 22878937855486 j + 229659372202 k]
BICP | Distance=486 | [61 + 2 i + 4 j + 486 k] ^ 5 = [17563015626861 + 41567628202 i + 936803948324 j + 31401173771486 k]
BICP | Distance=486 | [61 + 486 i + 2 j + 52 k] ^ 5 = [15096774752861 + 20029315751486 i + 7552298288202 j + 12546445350452 k]
BICP | Distance=486 | [61 + 2 i + 486 j + 52 k] ^ 5 = [15096774752861 + 7552298288202 i + 20029315751486 j + 12546445350452 k]
BICP | Distance=486 | [61 + 2 i + 480 j + 486 k] ^ 9 = [25662207744295892042349661 + 4062315964406387279648402 i + 14171834987685598975764480 j + 29750060465391761714718486 k]
BICP | Distance=486 | [61 + 4 i + 2 j + 486 k] ^ 5 = [17563015626861 + 936803948324 i + 41567628202 j + 31401173771486 k]
BICP | Distance=486 | [61 + 4 i + 6 j + 486 k] ^ 5 = [17587571378861 + 367113530564 i + 1262349850686 j + 31376618019486 k]
BICP | Distance=486 | [61 + 5 i + 27 j + 486 k] ^ 9 = [1884209332931913410454661 + -636290947006840632109795 i + 926760053451622778778627 j + 2246085016394781018213486 k]
BICP | Distance=486 | [61 + 5 i + 77 j + 486 k] ^ 9 = [945197828474057525034661 + -1923922997538673783489795 i + 2451608551025918935059077 j + 868360544982901993083486 k]
BICP | Distance=486 | [61 + 6 i + 4 j + 486 k] ^ 5 = [17587571378861 + 1262349850686 i + 367113530564 j + 31376618019486 k]
BICP | Distance=486 | [61 + 6 i + 8 j + 486 k] ^ 5 = [17624388686861 + 691792605726 i + 1587028925848 j + 31339800711486 k]
BICP | Distance=486 | [61 + 8 i + 0 j + 486 k] ^ 5 = [17524665221861 + 2441799983848 i + -1137709126080 j + 31341334941486 k]
BICP | Distance=486 | [61 + 8 i + 6 j + 486 k] ^ 5 = [17624388686861 + 1587028925848 i + 691792605726 j + 31339800711486 k]
BICP | Distance=486 | [61 + 486 i + 8 j + 48 k] ^ 5 = [14686882216661 + 20765625201486 i + 8450172681448 j + 10821261312048 k]
BICP | Distance=486 | [61 + 8 i + 486 j + 48 k] ^ 5 = [14686882216661 + 8450172681448 i + 20765625201486 j + 10821261312048 k]
BICP | Distance=486 | [61 + 486 i + 8 j + 98 k] ^ 5 = [10763177971661 + 13322228335486 i + 14451482771448 j + 21657046080298 k]
BICP | Distance=486 | [61 + 8 i + 486 j + 98 k] ^ 5 = [10763177971661 + 14451482771448 i + 13322228335486 j + 21657046080298 k]
BICP | Distance=486 | [61 + 486 i + 14 j + 36 k] ^ 5 = [14910304928861 + 22105675359486 i + 8364051203014 j + 7136857663236 k]
BICP | Distance=486 | [61 + 14 i + 486 j + 36 k] ^ 5 = [14910304928861 + 8364051203014 i + 22105675359486 j + 7136857663236 k]
BICP | Distance=486 | [61 + 486 i + 14 j + 36 k] ^ 9 = [1107187941205710762724861 + 713885837699833480062486 i + 1064993435447749527750014 j + 248712654336661690459236 k]
BICP | Distance=486 | [61 + 14 i + 486 j + 36 k] ^ 9 = [1107187941205710762724861 + 1064993435447749527750014 i + 713885837699833480062486 j + 248712654336661690459236 k]
BICP | Distance=486 | [61 + 486 i + 14 j + 86 k] ^ 5 = [10849225775861 + 16137813559486 i + 14331913003014 j + 18622673041486 k]
BICP | Distance=486 | [61 + 14 i + 486 j + 86 k] ^ 5 = [10849225775861 + 14331913003014 i + 16137813559486 j + 18622673041486 k]
BICP | Distance=486 | [61 + 20 i + 52 j + 486 k] ^ 5 = [18677141277861 + -1576628257820 i + 12649524600452 j + 28620509237486 k]
BICP | Distance=486 | [61 + 23 i + 451 j + 486 k] ^ 9 = [15421973676159908776374661 + 13912309467284536102801823 i + 2522968105284323633457451 j + 20422168363260671312343486 k]
BICP | Distance=486 | [61 + 24 i + 452 j + 486 k] ^ 9 = [15527277919798322424339661 + 14133681205384692888796824 i + 2744339843384480419452452 j + 20316864119622257664378486 k]
BICP | Distance=486 | [61 + 26 i + 48 j + 486 k] ^ 5 = [19226700014861 + 762834741826 i + 10578842946048 j + 28952526879486 k]
BICP | Distance=486 | [61 + 27 i + 5 j + 486 k] ^ 9 = [1884209332931913410454661 + 926760053451622778778627 i + -636290947006840632109795 j + 2246085016394781018213486 k]
BICP | Distance=486 | [61 + 30 i + 52 j + 486 k] ^ 5 = [19689540314861 + 1284100450230 i + 11100108654452 j + 28489686579486 k]
BICP | Distance=486 | [61 + 30 i + 98 j + 486 k] ^ 5 = [19801150367861 + -6186432441930 i + 23313061380298 j + 21660086727486 k]
BICP | Distance=486 | [61 + 30 i + 452 j + 486 k] ^ 9 = [14674796468182938166869661 + 15586580885145919517540430 i + 2647570066946066737872452 j + 18762649189278807839238486 k]
BICP | Distance=486 | [486 + 61 i + 36 j + 14 k] ^ 5 = [22105675359486 + 14910304928861 i + 7136857663236 j + 8364051203014 k]
BICP | Distance=486 | [486 + 61 i + 36 j + 14 k] ^ 9 = [713885837699833480062486 + 1107187941205710762724861 i + 248712654336661690459236 j + 1064993435447749527750014 k]
BICP | Distance=486 | [486 + 61 i + 36 j + 64 k] ^ 5 = [27894367737486 + 12577767503861 i + 1186742113236 j + 21395300231264 k]
BICP | Distance=486 | [61 + 486 i + 36 j + 64 k] ^ 5 = [10295353159861 + 21754128681486 i + 16990281025236 j + 11408992543264 k]
BICP | Distance=486 | [61 + 36 i + 486 j + 64 k] ^ 5 = [10295353159861 + 16990281025236 i + 21754128681486 j + 11408992543264 k]
BICP | Distance=486 | [61 + 36 i + 64 j + 486 k] ^ 5 = [20643768401861 + 1024233433236 i + 13492211879264 j + 27045496917486 k]
BICP | Distance=486 | [61 + 48 i + 0 j + 486 k] ^ 5 = [16552984021861 + 14393095752048 i + -6762503998080 j + 28661375421486 k]
BICP | Distance=486 | [486 + 61 i + 48 j + 8 k] ^ 5 = [20765625201486 + 14686882216661 i + 10821261312048 j + 8450172681448 k]
BICP | Distance=486 | [61 + 48 i + 26 j + 486 k] ^ 5 = [19226700014861 + 10578842946048 i + 762834741826 j + 28952526879486 k]
BICP | Distance=486 | [486 + 61 i + 48 j + 48 k] ^ 5 = [24805197009486 + 11434169131861 i + 6155027256048 j + 18359183640048 k]
BICP | Distance=486 | [61 + 486 i + 48 j + 48 k] ^ 5 = [11434169131861 + 24805197009486 i + 18359183640048 j + 6155027256048 k]
BICP | Distance=486 | [61 + 48 i + 486 j + 48 k] ^ 5 = [11434169131861 + 18359183640048 i + 24805197009486 j + 6155027256048 k]
BICP | Distance=486 | [61 + 48 i + 70 j + 486 k] ^ 5 = [22295145614861 + 3244061646048 i + 13060069850270 j + 25884081279486 k]
BICP | Distance=486 | [61 + 48 i + 76 j + 486 k] ^ 5 = [22562280689861 + 2172620196048 i + 14640598642076 j + 25126984629486 k]
BICP | Distance=486 | [486 + 61 i + 48 j + 98 k] ^ 5 = [34860674259486 + 8985329060861 i + 1432074006048 j + 32733210468298 k]
BICP | Distance=486 | [61 + 486 i + 48 j + 98 k] ^ 5 = [3375337606861 + 18809445063486 i + 22532583690048 j + 18274046584298 k]
BICP | Distance=486 | [61 + 48 i + 486 j + 98 k] ^ 5 = [3375337606861 + 22532583690048 i + 18809445063486 j + 18274046584298 k]
BICP | Distance=486 | [61 + 52 i + 0 j + 486 k] ^ 5 = [16379791601861 + 15542721828452 i + -7313713261920 j + 28185377301486 k]
BICP | Distance=486 | [486 + 61 i + 52 j + 2 k] ^ 5 = [20029315751486 + 15096774752861 i + 12546445350452 j + 7552298288202 k]
BICP | Distance=486 | [61 + 52 i + 20 j + 486 k] ^ 5 = [18677141277861 + 12649524600452 i + -1576628257820 j + 28620509237486 k]
BICP | Distance=486 | [61 + 52 i + 30 j + 486 k] ^ 5 = [19689540314861 + 11100108654452 i + 1284100450230 j + 28489686579486 k]
BICP | Distance=486 | [486 + 61 i + 52 j + 52 k] ^ 5 = [25129701001486 + 10556796923861 i + 6788904600452 j + 19816654816452 k]
BICP | Distance=486 | [61 + 486 i + 52 j + 52 k] ^ 5 = [10556796923861 + 25129701001486 i + 19816654816452 j + 6788904600452 k]
BICP | Distance=486 | [61 + 52 i + 486 j + 52 k] ^ 5 = [10556796923861 + 19816654816452 i + 25129701001486 j + 6788904600452 k]
BICP | Distance=486 | [61 + 52 i + 74 j + 486 k] ^ 5 = [22982572914861 + 3578283354452 i + 13394291558674 j + 25196653979486 k]
BICP | Distance=486 | [61 + 52 i + 80 j + 486 k] ^ 5 = [23276987889861 + 2475268404452 i + 14943246850480 j + 24412277429486 k]
BICP | Distance=486 | [61 + 486 i + 52 j + 452 k] ^ 9 = [21424271655584682117130861 + 10815483058773868301250486 i + 9800720959787131642490452 j + 6487105807397119963668452 k]
BICP | Distance=486 | [61 + 52 i + 486 j + 452 k] ^ 9 = [21424271655584682117130861 + 9800720959787131642490452 i + 10815483058773868301250486 j + 6487105807397119963668452 k]
BICP | Distance=486 | [61 + 52 i + 480 j + 486 k] ^ 9 = [21305018602274615737779661 + 21060048970667822650408852 i + 9670707608667610181064480 j + 14539123437145964350938486 k]
BICP | Distance=486 | [486 + 61 i + 61 j + 139 k] ^ 9 = [7214640019895974630893486 + 6079033355415994824661 i + 6079033355415994824661 j + 7337275208470877175747139 k]
BICP | Distance=486 | [486 + 61 i + 61 j + 389 k] ^ 9 = [150328894277479256925195486 + 26379244793340924661 i + 26379244793340924661 j + 150328907052610312166601389 k]
BICP | Distance=486 | [486 + 61 i + 64 j + 36 k] ^ 5 = [21754128681486 + 10295353159861 i + 11408992543264 j + 16990281025236 k]
BICP | Distance=486 | [61 + 486 i + 64 j + 36 k] ^ 5 = [12577767503861 + 27894367737486 i + 21395300231264 j + 1186742113236 k]
BICP | Distance=486 | [61 + 64 i + 486 j + 36 k] ^ 5 = [12577767503861 + 21395300231264 i + 27894367737486 j + 1186742113236 k]
BICP | Distance=486 | [61 + 64 i + 36 j + 486 k] ^ 5 = [20643768401861 + 13492211879264 i + 1024233433236 j + 27045496917486 k]
BICP | Distance=486 | [486 + 61 i + 64 j + 86 k] ^ 5 = [30971838803486 + 5649932684861 i + 7255584893264 j + 30243557553486 k]
BICP | Distance=486 | [61 + 486 i + 64 j + 86 k] ^ 5 = [3165230750861 + 23709362087486 i + 25580305881264 j + 14556256141486 k]
BICP | Distance=486 | [61 + 64 i + 486 j + 86 k] ^ 5 = [3165230750861 + 25580305881264 i + 23709362087486 j + 14556256141486 k]
BICP | Distance=486 | [61 + 64 i + 86 j + 486 k] ^ 5 = [25254960126861 + 4316439257264 i + 14132447461486 j + 22924266767486 k]
BICP | Distance=486 | [61 + 70 i + 48 j + 486 k] ^ 5 = [22295145614861 + 13060069850270 i + 3244061646048 j + 25884081279486 k]
BICP | Distance=486 | [61 + 70 i + 98 j + 486 k] ^ 5 = [26898520839861 + 3253302350270 i + 15721280796298 j + 20790744479486 k]
BICP | Distance=486 | [61 + 73 i + 451 j + 486 k] ^ 9 = [10632882887325525039354661 + 23785858753520159483242273 i + 4856155206231046971717451 j + 6301104902816578853793486 k]
BICP | Distance=486 | [61 + 74 i + 52 j + 486 k] ^ 5 = [22982572914861 + 13394291558674 i + 3578283354452 j + 25196653979486 k]
BICP | Distance=486 | [61 + 74 i + 452 j + 486 k] ^ 9 = [10923036666472162110789661 + 24046443987562584021037274 i + 5116740440273471509512452 j + 6010951123669941782358486 k]
BICP | Distance=486 | [61 + 76 i + 48 j + 486 k] ^ 5 = [22562280689861 + 14640598642076 i + 2172620196048 j + 25126984629486 k]
BICP | Distance=486 | [61 + 76 i + 98 j + 486 k] ^ 5 = [27803572314861 + 4606103992076 i + 14422112196298 j + 20375654579486 k]
BICP | Distance=486 | [61 + 77 i + 5 j + 486 k] ^ 9 = [945197828474057525034661 + 2451608551025918935059077 i + -1923922997538673783489795 j + 868360544982901993083486 k]
BICP | Distance=486 | [61 + 80 i + 52 j + 486 k] ^ 5 = [23276987889861 + 14943246850480 i + 2475268404452 j + 24412277429486 k]
BICP | Distance=486 | [61 + 80 i + 452 j + 486 k] ^ 9 = [10844157994991701100019661 + 24926602332066635740420880 i + 5804154247268797091052452 j + 4078262829863049713178486 k]
BICP | Distance=486 | [486 + 61 i + 86 j + 14 k] ^ 5 = [16137813559486 + 10849225775861 i + 18622673041486 j + 14331913003014 k]
BICP | Distance=486 | [486 + 61 i + 86 j + 64 k] ^ 5 = [23709362087486 + 3165230750861 i + 14556256141486 j + 25580305881264 k]
BICP | Distance=486 | [61 + 486 i + 86 j + 64 k] ^ 5 = [5649932684861 + 30971838803486 i + 30243557553486 j + 7255584893264 k]
BICP | Distance=486 | [61 + 86 i + 486 j + 64 k] ^ 5 = [5649932684861 + 30243557553486 i + 30971838803486 j + 7255584893264 k]
BICP | Distance=486 | [61 + 86 i + 64 j + 486 k] ^ 5 = [25254960126861 + 14132447461486 i + 4316439257264 j + 22924266767486 k]
BICP | Distance=486 | [61 + 98 i + 0 j + 486 k] ^ 5 = [13407585206861 + 27678056592298 i + -13382604028080 j + 20096808831486 k]
BICP | Distance=486 | [486 + 61 i + 98 j + 8 k] ^ 5 = [13322228335486 + 10763177971661 i + 21657046080298 j + 14451482771448 k]
BICP | Distance=486 | [61 + 98 i + 30 j + 486 k] ^ 5 = [19801150367861 + 23313061380298 i + -6186432441930 j + 21660086727486 k]
BICP | Distance=486 | [486 + 61 i + 98 j + 48 k] ^ 5 = [18809445063486 + 3375337606861 i + 18274046584298 j + 22532583690048 k]
BICP | Distance=486 | [61 + 486 i + 98 j + 48 k] ^ 5 = [8985329060861 + 34860674259486 i + 32733210468298 j + 1432074006048 k]
BICP | Distance=486 | [61 + 98 i + 486 j + 48 k] ^ 5 = [8985329060861 + 32733210468298 i + 34860674259486 j + 1432074006048 k]
BICP | Distance=486 | [61 + 98 i + 70 j + 486 k] ^ 5 = [26898520839861 + 15721280796298 i + 3253302350270 j + 20790744479486 k]
BICP | Distance=486 | [61 + 98 i + 76 j + 486 k] ^ 5 = [27803572314861 + 14422112196298 i + 4606103992076 j + 20375654579486 k]
BICP | Distance=486 | [61 + 486 i + 139 j + 61 k] ^ 9 = [6079033355415994824661 + 7214640019895974630893486 i + 7337275208470877175747139 j + 6079033355415994824661 k]
BICP | Distance=486 | [61 + 139 i + 486 j + 61 k] ^ 9 = [6079033355415994824661 + 7337275208470877175747139 i + 7214640019895974630893486 j + 6079033355415994824661 k]
BICP | Distance=486 | [61 + 486 i + 389 j + 61 k] ^ 9 = [26379244793340924661 + 150328894277479256925195486 i + 150328907052610312166601389 j + 26379244793340924661 k]
BICP | Distance=486 | [61 + 389 i + 486 j + 61 k] ^ 9 = [26379244793340924661 + 150328907052610312166601389 i + 150328894277479256925195486 j + 26379244793340924661 k]
BICP | Distance=486 | [61 + 451 i + 23 j + 486 k] ^ 9 = [15421973676159908776374661 + 2522968105284323633457451 i + 13912309467284536102801823 j + 20422168363260671312343486 k]
BICP | Distance=486 | [61 + 451 i + 73 j + 486 k] ^ 9 = [10632882887325525039354661 + 4856155206231046971717451 i + 23785858753520159483242273 j + 6301104902816578853793486 k]
BICP | Distance=486 | [61 + 452 i + 24 j + 486 k] ^ 9 = [15527277919798322424339661 + 2744339843384480419452452 i + 14133681205384692888796824 j + 20316864119622257664378486 k]
BICP | Distance=486 | [61 + 452 i + 30 j + 486 k] ^ 9 = [14674796468182938166869661 + 2647570066946066737872452 i + 15586580885145919517540430 j + 18762649189278807839238486 k]
BICP | Distance=486 | [486 + 61 i + 452 j + 52 k] ^ 9 = [10815483058773868301250486 + 21424271655584682117130861 i + 6487105807397119963668452 j + 9800720959787131642490452 k]
BICP | Distance=486 | [61 + 452 i + 74 j + 486 k] ^ 9 = [10923036666472162110789661 + 5116740440273471509512452 i + 24046443987562584021037274 j + 6010951123669941782358486 k]
BICP | Distance=486 | [61 + 452 i + 80 j + 486 k] ^ 9 = [10844157994991701100019661 + 5804154247268797091052452 i + 24926602332066635740420880 j + 4078262829863049713178486 k]
BICP | Distance=486 | [61 + 480 i + 2 j + 486 k] ^ 9 = [25662207744295892042349661 + 14171834987685598975764480 i + 4062315964406387279648402 j + 29750060465391761714718486 k]
BICP | Distance=486 | [61 + 480 i + 52 j + 486 k] ^ 9 = [21305018602274615737779661 + 9670707608667610181064480 i + 21060048970667822650408852 j + 14539123437145964350938486 k]
BICP | Distance=486 | [64 + 0 i + 1 j + 486 k] ^ 9 = [2090234231618896044326464 + -33153371977622192317440 i + 42204846961657584292561 j + 2514584282022473105178486 k]
BICP | Distance=486 | [64 + 0 i + 3 j + 486 k] ^ 5 = [18468478483264 + -448425745920 i + 924086329323 j + 31844985489486 k]
BICP | Distance=486 | [64 + 0 i + 3 j + 486 k] ^ 9 = [2088385312954863281702464 + -99437907673229439421440 i + 126580947740235106668243 j + 2512049094511981736274486 k]
BICP | Distance=486 | [64 + 0 i + 7 j + 486 k] ^ 5 = [18450234515264 + -1046152558080 i + 2155528633727 j + 31796685837486 k]
BICP | Distance=486 | [64 + 0 i + 23 j + 486 k] ^ 5 = [18231386771264 + -3430490641920 i + 7055929369423 j + 31217696541486 k]
BICP | Distance=486 | [64 + 0 i + 27 j + 486 k] ^ 5 = [18140243731264 + -4023738478080 i + 8270078545827 j + 30976781481486 k]
BICP | Distance=486 | [64 + 0 i + 73 j + 486 k] ^ 5 = [16051019411264 + -10670102161920 i + 21554975734673 j + 25489389501486 k]
BICP | Distance=486 | [64 + 0 i + 77 j + 486 k] ^ 5 = [15779510291264 + -11226025198080 i + 22625575511077 j + 24781224321486 k]
BICP | Distance=486 | [64 + 1 i + 0 j + 486 k] ^ 9 = [2090234231618896044326464 + 42204846961657584292561 i + -33153371977622192317440 j + 2514584282022473105178486 k]
BICP | Distance=486 | [64 + 1 i + 2 j + 486 k] ^ 5 = [18475133373264 + 9066179201 i + 466594404202 j + 31851640379486 k]
BICP | Distance=486 | [64 + 1 i + 452 j + 486 k] ^ 9 = [20168425338559111823246464 + 8334800585874757056848401 i + 3598875788409899754252452 j + 26180481955563395785578486 k]
BICP | Distance=486 | [64 + 2 i + 1 j + 486 k] ^ 5 = [18475133373264 + 466594404202 i + 9066179201 j + 31851640379486 k]
BICP | Distance=486 | [486 + 64 i + 2 j + 3 k] ^ 5 = [22463005503486 + 17223431962864 i + 66963808202 j + 1038785883123 k]
BICP | Distance=486 | [64 + 486 i + 2 j + 23 k] ^ 5 = [16897733405264 + 21922951807486 i + 3806112728202 j + 5435673004423 k]
BICP | Distance=486 | [64 + 2 i + 486 j + 23 k] ^ 5 = [16897733405264 + 3806112728202 i + 21922951807486 j + 5435673004423 k]
BICP | Distance=486 | [64 + 486 i + 2 j + 73 k] ^ 5 = [14532178505264 + 16856884511486 i + 10724729528202 j + 17082507907673 k]
BICP | Distance=486 | [64 + 2 i + 486 j + 73 k] ^ 5 = [14532178505264 + 10724729528202 i + 16856884511486 j + 17082507907673 k]
BICP | Distance=486 | [64 + 2 i + 451 j + 486 k] ^ 9 = [19749619729311085805426464 + 8743728432100143903248402 i + 3189947942184512907852451 j + 25761676346315369767758486 k]
BICP | Distance=486 | [64 + 3 i + 0 j + 486 k] ^ 5 = [18468478483264 + 924086329323 i + -448425745920 j + 31844985489486 k]
BICP | Distance=486 | [64 + 3 i + 0 j + 486 k] ^ 9 = [2088385312954863281702464 + 126580947740235106668243 i + -99437907673229439421440 j + 2512049094511981736274486 k]
BICP | Distance=486 | [64 + 486 i + 3 j + 2 k] ^ 5 = [17223431962864 + 22463005503486 i + 1038785883123 j + 66963808202 k]
BICP | Distance=486 | [64 + 3 i + 486 j + 2 k] ^ 5 = [17223431962864 + 1038785883123 i + 22463005503486 j + 66963808202 k]
BICP | Distance=486 | [64 + 3 i + 4 j + 486 k] ^ 5 = [18490161215264 + 325923925323 i + 783452150324 j + 31836612537486 k]
BICP | Distance=486 | [64 + 486 i + 3 j + 52 k] ^ 5 = [15685991752864 + 19677021909486 i + 8115108288123 j + 12259392356452 k]
BICP | Distance=486 | [64 + 3 i + 486 j + 52 k] ^ 5 = [15685991752864 + 8115108288123 i + 19677021909486 j + 12259392356452 k]
BICP | Distance=486 | [64 + 4 i + 3 j + 486 k] ^ 5 = [18490161215264 + 783452150324 i + 325923925323 j + 31836612537486 k]
BICP | Distance=486 | [64 + 5 i + 8 j + 486 k] ^ 5 = [18528569595264 + 342490004605 i + 1715002079848 j + 31784894377486 k]
BICP | Distance=486 | [64 + 5 i + 48 j + 486 k] ^ 5 = [17986325123264 + -5647001787395 i + 13786480296048 j + 29275240329486 k]
BICP | Distance=486 | [64 + 5 i + 48 j + 486 k] ^ 9 = [1708488063211037221766464 + -1323269851166268936214795 i + 1734057967396894582992048 j + 1905076371980395977858486 k]
BICP | Distance=486 | [64 + 5 i + 52 j + 486 k] ^ 5 = [17851379895264 + -6240433139555 i + 14949700380452 j + 28815252977486 k]
BICP | Distance=486 | [64 + 5 i + 98 j + 486 k] ^ 5 = [15248221173264 + -12862949112395 i + 27261234096298 j + 20896156879486 k]
BICP | Distance=486 | [64 + 5 i + 98 j + 486 k] ^ 9 = [316961367156445223546464 + -2379165284877860177584795 i + 2838652143071886404672498 j + 13444100942974821438486 k]
BICP | Distance=486 | [64 + 6 i + 7 j + 486 k] ^ 5 = [18535224485264 + 799981929726 i + 1257510154727 j + 31791549267486 k]
BICP | Distance=486 | [64 + 6 i + 11 j + 486 k] ^ 5 = [18560293229264 + 199828232286 i + 2487106360411 j + 31726552239486 k]
BICP | Distance=486 | [64 + 7 i + 0 j + 486 k] ^ 5 = [18450234515264 + 2155528633727 i + -1046152558080 j + 31796685837486 k]
BICP | Distance=486 | [64 + 7 i + 6 j + 486 k] ^ 5 = [18535224485264 + 1257510154727 i + 799981929726 j + 31791549267486 k]
BICP | Distance=486 | [64 + 486 i + 7 j + 48 k] ^ 5 = [15495095113664 + 20311556697486 i + 8504756052527 j + 10779224040048 k]
BICP | Distance=486 | [64 + 7 i + 486 j + 48 k] ^ 5 = [15495095113664 + 8504756052527 i + 20311556697486 j + 10779224040048 k]
BICP | Distance=486 | [64 + 486 i + 7 j + 98 k] ^ 5 = [11525451103664 + 12881961611486 i + 14859075247527 j + 21472347348298 k]
BICP | Distance=486 | [64 + 7 i + 486 j + 98 k] ^ 5 = [11525451103664 + 14859075247527 i + 12881961611486 j + 21472347348298 k]
BICP | Distance=486 | [64 + 8 i + 5 j + 486 k] ^ 5 = [18528569595264 + 1715002079848 i + 342490004605 j + 31784894377486 k]
BICP | Distance=486 | [64 + 8 i + 9 j + 486 k] ^ 5 = [18580257371264 + 1114703183848 i + 1572231408849 j + 31746516381486 k]
BICP | Distance=486 | [64 + 486 i + 8 j + 27 k] ^ 5 = [16465783086464 + 21923721225486 i + 5849989881448 j + 5571914977827 k]
BICP | Distance=486 | [64 + 8 i + 486 j + 27 k] ^ 5 = [16465783086464 + 5849989881448 i + 21923721225486 j + 5571914977827 k]
BICP | Distance=486 | [64 + 486 i + 8 j + 77 k] ^ 5 = [13294839966464 + 16700655841486 i + 12515142041448 j + 17160460871077 k]
BICP | Distance=486 | [64 + 8 i + 486 j + 77 k] ^ 5 = [13294839966464 + 12515142041448 i + 16700655841486 j + 17160460871077 k]
BICP | Distance=486 | [64 + 9 i + 8 j + 486 k] ^ 5 = [18580257371264 + 1572231408849 i + 1114703183848 j + 31746516381486 k]
BICP | Distance=486 | [486 + 64 i + 9 j + 14 k] ^ 5 = [22690813311486 + 17011705306064 i + 239639521689 j + 4800813251014 k]
BICP | Distance=486 | [64 + 9 i + 14 j + 486 k] ^ 5 = [18650267849264 + 669080299689 i + 2956358427814 j + 31636577619486 k]
BICP | Distance=486 | [64 + 11 i + 6 j + 486 k] ^ 5 = [18560293229264 + 2487106360411 i + 199828232286 j + 31726552239486 k]
BICP | Distance=486 | [64 + 486 i + 11 j + 36 k] ^ 5 = [15847373279264 + 21531855645486 i + 7830888848611 j + 7359697033236 k]
BICP | Distance=486 | [64 + 11 i + 486 j + 36 k] ^ 5 = [15847373279264 + 7830888848611 i + 21531855645486 j + 7359697033236 k]
BICP | Distance=486 | [64 + 486 i + 11 j + 86 k] ^ 5 = [11977945757264 + 15499707895486 i + 14230381723611 j + 18663128461486 k]
BICP | Distance=486 | [64 + 11 i + 486 j + 86 k] ^ 5 = [11977945757264 + 14230381723611 i + 15499707895486 j + 18663128461486 k]
BICP | Distance=486 | [64 + 486 i + 14 j + 9 k] ^ 5 = [17011705306064 + 22690813311486 i + 4800813251014 j + 239639521689 k]
BICP | Distance=486 | [64 + 14 i + 486 j + 9 k] ^ 5 = [17011705306064 + 4800813251014 i + 22690813311486 j + 239639521689 k]
BICP | Distance=486 | [64 + 14 i + 9 j + 486 k] ^ 5 = [18650267849264 + 2956358427814 i + 669080299689 j + 31636577619486 k]
BICP | Distance=486 | [64 + 486 i + 14 j + 39 k] ^ 5 = [15455732537264 + 21503096559486 i + 8966630003014 j + 7682285271639 k]
BICP | Distance=486 | [64 + 14 i + 486 j + 39 k] ^ 5 = [15455732537264 + 8966630003014 i + 21503096559486 j + 7682285271639 k]
BICP | Distance=486 | [64 + 486 i + 14 j + 39 k] ^ 9 = [1099309636311451794261664 + 635022217218998660382486 i + 1143857055928584347430014 j + 240834349442402721996039 k]
BICP | Distance=486 | [64 + 14 i + 486 j + 39 k] ^ 9 = [1099309636311451794261664 + 1143857055928584347430014 i + 635022217218998660382486 j + 240834349442402721996039 k]
BICP | Distance=486 | [64 + 486 i + 14 j + 89 k] ^ 5 = [11150118509264 + 15287045359486 i + 15182681203014 j + 18923565774889 k]
BICP | Distance=486 | [64 + 14 i + 486 j + 89 k] ^ 5 = [11150118509264 + 15182681203014 i + 15287045359486 j + 18923565774889 k]
BICP | Distance=486 | [64 + 486 i + 14 j + 139 k] ^ 5 = [4849956881264 + 4199634059486 i + 20098217503014 j + 27235142428139 k]
BICP | Distance=486 | [64 + 14 i + 486 j + 139 k] ^ 5 = [4849956881264 + 20098217503014 i + 4199634059486 j + 27235142428139 k]
BICP | Distance=486 | [64 + 20 i + 27 j + 486 k] ^ 5 = [19256724623264 + 2033212550020 i + 5234893741827 j + 30990195729486 k]
BICP | Distance=486 | [64 + 20 i + 73 j + 486 k] ^ 5 = [19317700935264 + -5238863557820 i + 18560357962673 j + 26358961637486 k]
BICP | Distance=486 | [64 + 20 i + 173 j + 486 k] ^ 5 = [12285477495264 + -20591351437820 i + 38660500523173 j + 603184777486 k]
BICP | Distance=486 | [64 + 23 i + 0 j + 486 k] ^ 5 = [18231386771264 + 7055929369423 i + -3430490641920 j + 31217696541486 k]
BICP | Distance=486 | [486 + 64 i + 23 j + 2 k] ^ 5 = [21922951807486 + 16897733405264 i + 5435673004423 j + 3806112728202 k]
BICP | Distance=486 | [64 + 23 i + 24 j + 486 k] ^ 5 = [19296651323264 + 3405289033423 i + 3862817258424 j + 31030122429486 k]
BICP | Distance=486 | [64 + 23 i + 24 j + 486 k] ^ 9 = [2180877643470568236086464 + 150870960067994304946823 i + 226229179007274081556824 j + 2423940870170800913418486 k]
BICP | Distance=486 | [64 + 23 i + 30 j + 486 k] ^ 5 = [19479002573264 + 2468898658423 i + 5670579850230 j + 30767917779486 k]
BICP | Distance=486 | [64 + 486 i + 23 j + 52 k] ^ 5 = [13675593503264 + 21158089601486 i + 12817656123423 j + 9652692300452 k]
BICP | Distance=486 | [64 + 23 i + 486 j + 52 k] ^ 5 = [13675593503264 + 12817656123423 i + 21158089601486 j + 9652692300452 k]
BICP | Distance=486 | [64 + 486 i + 23 j + 452 k] ^ 9 = [21363167925324823757630464 + 13663805374759769526930486 i + 2779421634063275471398823 j + 13993151230097849062428452 k]
BICP | Distance=486 | [64 + 23 i + 486 j + 452 k] ^ 9 = [21363167925324823757630464 + 2779421634063275471398823 i + 13663805374759769526930486 j + 13993151230097849062428452 k]
BICP | Distance=486 | [64 + 23 i + 480 j + 486 k] ^ 9 = [24430405122736406964326464 + 12399467124647901807826823 i + 10276679752254302689824480 j + 24414424394433538666698486 k]
BICP | Distance=486 | [64 + 24 i + 23 j + 486 k] ^ 5 = [19296651323264 + 3862817258424 i + 3405289033423 j + 31030122429486 k]
BICP | Distance=486 | [64 + 24 i + 23 j + 486 k] ^ 9 = [2180877643470568236086464 + 226229179007274081556824 i + 150870960067994304946823 j + 2423940870170800913418486 k]
BICP | Distance=486 | [64 + 26 i + 27 j + 486 k] ^ 5 = [19518929273264 + 3840975141826 i + 4298503366827 j + 30807844479486 k]
BICP | Distance=486 | [64 + 26 i + 27 j + 486 k] ^ 9 = [2204115102436005196706464 + 167714948645672935083626 i + 243073167584952711693627 j + 2400703411205363952798486 k]
BICP | Distance=486 | [64 + 27 i + 0 j + 486 k] ^ 5 = [18140243731264 + 8270078545827 i + -4023738478080 j + 30976781481486 k]
BICP | Distance=486 | [486 + 64 i + 27 j + 8 k] ^ 5 = [21923721225486 + 16465783086464 i + 5571914977827 j + 5849989881448 k]
BICP | Distance=486 | [64 + 27 i + 20 j + 486 k] ^ 5 = [19256724623264 + 5234893741827 i + 2033212550020 j + 30990195729486 k]
BICP | Distance=486 | [64 + 27 i + 26 j + 486 k] ^ 5 = [19518929273264 + 4298503366827 i + 3840975141826 j + 30807844479486 k]
BICP | Distance=486 | [64 + 27 i + 26 j + 486 k] ^ 9 = [2204115102436005196706464 + 243073167584952711693627 i + 167714948645672935083626 j + 2400703411205363952798486 k]
BICP | Distance=486 | [486 + 64 i + 27 j + 48 k] ^ 5 = [25327040553486 + 15102571651264 i + 203862673827 j + 16014988200048 k]
BICP | Distance=486 | [64 + 486 i + 27 j + 48 k] ^ 5 = [13721996707264 + 21894007509486 i + 13289860279827 j + 8192141256048 k]
BICP | Distance=486 | [64 + 27 i + 486 j + 48 k] ^ 5 = [13721996707264 + 13289860279827 i + 21894007509486 j + 8192141256048 k]
BICP | Distance=486 | [64 + 486 i + 27 j + 48 k] ^ 9 = [831836224809019661817664 + 864391019142596127642486 i + 1510417098606601945062027 j + 147379156007452630800048 k]
BICP | Distance=486 | [64 + 27 i + 486 j + 48 k] ^ 9 = [831836224809019661817664 + 1510417098606601945062027 i + 864391019142596127642486 j + 147379156007452630800048 k]
BICP | Distance=486 | [64 + 486 i + 27 j + 98 k] ^ 5 = [7718505457264 + 15273761463486 i + 18698314654827 j + 19388961784298 k]
BICP | Distance=486 | [64 + 27 i + 486 j + 98 k] ^ 5 = [7718505457264 + 18698314654827 i + 15273761463486 j + 19388961784298 k]
BICP | Distance=486 | [64 + 30 i + 23 j + 486 k] ^ 5 = [19479002573264 + 5670579850230 i + 2468898658423 j + 30767917779486 k]
BICP | Distance=486 | [64 + 30 i + 77 j + 486 k] ^ 5 = [20805436865264 + -3195385581930 i + 17994747938077 j + 25861196007486 k]
BICP | Distance=486 | [486 + 64 i + 36 j + 11 k] ^ 5 = [21531855645486 + 15847373279264 i + 7359697033236 j + 7830888848611 k]
BICP | Distance=486 | [486 + 64 i + 36 j + 61 k] ^ 5 = [27045496917486 + 13492211879264 i + 1024233433236 j + 20643768401861 k]
BICP | Distance=486 | [64 + 486 i + 36 j + 61 k] ^ 5 = [11408992543264 + 21754128681486 i + 16990281025236 j + 10295353159861 k]
BICP | Distance=486 | [64 + 36 i + 486 j + 61 k] ^ 5 = [11408992543264 + 16990281025236 i + 21754128681486 j + 10295353159861 k]
BICP | Distance=486 | [64 + 36 i + 61 j + 486 k] ^ 5 = [21395300231264 + 1186742113236 i + 12577767503861 j + 27894367737486 k]
BICP | Distance=486 | [64 + 486 i + 36 j + 111 k] ^ 5 = [4013183671264 + 14141987181486 i + 21485952025236 j + 21178681563111 k]
BICP | Distance=486 | [64 + 36 i + 486 j + 111 k] ^ 5 = [4013183671264 + 21485952025236 i + 14141987181486 j + 21178681563111 k]
BICP | Distance=486 | [486 + 64 i + 39 j + 14 k] ^ 5 = [21503096559486 + 15455732537264 i + 7682285271639 j + 8966630003014 k]
BICP | Distance=486 | [486 + 64 i + 39 j + 14 k] ^ 9 = [635022217218998660382486 + 1099309636311451794261664 i + 240834349442402721996039 j + 1143857055928584347430014 k]
BICP | Distance=486 | [486 + 64 i + 39 j + 64 k] ^ 5 = [27468801837486 + 12894655187264 i + 1503629796639 j + 21820866131264 k]
BICP | Distance=486 | [64 + 486 i + 39 j + 64 k] ^ 5 = [10697594323264 + 21848154873486 i + 18035643954639 j + 10697594323264 k]
BICP | Distance=486 | [64 + 39 i + 486 j + 64 k] ^ 5 = [10697594323264 + 18035643954639 i + 21848154873486 j + 10697594323264 k]
BICP | Distance=486 | [64 + 39 i + 64 j + 486 k] ^ 5 = [21820866131264 + 1503629796639 i + 12894655187264 j + 27468801837486 k]
BICP | Distance=486 | [64 + 45 i + 52 j + 486 k] ^ 5 = [21873926423264 + 5281414212645 i + 8483095404452 j + 28372993929486 k]
BICP | Distance=486 | [64 + 45 i + 452 j + 486 k] ^ 9 = [13453875973957260885806464 + 19213052799704994719305245 i + 2047686267792328365852452 j + 14571694837726353520578486 k]
BICP | Distance=486 | [64 + 48 i + 5 j + 486 k] ^ 5 = [17986325123264 + 13786480296048 i + -5647001787395 j + 29275240329486 k]
BICP | Distance=486 | [64 + 48 i + 5 j + 486 k] ^ 9 = [1708488063211037221766464 + 1734057967396894582992048 i + -1323269851166268936214795 j + 1905076371980395977858486 k]
BICP | Distance=486 | [486 + 64 i + 48 j + 7 k] ^ 5 = [20311556697486 + 15495095113664 i + 10779224040048 j + 8504756052527 k]
BICP | Distance=486 | [486 + 64 i + 48 j + 27 k] ^ 5 = [21894007509486 + 13721996707264 i + 8192141256048 j + 13289860279827 k]
BICP | Distance=486 | [64 + 486 i + 48 j + 27 k] ^ 5 = [15102571651264 + 25327040553486 i + 16014988200048 j + 203862673827 k]
BICP | Distance=486 | [64 + 48 i + 486 j + 27 k] ^ 5 = [15102571651264 + 16014988200048 i + 25327040553486 j + 203862673827 k]
BICP | Distance=486 | [486 + 64 i + 48 j + 27 k] ^ 9 = [864391019142596127642486 + 831836224809019661817664 i + 147379156007452630800048 j + 1510417098606601945062027 k]
BICP | Distance=486 | [64 + 48 i + 49 j + 486 k] ^ 5 = [21913853123264 + 6653490696048 i + 7111018921049 j + 28412920629486 k]
BICP | Distance=486 | [64 + 48 i + 49 j + 486 k] ^ 9 = [2421810798927323970566464 + 201748442132017356432048 i + 277106661071297133042049 j + 2183007714714045178938486 k]
BICP | Distance=486 | [64 + 48 i + 55 j + 486 k] ^ 5 = [22299492323264 + 5598301896048 i + 8799983087855 j + 27947428029486 k]
BICP | Distance=486 | [486 + 64 i + 48 j + 77 k] ^ 5 = [29646022509486 + 10681227011264 i + 2656661256048 j + 26461563233077 k]
BICP | Distance=486 | [64 + 486 i + 48 j + 77 k] ^ 5 = [7672841251264 + 21722325249486 i + 21442055400048 j + 12951983127077 k]
BICP | Distance=486 | [64 + 48 i + 486 j + 77 k] ^ 5 = [7672841251264 + 21442055400048 i + 21722325249486 j + 12951983127077 k]
BICP | Distance=486 | [64 + 49 i + 48 j + 486 k] ^ 5 = [21913853123264 + 7111018921049 i + 6653490696048 j + 28412920629486 k]
BICP | Distance=486 | [64 + 49 i + 48 j + 486 k] ^ 9 = [2421810798927323970566464 + 277106661071297133042049 i + 201748442132017356432048 j + 2183007714714045178938486 k]
BICP | Distance=486 | [64 + 51 i + 52 j + 486 k] ^ 5 = [22339419023264 + 6970378379451 i + 7427906604452 j + 27987354729486 k]
BICP | Distance=486 | [64 + 51 i + 52 j + 486 k] ^ 9 = [2454167889927419775806464 + 192064319627373225238851 i + 267422538566653001848852 j + 2150650623713949373698486 k]
BICP | Distance=486 | [64 + 51 i + 452 j + 486 k] ^ 9 = [12830382153629329619486464 + 20363499200453049815638851 i + 2312647676449154682012452 j + 12814401425326461321858486 k]
BICP | Distance=486 | [486 + 64 i + 52 j + 3 k] ^ 5 = [19677021909486 + 15685991752864 i + 12259392356452 j + 8115108288123 k]
BICP | Distance=486 | [64 + 52 i + 5 j + 486 k] ^ 5 = [17851379895264 + 14949700380452 i + -6240433139555 j + 28815252977486 k]
BICP | Distance=486 | [486 + 64 i + 52 j + 23 k] ^ 5 = [21158089601486 + 13675593503264 i + 9652692300452 j + 12817656123423 k]
BICP | Distance=486 | [64 + 52 i + 45 j + 486 k] ^ 5 = [21873926423264 + 8483095404452 i + 5281414212645 j + 28372993929486 k]
BICP | Distance=486 | [64 + 52 i + 51 j + 486 k] ^ 5 = [22339419023264 + 7427906604452 i + 6970378379451 j + 27987354729486 k]
BICP | Distance=486 | [64 + 52 i + 51 j + 486 k] ^ 9 = [2454167889927419775806464 + 267422538566653001848852 i + 192064319627373225238851 j + 2150650623713949373698486 k]
BICP | Distance=486 | [486 + 64 i + 52 j + 73 k] ^ 5 = [28621140001486 + 10043128199264 i + 4189865100452 j + 25710589076673 k]
BICP | Distance=486 | [64 + 486 i + 52 j + 73 k] ^ 5 = [7869744959264 + 22882618261486 i + 22063737556452 j + 11637637282673 k]
BICP | Distance=486 | [64 + 52 i + 486 j + 73 k] ^ 5 = [7869744959264 + 22063737556452 i + 22882618261486 j + 11637637282673 k]
BICP | Distance=486 | [64 + 486 i + 52 j + 423 k] ^ 9 = [18576696544305131966971264 + 8288492735283418460826486 i + 2623871993325802065122452 j + 2047153943490619274046423 k]
BICP | Distance=486 | [64 + 52 i + 486 j + 423 k] ^ 9 = [18576696544305131966971264 + 2623871993325802065122452 i + 8288492735283418460826486 j + 2047153943490619274046423 k]
BICP | Distance=486 | [64 + 52 i + 451 j + 486 k] ^ 9 = [12439228405044130003646464 + 20492255983642964798008852 i + 2183890893259239699642451 j + 12423247676741261706018486 k]
BICP | Distance=486 | [64 + 55 i + 48 j + 486 k] ^ 5 = [22299492323264 + 8799983087855 i + 5598301896048 j + 27947428029486 k]
BICP | Distance=486 | [486 + 64 i + 61 j + 36 k] ^ 5 = [21754128681486 + 11408992543264 i + 10295353159861 j + 16990281025236 k]
BICP | Distance=486 | [64 + 486 i + 61 j + 36 k] ^ 5 = [13492211879264 + 27045496917486 i + 20643768401861 j + 1024233433236 k]
BICP | Distance=486 | [64 + 61 i + 486 j + 36 k] ^ 5 = [13492211879264 + 20643768401861 i + 27045496917486 j + 1024233433236 k]
BICP | Distance=486 | [64 + 61 i + 36 j + 486 k] ^ 5 = [21395300231264 + 12577767503861 i + 1186742113236 j + 27894367737486 k]
BICP | Distance=486 | [486 + 64 i + 61 j + 86 k] ^ 5 = [30971838803486 + 7255584893264 i + 5649932684861 j + 30243557553486 k]
BICP | Distance=486 | [64 + 486 i + 61 j + 86 k] ^ 5 = [4316439257264 + 22924266767486 i + 25254960126861 j + 14132447461486 k]
BICP | Distance=486 | [64 + 61 i + 486 j + 86 k] ^ 5 = [4316439257264 + 25254960126861 i + 22924266767486 j + 14132447461486 k]
BICP | Distance=486 | [64 + 61 i + 86 j + 486 k] ^ 5 = [25580305881264 + 3165230750861 i + 14556256141486 j + 23709362087486 k]
BICP | Distance=486 | [486 + 64 i + 64 j + 39 k] ^ 5 = [21848154873486 + 10697594323264 i + 10697594323264 j + 18035643954639 k]
BICP | Distance=486 | [64 + 486 i + 64 j + 39 k] ^ 5 = [12894655187264 + 27468801837486 i + 21820866131264 j + 1503629796639 k]
BICP | Distance=486 | [64 + 64 i + 486 j + 39 k] ^ 5 = [12894655187264 + 21820866131264 i + 27468801837486 j + 1503629796639 k]
BICP | Distance=486 | [64 + 64 i + 39 j + 486 k] ^ 5 = [21820866131264 + 12894655187264 i + 1503629796639 j + 27468801837486 k]
BICP | Distance=486 | [486 + 64 i + 64 j + 89 k] ^ 5 = [31498939001486 + 6313520723264 i + 6313520723264 j + 31355973107889 k]
BICP | Distance=486 | [64 + 486 i + 64 j + 89 k] ^ 5 = [3287871059264 + 23118488237486 i + 26171179731264 j + 14678896449889 k]
BICP | Distance=486 | [64 + 64 i + 486 j + 89 k] ^ 5 = [3287871059264 + 26171179731264 i + 23118488237486 j + 14678896449889 k]
BICP | Distance=486 | [64 + 64 i + 89 j + 486 k] ^ 5 = [26171179731264 + 3287871059264 i + 14678896449889 j + 23118488237486 k]
BICP | Distance=486 | [486 + 64 i + 64 j + 139 k] ^ 5 = [47009268229486 + 3394064723264 i + 3394064723264 j + 48358163411139 k]
BICP | Distance=486 | [486 + 64 i + 64 j + 389 k] ^ 9 = [150328885307063351450970486 + 32051328485282726464 i + 32051328485282726464 j + 150328916023026217640826389 k]
BICP | Distance=486 | [64 + 70 i + 77 j + 486 k] ^ 5 = [26058932073264 + 7259902850270 i + 10461584042077 j + 24187988279486 k]
BICP | Distance=486 | [64 + 70 i + 173 j + 486 k] ^ 5 = [28311510825264 + -15002614657570 i + 28829197658173 j + 4675717847486 k]
BICP | Distance=486 | [64 + 73 i + 0 j + 486 k] ^ 5 = [16051019411264 + 21554975734673 i + -10670102161920 j + 25489389501486 k]
BICP | Distance=486 | [486 + 64 i + 73 j + 2 k] ^ 5 = [16856884511486 + 14532178505264 i + 17082507907673 j + 10724729528202 k]
BICP | Distance=486 | [64 + 73 i + 20 j + 486 k] ^ 5 = [19317700935264 + 18560357962673 i + -5238863557820 j + 26358961637486 k]
BICP | Distance=486 | [486 + 64 i + 73 j + 52 k] ^ 5 = [22882618261486 + 7869744959264 i + 11637637282673 j + 22063737556452 k]
BICP | Distance=486 | [64 + 486 i + 73 j + 52 k] ^ 5 = [10043128199264 + 28621140001486 i + 25710589076673 j + 4189865100452 k]
BICP | Distance=486 | [64 + 73 i + 486 j + 52 k] ^ 5 = [10043128199264 + 25710589076673 i + 28621140001486 j + 4189865100452 k]
BICP | Distance=486 | [64 + 73 i + 74 j + 486 k] ^ 5 = [26098858773264 + 8631979333673 i + 9089507558674 j + 24227914979486 k]
BICP | Distance=486 | [64 + 73 i + 74 j + 486 k] ^ 9 = [2654950952854584758906464 + 6557201902939570027273 i + 81915420842219346637274 j + 1949867560786784390598486 k]
BICP | Distance=486 | [64 + 73 i + 80 j + 486 k] ^ 5 = [26649805923264 + 7382543158673 i + 10584224350480 j + 23597114429486 k]
BICP | Distance=486 | [64 + 73 i + 424 j + 486 k] ^ 9 = [3611355925750507141046464 + 20499162185883421310317273 i + 761576881613901774840424 j + 4729174789519599775818486 k]
BICP | Distance=486 | [64 + 486 i + 73 j + 452 k] ^ 9 = [23231675075472560464603264 + 8151885553028052119250486 i + 13130552167175973856479673 j + 312565991543630464668452 k]
BICP | Distance=486 | [64 + 73 i + 486 j + 452 k] ^ 9 = [23231675075472560464603264 + 13130552167175973856479673 i + 8151885553028052119250486 j + 312565991543630464668452 k]
BICP | Distance=486 | [64 + 73 i + 480 j + 486 k] ^ 9 = [21729967516475354639846464 + 26021017384219743856717273 i + 8855650852307077503264480 j + 6295603295208259766538486 k]
BICP | Distance=486 | [64 + 74 i + 73 j + 486 k] ^ 5 = [26098858773264 + 9089507558674 i + 8631979333673 j + 24227914979486 k]
BICP | Distance=486 | [64 + 74 i + 73 j + 486 k] ^ 9 = [2654950952854584758906464 + 81915420842219346637274 i + 6557201902939570027273 j + 1949867560786784390598486 k]
BICP | Distance=486 | [64 + 74 i + 423 j + 486 k] ^ 9 = [3322397365916470727186464 + 20447017655091827353837274 i + 813721412405495731320423 j + 4440216229685563361958486 k]
BICP | Distance=486 | [64 + 76 i + 77 j + 486 k] ^ 5 = [26689732623264 + 8754619642076 i + 9212147867077 j + 23637041129486 k]
BICP | Distance=486 | [64 + 77 i + 0 j + 486 k] ^ 5 = [15779510291264 + 22625575511077 i + -11226025198080 j + 24781224321486 k]
BICP | Distance=486 | [486 + 64 i + 77 j + 8 k] ^ 5 = [16700655841486 + 13294839966464 i + 17160460871077 j + 12515142041448 k]
BICP | Distance=486 | [64 + 77 i + 30 j + 486 k] ^ 5 = [20805436865264 + 17994747938077 i + -3195385581930 j + 25861196007486 k]
BICP | Distance=486 | [486 + 64 i + 77 j + 48 k] ^ 5 = [21722325249486 + 7672841251264 i + 12951983127077 j + 21442055400048 k]
BICP | Distance=486 | [64 + 486 i + 77 j + 48 k] ^ 5 = [10681227011264 + 29646022509486 i + 26461563233077 j + 2656661256048 k]
BICP | Distance=486 | [64 + 77 i + 486 j + 48 k] ^ 5 = [10681227011264 + 26461563233077 i + 29646022509486 j + 2656661256048 k]
BICP | Distance=486 | [64 + 77 i + 70 j + 486 k] ^ 5 = [26058932073264 + 10461584042077 i + 7259902850270 j + 24187988279486 k]
BICP | Distance=486 | [64 + 77 i + 76 j + 486 k] ^ 5 = [26689732623264 + 9212147867077 i + 8754619642076 j + 23637041129486 k]
BICP | Distance=486 | [486 + 64 i + 77 j + 98 k] ^ 5 = [32770704499486 + 2130079697264 i + 9683334752077 j + 34823180228298 k]
BICP | Distance=486 | [64 + 80 i + 73 j + 486 k] ^ 5 = [26649805923264 + 10584224350480 i + 7382543158673 j + 23597114429486 k]
BICP | Distance=486 | [64 + 80 i + 423 j + 486 k] ^ 9 = [3052005707344537587206464 + 20967553615532227970620880 i + 1708593261369976527030423 j + 3036024979041669289578486 k]
BICP | Distance=486 | [486 + 64 i + 86 j + 11 k] ^ 5 = [15499707895486 + 11977945757264 i + 18663128461486 j + 14230381723611 k]
BICP | Distance=486 | [486 + 64 i + 86 j + 61 k] ^ 5 = [22924266767486 + 4316439257264 i + 14132447461486 j + 25254960126861 k]
BICP | Distance=486 | [64 + 486 i + 86 j + 61 k] ^ 5 = [7255584893264 + 30971838803486 i + 30243557553486 j + 5649932684861 k]
BICP | Distance=486 | [64 + 86 i + 486 j + 61 k] ^ 5 = [7255584893264 + 30243557553486 i + 30971838803486 j + 5649932684861 k]
BICP | Distance=486 | [64 + 86 i + 61 j + 486 k] ^ 5 = [25580305881264 + 14556256141486 i + 3165230750861 j + 23709362087486 k]
BICP | Distance=486 | [64 + 86 i + 111 j + 486 k] ^ 5 = [30946985381264 + 3264350113486 i + 14655375504111 j + 18342682587486 k]
BICP | Distance=486 | [486 + 64 i + 89 j + 14 k] ^ 5 = [15287045359486 + 11150118509264 i + 18923565774889 j + 15182681203014 k]
BICP | Distance=486 | [486 + 64 i + 89 j + 64 k] ^ 5 = [23118488237486 + 3287871059264 i + 14678896449889 j + 26171179731264 k]
BICP | Distance=486 | [64 + 486 i + 89 j + 64 k] ^ 5 = [6313520723264 + 31498939001486 i + 31355973107889 j + 6313520723264 k]
BICP | Distance=486 | [64 + 89 i + 486 j + 64 k] ^ 5 = [6313520723264 + 31355973107889 i + 31498939001486 j + 6313520723264 k]
BICP | Distance=486 | [64 + 89 i + 64 j + 486 k] ^ 5 = [26171179731264 + 14678896449889 i + 3287871059264 j + 23118488237486 k]
BICP | Distance=486 | [64 + 98 i + 5 j + 486 k] ^ 5 = [15248221173264 + 27261234096298 i + -12862949112395 j + 20896156879486 k]
BICP | Distance=486 | [64 + 98 i + 5 j + 486 k] ^ 9 = [316961367156445223546464 + 2838652143071886404672498 i + -2379165284877860177584795 j + 13444100942974821438486 k]
BICP | Distance=486 | [486 + 64 i + 98 j + 7 k] ^ 5 = [12881961611486 + 11525451103664 i + 21472347348298 j + 14859075247527 k]
BICP | Distance=486 | [486 + 64 i + 98 j + 27 k] ^ 5 = [15273761463486 + 7718505457264 i + 19388961784298 j + 18698314654827 k]
BICP | Distance=486 | [64 + 486 i + 98 j + 77 k] ^ 5 = [2130079697264 + 32770704499486 i + 34823180228298 j + 9683334752077 k]
BICP | Distance=486 | [64 + 98 i + 486 j + 77 k] ^ 5 = [2130079697264 + 34823180228298 i + 32770704499486 j + 9683334752077 k]
BICP | Distance=486 | [64 + 98 i + 99 j + 486 k] ^ 5 = [31465538273264 + 8731098696298 i + 9188626921299 j + 18861235479486 k]
BICP | Distance=486 | [64 + 98 i + 105 j + 486 k] ^ 5 = [32124823373264 + 7217591196298 i + 10419272388105 j + 18122096979486 k]
BICP | Distance=486 | [64 + 99 i + 98 j + 486 k] ^ 5 = [31465538273264 + 9188626921299 i + 8731098696298 j + 18861235479486 k]
BICP | Distance=486 | [64 + 105 i + 98 j + 486 k] ^ 5 = [32124823373264 + 10419272388105 i + 7217591196298 j + 18122096979486 k]
BICP | Distance=486 | [486 + 64 i + 111 j + 36 k] ^ 5 = [14141987181486 + 4013183671264 i + 21178681563111 j + 21485952025236 k]
BICP | Distance=486 | [64 + 111 i + 86 j + 486 k] ^ 5 = [30946985381264 + 14655375504111 i + 3264350113486 j + 18342682587486 k]
BICP | Distance=486 | [486 + 64 i + 139 j + 14 k] ^ 5 = [4199634059486 + 4849956881264 i + 27235142428139 j + 20098217503014 k]
BICP | Distance=486 | [64 + 486 i + 139 j + 64 k] ^ 5 = [3394064723264 + 47009268229486 i + 48358163411139 j + 3394064723264 k]
BICP | Distance=486 | [64 + 139 i + 486 j + 64 k] ^ 5 = [3394064723264 + 48358163411139 i + 47009268229486 j + 3394064723264 k]
BICP | Distance=486 | [64 + 173 i + 20 j + 486 k] ^ 5 = [12285477495264 + 38660500523173 i + -20591351437820 j + 603184777486 k]
BICP | Distance=486 | [64 + 173 i + 70 j + 486 k] ^ 5 = [28311510825264 + 28829197658173 i + -15002614657570 j + 4675717847486 k]
BICP | Distance=486 | [64 + 486 i + 389 j + 64 k] ^ 9 = [32051328485282726464 + 150328885307063351450970486 i + 150328916023026217640826389 j + 32051328485282726464 k]
BICP | Distance=486 | [64 + 389 i + 486 j + 64 k] ^ 9 = [32051328485282726464 + 150328916023026217640826389 i + 150328885307063351450970486 j + 32051328485282726464 k]
BICP | Distance=486 | [486 + 64 i + 423 j + 52 k] ^ 9 = [8288492735283418460826486 + 18576696544305131966971264 i + 2047153943490619274046423 j + 2623871993325802065122452 k]
BICP | Distance=486 | [64 + 423 i + 74 j + 486 k] ^ 9 = [3322397365916470727186464 + 813721412405495731320423 i + 20447017655091827353837274 j + 4440216229685563361958486 k]
BICP | Distance=486 | [64 + 423 i + 80 j + 486 k] ^ 9 = [3052005707344537587206464 + 1708593261369976527030423 i + 20967553615532227970620880 j + 3036024979041669289578486 k]
BICP | Distance=486 | [64 + 424 i + 73 j + 486 k] ^ 9 = [3611355925750507141046464 + 761576881613901774840424 i + 20499162185883421310317273 j + 4729174789519599775818486 k]
BICP | Distance=486 | [64 + 451 i + 2 j + 486 k] ^ 9 = [19749619729311085805426464 + 3189947942184512907852451 i + 8743728432100143903248402 j + 25761676346315369767758486 k]
BICP | Distance=486 | [64 + 451 i + 52 j + 486 k] ^ 9 = [12439228405044130003646464 + 2183890893259239699642451 i + 20492255983642964798008852 j + 12423247676741261706018486 k]
BICP | Distance=486 | [64 + 452 i + 1 j + 486 k] ^ 9 = [20168425338559111823246464 + 3598875788409899754252452 i + 8334800585874757056848401 j + 26180481955563395785578486 k]
BICP | Distance=486 | [486 + 64 i + 452 j + 23 k] ^ 9 = [13663805374759769526930486 + 21363167925324823757630464 i + 13993151230097849062428452 j + 2779421634063275471398823 k]
BICP | Distance=486 | [64 + 452 i + 45 j + 486 k] ^ 9 = [13453875973957260885806464 + 2047686267792328365852452 i + 19213052799704994719305245 j + 14571694837726353520578486 k]
BICP | Distance=486 | [64 + 452 i + 51 j + 486 k] ^ 9 = [12830382153629329619486464 + 2312647676449154682012452 i + 20363499200453049815638851 j + 12814401425326461321858486 k]
BICP | Distance=486 | [486 + 64 i + 452 j + 73 k] ^ 9 = [8151885553028052119250486 + 23231675075472560464603264 i + 312565991543630464668452 j + 13130552167175973856479673 k]
BICP | Distance=486 | [64 + 480 i + 23 j + 486 k] ^ 9 = [24430405122736406964326464 + 10276679752254302689824480 i + 12399467124647901807826823 j + 24414424394433538666698486 k]
BICP | Distance=486 | [64 + 480 i + 73 j + 486 k] ^ 9 = [21729967516475354639846464 + 8855650852307077503264480 i + 26021017384219743856717273 j + 6295603295208259766538486 k]
BICP | Distance=486 | [65 + 2 i + 2 j + 486 k] ^ 5 = [18787061648265 + 314087004202 i + 314087004202 j + 32000573879486 k]
BICP | Distance=486 | [65 + 2 i + 2 j + 486 k] ^ 9 = [2133579039617749324256465 + 17748565390162163288402 i + 17748565390162163288402 j + 2547698496679302574638486 k]
BICP | Distance=486 | [65 + 2 i + 452 j + 486 k] ^ 9 = [20284810357040643273326465 + 8816980706638835943728402 i + 3246740409171619110552452 j + 26054784266749196989278486 k]
BICP | Distance=486 | [65 + 8 i + 8 j + 486 k] ^ 5 = [18876535094265 + 1252945511848 i + 1252945511848 j + 31911100433486 k]
BICP | Distance=486 | [65 + 23 i + 23 j + 486 k] ^ 9 = [2218484956919993276471465 + 181924567573316901961823 i + 181924567573316901961823 j + 2462792579377058622423486 k]
BICP | Distance=486 | [65 + 27 i + 27 j + 486 k] ^ 9 = [2248933654993274169311465 + 203888783024685768018627 i + 203888783024685768018627 j + 2432343881303777729583486 k]
BICP | Distance=486 | [65 + 48 i + 48 j + 486 k] ^ 5 = [22130117398265 + 6759468696048 i + 6759468696048 j + 28657518129486 k]
BICP | Distance=486 | [65 + 48 i + 48 j + 486 k] ^ 9 = [2453432537862320292956465 + 235324759408604765232048 i + 235324759408604765232048 j + 2227844998434731605938486 k]
BICP | Distance=486 | [65 + 52 i + 52 j + 486 k] ^ 5 = [22693331198265 + 7176959904452 i + 7176959904452 j + 28094304329486 k]
BICP | Distance=486 | [65 + 52 i + 52 j + 486 k] ^ 9 = [2495737295954215094636465 + 222459339922525049728852 i + 222459339922525049728852 j + 2185540240342836804258486 k]
BICP | Distance=486 | [65 + 52 i + 452 j + 486 k] ^ 9 = [12917722137487613356076465 + 20642916875169593908768852 i + 2067532907142634440612452 j + 12463169528421251561058486 k]
BICP | Distance=486 | [65 + 73 i + 73 j + 486 k] ^ 9 = [2683682640655756190711465 + 47382504298999464022273 i + 47382504298999464022273 j + 1997594895641295708183486 k]
BICP | Distance=486 | [65 + 73 i + 423 j + 486 k] ^ 9 = [3466948118999659605851465 + 20414700744781108803682273 i + 437650104622192996545423 j + 4530023386798810947633486 k]
BICP | Distance=486 | [65 + 98 i + 98 j + 486 k] ^ 5 = [31560538448265 + 8864957196298 i + 8864957196298 j + 19227097079486 k]
BICP | Distance=486 | [65 + 423 i + 73 j + 486 k] ^ 9 = [3466948118999659605851465 + 437650104622192996545423 i + 20414700744781108803682273 j + 4530023386798810947633486 k]
BICP | Distance=486 | [65 + 452 i + 2 j + 486 k] ^ 9 = [20284810357040643273326465 + 3246740409171619110552452 i + 8816980706638835943728402 j + 26054784266749196989278486 k]
BICP | Distance=486 | [65 + 452 i + 52 j + 486 k] ^ 9 = [12917722137487613356076465 + 2067532907142634440612452 i + 20642916875169593908768852 j + 12463169528421251561058486 k]
BICP | Distance=486 | [67 + 5 i + 73 j + 486 k] ^ 9 = [1190697850480629627984667 + -2075928082789818718131715 i + 2538213507613277674162273 j + 1151001156452773689417486 k]
BICP | Distance=486 | [67 + 73 i + 5 j + 486 k] ^ 9 = [1190697850480629627984667 + 2538213507613277674162273 i + -2075928082789818718131715 j + 1151001156452773689417486 k]
BICP | Distance=486 | [68 + 2 i + 3 j + 486 k] ^ 5 = [19720515401668 + 146004708202 i + 616988794323 j + 32463161091486 k]
BICP | Distance=486 | [68 + 3 i + 2 j + 486 k] ^ 5 = [19720515401668 + 616988794323 i + 146004708202 j + 32463161091486 k]
BICP | Distance=486 | [68 + 7 i + 8 j + 486 k] ^ 5 = [19793497783668 + 906377725727 i + 1377361811848 j + 32390178709486 k]
BICP | Distance=486 | [68 + 7 i + 8 j + 486 k] ^ 9 = [2271779821940231220674468 + 22226549871843219681847 i + 102082525542965945825288 j + 2643372023381872101690486 k]
BICP | Distance=486 | [68 + 8 i + 7 j + 486 k] ^ 5 = [19793497783668 + 1377361811848 i + 906377725727 j + 32390178709486 k]
BICP | Distance=486 | [68 + 8 i + 7 j + 486 k] ^ 9 = [2271779821940231220674468 + 102082525542965945825288 i + 22226549871843219681847 j + 2643372023381872101690486 k]
BICP | Distance=486 | [68 + 23 i + 452 j + 486 k] ^ 9 = [17392242389070076938583268 + 14981744438910841207666823 i + 909874770251824692852452 j + 20807813121918983004378486 k]
BICP | Distance=486 | [68 + 27 i + 48 j + 486 k] ^ 5 = [21358621431668 + 425561941827 i + 10287872796048 j + 30077455329486 k]
BICP | Distance=486 | [68 + 48 i + 27 j + 486 k] ^ 5 = [21358621431668 + 10287872796048 i + 425561941827 j + 30077455329486 k]
BICP | Distance=486 | [68 + 48 i + 77 j + 486 k] ^ 5 = [24448937831668 + 1057221396048 i + 14641015667077 j + 26308433529486 k]
BICP | Distance=486 | [68 + 52 i + 73 j + 486 k] ^ 5 = [24788290531668 + 2917963104452 i + 12780273958673 j + 26647786229486 k]
BICP | Distance=486 | [68 + 73 i + 52 j + 486 k] ^ 5 = [24788290531668 + 12780273958673 i + 2917963104452 j + 26647786229486 k]
BICP | Distance=486 | [68 + 73 i + 452 j + 486 k] ^ 9 = [11943025771891818843943268 + 24122922668994654791917273 i + 2744900073601302039972452 j + 5610665310468935142138486 k]
BICP | Distance=486 | [68 + 77 i + 48 j + 486 k] ^ 5 = [24448937831668 + 14641015667077 i + 1057221396048 j + 26308433529486 k]
BICP | Distance=486 | [68 + 77 i + 98 j + 486 k] ^ 5 = [29540919181668 + 3825061142077 i + 13687371996298 j + 21895157579486 k]
BICP | Distance=486 | [68 + 98 i + 77 j + 486 k] ^ 5 = [29540919181668 + 13687371996298 i + 3825061142077 j + 21895157579486 k]
BICP | Distance=486 | [68 + 452 i + 23 j + 486 k] ^ 9 = [17392242389070076938583268 + 909874770251824692852452 i + 14981744438910841207666823 j + 20807813121918983004378486 k]
BICP | Distance=486 | [68 + 452 i + 73 j + 486 k] ^ 9 = [11943025771891818843943268 + 2744900073601302039972452 i + 24122922668994654791917273 j + 5610665310468935142138486 k]
BICP | Distance=486 | [486 + 69 i + 0 j + 4 k] ^ 9 = [493560495381309896754486 + 1583392425363548854388469 i + -109721867275049698647360 j + 52018195638570127156324 k]
BICP | Distance=486 | [69 + 486 i + 4 j + 0 k] ^ 9 = [1583392425363548854388469 + 493560495381309896754486 i + 52018195638570127156324 j + -109721867275049698647360 k]
BICP | Distance=486 | [69 + 4 i + 486 j + 0 k] ^ 9 = [1583392425363548854388469 + 52018195638570127156324 i + 493560495381309896754486 j + -109721867275049698647360 k]
BICP | Distance=486 | [486 + 69 i + 5 j + 89 k] ^ 9 = [1956624128967928088439486 + 3193133535833540754466269 i + -2908563737524516364655715 j + 1981659998889394729314689 k]
BICP | Distance=486 | [69 + 486 i + 89 j + 5 k] ^ 9 = [3193133535833540754466269 + 1956624128967928088439486 i + 1981659998889394729314689 j + -2908563737524516364655715 k]
BICP | Distance=486 | [69 + 89 i + 486 j + 5 k] ^ 9 = [3193133535833540754466269 + 1981659998889394729314689 i + 1956624128967928088439486 j + -2908563737524516364655715 k]
BICP | Distance=486 | [70 + 486 i + 1 j + 8 k] ^ 5 = [18669271094270 + 21486880235486 i + 1502558586561 j + 1796363381848 k]
BICP | Distance=486 | [70 + 1 i + 486 j + 8 k] ^ 5 = [18669271094270 + 1502558586561 i + 21486880235486 j + 1796363381848 k]
BICP | Distance=486 | [70 + 486 i + 1 j + 48 k] ^ 5 = [17482692062270 + 19127695491486 i + 7707177146561 j + 11320535862048 k]
BICP | Distance=486 | [70 + 1 i + 486 j + 48 k] ^ 5 = [17482692062270 + 7707177146561 i + 19127695491486 j + 11320535862048 k]
BICP | Distance=486 | [70 + 486 i + 1 j + 98 k] ^ 5 = [13817681882270 + 11528685371486 i + 14960609631561 j + 21640514592298 k]
BICP | Distance=486 | [70 + 1 i + 486 j + 98 k] ^ 5 = [13817681882270 + 14960609631561 i + 11528685371486 j + 21640514592298 k]
BICP | Distance=486 | [70 + 486 i + 4 j + 7 k] ^ 5 = [18640991786270 + 21538863031486 i + 2077767812964 j + 1081239046727 k]
BICP | Distance=486 | [70 + 4 i + 486 j + 7 k] ^ 5 = [18640991786270 + 2077767812964 i + 21538863031486 j + 1081239046727 k]
BICP | Distance=486 | [70 + 486 i + 4 j + 27 k] ^ 5 = [18134702822270 + 20886696531486 i + 5193874420964 j + 5931129970827 k]
BICP | Distance=486 | [70 + 4 i + 486 j + 27 k] ^ 5 = [18134702822270 + 5193874420964 i + 20886696531486 j + 5931129970827 k]
BICP | Distance=486 | [70 + 486 i + 4 j + 77 k] ^ 5 = [15171586742270 + 15566557811486 i + 12623324960964 j + 17188443566077 k]
BICP | Distance=486 | [70 + 4 i + 486 j + 77 k] ^ 5 = [15171586742270 + 12623324960964 i + 15566557811486 j + 17188443566077 k]
BICP | Distance=486 | [70 + 486 i + 6 j + 23 k] ^ 5 = [18178292158270 + 21152371047486 i + 5057543845086 j + 4659560597423 k]
BICP | Distance=486 | [70 + 6 i + 486 j + 23 k] ^ 5 = [18178292158270 + 5057543845086 i + 21152371047486 j + 4659560597423 k]
BICP | Distance=486 | [70 + 486 i + 6 j + 73 k] ^ 5 = [15199369618270 + 16343519187486 i + 12474492625086 j + 16078228962673 k]
BICP | Distance=486 | [70 + 6 i + 486 j + 73 k] ^ 5 = [15199369618270 + 12474492625086 i + 16343519187486 j + 16078228962673 k]
BICP | Distance=486 | [486 + 70 i + 7 j + 4 k] ^ 5 = [21538863031486 + 18640991786270 i + 1081239046727 j + 2077767812964 k]
BICP | Distance=486 | [486 + 70 i + 8 j + 1 k] ^ 5 = [21486880235486 + 18669271094270 i + 1796363381848 j + 1502558586561 k]
BICP | Distance=486 | [486 + 70 i + 8 j + 11 k] ^ 5 = [21694801087486 + 18556080938270 i + 229688129848 j + 3946572907611 k]
BICP | Distance=486 | [70 + 486 i + 9 j + 52 k] ^ 5 = [16431936418270 + 19197153567486 i + 10128574212489 j + 11042871830452 k]
BICP | Distance=486 | [70 + 9 i + 486 j + 52 k] ^ 5 = [16431936418270 + 10128574212489 i + 19197153567486 j + 11042871830452 k]
BICP | Distance=486 | [70 + 486 i + 11 j + 8 k] ^ 5 = [18556080938270 + 21694801087486 i + 3946572907611 j + 229688129848 k]
BICP | Distance=486 | [70 + 11 i + 486 j + 8 k] ^ 5 = [18556080938270 + 3946572907611 i + 21694801087486 j + 229688129848 k]
BICP | Distance=486 | [70 + 486 i + 11 j + 48 k] ^ 5 = [16517943650270 + 19724295879486 i + 10005793739611 j + 9832760946048 k]
BICP | Distance=486 | [70 + 11 i + 486 j + 48 k] ^ 5 = [16517943650270 + 10005793739611 i + 19724295879486 j + 9832760946048 k]
BICP | Distance=486 | [70 + 486 i + 11 j + 48 k] ^ 9 = [1017374701529264696420470 + 391636999578192929838486 i + 1328899615044327727639211 j + 293732133498240289332048 k]
BICP | Distance=486 | [70 + 11 i + 486 j + 48 k] ^ 9 = [1017374701529264696420470 + 1328899615044327727639211 i + 391636999578192929838486 j + 293732133498240289332048 k]
BICP | Distance=486 | [70 + 486 i + 11 j + 98 k] ^ 5 = [11854711250270 + 12593559979486 i + 16769184514611 j + 20342387496298 k]
BICP | Distance=486 | [70 + 11 i + 486 j + 98 k] ^ 5 = [11854711250270 + 16769184514611 i + 12593559979486 j + 20342387496298 k]
BICP | Distance=486 | [70 + 486 i + 14 j + 27 k] ^ 5 = [17643021050270 + 21344460579486 i + 7602836423014 j + 4404141541827 k]
BICP | Distance=486 | [70 + 14 i + 486 j + 27 k] ^ 5 = [17643021050270 + 7602836423014 i + 21344460579486 j + 4404141541827 k]
BICP | Distance=486 | [70 + 486 i + 14 j + 77 k] ^ 5 = [13642628150270 + 16497328279486 i + 14691427723014 j + 15829270667077 k]
BICP | Distance=486 | [70 + 14 i + 486 j + 77 k] ^ 5 = [13642628150270 + 14691427723014 i + 16497328279486 j + 15829270667077 k]
BICP | Distance=486 | [70 + 486 i + 14 j + 77 k] ^ 9 = [240213406189647852620470 + 166075776650148818478486 i + 1773277426052062623126014 j + 485857101037361005974077 k]
BICP | Distance=486 | [70 + 14 i + 486 j + 77 k] ^ 9 = [240213406189647852620470 + 1773277426052062623126014 i + 166075776650148818478486 j + 485857101037361005974077 k]
BICP | Distance=486 | [486 + 70 i + 23 j + 6 k] ^ 5 = [21152371047486 + 18178292158270 i + 4659560597423 j + 5057543845086 k]
BICP | Distance=486 | [486 + 70 i + 23 j + 36 k] ^ 5 = [23183831079486 + 17305769050270 i + 140271158423 j + 12444108127236 k]
BICP | Distance=486 | [486 + 70 i + 27 j + 4 k] ^ 5 = [20886696531486 + 18134702822270 i + 5931129970827 j + 5193874420964 k]
BICP | Distance=486 | [486 + 70 i + 27 j + 14 k] ^ 5 = [21344460579486 + 17643021050270 i + 4404141541827 j + 7602836423014 k]
BICP | Distance=486 | [70 + 486 i + 36 j + 23 k] ^ 5 = [17305769050270 + 23183831079486 i + 12444108127236 j + 140271158423 k]
BICP | Distance=486 | [70 + 36 i + 486 j + 23 k] ^ 5 = [17305769050270 + 12444108127236 i + 23183831079486 j + 140271158423 k]
BICP | Distance=486 | [70 + 486 i + 36 j + 73 k] ^ 5 = [11172053650270 + 19751967279486 i + 18992442427236 j + 12285693033673 k]
BICP | Distance=486 | [70 + 36 i + 486 j + 73 k] ^ 5 = [11172053650270 + 18992442427236 i + 19751967279486 j + 12285693033673 k]
BICP | Distance=486 | [70 + 486 i + 36 j + 73 k] ^ 9 = [137848732026478412420470 + 893784832792920922878486 i + 1980421070569235141414436 j + 286645635019060259347273 k]
BICP | Distance=486 | [70 + 36 i + 486 j + 73 k] ^ 9 = [137848732026478412420470 + 1980421070569235141414436 i + 893784832792920922878486 j + 286645635019060259347273 k]
BICP | Distance=486 | [70 + 486 i + 39 j + 52 k] ^ 5 = [13786683850270 + 22231320279486 i + 17183915985639 j + 6965533754452 k]
BICP | Distance=486 | [70 + 39 i + 486 j + 52 k] ^ 5 = [13786683850270 + 17183915985639 i + 22231320279486 j + 6965533754452 k]
BICP | Distance=486 | [70 + 486 i + 39 j + 452 k] ^ 9 = [23000564388892605963860470 + 9871532204946469790958486 i + 6791748773523662273251239 j + 11054607102251364858312452 k]
BICP | Distance=486 | [70 + 39 i + 486 j + 452 k] ^ 9 = [23000564388892605963860470 + 6791748773523662273251239 i + 9871532204946469790958486 j + 11054607102251364858312452 k]
BICP | Distance=486 | [486 + 70 i + 48 j + 1 k] ^ 5 = [19127695491486 + 17482692062270 i + 11320535862048 j + 7707177146561 k]
BICP | Distance=486 | [486 + 70 i + 48 j + 11 k] ^ 5 = [19724295879486 + 16517943650270 i + 9832760946048 j + 10005793739611 k]
BICP | Distance=486 | [486 + 70 i + 48 j + 11 k] ^ 9 = [391636999578192929838486 + 1017374701529264696420470 i + 293732133498240289332048 j + 1328899615044327727639211 k]
BICP | Distance=486 | [486 + 70 i + 48 j + 61 k] ^ 5 = [25884081279486 + 13060069850270 i + 3244061646048 j + 22295145614861 k]
BICP | Distance=486 | [486 + 70 i + 52 j + 9 k] ^ 5 = [19197153567486 + 16431936418270 i + 11042871830452 j + 10128574212489 k]
BICP | Distance=486 | [486 + 70 i + 52 j + 39 k] ^ 5 = [22231320279486 + 13786683850270 i + 6965533754452 j + 17183915985639 k]
BICP | Distance=486 | [486 + 70 i + 52 j + 89 k] ^ 5 = [31613843279486 + 11068365650270 i + 1249485654452 j + 30625416260889 k]
BICP | Distance=486 | [70 + 486 i + 61 j + 48 k] ^ 5 = [13060069850270 + 25884081279486 i + 22295145614861 j + 3244061646048 k]
BICP | Distance=486 | [70 + 61 i + 486 j + 48 k] ^ 5 = [13060069850270 + 22295145614861 i + 25884081279486 j + 3244061646048 k]
BICP | Distance=486 | [70 + 486 i + 61 j + 98 k] ^ 5 = [3253302350270 + 20790744479486 i + 26898520839861 j + 15721280796298 k]
BICP | Distance=486 | [70 + 61 i + 486 j + 98 k] ^ 5 = [3253302350270 + 26898520839861 i + 20790744479486 j + 15721280796298 k]
BICP | Distance=486 | [70 + 486 i + 64 j + 77 k] ^ 5 = [7259902850270 + 24187988279486 i + 26058932073264 j + 10461584042077 k]
BICP | Distance=486 | [70 + 64 i + 486 j + 77 k] ^ 5 = [7259902850270 + 26058932073264 i + 24187988279486 j + 10461584042077 k]
BICP | Distance=486 | [70 + 486 i + 64 j + 173 k] ^ 5 = [-15002614657570 + 4675717847486 i + 28311510825264 j + 28829197658173 k]
BICP | Distance=486 | [70 + 64 i + 486 j + 173 k] ^ 5 = [-15002614657570 + 28311510825264 i + 4675717847486 j + 28829197658173 k]
BICP | Distance=486 | [486 + 70 i + 73 j + 6 k] ^ 5 = [16343519187486 + 15199369618270 i + 16078228962673 j + 12474492625086 k]
BICP | Distance=486 | [486 + 70 i + 73 j + 36 k] ^ 5 = [19751967279486 + 11172053650270 i + 12285693033673 j + 18992442427236 k]
BICP | Distance=486 | [486 + 70 i + 73 j + 36 k] ^ 9 = [893784832792920922878486 + 137848732026478412420470 i + 286645635019060259347273 j + 1980421070569235141414436 k]
BICP | Distance=486 | [486 + 70 i + 73 j + 86 k] ^ 5 = [29602179779486 + 6039706850270 i + 7645359058673 j + 31613216577486 k]
BICP | Distance=486 | [486 + 70 i + 73 j + 264 k] ^ 5 = [118016381067486 + -2195319197570 i + 2550622677673 j + 119250337986264 k]
BICP | Distance=486 | [486 + 70 i + 77 j + 4 k] ^ 5 = [15566557811486 + 15171586742270 i + 17188443566077 j + 12623324960964 k]
BICP | Distance=486 | [486 + 70 i + 77 j + 14 k] ^ 5 = [16497328279486 + 13642628150270 i + 15829270667077 j + 14691427723014 k]
BICP | Distance=486 | [486 + 70 i + 77 j + 14 k] ^ 9 = [166075776650148818478486 + 240213406189647852620470 i + 485857101037361005974077 j + 1773277426052062623126014 k]
BICP | Distance=486 | [486 + 70 i + 77 j + 64 k] ^ 5 = [24187988279486 + 7259902850270 i + 10461584042077 j + 26058932073264 k]
BICP | Distance=486 | [486 + 70 i + 77 j + 236 k] ^ 5 = [97096775707486 + -4277299477570 i + 5231707838077 j + 98912933356236 k]
BICP | Distance=486 | [486 + 70 i + 77 j + 486 k] ^ 5 = [433586783007486 + -15584853077570 i + 15653494563077 j + 433586783007486 k]
BICP | Distance=486 | [70 + 486 i + 86 j + 73 k] ^ 5 = [6039706850270 + 29602179779486 i + 31613216577486 j + 7645359058673 k]
BICP | Distance=486 | [70 + 86 i + 486 j + 73 k] ^ 5 = [6039706850270 + 31613216577486 i + 29602179779486 j + 7645359058673 k]
BICP | Distance=486 | [70 + 486 i + 89 j + 52 k] ^ 5 = [11068365650270 + 31613843279486 i + 30625416260889 j + 1249485654452 k]
BICP | Distance=486 | [70 + 89 i + 486 j + 52 k] ^ 5 = [11068365650270 + 30625416260889 i + 31613843279486 j + 1249485654452 k]
BICP | Distance=486 | [70 + 486 i + 89 j + 98 k] ^ 5 = [-852276337570 + 27574601587486 i + 33791620157889 j + 14378966760298 k]
BICP | Distance=486 | [70 + 89 i + 486 j + 98 k] ^ 5 = [-852276337570 + 33791620157889 i + 27574601587486 j + 14378966760298 k]
BICP | Distance=486 | [486 + 70 i + 98 j + 1 k] ^ 5 = [11528685371486 + 13817681882270 i + 21640514592298 j + 14960609631561 k]
BICP | Distance=486 | [486 + 70 i + 98 j + 11 k] ^ 5 = [12593559979486 + 11854711250270 i + 20342387496298 j + 16769184514611 k]
BICP | Distance=486 | [486 + 70 i + 98 j + 61 k] ^ 5 = [20790744479486 + 3253302350270 i + 15721280796298 j + 26898520839861 k]
BICP | Distance=486 | [486 + 70 i + 98 j + 89 k] ^ 5 = [27574601587486 + -852276337570 i + 14378966760298 j + 33791620157889 k]
BICP | Distance=486 | [486 + 70 i + 98 j + 139 k] ^ 5 = [44037885227486 + -7336750417570 i + 13939821480298 j + 49417404713139 k]
BICP | Distance=486 | [486 + 70 i + 98 j + 389 k] ^ 5 = [253898389927486 + -41067662317570 i + 40829714580298 j + 253761047239389 k]
BICP | Distance=486 | [70 + 486 i + 111 j + 202 k] ^ 5 = [-37798185077570 + 9165644007486 i + 30501812043111 j + 37882664301202 k]
BICP | Distance=486 | [70 + 111 i + 486 j + 202 k] ^ 5 = [-37798185077570 + 30501812043111 i + 9165644007486 j + 37882664301202 k]
BICP | Distance=486 | [70 + 486 i + 139 j + 98 k] ^ 5 = [-7336750417570 + 44037885227486 i + 49417404713139 j + 13939821480298 k]
BICP | Distance=486 | [70 + 139 i + 486 j + 98 k] ^ 5 = [-7336750417570 + 49417404713139 i + 44037885227486 j + 13939821480298 k]
BICP | Distance=486 | [486 + 70 i + 173 j + 64 k] ^ 5 = [4675717847486 + -15002614657570 i + 28829197658173 j + 28311510825264 k]
BICP | Distance=486 | [486 + 70 i + 173 j + 264 k] ^ 5 = [95459502207486 + -80043759977570 i + 76770462138173 j + 97510532346264 k]
BICP | Distance=486 | [486 + 70 i + 202 j + 111 k] ^ 5 = [9165644007486 + -37798185077570 i + 37882664301202 j + 30501812043111 k]
BICP | Distance=486 | [486 + 70 i + 202 j + 361 k] ^ 5 = [166673211307486 + -162274651177570 i + 160951190401202 j + 164666673569361 k]
BICP | Distance=486 | [70 + 486 i + 236 j + 77 k] ^ 5 = [-4277299477570 + 97096775707486 i + 98912933356236 j + 5231707838077 k]
BICP | Distance=486 | [70 + 236 i + 486 j + 77 k] ^ 5 = [-4277299477570 + 98912933356236 i + 97096775707486 j + 5231707838077 k]
BICP | Distance=486 | [70 + 486 i + 264 j + 73 k] ^ 5 = [-2195319197570 + 118016381067486 i + 119250337986264 j + 2550622677673 k]
BICP | Distance=486 | [70 + 264 i + 486 j + 73 k] ^ 5 = [-2195319197570 + 119250337986264 i + 118016381067486 j + 2550622677673 k]
BICP | Distance=486 | [70 + 486 i + 264 j + 173 k] ^ 5 = [-80043759977570 + 95459502207486 i + 97510532346264 j + 76770462138173 k]
BICP | Distance=486 | [70 + 264 i + 486 j + 173 k] ^ 5 = [-80043759977570 + 97510532346264 i + 95459502207486 j + 76770462138173 k]
BICP | Distance=486 | [486 + 70 i + 298 j + 389 k] ^ 5 = [92073406607486 + -287947908277570 i + 290170724701298 j + 84406062559389 k]
BICP | Distance=486 | [486 + 70 i + 327 j + 486 k] ^ 5 = [141138664407486 + -488949397877570 i + 498811114839327 j + 141138664407486 k]
BICP | Distance=486 | [70 + 486 i + 361 j + 202 k] ^ 5 = [-162274651177570 + 166673211307486 i + 164666673569361 j + 160951190401202 k]
BICP | Distance=486 | [70 + 361 i + 486 j + 202 k] ^ 5 = [-162274651177570 + 164666673569361 i + 166673211307486 j + 160951190401202 k]
BICP | Distance=486 | [70 + 486 i + 389 j + 98 k] ^ 5 = [-41067662317570 + 253898389927486 i + 253761047239389 j + 40829714580298 k]
BICP | Distance=486 | [70 + 389 i + 486 j + 98 k] ^ 5 = [-41067662317570 + 253761047239389 i + 253898389927486 j + 40829714580298 k]
BICP | Distance=486 | [70 + 486 i + 389 j + 298 k] ^ 5 = [-287947908277570 + 92073406607486 i + 84406062559389 j + 290170724701298 k]
BICP | Distance=486 | [70 + 389 i + 486 j + 298 k] ^ 5 = [-287947908277570 + 84406062559389 i + 92073406607486 j + 290170724701298 k]
BICP | Distance=486 | [486 + 70 i + 452 j + 39 k] ^ 9 = [9871532204946469790958486 + 23000564388892605963860470 i + 11054607102251364858312452 j + 6791748773523662273251239 k]
BICP | Distance=486 | [70 + 486 i + 486 j + 77 k] ^ 5 = [-15584853077570 + 433586783007486 i + 433586783007486 j + 15653494563077 k]
BICP | Distance=486 | [70 + 486 i + 486 j + 77 k] ^ 5 = [-15584853077570 + 433586783007486 i + 433586783007486 j + 15653494563077 k]
BICP | Distance=486 | [70 + 486 i + 486 j + 327 k] ^ 5 = [-488949397877570 + 141138664407486 i + 141138664407486 j + 498811114839327 k]
BICP | Distance=486 | [70 + 486 i + 486 j + 327 k] ^ 5 = [-488949397877570 + 141138664407486 i + 141138664407486 j + 498811114839327 k]
BICP | Distance=486 | [73 + 486 i + 0 j + 2 k] ^ 5 = [19443997869673 + 21060736371486 i + 327622300560 j + 482629708202 k]
BICP | Distance=486 | [73 + 0 i + 486 j + 2 k] ^ 5 = [19443997869673 + 327622300560 i + 21060736371486 j + 482629708202 k]
BICP | Distance=486 | [486 + 73 i + 0 j + 4 k] ^ 5 = [21082141269486 + 19454265538673 i + -655301365920 j + 965444110964 k]
BICP | Distance=486 | [486 + 73 i + 0 j + 4 k] ^ 9 = [381599288212210127802486 + 1632156515316497473285273 i + -113911991688457711333440 j + 45266713888386215370724 k]
BICP | Distance=486 | [486 + 73 i + 0 j + 6 k] ^ 5 = [21103548111486 + 19464533499673 i + -983037196080 j + 1448443213086 k]
BICP | Distance=486 | [73 + 486 i + 0 j + 8 k] ^ 5 = [19413196614673 + 20996533341486 i + 1310148613440 j + 1929410703848 k]
BICP | Distance=486 | [73 + 0 i + 486 j + 8 k] ^ 5 = [19413196614673 + 1310148613440 i + 20996533341486 j + 1929410703848 k]
BICP | Distance=486 | [486 + 73 i + 0 j + 14 k] ^ 5 = [21274872831486 + 19546687699673 i + -2295342871920 j + 3384872771014 k]
BICP | Distance=486 | [486 + 73 i + 0 j + 36 k] ^ 5 = [22456098261486 + 20112003714673 i + -5930408818080 j + 8795440969236 k]
BICP | Distance=486 | [73 + 486 i + 0 j + 48 k] ^ 5 = [18265163574673 + 18612139581486 i + 7784599789440 j + 11328490632048 k]
BICP | Distance=486 | [73 + 0 i + 486 j + 48 k] ^ 5 = [18265163574673 + 7784599789440 i + 18612139581486 j + 11328490632048 k]
BICP | Distance=486 | [73 + 486 i + 0 j + 52 k] ^ 5 = [18060543114673 + 18188921061486 i + 8418557590560 j + 12224615348452 k]
BICP | Distance=486 | [73 + 0 i + 486 j + 52 k] ^ 5 = [18060543114673 + 8418557590560 i + 18188921061486 j + 12224615348452 k]
BICP | Distance=486 | [486 + 73 i + 0 j + 64 k] ^ 5 = [25489389501486 + 21554975734673 i + -10670102161920 j + 16051019411264 k]
BICP | Distance=486 | [486 + 73 i + 0 j + 86 k] ^ 5 = [29113255791486 + 23262968779673 i + -14539322908080 j + 22227019309486 k]
BICP | Distance=486 | [73 + 486 i + 0 j + 98 k] ^ 5 = [14549225229673 + 11010800691486 i + 15385938679440 j + 21485898172298 k]
BICP | Distance=486 | [73 + 0 i + 486 j + 98 k] ^ 5 = [14549225229673 + 15385938679440 i + 11010800691486 j + 21485898172298 k]
BICP | Distance=486 | [486 + 73 i + 0 j + 236 k] ^ 5 = [88209720981486 + 49171458274673 i + -47986739578080 j + 88030316930236 k]
BICP | Distance=486 | [486 + 73 i + 0 j + 264 k] ^ 5 = [107458577181486 + 56999518374673 i + -56302615321920 j + 107470884972264 k]
BICP | Distance=486 | [486 + 73 i + 0 j + 486 k] ^ 5 = [409411871631486 + 161066955099673 i + -161064882028080 j + 409411871631486 k]
BICP | Distance=486 | [486 + 73 i + 2 j + 0 k] ^ 5 = [21060736371486 + 19443997869673 i + 482629708202 j + 327622300560 k]
BICP | Distance=486 | [73 + 486 i + 2 j + 4 k] ^ 5 = [19422768271673 + 21060388259486 i + 1137689617002 j + 637693879364 k]
BICP | Distance=486 | [73 + 2 i + 486 j + 4 k] ^ 5 = [19422768271673 + 1137689617002 i + 21060388259486 j + 637693879364 k]
BICP | Distance=486 | [73 + 486 i + 2 j + 8 k] ^ 5 = [19381012003673 + 21017237239486 i + 1791996884682 j + 1602271133848 k]
BICP | Distance=486 | [73 + 2 i + 486 j + 8 k] ^ 5 = [19381012003673 + 1791996884682 i + 21017237239486 j + 1602271133848 k]
BICP | Distance=486 | [73 + 486 i + 2 j + 8 k] ^ 9 = [1611786898798794515959273 + 378959177071995280494486 i + 249653256760892721858962 j + 33551001941483859000488 k]
BICP | Distance=486 | [73 + 2 i + 486 j + 8 k] ^ 9 = [1611786898798794515959273 + 249653256760892721858962 i + 378959177071995280494486 j + 33551001941483859000488 k]
BICP | Distance=486 | [73 + 486 i + 2 j + 14 k] ^ 5 = [19287615082673 + 20888359111486 i + 2771520032202 j + 3045791327014 k]
BICP | Distance=486 | [73 + 2 i + 486 j + 14 k] ^ 5 = [19287615082673 + 2771520032202 i + 20888359111486 j + 3045791327014 k]
BICP | Distance=486 | [73 + 486 i + 2 j + 48 k] ^ 5 = [18063861667673 + 18714532527486 i + 8235812988682 j + 11011991310048 k]
BICP | Distance=486 | [73 + 2 i + 486 j + 48 k] ^ 5 = [18063861667673 + 8235812988682 i + 18714532527486 j + 11011991310048 k]
BICP | Distance=486 | [73 + 486 i + 2 j + 64 k] ^ 5 = [17082507907673 + 16856884511486 i + 10724729528202 j + 14532178505264 k]
BICP | Distance=486 | [73 + 2 i + 486 j + 64 k] ^ 5 = [17082507907673 + 10724729528202 i + 16856884511486 j + 14532178505264 k]
BICP | Distance=486 | [73 + 486 i + 2 j + 98 k] ^ 5 = [14149959202673 + 11213018947486 i + 15737326568682 j + 21201829560298 k]
BICP | Distance=486 | [73 + 2 i + 486 j + 98 k] ^ 5 = [14149959202673 + 15737326568682 i + 11213018947486 j + 21201829560298 k]
BICP | Distance=486 | [73 + 486 i + 3 j + 5 k] ^ 9 = [1621501052456373908338273 + 384044539113709068681486 i + 176093178885194994783963 j + -28675438082995042312195 k]
BICP | Distance=486 | [73 + 3 i + 486 j + 5 k] ^ 9 = [1621501052456373908338273 + 176093178885194994783963 i + 384044539113709068681486 j + -28675438082995042312195 k]
BICP | Distance=486 | [73 + 486 i + 4 j + 0 k] ^ 5 = [19454265538673 + 21082141269486 i + 965444110964 j + -655301365920 k]
BICP | Distance=486 | [73 + 4 i + 486 j + 0 k] ^ 5 = [19454265538673 + 965444110964 i + 21082141269486 j + -655301365920 k]
BICP | Distance=486 | [73 + 486 i + 4 j + 0 k] ^ 9 = [1632156515316497473285273 + 381599288212210127802486 i + 45266713888386215370724 j + -113911991688457711333440 k]
BICP | Distance=486 | [73 + 4 i + 486 j + 0 k] ^ 9 = [1632156515316497473285273 + 45266713888386215370724 i + 381599288212210127802486 j + -113911991688457711333440 k]
BICP | Distance=486 | [486 + 73 i + 4 j + 2 k] ^ 5 = [21060388259486 + 19422768271673 i + 637693879364 j + 1137689617002 k]
BICP | Distance=486 | [486 + 73 i + 4 j + 4 k] ^ 5 = [21081442837486 + 19411804102673 i + 310426730324 j + 1620347618964 k]
BICP | Distance=486 | [73 + 486 i + 4 j + 4 k] ^ 5 = [19411804102673 + 21081442837486 i + 1620347618964 j + 310426730324 k]
BICP | Distance=486 | [73 + 4 i + 486 j + 4 k] ^ 5 = [19411804102673 + 1620347618964 i + 21081442837486 j + 310426730324 k]
BICP | Distance=486 | [73 + 486 i + 4 j + 24 k] ^ 5 = [18953701234673 + 20564859141486 i + 4872037030964 j + 5112131558424 k]
BICP | Distance=486 | [73 + 4 i + 486 j + 24 k] ^ 5 = [18953701234673 + 4872037030964 i + 20564859141486 j + 5112131558424 k]
BICP | Distance=486 | [73 + 486 i + 4 j + 30 k] ^ 5 = [18736667809673 + 20243761551486 i + 5836809400964 j + 6533094958230 k]
BICP | Distance=486 | [73 + 4 i + 486 j + 30 k] ^ 5 = [18736667809673 + 5836809400964 i + 20243761551486 j + 6533094958230 k]
BICP | Distance=486 | [73 + 486 i + 4 j + 74 k] ^ 5 = [16035896329673 + 15594790631486 i + 12651557780964 j + 16324133978674 k]
BICP | Distance=486 | [73 + 4 i + 486 j + 74 k] ^ 5 = [16035896329673 + 12651557780964 i + 15594790631486 j + 16324133978674 k]
BICP | Distance=486 | [73 + 486 i + 4 j + 80 k] ^ 5 = [15518284354673 + 14656380341486 i + 13533502430964 j + 17535141178480 k]
BICP | Distance=486 | [73 + 4 i + 486 j + 80 k] ^ 5 = [15518284354673 + 13533502430964 i + 14656380341486 j + 17535141178480 k]
BICP | Distance=486 | [486 + 73 i + 5 j + 3 k] ^ 9 = [384044539113709068681486 + 1621501052456373908338273 i + -28675438082995042312195 j + 176093178885194994783963 k]
BICP | Distance=486 | [486 + 73 i + 5 j + 39 k] ^ 9 = [659642203381648816053486 + 1904086194567325345342273 i + -1088759512395175898629795 j + 646611121333346367226239 k]
BICP | Distance=486 | [486 + 73 i + 5 j + 67 k] ^ 9 = [1151001156452773689417486 + 2538213507613277674162273 i + -2075928082789818718131715 j + 1190697850480629627984667 k]
BICP | Distance=486 | [486 + 73 i + 5 j + 89 k] ^ 9 = [1764306270656432731923486 + 3332192564865942984562273 i + -3046147946934824514049795 j + 1814948028068589863406689 k]
BICP | Distance=486 | [486 + 73 i + 5 j + 139 k] ^ 9 = [4284243866530270317153486 + 6392985024403792216762273 i + -6309814247012057668729795 j + 4321304086324038914727139 k]
BICP | Distance=486 | [486 + 73 i + 5 j + 389 k] ^ 9 = [118332160742624602073703486 + 99271072284359785492462273 i + -99271073624195484311029795 j + 118332153697398208413429389 k]
BICP | Distance=486 | [73 + 486 i + 6 j + 0 k] ^ 5 = [19464533499673 + 21103548111486 i + 1448443213086 j + -983037196080 k]
BICP | Distance=486 | [73 + 6 i + 486 j + 0 k] ^ 5 = [19464533499673 + 1448443213086 i + 21103548111486 j + -983037196080 k]
BICP | Distance=486 | [486 + 73 i + 6 j + 6 k] ^ 5 = [21101967891486 + 19368993954673 i + 466364445726 j + 2430137617086 k]
BICP | Distance=486 | [73 + 486 i + 6 j + 6 k] ^ 5 = [19368993954673 + 21101967891486 i + 2430137617086 j + 466364445726 k]
BICP | Distance=486 | [73 + 6 i + 486 j + 6 k] ^ 5 = [19368993954673 + 2430137617086 i + 21101967891486 j + 466364445726 k]
BICP | Distance=486 | [486 + 73 i + 6 j + 8 k] ^ 5 = [21144249099486 + 19357669141673 i + 139843297086 j + 2913328037848 k]
BICP | Distance=486 | [73 + 486 i + 6 j + 20 k] ^ 5 = [19002781527673 + 20798787867486 i + 4703960665086 j + 3835071228020 k]
BICP | Distance=486 | [73 + 6 i + 486 j + 20 k] ^ 5 = [19002781527673 + 4703960665086 i + 20798787867486 j + 3835071228020 k]
BICP | Distance=486 | [73 + 486 i + 6 j + 26 k] ^ 5 = [18784665882673 + 20540866407486 i + 5669048485086 j + 5265934321826 k]
BICP | Distance=486 | [73 + 6 i + 486 j + 26 k] ^ 5 = [18784665882673 + 5669048485086 i + 20540866407486 j + 5265934321826 k]
BICP | Distance=486 | [73 + 486 i + 6 j + 70 k] ^ 5 = [16078228962673 + 16343519187486 i + 12474492625086 j + 15199369618270 k]
BICP | Distance=486 | [73 + 6 i + 486 j + 70 k] ^ 5 = [16078228962673 + 12474492625086 i + 16343519187486 j + 15199369618270 k]
BICP | Distance=486 | [73 + 486 i + 6 j + 76 k] ^ 5 = [15560382567673 + 15464400627486 i + 13353611185086 j + 16439241912076 k]
BICP | Distance=486 | [73 + 6 i + 486 j + 76 k] ^ 5 = [15560382567673 + 13353611185086 i + 15464400627486 j + 16439241912076 k]
BICP | Distance=486 | [73 + 486 i + 7 j + 23 k] ^ 9 = [1486052867253905446462273 + 388347206147682166623486 i + 717755395282426768997407 j + 64169456023491319201823 k]
BICP | Distance=486 | [73 + 7 i + 486 j + 23 k] ^ 9 = [1486052867253905446462273 + 717755395282426768997407 i + 388347206147682166623486 j + 64169456023491319201823 k]
BICP | Distance=486 | [73 + 486 i + 7 j + 27 k] ^ 9 = [1436958121402913288242273 + 375340922844665322771486 i + 822169477623861289933567 j + 108126356775128673582627 k]
BICP | Distance=486 | [73 + 7 i + 486 j + 27 k] ^ 9 = [1436958121402913288242273 + 822169477623861289933567 i + 375340922844665322771486 j + 108126356775128673582627 k]
BICP | Distance=486 | [486 + 73 i + 8 j + 0 k] ^ 5 = [20996533341486 + 19413196614673 i + 1929410703848 j + 1310148613440 k]
BICP | Distance=486 | [486 + 73 i + 8 j + 2 k] ^ 5 = [21017237239486 + 19381012003673 i + 1602271133848 j + 1791996884682 k]
BICP | Distance=486 | [486 + 73 i + 8 j + 2 k] ^ 9 = [378959177071995280494486 + 1611786898798794515959273 i + 33551001941483859000488 j + 249653256760892721858962 k]
BICP | Distance=486 | [73 + 486 i + 8 j + 6 k] ^ 5 = [19357669141673 + 21144249099486 i + 2913328037848 j + 139843297086 k]
BICP | Distance=486 | [73 + 8 i + 486 j + 6 k] ^ 5 = [19357669141673 + 2913328037848 i + 21144249099486 j + 139843297086 k]
BICP | Distance=486 | [73 + 486 i + 8 j + 36 k] ^ 5 = [18201005818673 + 20044581813486 i + 7729129293448 j + 7307137710036 k]
BICP | Distance=486 | [73 + 8 i + 486 j + 36 k] ^ 5 = [18201005818673 + 7729129293448 i + 20044581813486 j + 7307137710036 k]
BICP | Distance=486 | [73 + 486 i + 8 j + 52 k] ^ 5 = [17213277274673 + 18680429621486 i + 10207871791368 j + 10982748588452 k]
BICP | Distance=486 | [73 + 8 i + 486 j + 52 k] ^ 5 = [17213277274673 + 10207871791368 i + 18680429621486 j + 10982748588452 k]
BICP | Distance=486 | [73 + 486 i + 8 j + 86 k] ^ 5 = [14277301573673 + 14043271723486 i + 15172526159448 j + 18142922478286 k]
BICP | Distance=486 | [73 + 8 i + 486 j + 86 k] ^ 5 = [14277301573673 + 15172526159448 i + 14043271723486 j + 18142922478286 k]
BICP | Distance=486 | [73 + 486 i + 10 j + 52 k] ^ 5 = [17011429783673 + 18823961779486 i + 10658235614610 j + 10679202654452 k]
BICP | Distance=486 | [73 + 10 i + 486 j + 52 k] ^ 5 = [17011429783673 + 10658235614610 i + 18823961779486 j + 10679202654452 k]
BICP | Distance=486 | [73 + 486 i + 10 j + 52 k] ^ 9 = [965433772694117411647273 + 278949557909366163078486 i + 1421452194445727423389210 j + 284652515564218707628852 k]
BICP | Distance=486 | [73 + 10 i + 486 j + 52 k] ^ 9 = [965433772694117411647273 + 1421452194445727423389210 i + 278949557909366163078486 j + 284652515564218707628852 k]
BICP | Distance=486 | [73 + 486 i + 11 j + 45 k] ^ 9 = [1110777126202580529442273 + 351914611637968915113486 i + 1289177227104103712914211 j + 200329708824924456310245 k]
BICP | Distance=486 | [73 + 11 i + 486 j + 45 k] ^ 9 = [1110777126202580529442273 + 1289177227104103712914211 i + 351914611637968915113486 j + 200329708824924456310245 k]
BICP | Distance=486 | [73 + 486 i + 11 j + 51 k] ^ 9 = [980300834730830748262273 + 309682889827139237103486 i + 1410853724795381420374211 j + 256658266699806341173851 k]
BICP | Distance=486 | [73 + 11 i + 486 j + 51 k] ^ 9 = [980300834730830748262273 + 1410853724795381420374211 i + 309682889827139237103486 j + 256658266699806341173851 k]
BICP | Distance=486 | [73 + 486 i + 14 j + 0 k] ^ 5 = [19546687699673 + 21274872831486 i + 3384872771014 j + -2295342871920 k]
BICP | Distance=486 | [73 + 14 i + 486 j + 0 k] ^ 5 = [19546687699673 + 3384872771014 i + 21274872831486 j + -2295342871920 k]
BICP | Distance=486 | [486 + 73 i + 14 j + 2 k] ^ 5 = [20888359111486 + 19287615082673 i + 3045791327014 j + 2771520032202 k]
BICP | Distance=486 | [73 + 486 i + 14 j + 24 k] ^ 5 = [18532911283673 + 21002393079486 i + 7260768923014 j + 3514251308424 k]
BICP | Distance=486 | [73 + 14 i + 486 j + 24 k] ^ 5 = [18532911283673 + 7260768923014 i + 21002393079486 j + 3514251308424 k]
BICP | Distance=486 | [73 + 486 i + 14 j + 30 k] ^ 5 = [18188448658673 + 20741881779486 i + 8205415223014 j + 4949569150230 k]
BICP | Distance=486 | [73 + 14 i + 486 j + 30 k] ^ 5 = [18188448658673 + 8205415223014 i + 20741881779486 j + 4949569150230 k]
BICP | Distance=486 | [73 + 486 i + 14 j + 74 k] ^ 5 = [14579700658673 + 16527325279486 i + 14721424723014 j + 14892198158674 k]
BICP | Distance=486 | [73 + 14 i + 486 j + 74 k] ^ 5 = [14579700658673 + 14721424723014 i + 16527325279486 j + 14892198158674 k]
BICP | Distance=486 | [73 + 486 i + 14 j + 74 k] ^ 9 = [345457784859566933797273 + 172821052267787847678486 i + 1780022701669701652326014 j + 380612722367441924797274 k]
BICP | Distance=486 | [73 + 14 i + 486 j + 74 k] ^ 9 = [345457784859566933797273 + 1780022701669701652326014 i + 172821052267787847678486 j + 380612722367441924797274 k]
BICP | Distance=486 | [73 + 486 i + 14 j + 80 k] ^ 5 = [13943520883673 + 15646560079486 i + 15542195923014 j + 16130163400480 k]
BICP | Distance=486 | [73 + 14 i + 486 j + 80 k] ^ 5 = [13943520883673 + 15542195923014 i + 15646560079486 j + 16130163400480 k]
BICP | Distance=486 | [73 + 486 i + 14 j + 80 k] ^ 9 = [164226196661579283607273 + 104656587521008628958486 i + 1834696615181202812646014 j + 409869891509292436960880 k]
BICP | Distance=486 | [73 + 14 i + 486 j + 80 k] ^ 9 = [164226196661579283607273 + 1834696615181202812646014 i + 104656587521008628958486 j + 409869891509292436960880 k]
BICP | Distance=486 | [73 + 14 i + 452 j + 486 k] ^ 9 = [20238104818032270901622473 + 13651123982733345276332414 i + 6159180621801999408452 j + 23629414455332394659070486 k]
BICP | Distance=486 | [73 + 486 i + 14 j + 480 k] ^ 9 = [29586506018333628584407273 + 11679944357126952295038486 i + 7389901140589818005766014 j + 27011653805831051522724480 k]
BICP | Distance=486 | [73 + 14 i + 486 j + 480 k] ^ 9 = [29586506018333628584407273 + 7389901140589818005766014 i + 11679944357126952295038486 j + 27011653805831051522724480 k]
BICP | Distance=486 | [73 + 486 i + 15 j + 73 k] ^ 9 = [364244935440277210402273 + 213122760056481422673486 i + 1775441056388904086331015 j + 364244935440277210402273 k]
BICP | Distance=486 | [73 + 15 i + 486 j + 73 k] ^ 9 = [364244935440277210402273 + 1775441056388904086331015 i + 213122760056481422673486 j + 364244935440277210402273 k]
BICP | Distance=486 | [73 + 486 i + 18 j + 52 k] ^ 5 = [16243206783673 + 19480945779486 i + 12475118831418 j + 9491693654452 k]
BICP | Distance=486 | [73 + 18 i + 486 j + 52 k] ^ 5 = [16243206783673 + 12475118831418 i + 19480945779486 j + 9491693654452 k]
BICP | Distance=486 | [73 + 486 i + 18 j + 52 k] ^ 9 = [910000436582756448847273 + 468529709357441177478486 i + 1499455339807448259262818 j + 135841917683861275228852 k]
BICP | Distance=486 | [73 + 18 i + 486 j + 52 k] ^ 9 = [910000436582756448847273 + 1499455339807448259262818 i + 468529709357441177478486 j + 135841917683861275228852 k]
BICP | Distance=486 | [73 + 486 i + 18 j + 452 k] ^ 9 = [23936174705356171269967273 + 12594507357357595032678486 i + 1390146050039763429982818 j + 16651032383623076437152452 k]
BICP | Distance=486 | [73 + 18 i + 486 j + 452 k] ^ 9 = [23936174705356171269967273 + 1390146050039763429982818 i + 12594507357357595032678486 j + 16651032383623076437152452 k]
BICP | Distance=486 | [486 + 73 i + 20 j + 6 k] ^ 5 = [20798787867486 + 19002781527673 i + 3835071228020 j + 4703960665086 k]
BICP | Distance=486 | [486 + 73 i + 20 j + 64 k] ^ 5 = [26358961637486 + 18560357962673 i + -5238863557820 j + 19317700935264 k]
BICP | Distance=486 | [486 + 73 i + 20 j + 264 k] ^ 5 = [112579884597486 + 41875311642673 i + -41135329677820 j + 112903923456264 k]
BICP | Distance=486 | [486 + 73 i + 23 j + 7 k] ^ 9 = [388347206147682166623486 + 1486052867253905446462273 i + 64169456023491319201823 j + 717755395282426768997407 k]
BICP | Distance=486 | [486 + 73 i + 24 j + 4 k] ^ 5 = [20564859141486 + 18953701234673 i + 5112131558424 j + 4872037030964 k]
BICP | Distance=486 | [486 + 73 i + 24 j + 14 k] ^ 5 = [21002393079486 + 18532911283673 i + 3514251308424 j + 7260768923014 k]
BICP | Distance=486 | [486 + 73 i + 26 j + 6 k] ^ 5 = [20540866407486 + 18784665882673 i + 5265934321826 j + 5669048485086 k]
BICP | Distance=486 | [486 + 73 i + 26 j + 36 k] ^ 5 = [22682862279486 + 17754123033673 i + 588625141826 j + 12945076927236 k]
BICP | Distance=486 | [486 + 73 i + 27 j + 7 k] ^ 9 = [375340922844665322771486 + 1436958121402913288242273 i + 108126356775128673582627 j + 822169477623861289933567 k]
BICP | Distance=486 | [486 + 73 i + 30 j + 4 k] ^ 5 = [20243761551486 + 18736667809673 i + 6533094958230 j + 5836809400964 k]
BICP | Distance=486 | [486 + 73 i + 30 j + 14 k] ^ 5 = [20741881779486 + 18188448658673 i + 4949569150230 j + 8205415223014 k]
BICP | Distance=486 | [486 + 73 i + 30 j + 86 k] ^ 5 = [30728484747486 + 17101428442673 i + -5654198901930 j + 27053142985486 k]
BICP | Distance=486 | [486 + 73 i + 30 j + 236 k] ^ 5 = [94353515127486 + 29674751857673 i + -28334394741930 j + 94893920276236 k]
BICP | Distance=486 | [486 + 73 i + 30 j + 486 k] ^ 5 = [425330114427486 + 95586591882673 i + -95574999141930 j + 425330114427486 k]
BICP | Distance=486 | [73 + 486 i + 32 j + 48 k] ^ 5 = [15517487158673 + 21250420029486 i + 15176737068832 j + 6559681896048 k]
BICP | Distance=486 | [73 + 32 i + 486 j + 48 k] ^ 5 = [15517487158673 + 15176737068832 i + 21250420029486 j + 6559681896048 k]
BICP | Distance=486 | [73 + 486 i + 32 j + 98 k] ^ 5 = [8602912333673 + 15146492179486 i + 21280664918832 j + 17560717596298 k]
BICP | Distance=486 | [73 + 32 i + 486 j + 98 k] ^ 5 = [8602912333673 + 21280664918832 i + 15146492179486 j + 17560717596298 k]
BICP | Distance=486 | [73 + 486 i + 35 j + 77 k] ^ 9 = [56541992072487940762273 + 811841966322807031953486 i + 2010548813033833372469435 j + 251870357308670535099077 k]
BICP | Distance=486 | [73 + 35 i + 486 j + 77 k] ^ 9 = [56541992072487940762273 + 2010548813033833372469435 i + 811841966322807031953486 j + 251870357308670535099077 k]
BICP | Distance=486 | [73 + 486 i + 36 j + 0 k] ^ 5 = [20112003714673 + 22456098261486 i + 8795440969236 j + -5930408818080 k]
BICP | Distance=486 | [73 + 36 i + 486 j + 0 k] ^ 5 = [20112003714673 + 8795440969236 i + 22456098261486 j + -5930408818080 k]
BICP | Distance=486 | [486 + 73 i + 36 j + 8 k] ^ 5 = [20044581813486 + 18201005818673 i + 7307137710036 j + 7729129293448 k]
BICP | Distance=486 | [73 + 486 i + 36 j + 26 k] ^ 5 = [17754123033673 + 22682862279486 i + 12945076927236 j + 588625141826 k]
BICP | Distance=486 | [73 + 36 i + 486 j + 26 k] ^ 5 = [17754123033673 + 12945076927236 i + 22682862279486 j + 588625141826 k]
BICP | Distance=486 | [486 + 73 i + 36 j + 48 k] ^ 5 = [23894021061486 + 16243952682673 i + 1345243705236 j + 17448007692048 k]
BICP | Distance=486 | [73 + 36 i + 48 j + 486 k] ^ 5 = [23591892468673 + 2679669457236 i + 8532932556048 j + 30739836609486 k]
BICP | Distance=486 | [73 + 486 i + 36 j + 70 k] ^ 5 = [12285693033673 + 19751967279486 i + 18992442427236 j + 11172053650270 k]
BICP | Distance=486 | [73 + 36 i + 486 j + 70 k] ^ 5 = [12285693033673 + 18992442427236 i + 19751967279486 j + 11172053650270 k]
BICP | Distance=486 | [73 + 486 i + 36 j + 70 k] ^ 9 = [286645635019060259347273 + 893784832792920922878486 i + 1980421070569235141414436 j + 137848732026478412420470 k]
BICP | Distance=486 | [73 + 36 i + 486 j + 70 k] ^ 9 = [286645635019060259347273 + 1980421070569235141414436 i + 893784832792920922878486 j + 137848732026478412420470 k]
BICP | Distance=486 | [73 + 486 i + 36 j + 76 k] ^ 5 = [11405429958673 + 19037775429486 i + 19706634277236 j + 12519069342076 k]
BICP | Distance=486 | [73 + 36 i + 486 j + 76 k] ^ 5 = [11405429958673 + 19706634277236 i + 19037775429486 j + 12519069342076 k]
BICP | Distance=486 | [73 + 486 i + 36 j + 76 k] ^ 9 = [83180527165576119277273 + 853796552800978528218486 i + 2020409350561177536074436 j + 231977430158157966204076 k]
BICP | Distance=486 | [73 + 36 i + 486 j + 76 k] ^ 9 = [83180527165576119277273 + 2020409350561177536074436 i + 853796552800978528218486 j + 231977430158157966204076 k]
BICP | Distance=486 | [73 + 486 i + 39 j + 5 k] ^ 9 = [1904086194567325345342273 + 659642203381648816053486 i + 646611121333346367226239 j + -1088759512395175898629795 k]
BICP | Distance=486 | [73 + 39 i + 486 j + 5 k] ^ 9 = [1904086194567325345342273 + 646611121333346367226239 i + 659642203381648816053486 j + -1088759512395175898629795 k]
BICP | Distance=486 | [73 + 486 i + 40 j + 48 k] ^ 5 = [14982941158673 + 22246360029486 i + 17110189285640 j + 5457460896048 k]
BICP | Distance=486 | [73 + 40 i + 486 j + 48 k] ^ 5 = [14982941158673 + 17110189285640 i + 22246360029486 j + 5457460896048 k]
BICP | Distance=486 | [73 + 486 i + 40 j + 98 k] ^ 5 = [7252393933673 + 16484407979486 i + 22872141335640 j + 16777874196298 k]
BICP | Distance=486 | [73 + 40 i + 486 j + 98 k] ^ 5 = [7252393933673 + 22872141335640 i + 16484407979486 j + 16777874196298 k]
BICP | Distance=486 | [486 + 73 i + 45 j + 11 k] ^ 9 = [351914611637968915113486 + 1110777126202580529442273 i + 200329708824924456310245 j + 1289177227104103712914211 k]
BICP | Distance=486 | [486 + 73 i + 48 j + 0 k] ^ 5 = [18612139581486 + 18265163574673 i + 11328490632048 j + 7784599789440 k]
BICP | Distance=486 | [486 + 73 i + 48 j + 2 k] ^ 5 = [18714532527486 + 18063861667673 i + 11011991310048 j + 8235812988682 k]
BICP | Distance=486 | [486 + 73 i + 48 j + 32 k] ^ 5 = [21250420029486 + 15517487158673 i + 6559681896048 j + 15176737068832 k]
BICP | Distance=486 | [73 + 486 i + 48 j + 36 k] ^ 5 = [16243952682673 + 23894021061486 i + 17448007692048 j + 1345243705236 k]
BICP | Distance=486 | [73 + 48 i + 486 j + 36 k] ^ 5 = [16243952682673 + 17448007692048 i + 23894021061486 j + 1345243705236 k]
BICP | Distance=486 | [73 + 48 i + 36 j + 486 k] ^ 5 = [23591892468673 + 8532932556048 i + 2679669457236 j + 30739836609486 k]
BICP | Distance=486 | [486 + 73 i + 48 j + 40 k] ^ 5 = [22246360029486 + 14982941158673 i + 5457460896048 j + 17110189285640 k]
BICP | Distance=486 | [486 + 73 i + 48 j + 82 k] ^ 5 = [29758980879486 + 13105860883673 i + 145480446048 j + 28217800669082 k]
BICP | Distance=486 | [73 + 486 i + 48 j + 86 k] ^ 5 = [8185121157673 + 19720621011486 i + 23443759638048 j + 13464263033486 k]
BICP | Distance=486 | [73 + 48 i + 486 j + 86 k] ^ 5 = [8185121157673 + 23443759638048 i + 19720621011486 j + 13464263033486 k]
BICP | Distance=486 | [486 + 73 i + 51 j + 11 k] ^ 9 = [309682889827139237103486 + 980300834730830748262273 i + 256658266699806341173851 j + 1410853724795381420374211 k]
BICP | Distance=486 | [486 + 73 i + 52 j + 0 k] ^ 5 = [18188921061486 + 18060543114673 i + 12224615348452 j + 8418557590560 k]
BICP | Distance=486 | [486 + 73 i + 52 j + 8 k] ^ 5 = [18680429621486 + 17213277274673 i + 10982748588452 j + 10207871791368 k]
BICP | Distance=486 | [486 + 73 i + 52 j + 10 k] ^ 5 = [18823961779486 + 17011429783673 i + 10679202654452 j + 10658235614610 k]
BICP | Distance=486 | [486 + 73 i + 52 j + 10 k] ^ 9 = [278949557909366163078486 + 965433772694117411647273 i + 284652515564218707628852 j + 1421452194445727423389210 k]
BICP | Distance=486 | [486 + 73 i + 52 j + 18 k] ^ 5 = [19480945779486 + 16243206783673 i + 9491693654452 j + 12475118831418 k]
BICP | Distance=486 | [486 + 73 i + 52 j + 18 k] ^ 9 = [468529709357441177478486 + 910000436582756448847273 i + 135841917683861275228852 j + 1499455339807448259262818 k]
BICP | Distance=486 | [486 + 73 i + 52 j + 60 k] ^ 5 = [25138829829486 + 13186801158673 i + 3882724904452 j + 22668619114860 k]
BICP | Distance=486 | [73 + 486 i + 52 j + 64 k] ^ 5 = [11637637282673 + 22882618261486 i + 22063737556452 j + 7869744959264 k]
BICP | Distance=486 | [73 + 52 i + 486 j + 64 k] ^ 5 = [11637637282673 + 22063737556452 i + 22882618261486 j + 7869744959264 k]
BICP | Distance=486 | [73 + 52 i + 64 j + 486 k] ^ 5 = [25710589076673 + 4189865100452 i + 10043128199264 j + 28621140001486 k]
BICP | Distance=486 | [486 + 73 i + 52 j + 68 k] ^ 5 = [26647786229486 + 12780273958673 i + 2917963104452 j + 24788290531668 k]
BICP | Distance=486 | [73 + 486 i + 57 j + 73 k] ^ 9 = [75831112995931425502273 + 1656196658168505903423486 i + 2447719373536627420717857 j + 75831112995931425502273 k]
BICP | Distance=486 | [73 + 57 i + 486 j + 73 k] ^ 9 = [75831112995931425502273 + 2447719373536627420717857 i + 1656196658168505903423486 j + 75831112995931425502273 k]
BICP | Distance=486 | [73 + 486 i + 57 j + 423 k] ^ 9 = [19978636340195653693642273 + 5684411430551399236713486 i + 2673229219857577903057857 j + 2250293376130351117785423 k]
BICP | Distance=486 | [73 + 57 i + 486 j + 423 k] ^ 9 = [19978636340195653693642273 + 2673229219857577903057857 i + 5684411430551399236713486 j + 2250293376130351117785423 k]
BICP | Distance=486 | [73 + 486 i + 60 j + 52 k] ^ 5 = [13186801158673 + 25138829829486 i + 22668619114860 j + 3882724904452 k]
BICP | Distance=486 | [73 + 60 i + 486 j + 52 k] ^ 5 = [13186801158673 + 22668619114860 i + 25138829829486 j + 3882724904452 k]
BICP | Distance=486 | [73 + 486 i + 60 j + 452 k] ^ 9 = [23868154699892948950957273 + 6435895038925767116058486 i + 10792619302088331359349660 j + 5324348711960436378612452 k]
BICP | Distance=486 | [73 + 60 i + 486 j + 452 k] ^ 9 = [23868154699892948950957273 + 10792619302088331359349660 i + 6435895038925767116058486 j + 5324348711960436378612452 k]
BICP | Distance=486 | [73 + 486 i + 61 j + 451 k] ^ 9 = [23785858753520159483242273 + 6301104902816578853793486 i + 10632882887325525039354661 j + 4856155206231046971717451 k]
BICP | Distance=486 | [73 + 61 i + 486 j + 451 k] ^ 9 = [23785858753520159483242273 + 10632882887325525039354661 i + 6301104902816578853793486 j + 4856155206231046971717451 k]
BICP | Distance=486 | [73 + 486 i + 64 j + 0 k] ^ 5 = [21554975734673 + 25489389501486 i + 16051019411264 j + -10670102161920 k]
BICP | Distance=486 | [73 + 64 i + 486 j + 0 k] ^ 5 = [21554975734673 + 16051019411264 i + 25489389501486 j + -10670102161920 k]
BICP | Distance=486 | [486 + 73 i + 64 j + 2 k] ^ 5 = [16856884511486 + 17082507907673 i + 14532178505264 j + 10724729528202 k]
BICP | Distance=486 | [73 + 486 i + 64 j + 20 k] ^ 5 = [18560357962673 + 26358961637486 i + 19317700935264 j + -5238863557820 k]
BICP | Distance=486 | [73 + 64 i + 486 j + 20 k] ^ 5 = [18560357962673 + 19317700935264 i + 26358961637486 j + -5238863557820 k]
BICP | Distance=486 | [486 + 73 i + 64 j + 52 k] ^ 5 = [22882618261486 + 11637637282673 i + 7869744959264 j + 22063737556452 k]
BICP | Distance=486 | [73 + 64 i + 52 j + 486 k] ^ 5 = [25710589076673 + 10043128199264 i + 4189865100452 j + 28621140001486 k]
BICP | Distance=486 | [73 + 486 i + 64 j + 74 k] ^ 5 = [8631979333673 + 24227914979486 i + 26098858773264 j + 9089507558674 k]
BICP | Distance=486 | [73 + 64 i + 486 j + 74 k] ^ 5 = [8631979333673 + 26098858773264 i + 24227914979486 j + 9089507558674 k]
BICP | Distance=486 | [73 + 486 i + 64 j + 74 k] ^ 9 = [6557201902939570027273 + 1949867560786784390598486 i + 2654950952854584758906464 j + 81915420842219346637274 k]
BICP | Distance=486 | [73 + 64 i + 486 j + 74 k] ^ 9 = [6557201902939570027273 + 2654950952854584758906464 i + 1949867560786784390598486 j + 81915420842219346637274 k]
BICP | Distance=486 | [73 + 486 i + 64 j + 80 k] ^ 5 = [7382543158673 + 23597114429486 i + 26649805923264 j + 10584224350480 k]
BICP | Distance=486 | [73 + 64 i + 486 j + 80 k] ^ 5 = [7382543158673 + 26649805923264 i + 23597114429486 j + 10584224350480 k]
BICP | Distance=486 | [73 + 486 i + 64 j + 424 k] ^ 9 = [20499162185883421310317273 + 4729174789519599775818486 i + 3611355925750507141046464 j + 761576881613901774840424 k]
BICP | Distance=486 | [73 + 64 i + 486 j + 424 k] ^ 9 = [20499162185883421310317273 + 3611355925750507141046464 i + 4729174789519599775818486 j + 761576881613901774840424 k]
BICP | Distance=486 | [73 + 64 i + 452 j + 486 k] ^ 9 = [13130552167175973856479673 + 23231675075472560464603264 i + 312565991543630464668452 j + 8151885553028052119250486 k]
BICP | Distance=486 | [73 + 486 i + 64 j + 480 k] ^ 9 = [26021017384219743856717273 + 6295603295208259766538486 i + 21729967516475354639846464 j + 8855650852307077503264480 k]
BICP | Distance=486 | [73 + 64 i + 486 j + 480 k] ^ 9 = [26021017384219743856717273 + 21729967516475354639846464 i + 6295603295208259766538486 j + 8855650852307077503264480 k]
BICP | Distance=486 | [73 + 486 i + 65 j + 73 k] ^ 9 = [47382504298999464022273 + 1997594895641295708183486 i + 2683682640655756190711465 j + 47382504298999464022273 k]
BICP | Distance=486 | [73 + 65 i + 486 j + 73 k] ^ 9 = [47382504298999464022273 + 2683682640655756190711465 i + 1997594895641295708183486 j + 47382504298999464022273 k]
BICP | Distance=486 | [73 + 486 i + 65 j + 423 k] ^ 9 = [20414700744781108803682273 + 4530023386798810947633486 i + 3466948118999659605851465 j + 437650104622192996545423 k]
BICP | Distance=486 | [73 + 65 i + 486 j + 423 k] ^ 9 = [20414700744781108803682273 + 3466948118999659605851465 i + 4530023386798810947633486 j + 437650104622192996545423 k]
BICP | Distance=486 | [73 + 486 i + 67 j + 5 k] ^ 9 = [2538213507613277674162273 + 1151001156452773689417486 i + 1190697850480629627984667 j + -2075928082789818718131715 k]
BICP | Distance=486 | [73 + 67 i + 486 j + 5 k] ^ 9 = [2538213507613277674162273 + 1190697850480629627984667 i + 1151001156452773689417486 j + -2075928082789818718131715 k]
BICP | Distance=486 | [73 + 486 i + 68 j + 52 k] ^ 5 = [12780273958673 + 26647786229486 i + 24788290531668 j + 2917963104452 k]
BICP | Distance=486 | [73 + 68 i + 486 j + 52 k] ^ 5 = [12780273958673 + 24788290531668 i + 26647786229486 j + 2917963104452 k]
BICP | Distance=486 | [73 + 486 i + 68 j + 452 k] ^ 9 = [24122922668994654791917273 + 5610665310468935142138486 i + 11943025771891818843943268 j + 2744900073601302039972452 k]
BICP | Distance=486 | [73 + 68 i + 486 j + 452 k] ^ 9 = [24122922668994654791917273 + 11943025771891818843943268 i + 5610665310468935142138486 j + 2744900073601302039972452 k]
BICP | Distance=486 | [486 + 73 i + 70 j + 6 k] ^ 5 = [16343519187486 + 16078228962673 i + 15199369618270 j + 12474492625086 k]
BICP | Distance=486 | [486 + 73 i + 70 j + 36 k] ^ 5 = [19751967279486 + 12285693033673 i + 11172053650270 j + 18992442427236 k]
BICP | Distance=486 | [486 + 73 i + 70 j + 36 k] ^ 9 = [893784832792920922878486 + 286645635019060259347273 i + 137848732026478412420470 j + 1980421070569235141414436 k]
BICP | Distance=486 | [486 + 73 i + 70 j + 86 k] ^ 5 = [29602179779486 + 7645359058673 i + 6039706850270 j + 31613216577486 k]
BICP | Distance=486 | [486 + 73 i + 70 j + 264 k] ^ 5 = [118016381067486 + 2550622677673 i + -2195319197570 j + 119250337986264 k]
BICP | Distance=486 | [486 + 73 i + 73 j + 15 k] ^ 9 = [213122760056481422673486 + 364244935440277210402273 i + 364244935440277210402273 j + 1775441056388904086331015 k]
BICP | Distance=486 | [486 + 73 i + 73 j + 57 k] ^ 9 = [1656196658168505903423486 + 75831112995931425502273 i + 75831112995931425502273 j + 2447719373536627420717857 k]
BICP | Distance=486 | [486 + 73 i + 73 j + 65 k] ^ 9 = [1997594895641295708183486 + 47382504298999464022273 i + 47382504298999464022273 j + 2683682640655756190711465 k]
BICP | Distance=486 | [486 + 73 i + 74 j + 4 k] ^ 5 = [15594790631486 + 16035896329673 i + 16324133978674 j + 12651557780964 k]
BICP | Distance=486 | [486 + 73 i + 74 j + 14 k] ^ 5 = [16527325279486 + 14579700658673 i + 14892198158674 j + 14721424723014 k]
BICP | Distance=486 | [486 + 73 i + 74 j + 14 k] ^ 9 = [172821052267787847678486 + 345457784859566933797273 i + 380612722367441924797274 j + 1780022701669701652326014 k]
BICP | Distance=486 | [486 + 73 i + 74 j + 64 k] ^ 5 = [24227914979486 + 8631979333673 i + 9089507558674 j + 26098858773264 k]
BICP | Distance=486 | [486 + 73 i + 74 j + 64 k] ^ 9 = [1949867560786784390598486 + 6557201902939570027273 i + 81915420842219346637274 j + 2654950952854584758906464 k]
BICP | Distance=486 | [486 + 73 i + 76 j + 6 k] ^ 5 = [15464400627486 + 15560382567673 i + 16439241912076 j + 13353611185086 k]
BICP | Distance=486 | [486 + 73 i + 76 j + 36 k] ^ 5 = [19037775429486 + 11405429958673 i + 12519069342076 j + 19706634277236 k]
BICP | Distance=486 | [486 + 73 i + 76 j + 36 k] ^ 9 = [853796552800978528218486 + 83180527165576119277273 i + 231977430158157966204076 j + 2020409350561177536074436 k]
BICP | Distance=486 | [486 + 73 i + 76 j + 86 k] ^ 5 = [29116262579486 + 6123534583673 i + 7729186792076 j + 32099133777486 k]
BICP | Distance=486 | [486 + 73 i + 77 j + 35 k] ^ 9 = [811841966322807031953486 + 56541992072487940762273 i + 251870357308670535099077 j + 2010548813033833372469435 k]
BICP | Distance=486 | [486 + 73 i + 80 j + 4 k] ^ 5 = [14656380341486 + 15518284354673 i + 17535141178480 j + 13533502430964 k]
BICP | Distance=486 | [486 + 73 i + 80 j + 14 k] ^ 5 = [15646560079486 + 13943520883673 i + 16130163400480 j + 15542195923014 k]
BICP | Distance=486 | [486 + 73 i + 80 j + 14 k] ^ 9 = [104656587521008628958486 + 164226196661579283607273 i + 409869891509292436960880 j + 1834696615181202812646014 k]
BICP | Distance=486 | [486 + 73 i + 80 j + 64 k] ^ 5 = [23597114429486 + 7382543158673 i + 10584224350480 j + 26649805923264 k]
BICP | Distance=486 | [73 + 486 i + 82 j + 48 k] ^ 5 = [13105860883673 + 29758980879486 i + 28217800669082 j + 145480446048 k]
BICP | Distance=486 | [73 + 82 i + 486 j + 48 k] ^ 5 = [13105860883673 + 28217800669082 i + 29758980879486 j + 145480446048 k]
BICP | Distance=486 | [73 + 486 i + 82 j + 98 k] ^ 5 = [900713458673 + 25592498579486 i + 32384282969082 j + 13861093896298 k]
BICP | Distance=486 | [73 + 82 i + 486 j + 98 k] ^ 5 = [900713458673 + 32384282969082 i + 25592498579486 j + 13861093896298 k]
BICP | Distance=486 | [73 + 486 i + 86 j + 0 k] ^ 5 = [23262968779673 + 29113255791486 i + 22227019309486 j + -14539322908080 k]
BICP | Distance=486 | [73 + 86 i + 486 j + 0 k] ^ 5 = [23262968779673 + 22227019309486 i + 29113255791486 j + -14539322908080 k]
BICP | Distance=486 | [486 + 73 i + 86 j + 8 k] ^ 5 = [14043271723486 + 14277301573673 i + 18142922478286 j + 15172526159448 k]
BICP | Distance=486 | [73 + 486 i + 86 j + 30 k] ^ 5 = [17101428442673 + 30728484747486 i + 27053142985486 j + -5654198901930 k]
BICP | Distance=486 | [73 + 86 i + 486 j + 30 k] ^ 5 = [17101428442673 + 27053142985486 i + 30728484747486 j + -5654198901930 k]
BICP | Distance=486 | [486 + 73 i + 86 j + 48 k] ^ 5 = [19720621011486 + 8185121157673 i + 13464263033486 j + 23443759638048 k]
BICP | Distance=486 | [73 + 486 i + 86 j + 70 k] ^ 5 = [7645359058673 + 29602179779486 i + 31613216577486 j + 6039706850270 k]
BICP | Distance=486 | [73 + 86 i + 486 j + 70 k] ^ 5 = [7645359058673 + 31613216577486 i + 29602179779486 j + 6039706850270 k]
BICP | Distance=486 | [73 + 486 i + 86 j + 76 k] ^ 5 = [6123534583673 + 29116262579486 i + 32099133777486 j + 7729186792076 k]
BICP | Distance=486 | [73 + 86 i + 486 j + 76 k] ^ 5 = [6123534583673 + 32099133777486 i + 29116262579486 j + 7729186792076 k]
BICP | Distance=486 | [486 + 73 i + 86 j + 98 k] ^ 5 = [31430164111486 + 2257230082673 i + 9810485137486 j + 36163720616298 k]
BICP | Distance=486 | [73 + 86 i + 98 j + 486 k] ^ 5 = [31899446114673 + 5249160685486 i + 11102423784298 j + 22432282963486 k]
BICP | Distance=486 | [73 + 486 i + 89 j + 5 k] ^ 9 = [3332192564865942984562273 + 1764306270656432731923486 i + 1814948028068589863406689 j + -3046147946934824514049795 k]
BICP | Distance=486 | [73 + 89 i + 486 j + 5 k] ^ 9 = [3332192564865942984562273 + 1814948028068589863406689 i + 1764306270656432731923486 j + -3046147946934824514049795 k]
BICP | Distance=486 | [486 + 73 i + 98 j + 0 k] ^ 5 = [11010800691486 + 14549225229673 i + 21485898172298 j + 15385938679440 k]
BICP | Distance=486 | [486 + 73 i + 98 j + 2 k] ^ 5 = [11213018947486 + 14149959202673 i + 21201829560298 j + 15737326568682 k]
BICP | Distance=486 | [486 + 73 i + 98 j + 32 k] ^ 5 = [15146492179486 + 8602912333673 i + 17560717596298 j + 21280664918832 k]
BICP | Distance=486 | [486 + 73 i + 98 j + 40 k] ^ 5 = [16484407979486 + 7252393933673 i + 16777874196298 j + 22872141335640 k]
BICP | Distance=486 | [486 + 73 i + 98 j + 82 k] ^ 5 = [25592498579486 + 900713458673 i + 13861093896298 j + 32384282969082 k]
BICP | Distance=486 | [73 + 486 i + 98 j + 86 k] ^ 5 = [2257230082673 + 31430164111486 i + 36163720616298 j + 9810485137486 k]
BICP | Distance=486 | [73 + 98 i + 486 j + 86 k] ^ 5 = [2257230082673 + 36163720616298 i + 31430164111486 j + 9810485137486 k]
BICP | Distance=486 | [73 + 98 i + 86 j + 486 k] ^ 5 = [31899446114673 + 11102423784298 i + 5249160685486 j + 22432282963486 k]
BICP | Distance=486 | [73 + 486 i + 139 j + 5 k] ^ 9 = [6392985024403792216762273 + 4284243866530270317153486 i + 4321304086324038914727139 j + -6309814247012057668729795 k]
BICP | Distance=486 | [73 + 139 i + 486 j + 5 k] ^ 9 = [6392985024403792216762273 + 4321304086324038914727139 i + 4284243866530270317153486 j + -6309814247012057668729795 k]
BICP | Distance=486 | [73 + 486 i + 236 j + 0 k] ^ 5 = [49171458274673 + 88209720981486 i + 88030316930236 j + -47986739578080 k]
BICP | Distance=486 | [73 + 236 i + 486 j + 0 k] ^ 5 = [49171458274673 + 88030316930236 i + 88209720981486 j + -47986739578080 k]
BICP | Distance=486 | [73 + 486 i + 236 j + 30 k] ^ 5 = [29674751857673 + 94353515127486 i + 94893920276236 j + -28334394741930 k]
BICP | Distance=486 | [73 + 236 i + 486 j + 30 k] ^ 5 = [29674751857673 + 94893920276236 i + 94353515127486 j + -28334394741930 k]
BICP | Distance=486 | [73 + 486 i + 264 j + 0 k] ^ 5 = [56999518374673 + 107458577181486 i + 107470884972264 j + -56302615321920 k]
BICP | Distance=486 | [73 + 264 i + 486 j + 0 k] ^ 5 = [56999518374673 + 107470884972264 i + 107458577181486 j + -56302615321920 k]
BICP | Distance=486 | [73 + 486 i + 264 j + 20 k] ^ 5 = [41875311642673 + 112579884597486 i + 112903923456264 j + -41135329677820 k]
BICP | Distance=486 | [73 + 264 i + 486 j + 20 k] ^ 5 = [41875311642673 + 112903923456264 i + 112579884597486 j + -41135329677820 k]
BICP | Distance=486 | [73 + 486 i + 264 j + 70 k] ^ 5 = [2550622677673 + 118016381067486 i + 119250337986264 j + -2195319197570 k]
BICP | Distance=486 | [73 + 264 i + 486 j + 70 k] ^ 5 = [2550622677673 + 119250337986264 i + 118016381067486 j + -2195319197570 k]
BICP | Distance=486 | [73 + 486 i + 389 j + 5 k] ^ 9 = [99271072284359785492462273 + 118332160742624602073703486 i + 118332153697398208413429389 j + -99271073624195484311029795 k]
BICP | Distance=486 | [73 + 389 i + 486 j + 5 k] ^ 9 = [99271072284359785492462273 + 118332153697398208413429389 i + 118332160742624602073703486 j + -99271073624195484311029795 k]
BICP | Distance=486 | [486 + 73 i + 423 j + 57 k] ^ 9 = [5684411430551399236713486 + 19978636340195653693642273 i + 2250293376130351117785423 j + 2673229219857577903057857 k]
BICP | Distance=486 | [486 + 73 i + 423 j + 65 k] ^ 9 = [4530023386798810947633486 + 20414700744781108803682273 i + 437650104622192996545423 j + 3466948118999659605851465 k]
BICP | Distance=486 | [486 + 73 i + 424 j + 64 k] ^ 9 = [4729174789519599775818486 + 20499162185883421310317273 i + 761576881613901774840424 j + 3611355925750507141046464 k]
BICP | Distance=486 | [486 + 73 i + 451 j + 61 k] ^ 9 = [6301104902816578853793486 + 23785858753520159483242273 i + 4856155206231046971717451 j + 10632882887325525039354661 k]
BICP | Distance=486 | [73 + 452 i + 14 j + 486 k] ^ 9 = [20238104818032270901622473 + 6159180621801999408452 i + 13651123982733345276332414 j + 23629414455332394659070486 k]
BICP | Distance=486 | [486 + 73 i + 452 j + 18 k] ^ 9 = [12594507357357595032678486 + 23936174705356171269967273 i + 16651032383623076437152452 j + 1390146050039763429982818 k]
BICP | Distance=486 | [486 + 73 i + 452 j + 60 k] ^ 9 = [6435895038925767116058486 + 23868154699892948950957273 i + 5324348711960436378612452 j + 10792619302088331359349660 k]
BICP | Distance=486 | [73 + 452 i + 64 j + 486 k] ^ 9 = [13130552167175973856479673 + 312565991543630464668452 i + 23231675075472560464603264 j + 8151885553028052119250486 k]
BICP | Distance=486 | [486 + 73 i + 452 j + 68 k] ^ 9 = [5610665310468935142138486 + 24122922668994654791917273 i + 2744900073601302039972452 j + 11943025771891818843943268 k]
BICP | Distance=486 | [486 + 73 i + 480 j + 14 k] ^ 9 = [11679944357126952295038486 + 29586506018333628584407273 i + 27011653805831051522724480 j + 7389901140589818005766014 k]
BICP | Distance=486 | [486 + 73 i + 480 j + 64 k] ^ 9 = [6295603295208259766538486 + 26021017384219743856717273 i + 8855650852307077503264480 j + 21729967516475354639846464 k]
BICP | Distance=486 | [73 + 486 i + 486 j + 0 k] ^ 5 = [161066955099673 + 409411871631486 i + 409411871631486 j + -161064882028080 k]
BICP | Distance=486 | [73 + 486 i + 486 j + 0 k] ^ 5 = [161066955099673 + 409411871631486 i + 409411871631486 j + -161064882028080 k]
BICP | Distance=486 | [73 + 486 i + 486 j + 30 k] ^ 5 = [95586591882673 + 425330114427486 i + 425330114427486 j + -95574999141930 k]
BICP | Distance=486 | [73 + 486 i + 486 j + 30 k] ^ 5 = [95586591882673 + 425330114427486 i + 425330114427486 j + -95574999141930 k]
BICP | Distance=486 | [74 + 486 i + 1 j + 2 k] ^ 5 = [19681026638674 + 20899010671486 i + 572168151561 j + 314631828202 k]
BICP | Distance=486 | [74 + 1 i + 486 j + 2 k] ^ 5 = [19681026638674 + 572168151561 i + 20899010671486 j + 314631828202 k]
BICP | Distance=486 | [74 + 486 i + 1 j + 52 k] ^ 5 = [18173467058674 + 18084765071486 i + 8750107566561 j + 12011310858452 k]
BICP | Distance=486 | [74 + 1 i + 486 j + 52 k] ^ 5 = [18173467058674 + 8750107566561 i + 18084765071486 j + 12011310858452 k]
BICP | Distance=486 | [486 + 74 i + 2 j + 1 k] ^ 5 = [20899010671486 + 19681026638674 i + 314631828202 j + 572168151561 k]
BICP | Distance=486 | [486 + 74 i + 3 j + 4 k] ^ 5 = [20920096323486 + 19664867150674 i + 57363682323 j + 1459001104964 k]
BICP | Distance=486 | [74 + 486 i + 4 j + 3 k] ^ 5 = [19664867150674 + 20920096323486 i + 1459001104964 j + 57363682323 k]
BICP | Distance=486 | [74 + 4 i + 486 j + 3 k] ^ 5 = [19664867150674 + 1459001104964 i + 20920096323486 j + 57363682323 k]
BICP | Distance=486 | [74 + 486 i + 4 j + 23 k] ^ 5 = [19223962658674 + 20448435631486 i + 4755613520964 j + 4841870134423 k]
BICP | Distance=486 | [74 + 4 i + 486 j + 23 k] ^ 5 = [19223962658674 + 4755613520964 i + 20448435631486 j + 4841870134423 k]
BICP | Distance=486 | [74 + 486 i + 4 j + 73 k] ^ 5 = [16324133978674 + 15594790631486 i + 12651557780964 j + 16035896329673 k]
BICP | Distance=486 | [74 + 4 i + 486 j + 73 k] ^ 5 = [16324133978674 + 12651557780964 i + 15594790631486 j + 16035896329673 k]
BICP | Distance=486 | [74 + 486 i + 5 j + 474 k] ^ 9 = [29615415203024684406190874 + 13918028507100377769798486 i + 2331062840710529273465525 j + 27480845284733363004786474 k]
BICP | Distance=486 | [74 + 5 i + 486 j + 474 k] ^ 9 = [29615415203024684406190874 + 2331062840710529273465525 i + 13918028507100377769798486 j + 27480845284733363004786474 k]
BICP | Distance=486 | [74 + 486 i + 6 j + 7 k] ^ 5 = [19590380514674 + 20929936659486 i + 2602168849086 j + 687751005727 k]
BICP | Distance=486 | [74 + 6 i + 486 j + 7 k] ^ 5 = [19590380514674 + 2602168849086 i + 20929936659486 j + 687751005727 k]
BICP | Distance=486 | [74 + 486 i + 6 j + 27 k] ^ 5 = [18981464478674 + 20329283367486 i + 5880631525086 j + 5462732917827 k]
BICP | Distance=486 | [74 + 6 i + 486 j + 27 k] ^ 5 = [18981464478674 + 5880631525086 i + 20329283367486 j + 5462732917827 k]
BICP | Distance=486 | [74 + 486 i + 6 j + 77 k] ^ 5 = [15672812538674 + 15165026067486 i + 13652985745086 j + 16551671883077 k]
BICP | Distance=486 | [74 + 6 i + 486 j + 77 k] ^ 5 = [15672812538674 + 13652985745086 i + 15165026067486 j + 16551671883077 k]
BICP | Distance=486 | [486 + 74 i + 7 j + 6 k] ^ 5 = [20929936659486 + 19590380514674 i + 687751005727 j + 2602168849086 k]
BICP | Distance=486 | [486 + 74 i + 8 j + 9 k] ^ 5 = [20993166675486 + 19541883030674 i + 432775065848 j + 3488956800489 k]
BICP | Distance=486 | [74 + 486 i + 9 j + 8 k] ^ 5 = [19541883030674 + 20993166675486 i + 3488956800489 j + 432775065848 k]
BICP | Distance=486 | [74 + 9 i + 486 j + 8 k] ^ 5 = [19541883030674 + 3488956800489 i + 20993166675486 j + 432775065848 k]
BICP | Distance=486 | [74 + 486 i + 9 j + 48 k] ^ 5 = [17618298558674 + 18984123387486 i + 9915544032489 j + 9856509690048 k]
BICP | Distance=486 | [74 + 9 i + 486 j + 48 k] ^ 5 = [17618298558674 + 9915544032489 i + 18984123387486 j + 9856509690048 k]
BICP | Distance=486 | [74 + 486 i + 9 j + 98 k] ^ 5 = [12961979718674 + 11847072087486 i + 17173572837489 j + 20132585500298 k]
BICP | Distance=486 | [74 + 9 i + 486 j + 98 k] ^ 5 = [12961979718674 + 17173572837489 i + 11847072087486 j + 20132585500298 k]
BICP | Distance=486 | [74 + 486 i + 11 j + 52 k] ^ 5 = [17137387958674 + 18747374779486 i + 10982714839611 j + 10452205254452 k]
BICP | Distance=486 | [74 + 11 i + 486 j + 52 k] ^ 5 = [17137387958674 + 10982714839611 i + 18747374779486 j + 10452205254452 k]
BICP | Distance=486 | [74 + 486 i + 11 j + 52 k] ^ 9 = [966012318712270700077274 + 282752971584644053878486 i + 1437783643037876603599211 j + 242369750681246292988852 k]
BICP | Distance=486 | [74 + 11 i + 486 j + 52 k] ^ 9 = [966012318712270700077274 + 1437783643037876603599211 i + 282752971584644053878486 j + 242369750681246292988852 k]
BICP | Distance=486 | [74 + 486 i + 14 j + 23 k] ^ 5 = [18826690058674 + 20878643579486 i + 7137019423014 j + 3220472533423 k]
BICP | Distance=486 | [74 + 14 i + 486 j + 23 k] ^ 5 = [18826690058674 + 7137019423014 i + 20878643579486 j + 3220472533423 k]
BICP | Distance=486 | [74 + 486 i + 14 j + 73 k] ^ 5 = [14892198158674 + 16527325279486 i + 14721424723014 j + 14579700658673 k]
BICP | Distance=486 | [74 + 14 i + 486 j + 73 k] ^ 5 = [14892198158674 + 14721424723014 i + 16527325279486 j + 14579700658673 k]
BICP | Distance=486 | [74 + 486 i + 14 j + 73 k] ^ 9 = [380612722367441924797274 + 172821052267787847678486 i + 1780022701669701652326014 j + 345457784859566933797273 k]
BICP | Distance=486 | [74 + 14 i + 486 j + 73 k] ^ 9 = [380612722367441924797274 + 1780022701669701652326014 i + 172821052267787847678486 j + 345457784859566933797273 k]
BICP | Distance=486 | [486 + 74 i + 23 j + 4 k] ^ 5 = [20448435631486 + 19223962658674 i + 4841870134423 j + 4755613520964 k]
BICP | Distance=486 | [486 + 74 i + 23 j + 14 k] ^ 5 = [20878643579486 + 18826690058674 i + 3220472533423 j + 7137019423014 k]
BICP | Distance=486 | [486 + 74 i + 27 j + 6 k] ^ 5 = [20329283367486 + 18981464478674 i + 5462732917827 j + 5880631525086 k]
BICP | Distance=486 | [486 + 74 i + 27 j + 36 k] ^ 5 = [22509613179486 + 17898902358674 i + 733404466827 j + 13118326027236 k]
BICP | Distance=486 | [74 + 486 i + 36 j + 27 k] ^ 5 = [17898902358674 + 22509613179486 i + 13118326027236 j + 733404466827 k]
BICP | Distance=486 | [74 + 36 i + 486 j + 27 k] ^ 5 = [17898902358674 + 13118326027236 i + 22509613179486 j + 733404466827 k]
BICP | Distance=486 | [74 + 486 i + 36 j + 77 k] ^ 5 = [11476303158674 + 18794776779486 i + 19949632927236 j + 12589942542077 k]
BICP | Distance=486 | [74 + 36 i + 486 j + 77 k] ^ 5 = [11476303158674 + 19949632927236 i + 18794776779486 j + 12589942542077 k]
BICP | Distance=486 | [74 + 486 i + 36 j + 77 k] ^ 9 = [63731599590362162797274 + 841397158371354933078486 i + 2032808744990801131214436 j + 212528502582944009724077 k]
BICP | Distance=486 | [74 + 36 i + 486 j + 77 k] ^ 9 = [63731599590362162797274 + 2032808744990801131214436 i + 841397158371354933078486 j + 212528502582944009724077 k]
BICP | Distance=486 | [74 + 486 i + 39 j + 48 k] ^ 5 = [15289886958674 + 21977104779486 i + 16929700485639 j + 5462330646048 k]
BICP | Distance=486 | [74 + 39 i + 486 j + 48 k] ^ 5 = [15289886958674 + 16929700485639 i + 21977104779486 j + 5462330646048 k]
BICP | Distance=486 | [74 + 486 i + 39 j + 98 k] ^ 5 = [7619742258674 + 16215154179486 i + 22836025560639 j + 16697944696298 k]
BICP | Distance=486 | [74 + 39 i + 486 j + 98 k] ^ 5 = [7619742258674 + 22836025560639 i + 16215154179486 j + 16697944696298 k]
BICP | Distance=486 | [486 + 74 i + 48 j + 9 k] ^ 5 = [18984123387486 + 17618298558674 i + 9856509690048 j + 9915544032489 k]
BICP | Distance=486 | [486 + 74 i + 48 j + 39 k] ^ 5 = [21977104779486 + 15289886958674 i + 5462330646048 j + 16929700485639 k]
BICP | Distance=486 | [486 + 74 i + 52 j + 1 k] ^ 5 = [18084765071486 + 18173467058674 i + 12011310858452 j + 8750107566561 k]
BICP | Distance=486 | [486 + 74 i + 52 j + 11 k] ^ 5 = [18747374779486 + 17137387958674 i + 10452205254452 j + 10982714839611 k]
BICP | Distance=486 | [486 + 74 i + 52 j + 11 k] ^ 9 = [282752971584644053878486 + 966012318712270700077274 i + 242369750681246292988852 j + 1437783643037876603599211 k]
BICP | Distance=486 | [486 + 74 i + 52 j + 61 k] ^ 5 = [25196653979486 + 13394291558674 i + 3578283354452 j + 22982572914861 k]
BICP | Distance=486 | [74 + 486 i + 61 j + 52 k] ^ 5 = [13394291558674 + 25196653979486 i + 22982572914861 j + 3578283354452 k]
BICP | Distance=486 | [74 + 61 i + 486 j + 52 k] ^ 5 = [13394291558674 + 22982572914861 i + 25196653979486 j + 3578283354452 k]
BICP | Distance=486 | [74 + 486 i + 61 j + 452 k] ^ 9 = [24046443987562584021037274 + 6010951123669941782358486 i + 10923036666472162110789661 j + 5116740440273471509512452 k]
BICP | Distance=486 | [74 + 61 i + 486 j + 452 k] ^ 9 = [24046443987562584021037274 + 10923036666472162110789661 i + 6010951123669941782358486 j + 5116740440273471509512452 k]
BICP | Distance=486 | [74 + 486 i + 64 j + 73 k] ^ 5 = [9089507558674 + 24227914979486 i + 26098858773264 j + 8631979333673 k]
BICP | Distance=486 | [74 + 64 i + 486 j + 73 k] ^ 5 = [9089507558674 + 26098858773264 i + 24227914979486 j + 8631979333673 k]
BICP | Distance=486 | [74 + 486 i + 64 j + 73 k] ^ 9 = [81915420842219346637274 + 1949867560786784390598486 i + 2654950952854584758906464 j + 6557201902939570027273 k]
BICP | Distance=486 | [74 + 64 i + 486 j + 73 k] ^ 9 = [81915420842219346637274 + 2654950952854584758906464 i + 1949867560786784390598486 j + 6557201902939570027273 k]
BICP | Distance=486 | [74 + 486 i + 64 j + 423 k] ^ 9 = [20447017655091827353837274 + 4440216229685563361958486 i + 3322397365916470727186464 j + 813721412405495731320423 k]
BICP | Distance=486 | [74 + 64 i + 486 j + 423 k] ^ 9 = [20447017655091827353837274 + 3322397365916470727186464 i + 4440216229685563361958486 j + 813721412405495731320423 k]
BICP | Distance=486 | [486 + 74 i + 73 j + 4 k] ^ 5 = [15594790631486 + 16324133978674 i + 16035896329673 j + 12651557780964 k]
BICP | Distance=486 | [486 + 74 i + 73 j + 14 k] ^ 5 = [16527325279486 + 14892198158674 i + 14579700658673 j + 14721424723014 k]
BICP | Distance=486 | [486 + 74 i + 73 j + 14 k] ^ 9 = [172821052267787847678486 + 380612722367441924797274 i + 345457784859566933797273 j + 1780022701669701652326014 k]
BICP | Distance=486 | [486 + 74 i + 73 j + 64 k] ^ 5 = [24227914979486 + 9089507558674 i + 8631979333673 j + 26098858773264 k]
BICP | Distance=486 | [486 + 74 i + 73 j + 64 k] ^ 9 = [1949867560786784390598486 + 81915420842219346637274 i + 6557201902939570027273 j + 2654950952854584758906464 k]
BICP | Distance=486 | [486 + 74 i + 77 j + 6 k] ^ 5 = [15165026067486 + 15672812538674 i + 16551671883077 j + 13652985745086 k]
BICP | Distance=486 | [486 + 74 i + 77 j + 36 k] ^ 5 = [18794776779486 + 11476303158674 i + 12589942542077 j + 19949632927236 k]
BICP | Distance=486 | [486 + 74 i + 77 j + 36 k] ^ 9 = [841397158371354933078486 + 63731599590362162797274 i + 212528502582944009724077 j + 2032808744990801131214436 k]
BICP | Distance=486 | [486 + 74 i + 77 j + 86 k] ^ 5 = [28951263779486 + 6146064458674 i + 7751716667077 j + 32264132577486 k]
BICP | Distance=486 | [74 + 486 i + 86 j + 77 k] ^ 5 = [6146064458674 + 28951263779486 i + 32264132577486 j + 7751716667077 k]
BICP | Distance=486 | [74 + 86 i + 486 j + 77 k] ^ 5 = [6146064458674 + 32264132577486 i + 28951263779486 j + 7751716667077 k]
BICP | Distance=486 | [74 + 486 i + 89 j + 98 k] ^ 5 = [210874358674 + 27424456679486 i + 34336379285889 j + 13282723596298 k]
BICP | Distance=486 | [74 + 89 i + 486 j + 98 k] ^ 5 = [210874358674 + 34336379285889 i + 27424456679486 j + 13282723596298 k]
BICP | Distance=486 | [486 + 74 i + 98 j + 9 k] ^ 5 = [11847072087486 + 12961979718674 i + 20132585500298 j + 17173572837489 k]
BICP | Distance=486 | [486 + 74 i + 98 j + 39 k] ^ 5 = [16215154179486 + 7619742258674 i + 16697944696298 j + 22836025560639 k]
BICP | Distance=486 | [486 + 74 i + 98 j + 89 k] ^ 5 = [27424456679486 + 210874358674 i + 13282723596298 j + 34336379285889 k]
BICP | Distance=486 | [486 + 74 i + 423 j + 64 k] ^ 9 = [4440216229685563361958486 + 20447017655091827353837274 i + 813721412405495731320423 j + 3322397365916470727186464 k]
BICP | Distance=486 | [486 + 74 i + 452 j + 61 k] ^ 9 = [6010951123669941782358486 + 24046443987562584021037274 i + 5116740440273471509512452 j + 10923036666472162110789661 k]
BICP | Distance=486 | [486 + 74 i + 474 j + 5 k] ^ 9 = [13918028507100377769798486 + 29615415203024684406190874 i + 27480845284733363004786474 j + 2331062840710529273465525 k]
BICP | Distance=486 | [76 + 486 i + 1 j + 8 k] ^ 5 = [20114677426076 + 20505504089486 i + 1599107841561 j + 1734252971848 k]
BICP | Distance=486 | [76 + 1 i + 486 j + 8 k] ^ 5 = [20114677426076 + 1599107841561 i + 20505504089486 j + 1734252971848 k]
BICP | Distance=486 | [76 + 486 i + 1 j + 8 k] ^ 9 = [1644824667226183751594476 + 289286840661340854018486 i + 242914690641865011334321 j + 50585251931205136721288 k]
BICP | Distance=486 | [76 + 1 i + 486 j + 8 k] ^ 9 = [1644824667226183751594476 + 242914690641865011334321 i + 289286840661340854018486 j + 50585251931205136721288 k]
BICP | Distance=486 | [76 + 486 i + 1 j + 48 k] ^ 5 = [18836194522076 + 18178240041486 i + 8311054961561 j + 11013361812048 k]
BICP | Distance=486 | [76 + 1 i + 486 j + 48 k] ^ 5 = [18836194522076 + 8311054961561 i + 18178240041486 j + 11013361812048 k]
BICP | Distance=486 | [76 + 486 i + 1 j + 98 k] ^ 5 = [14871712792076 + 10676521991486 i + 16158350646561 j + 21033868992298 k]
BICP | Distance=486 | [76 + 1 i + 486 j + 98 k] ^ 5 = [14871712792076 + 16158350646561 i + 10676521991486 j + 21033868992298 k]
BICP | Distance=486 | [76 + 486 i + 4 j + 7 k] ^ 5 = [20088155494076 + 20558765893486 i + 2143024562964 j + 986778121727 k]
BICP | Distance=486 | [76 + 4 i + 486 j + 7 k] ^ 5 = [20088155494076 + 2143024562964 i + 20558765893486 j + 986778121727 k]
BICP | Distance=486 | [76 + 486 i + 4 j + 27 k] ^ 5 = [19555666222076 + 19921924161486 i + 5514972010964 j + 5714096545827 k]
BICP | Distance=486 | [76 + 4 i + 486 j + 27 k] ^ 5 = [19555666222076 + 5514972010964 i + 19921924161486 j + 5714096545827 k]
BICP | Distance=486 | [76 + 486 i + 4 j + 77 k] ^ 5 = [16382593942076 + 14684613161486 i + 13561735250964 j + 16670831591077 k]
BICP | Distance=486 | [76 + 4 i + 486 j + 77 k] ^ 5 = [16382593942076 + 13561735250964 i + 14684613161486 j + 16670831591077 k]
BICP | Distance=486 | [76 + 486 i + 6 j + 23 k] ^ 5 = [19609155252076 + 20187283227486 i + 5315465305086 j + 4441444952423 k]
BICP | Distance=486 | [76 + 6 i + 486 j + 23 k] ^ 5 = [19609155252076 + 5315465305086 i + 20187283227486 j + 4441444952423 k]
BICP | Distance=486 | [76 + 486 i + 6 j + 73 k] ^ 5 = [16439241912076 + 15464400627486 i + 13353611185086 j + 15560382567673 k]
BICP | Distance=486 | [76 + 6 i + 486 j + 73 k] ^ 5 = [16439241912076 + 13353611185086 i + 15464400627486 j + 15560382567673 k]
BICP | Distance=486 | [486 + 76 i + 7 j + 4 k] ^ 5 = [20558765893486 + 20088155494076 i + 986778121727 j + 2143024562964 k]
BICP | Distance=486 | [486 + 76 i + 8 j + 1 k] ^ 5 = [20505504089486 + 20114677426076 i + 1734252971848 j + 1599107841561 k]
BICP | Distance=486 | [486 + 76 i + 8 j + 1 k] ^ 9 = [289286840661340854018486 + 1644824667226183751594476 i + 50585251931205136721288 j + 242914690641865011334321 k]
BICP | Distance=486 | [486 + 76 i + 8 j + 11 k] ^ 5 = [20718541837486 + 20008516522076 i + 39166259848 j + 3981690592611 k]
BICP | Distance=486 | [76 + 486 i + 9 j + 52 k] ^ 5 = [17782890942076 + 18286557777486 i + 10734087147489 j + 10612285160452 k]
BICP | Distance=486 | [76 + 9 i + 486 j + 52 k] ^ 5 = [17782890942076 + 10734087147489 i + 18286557777486 j + 10612285160452 k]
BICP | Distance=486 | [76 + 486 i + 11 j + 8 k] ^ 5 = [20008516522076 + 20718541837486 i + 3981690592611 j + 39166259848 k]
BICP | Distance=486 | [76 + 11 i + 486 j + 8 k] ^ 5 = [20008516522076 + 3981690592611 i + 20718541837486 j + 39166259848 k]
BICP | Distance=486 | [76 + 486 i + 11 j + 48 k] ^ 5 = [17888644642076 + 18813076029486 i + 10549668464611 j + 9400968396048 k]
BICP | Distance=486 | [76 + 11 i + 486 j + 48 k] ^ 5 = [17888644642076 + 10549668464611 i + 18813076029486 j + 9400968396048 k]
BICP | Distance=486 | [76 + 486 i + 11 j + 48 k] ^ 9 = [1073703259404146581284076 + 269960501886915222378486 i + 1371131336855157405649211 j + 163255842026490508152048 k]
BICP | Distance=486 | [76 + 11 i + 486 j + 48 k] ^ 9 = [1073703259404146581284076 + 1371131336855157405649211 i + 269960501886915222378486 j + 163255842026490508152048 k]
BICP | Distance=486 | [76 + 486 i + 11 j + 98 k] ^ 5 = [12938555092076 + 11820198979486 i + 17909890639611 j + 19623737796298 k]
BICP | Distance=486 | [76 + 11 i + 486 j + 98 k] ^ 5 = [12938555092076 + 17909890639611 i + 11820198979486 j + 19623737796298 k]
BICP | Distance=486 | [76 + 486 i + 14 j + 27 k] ^ 5 = [19078338892076 + 20399814279486 i + 7863347723014 j + 4059678916827 k]
BICP | Distance=486 | [76 + 14 i + 486 j + 27 k] ^ 5 = [19078338892076 + 7863347723014 i + 20399814279486 j + 4059678916827 k]
BICP | Distance=486 | [76 + 486 i + 14 j + 77 k] ^ 5 = [14880593392076 + 15676557079486 i + 15572192923014 j + 15193090892077 k]
BICP | Distance=486 | [76 + 14 i + 486 j + 77 k] ^ 5 = [14880593392076 + 15572192923014 i + 15676557079486 j + 15193090892077 k]
BICP | Distance=486 | [76 + 486 i + 14 j + 77 k] ^ 9 = [269470575331498364784076 + 111401863138647658158486 i + 1841441890798841841846014 j + 304625512839373355784077 k]
BICP | Distance=486 | [76 + 14 i + 486 j + 77 k] ^ 9 = [269470575331498364784076 + 1841441890798841841846014 i + 111401863138647658158486 j + 304625512839373355784077 k]
BICP | Distance=486 | [486 + 76 i + 23 j + 6 k] ^ 5 = [20187283227486 + 19609155252076 i + 4441444952423 j + 5315465305086 k]
BICP | Distance=486 | [486 + 76 i + 27 j + 4 k] ^ 5 = [19921924161486 + 19555666222076 i + 5714096545827 j + 5514972010964 k]
BICP | Distance=486 | [486 + 76 i + 27 j + 14 k] ^ 5 = [20399814279486 + 19078338892076 i + 4059678916827 j + 7863347723014 k]
BICP | Distance=486 | [76 + 486 i + 36 j + 73 k] ^ 5 = [12519069342076 + 19037775429486 i + 19706634277236 j + 11405429958673 k]
BICP | Distance=486 | [76 + 36 i + 486 j + 73 k] ^ 5 = [12519069342076 + 19706634277236 i + 19037775429486 j + 11405429958673 k]
BICP | Distance=486 | [76 + 486 i + 36 j + 73 k] ^ 9 = [231977430158157966204076 + 853796552800978528218486 i + 2020409350561177536074436 j + 83180527165576119277273 k]
BICP | Distance=486 | [76 + 36 i + 486 j + 73 k] ^ 9 = [231977430158157966204076 + 2020409350561177536074436 i + 853796552800978528218486 j + 83180527165576119277273 k]
BICP | Distance=486 | [76 + 486 i + 39 j + 52 k] ^ 5 = [15236695542076 + 21431845329486 i + 17619334410639 j + 6158493104452 k]
BICP | Distance=486 | [76 + 39 i + 486 j + 52 k] ^ 5 = [15236695542076 + 17619334410639 i + 21431845329486 j + 6158493104452 k]
BICP | Distance=486 | [76 + 486 i + 39 j + 452 k] ^ 9 = [24345018539388323878284076 + 8247402902356410569778486 i + 6817058608501547940901239 j + 11921931870945600794052452 k]
BICP | Distance=486 | [76 + 39 i + 486 j + 452 k] ^ 9 = [24345018539388323878284076 + 6817058608501547940901239 i + 8247402902356410569778486 j + 11921931870945600794052452 k]
BICP | Distance=486 | [486 + 76 i + 48 j + 1 k] ^ 5 = [18178240041486 + 18836194522076 i + 11013361812048 j + 8311054961561 k]
BICP | Distance=486 | [486 + 76 i + 48 j + 11 k] ^ 5 = [18813076029486 + 17888644642076 i + 9400968396048 j + 10549668464611 k]
BICP | Distance=486 | [486 + 76 i + 48 j + 11 k] ^ 9 = [269960501886915222378486 + 1073703259404146581284076 i + 163255842026490508152048 j + 1371131336855157405649211 k]
BICP | Distance=486 | [486 + 76 i + 48 j + 61 k] ^ 5 = [25126984629486 + 14640598642076 i + 2172620196048 j + 22562280689861 k]
BICP | Distance=486 | [486 + 76 i + 52 j + 9 k] ^ 5 = [18286557777486 + 17782890942076 i + 10612285160452 j + 10734087147489 k]
BICP | Distance=486 | [486 + 76 i + 52 j + 39 k] ^ 5 = [21431845329486 + 15236695542076 i + 6158493104452 j + 17619334410639 k]
BICP | Distance=486 | [76 + 486 i + 61 j + 48 k] ^ 5 = [14640598642076 + 25126984629486 i + 22562280689861 j + 2172620196048 k]
BICP | Distance=486 | [76 + 61 i + 486 j + 48 k] ^ 5 = [14640598642076 + 22562280689861 i + 25126984629486 j + 2172620196048 k]
BICP | Distance=486 | [76 + 486 i + 61 j + 98 k] ^ 5 = [4606103992076 + 20375654579486 i + 27803572314861 j + 14422112196298 k]
BICP | Distance=486 | [76 + 61 i + 486 j + 98 k] ^ 5 = [4606103992076 + 27803572314861 i + 20375654579486 j + 14422112196298 k]
BICP | Distance=486 | [76 + 486 i + 64 j + 77 k] ^ 5 = [8754619642076 + 23637041129486 i + 26689732623264 j + 9212147867077 k]
BICP | Distance=486 | [76 + 64 i + 486 j + 77 k] ^ 5 = [8754619642076 + 26689732623264 i + 23637041129486 j + 9212147867077 k]
BICP | Distance=486 | [486 + 76 i + 73 j + 6 k] ^ 5 = [15464400627486 + 16439241912076 i + 15560382567673 j + 13353611185086 k]
BICP | Distance=486 | [486 + 76 i + 73 j + 36 k] ^ 5 = [19037775429486 + 12519069342076 i + 11405429958673 j + 19706634277236 k]
BICP | Distance=486 | [486 + 76 i + 73 j + 36 k] ^ 9 = [853796552800978528218486 + 231977430158157966204076 i + 83180527165576119277273 j + 2020409350561177536074436 k]
BICP | Distance=486 | [486 + 76 i + 73 j + 86 k] ^ 5 = [29116262579486 + 7729186792076 i + 6123534583673 j + 32099133777486 k]
BICP | Distance=486 | [486 + 76 i + 77 j + 4 k] ^ 5 = [14684613161486 + 16382593942076 i + 16670831591077 j + 13561735250964 k]
BICP | Distance=486 | [486 + 76 i + 77 j + 14 k] ^ 5 = [15676557079486 + 14880593392076 i + 15193090892077 j + 15572192923014 k]
BICP | Distance=486 | [486 + 76 i + 77 j + 14 k] ^ 9 = [111401863138647658158486 + 269470575331498364784076 i + 304625512839373355784077 j + 1841441890798841841846014 k]
BICP | Distance=486 | [486 + 76 i + 77 j + 64 k] ^ 5 = [23637041129486 + 8754619642076 i + 9212147867077 j + 26689732623264 k]
BICP | Distance=486 | [76 + 486 i + 86 j + 73 k] ^ 5 = [7729186792076 + 29116262579486 i + 32099133777486 j + 6123534583673 k]
BICP | Distance=486 | [76 + 86 i + 486 j + 73 k] ^ 5 = [7729186792076 + 32099133777486 i + 29116262579486 j + 6123534583673 k]
BICP | Distance=486 | [486 + 76 i + 98 j + 1 k] ^ 5 = [10676521991486 + 14871712792076 i + 21033868992298 j + 16158350646561 k]
BICP | Distance=486 | [486 + 76 i + 98 j + 11 k] ^ 5 = [11820198979486 + 12938555092076 i + 19623737796298 j + 17909890639611 k]
BICP | Distance=486 | [486 + 76 i + 98 j + 61 k] ^ 5 = [20375654579486 + 4606103992076 i + 14422112196298 j + 27803572314861 k]
BICP | Distance=486 | [486 + 76 i + 452 j + 39 k] ^ 9 = [8247402902356410569778486 + 24345018539388323878284076 i + 11921931870945600794052452 j + 6817058608501547940901239 k]
BICP | Distance=486 | [77 + 486 i + 0 j + 2 k] ^ 5 = [20400821826077 + 20388437991486 i + 344676079440 j + 474194248202 k]
BICP | Distance=486 | [77 + 0 i + 486 j + 2 k] ^ 5 = [20400821826077 + 344676079440 i + 20388437991486 j + 474194248202 k]
BICP | Distance=486 | [486 + 77 i + 0 j + 4 k] ^ 5 = [20409667929486 + 20411642867077 i + -689412034080 j + 948572710964 k]
BICP | Distance=486 | [486 + 77 i + 0 j + 4 k] ^ 9 = [265618405632285838818486 + 1674020602394262662694077 i + -117747627896377317706560 j + 38230735278137535930724 k]
BICP | Distance=486 | [486 + 77 i + 0 j + 6 k] ^ 5 = [20430899811486 + 20422464216077 i + -1034207863920 j + 1423135393086 k]
BICP | Distance=486 | [77 + 486 i + 0 j + 8 k] ^ 5 = [20368360551077 + 20324759841486 i + 1378345066560 j + 1895671743848 k]
BICP | Distance=486 | [77 + 0 i + 486 j + 8 k] ^ 5 = [20368360551077 + 1378345066560 i + 20324759841486 j + 1895671743848 k]
BICP | Distance=486 | [486 + 77 i + 0 j + 14 k] ^ 5 = [20600824851486 + 20509046096077 i + -2414828188080 j + 3325807751014 k]
BICP | Distance=486 | [486 + 77 i + 0 j + 36 k] ^ 5 = [21772427481486 + 21104830131077 i + -6239196421920 j + 8643321889236 k]
BICP | Distance=486 | [77 + 486 i + 0 j + 48 k] ^ 5 = [19158456471077 + 17959961601486 i + 8189598130560 j + 11126701992048 k]
BICP | Distance=486 | [77 + 0 i + 486 j + 48 k] ^ 5 = [19158456471077 + 8189598130560 i + 17959961601486 j + 11126701992048 k]
BICP | Distance=486 | [77 + 486 i + 0 j + 52 k] ^ 5 = [18942808731077 + 17540242281486 i + 8856497089440 j + 12006135788452 k]
BICP | Distance=486 | [77 + 0 i + 486 j + 52 k] ^ 5 = [18942808731077 + 8856497089440 i + 17540242281486 j + 12006135788452 k]
BICP | Distance=486 | [486 + 77 i + 0 j + 64 k] ^ 5 = [24781224321486 + 22625575511077 i + -11226025198080 j + 15779510291264 k]
BICP | Distance=486 | [486 + 77 i + 0 j + 86 k] ^ 5 = [28376222211486 + 24425632616077 i + -15297378631920 j + 21860476129486 k]
BICP | Distance=486 | [77 + 486 i + 0 j + 98 k] ^ 5 = [15242277666077 + 10422483111486 i + 16184995540560 j + 21078205432298 k]
BICP | Distance=486 | [77 + 0 i + 486 j + 98 k] ^ 5 = [15242277666077 + 16184995540560 i + 10422483111486 j + 21078205432298 k]
BICP | Distance=486 | [486 + 77 i + 0 j + 236 k] ^ 5 = [87050159001486 + 51731450771077 i + -50510170861920 j + 86956061450236 k]
BICP | Distance=486 | [486 + 77 i + 0 j + 264 k] ^ 5 = [106176543201486 + 59981977671077 i + -59269137238080 j + 106246999452264 k]
BICP | Distance=486 | [486 + 77 i + 0 j + 486 k] ^ 5 = [406673295651486 + 169674816696077 i + -169672109911920 j + 406673295651486 k]
BICP | Distance=486 | [486 + 77 i + 2 j + 0 k] ^ 5 = [20388437991486 + 20400821826077 i + 474194248202 j + 344676079440 k]
BICP | Distance=486 | [486 + 77 i + 2 j + 2 k] ^ 5 = [20397012047486 + 20394494243077 i + 129579420202 j + 818869868682 k]
BICP | Distance=486 | [77 + 486 i + 2 j + 2 k] ^ 5 = [20394494243077 + 20397012047486 i + 818869868682 j + 129579420202 k]
BICP | Distance=486 | [77 + 2 i + 486 j + 2 k] ^ 5 = [20394494243077 + 818869868682 i + 20397012047486 j + 129579420202 k]
BICP | Distance=486 | [77 + 486 i + 2 j + 6 k] ^ 5 = [20360201171077 + 20371702491486 i + 1507672149802 j + 1077780032286 k]
BICP | Distance=486 | [77 + 2 i + 486 j + 6 k] ^ 5 = [20360201171077 + 1507672149802 i + 20371702491486 j + 1077780032286 k]
BICP | Distance=486 | [77 + 486 i + 2 j + 36 k] ^ 5 = [19552640252077 + 19103040999486 i + 6626023536202 j + 8090579851236 k]
BICP | Distance=486 | [77 + 2 i + 486 j + 36 k] ^ 5 = [19552640252077 + 6626023536202 i + 19103040999486 j + 8090579851236 k]
BICP | Distance=486 | [77 + 486 i + 2 j + 36 k] ^ 9 = [1369676796367811218152077 + 151940366110485722574486 i + 1028579425196893406586002 j + 260220091271947764537636 k]
BICP | Distance=486 | [77 + 2 i + 486 j + 36 k] ^ 9 = [1369676796367811218152077 + 1028579425196893406586002 i + 151940366110485722574486 j + 260220091271947764537636 k]
BICP | Distance=486 | [77 + 486 i + 2 j + 52 k] ^ 5 = [18726892028077 + 17656435927486 i + 9293909588682 j + 11675021670452 k]
BICP | Distance=486 | [77 + 2 i + 486 j + 52 k] ^ 5 = [18726892028077 + 9293909588682 i + 17656435927486 j + 11675021670452 k]
BICP | Distance=486 | [77 + 486 i + 2 j + 86 k] ^ 5 = [16071768227077 + 12862968299486 i + 14718645740202 j + 18622097629486 k]
BICP | Distance=486 | [77 + 2 i + 486 j + 86 k] ^ 5 = [16071768227077 + 14718645740202 i + 12862968299486 j + 18622097629486 k]
BICP | Distance=486 | [77 + 486 i + 4 j + 0 k] ^ 5 = [20411642867077 + 20409667929486 i + 948572710964 j + -689412034080 k]
BICP | Distance=486 | [77 + 4 i + 486 j + 0 k] ^ 5 = [20411642867077 + 948572710964 i + 20409667929486 j + -689412034080 k]
BICP | Distance=486 | [77 + 486 i + 4 j + 0 k] ^ 9 = [1674020602394262662694077 + 265618405632285838818486 i + 38230735278137535930724 j + -117747627896377317706560 k]
BICP | Distance=486 | [77 + 4 i + 486 j + 0 k] ^ 9 = [1674020602394262662694077 + 38230735278137535930724 i + 265618405632285838818486 j + -117747627896377317706560 k]
BICP | Distance=486 | [77 + 486 i + 4 j + 6 k] ^ 5 = [20341218542077 + 20397419379486 i + 1981678048964 j + 733715073726 k]
BICP | Distance=486 | [77 + 4 i + 486 j + 6 k] ^ 5 = [20341218542077 + 1981678048964 i + 20397419379486 j + 733715073726 k]
BICP | Distance=486 | [77 + 486 i + 4 j + 20 k] ^ 5 = [20025734471077 + 20071896601486 i + 4379074490964 j + 4040098322020 k]
BICP | Distance=486 | [77 + 4 i + 486 j + 20 k] ^ 5 = [20025734471077 + 4379074490964 i + 20071896601486 j + 4040098322020 k]
BICP | Distance=486 | [77 + 486 i + 4 j + 26 k] ^ 5 = [19825927646077 + 19805500651486 i + 5398548500964 j + 5443835121826 k]
BICP | Distance=486 | [77 + 4 i + 486 j + 26 k] ^ 5 = [19825927646077 + 5398548500964 i + 19805500651486 j + 5443835121826 k]
BICP | Distance=486 | [77 + 486 i + 4 j + 70 k] ^ 5 = [17188443566077 + 15566557811486 i + 12623324960964 j + 15171586742270 k]
BICP | Distance=486 | [77 + 4 i + 486 j + 70 k] ^ 5 = [17188443566077 + 12623324960964 i + 15566557811486 j + 15171586742270 k]
BICP | Distance=486 | [77 + 486 i + 4 j + 76 k] ^ 5 = [16670831591077 + 14684613161486 i + 13561735250964 j + 16382593942076 k]
BICP | Distance=486 | [77 + 4 i + 486 j + 76 k] ^ 5 = [16670831591077 + 13561735250964 i + 14684613161486 j + 16382593942076 k]
BICP | Distance=486 | [486 + 77 i + 5 j + 11 k] ^ 9 = [299439174868660187013486 + 1679336385064597417719077 i + -275206172373983605309795 j + 254103718201433253694211 k]
BICP | Distance=486 | [486 + 77 i + 5 j + 61 k] ^ 9 = [868360544982901993083486 + 2451608551025918935059077 i + -1923922997538673783489795 j + 945197828474057525034661 k]
BICP | Distance=486 | [486 + 77 i + 5 j + 111 k] ^ 9 = [2389219032029467860513486 + 4618200381124884142419077 i + -4449279731003753444929795 j + 2454098046131692472235111 k]
BICP | Distance=486 | [486 + 77 i + 5 j + 361 k] ^ 9 = [83733444148032375828063486 + 80099043400189093749519077 i + -80099075898069723221029795 j + 83733425848467433261137361 k]
BICP | Distance=486 | [77 + 486 i + 6 j + 0 k] ^ 5 = [20422464216077 + 20430899811486 i + 1423135393086 j + -1034207863920 k]
BICP | Distance=486 | [77 + 6 i + 486 j + 0 k] ^ 5 = [20422464216077 + 1423135393086 i + 20430899811486 j + -1034207863920 k]
BICP | Distance=486 | [486 + 77 i + 6 j + 2 k] ^ 5 = [20371702491486 + 20360201171077 i + 1077780032286 j + 1507672149802 k]
BICP | Distance=486 | [486 + 77 i + 6 j + 4 k] ^ 5 = [20397419379486 + 20341218542077 i + 733715073726 j + 1981678048964 k]
BICP | Distance=486 | [77 + 486 i + 6 j + 24 k] ^ 5 = [19805953848077 + 19975700187486 i + 5527048345086 j + 4638243548424 k]
BICP | Distance=486 | [77 + 6 i + 486 j + 24 k] ^ 5 = [19805953848077 + 5527048345086 i + 19975700187486 j + 4638243548424 k]
BICP | Distance=486 | [77 + 486 i + 6 j + 30 k] ^ 5 = [19555141803077 + 19671612327486 i + 6538302565086 j + 6036410242230 k]
BICP | Distance=486 | [77 + 6 i + 486 j + 30 k] ^ 5 = [19555141803077 + 6538302565086 i + 19671612327486 j + 6036410242230 k]
BICP | Distance=486 | [77 + 486 i + 6 j + 74 k] ^ 5 = [16551671883077 + 15165026067486 i + 13652985745086 j + 15672812538674 k]
BICP | Distance=486 | [77 + 6 i + 486 j + 74 k] ^ 5 = [16551671883077 + 13652985745086 i + 15165026067486 j + 15672812538674 k]
BICP | Distance=486 | [77 + 486 i + 6 j + 80 k] ^ 5 = [15985680888077 + 14248381107486 i + 14569630705086 j + 16864540232480 k]
BICP | Distance=486 | [77 + 6 i + 486 j + 80 k] ^ 5 = [15985680888077 + 14569630705086 i + 14248381107486 j + 16864540232480 k]
BICP | Distance=486 | [77 + 486 i + 7 j + 27 k] ^ 9 = [1477079336186501492319077 + 270425305416027826863486 i + 835677296014081108757407 j + 55195924956087365058627 k]
BICP | Distance=486 | [77 + 7 i + 486 j + 27 k] ^ 9 = [1477079336186501492319077 + 835677296014081108757407 i + 270425305416027826863486 j + 55195924956087365058627 k]
BICP | Distance=486 | [486 + 77 i + 8 j + 0 k] ^ 5 = [20324759841486 + 20368360551077 i + 1895671743848 j + 1378345066560 k]
BICP | Distance=486 | [486 + 77 i + 8 j + 8 k] ^ 5 = [20461898081486 + 20267111831077 i + 521246615848 j + 3273987283368 k]
BICP | Distance=486 | [77 + 486 i + 8 j + 8 k] ^ 5 = [20267111831077 + 20461898081486 i + 3273987283368 j + 521246615848 k]
BICP | Distance=486 | [77 + 8 i + 486 j + 8 k] ^ 5 = [20267111831077 + 3273987283368 i + 20461898081486 j + 521246615848 k]
BICP | Distance=486 | [486 + 77 i + 8 j + 10 k] ^ 5 = [20517409627486 + 20252591528077 i + 178476269848 j + 3749085878610 k]
BICP | Distance=486 | [77 + 486 i + 8 j + 14 k] ^ 5 = [20093930066077 + 20373662351486 i + 4299931007448 j + 1943767998214 k]
BICP | Distance=486 | [77 + 8 i + 486 j + 14 k] ^ 5 = [20093930066077 + 4299931007448 i + 20373662351486 j + 1943767998214 k]
BICP | Distance=486 | [77 + 486 i + 8 j + 48 k] ^ 5 = [18385897991077 + 18439955361486 i + 9967397531368 j + 9810127872048 k]
BICP | Distance=486 | [77 + 8 i + 486 j + 48 k] ^ 5 = [18385897991077 + 9967397531368 i + 18439955361486 j + 9810127872048 k]
BICP | Distance=486 | [77 + 486 i + 8 j + 64 k] ^ 5 = [17160460871077 + 16700655841486 i + 12515142041448 j + 13294839966464 k]
BICP | Distance=486 | [77 + 8 i + 486 j + 64 k] ^ 5 = [17160460871077 + 12515142041448 i + 16700655841486 j + 13294839966464 k]
BICP | Distance=486 | [77 + 486 i + 8 j + 98 k] ^ 5 = [13683804386077 + 11318309471486 i + 17569991941368 j + 19914333072298 k]
BICP | Distance=486 | [77 + 8 i + 486 j + 98 k] ^ 5 = [13683804386077 + 17569991941368 i + 11318309471486 j + 19914333072298 k]
BICP | Distance=486 | [77 + 486 i + 10 j + 8 k] ^ 5 = [20252591528077 + 20517409627486 i + 3749085878610 j + 178476269848 k]
BICP | Distance=486 | [77 + 10 i + 486 j + 8 k] ^ 5 = [20252591528077 + 3749085878610 i + 20517409627486 j + 178476269848 k]
BICP | Distance=486 | [77 + 486 i + 10 j + 48 k] ^ 5 = [18203306792077 + 18580549779486 i + 10414823614610 j + 9487325646048 k]
BICP | Distance=486 | [77 + 10 i + 486 j + 48 k] ^ 5 = [18203306792077 + 10414823614610 i + 18580549779486 j + 9487325646048 k]
BICP | Distance=486 | [77 + 486 i + 10 j + 48 k] ^ 9 = [1087908701163368301024077 + 226742182974864535878486 i + 1369244819511225796189210 j + 162177587094967818252048 k]
BICP | Distance=486 | [77 + 10 i + 486 j + 48 k] ^ 9 = [1087908701163368301024077 + 1369244819511225796189210 i + 226742182974864535878486 j + 162177587094967818252048 k]
BICP | Distance=486 | [77 + 486 i + 10 j + 98 k] ^ 5 = [13304222267077 + 11560761079486 i + 17921436314610 j + 19636449396298 k]
BICP | Distance=486 | [77 + 10 i + 486 j + 98 k] ^ 5 = [13304222267077 + 17921436314610 i + 11560761079486 j + 19636449396298 k]
BICP | Distance=486 | [77 + 486 i + 11 j + 5 k] ^ 9 = [1679336385064597417719077 + 299439174868660187013486 i + 254103718201433253694211 j + -275206172373983605309795 k]
BICP | Distance=486 | [77 + 11 i + 486 j + 5 k] ^ 9 = [1679336385064597417719077 + 254103718201433253694211 i + 299439174868660187013486 j + -275206172373983605309795 k]
BICP | Distance=486 | [77 + 486 i + 11 j + 49 k] ^ 9 = [1059414743385586533099077 + 243030583644420039153486 i + 1398061255097652588874211 j + 148967326007930459967049 k]
BICP | Distance=486 | [77 + 11 i + 486 j + 49 k] ^ 9 = [1059414743385586533099077 + 1398061255097652588874211 i + 243030583644420039153486 j + 148967326007930459967049 k]
BICP | Distance=486 | [77 + 486 i + 11 j + 55 k] ^ 9 = [917344512004810967319077 + 203523620191972263663486 i + 1517012994430548393814211 j + 193701943973786560230655 k]
BICP | Distance=486 | [77 + 11 i + 486 j + 55 k] ^ 9 = [917344512004810967319077 + 1517012994430548393814211 i + 203523620191972263663486 j + 193701943973786560230655 k]
BICP | Distance=486 | [77 + 486 i + 14 j + 0 k] ^ 5 = [20509046096077 + 20600824851486 i + 3325807751014 j + -2414828188080 k]
BICP | Distance=486 | [77 + 14 i + 486 j + 0 k] ^ 5 = [20509046096077 + 3325807751014 i + 20600824851486 j + -2414828188080 k]
BICP | Distance=486 | [486 + 77 i + 14 j + 8 k] ^ 5 = [20373662351486 + 20093930066077 i + 1943767998214 j + 4299931007448 k]
BICP | Distance=486 | [77 + 486 i + 14 j + 20 k] ^ 5 = [19698640892077 + 20478382079486 i + 6736757923014 j + 2348521700020 k]
BICP | Distance=486 | [77 + 14 i + 486 j + 20 k] ^ 5 = [19698640892077 + 6736757923014 i + 20478382079486 j + 2348521700020 k]
BICP | Distance=486 | [77 + 486 i + 14 j + 26 k] ^ 5 = [19372117667077 + 20276064779486 i + 7739598223014 j + 3765900141826 k]
BICP | Distance=486 | [77 + 14 i + 486 j + 26 k] ^ 5 = [19372117667077 + 7739598223014 i + 20276064779486 j + 3765900141826 k]
BICP | Distance=486 | [77 + 486 i + 14 j + 70 k] ^ 5 = [15829270667077 + 16497328279486 i + 14691427723014 j + 13642628150270 k]
BICP | Distance=486 | [77 + 14 i + 486 j + 70 k] ^ 5 = [15829270667077 + 14691427723014 i + 16497328279486 j + 13642628150270 k]
BICP | Distance=486 | [77 + 486 i + 14 j + 70 k] ^ 9 = [485857101037361005974077 + 166075776650148818478486 i + 1773277426052062623126014 j + 240213406189647852620470 k]
BICP | Distance=486 | [77 + 14 i + 486 j + 70 k] ^ 9 = [485857101037361005974077 + 1773277426052062623126014 i + 166075776650148818478486 j + 240213406189647852620470 k]
BICP | Distance=486 | [77 + 486 i + 14 j + 76 k] ^ 5 = [15193090892077 + 15676557079486 i + 15572192923014 j + 14880593392076 k]
BICP | Distance=486 | [77 + 14 i + 486 j + 76 k] ^ 5 = [15193090892077 + 15572192923014 i + 15676557079486 j + 14880593392076 k]
BICP | Distance=486 | [77 + 486 i + 14 j + 76 k] ^ 9 = [304625512839373355784077 + 111401863138647658158486 i + 1841441890798841841846014 j + 269470575331498364784076 k]
BICP | Distance=486 | [77 + 14 i + 486 j + 76 k] ^ 9 = [304625512839373355784077 + 1841441890798841841846014 i + 111401863138647658158486 j + 269470575331498364784076 k]
BICP | Distance=486 | [77 + 486 i + 15 j + 77 k] ^ 9 = [264093118779322645659077 + 133005764037706941033486 i + 1855558052407678567971015 j + 264093118779322645659077 k]
BICP | Distance=486 | [77 + 15 i + 486 j + 77 k] ^ 9 = [264093118779322645659077 + 1855558052407678567971015 i + 133005764037706941033486 j + 264093118779322645659077 k]
BICP | Distance=486 | [77 + 486 i + 18 j + 48 k] ^ 5 = [17514483792077 + 19225543779486 i + 12219716831418 j + 8220416646048 k]
BICP | Distance=486 | [77 + 18 i + 486 j + 48 k] ^ 5 = [17514483792077 + 12219716831418 i + 19225543779486 j + 8220416646048 k]
BICP | Distance=486 | [77 + 486 i + 18 j + 98 k] ^ 5 = [11824686867077 + 12604890879486 i + 19351173731418 j + 18576199996298 k]
BICP | Distance=486 | [77 + 18 i + 486 j + 98 k] ^ 5 = [11824686867077 + 19351173731418 i + 12604890879486 j + 18576199996298 k]
BICP | Distance=486 | [486 + 77 i + 20 j + 4 k] ^ 5 = [20071896601486 + 20025734471077 i + 4040098322020 j + 4379074490964 k]
BICP | Distance=486 | [486 + 77 i + 20 j + 14 k] ^ 5 = [20478382079486 + 19698640892077 i + 2348521700020 j + 6736757923014 k]
BICP | Distance=486 | [486 + 77 i + 20 j + 36 k] ^ 5 = [22120772697486 + 19352491143077 i + -1304035377820 j + 12042720565236 k]
BICP | Distance=486 | [486 + 77 i + 20 j + 86 k] ^ 5 = [29788624607486 + 20434030388077 i + -9469719847820 j + 25393326045486 k]
BICP | Distance=486 | [486 + 77 i + 20 j + 236 k] ^ 5 = [91810564937486 + 38906482823077 i + -37573784857820 j + 92193497086236 k]
BICP | Distance=486 | [486 + 77 i + 20 j + 486 k] ^ 5 = [418919147487486 + 126327652548077 i + -126319065207820 j + 418919147487486 k]
BICP | Distance=486 | [486 + 77 i + 24 j + 6 k] ^ 5 = [19975700187486 + 19805953848077 i + 4638243548424 j + 5527048345086 k]
BICP | Distance=486 | [486 + 77 i + 26 j + 4 k] ^ 5 = [19805500651486 + 19825927646077 i + 5443835121826 j + 5398548500964 k]
BICP | Distance=486 | [486 + 77 i + 26 j + 14 k] ^ 5 = [20276064779486 + 19372117667077 i + 3765900141826 j + 7739598223014 k]
BICP | Distance=486 | [486 + 77 i + 27 j + 7 k] ^ 9 = [270425305416027826863486 + 1477079336186501492319077 i + 55195924956087365058627 j + 835677296014081108757407 k]
BICP | Distance=486 | [486 + 77 i + 30 j + 6 k] ^ 5 = [19671612327486 + 19555141803077 i + 6036410242230 j + 6538302565086 k]
BICP | Distance=486 | [486 + 77 i + 30 j + 36 k] ^ 5 = [21971389779486 + 18318577542077 i + 1153079650230 j + 13656549427236 k]
BICP | Distance=486 | [486 + 77 i + 30 j + 64 k] ^ 5 = [25861196007486 + 17994747938077 i + -3195385581930 j + 20805436865264 k]
BICP | Distance=486 | [486 + 77 i + 30 j + 264 k] ^ 5 = [113717921967486 + 37240718658077 i + -36530975061930 j + 114285845586264 k]
BICP | Distance=486 | [77 + 486 i + 32 j + 52 k] ^ 5 = [15985456667077 + 20385663529486 i + 16041493568832 j + 7027651404452 k]
BICP | Distance=486 | [77 + 32 i + 486 j + 52 k] ^ 5 = [15985456667077 + 16041493568832 i + 20385663529486 j + 7027651404452 k]
BICP | Distance=486 | [77 + 486 i + 32 j + 452 k] ^ 9 = [24708220180569528335094077 + 9095031403515608398338486 i + 5211798362415004843137632 j + 13974134309049504311772452 k]
BICP | Distance=486 | [77 + 32 i + 486 j + 452 k] ^ 9 = [24708220180569528335094077 + 5211798362415004843137632 i + 9095031403515608398338486 j + 13974134309049504311772452 k]
BICP | Distance=486 | [77 + 486 i + 35 j + 73 k] ^ 9 = [251870357308670535099077 + 811841966322807031953486 i + 2010548813033833372469435 j + 56541992072487940762273 k]
BICP | Distance=486 | [77 + 35 i + 486 j + 73 k] ^ 9 = [251870357308670535099077 + 2010548813033833372469435 i + 811841966322807031953486 j + 56541992072487940762273 k]
BICP | Distance=486 | [77 + 486 i + 36 j + 0 k] ^ 5 = [21104830131077 + 21772427481486 i + 8643321889236 j + -6239196421920 k]
BICP | Distance=486 | [77 + 36 i + 486 j + 0 k] ^ 5 = [21104830131077 + 8643321889236 i + 21772427481486 j + -6239196421920 k]
BICP | Distance=486 | [486 + 77 i + 36 j + 2 k] ^ 5 = [19103040999486 + 19552640252077 i + 8090579851236 j + 6626023536202 k]
BICP | Distance=486 | [486 + 77 i + 36 j + 2 k] ^ 9 = [151940366110485722574486 + 1369676796367811218152077 i + 260220091271947764537636 j + 1028579425196893406586002 k]
BICP | Distance=486 | [77 + 486 i + 36 j + 20 k] ^ 5 = [19352491143077 + 22120772697486 i + 12042720565236 j + -1304035377820 k]
BICP | Distance=486 | [77 + 36 i + 486 j + 20 k] ^ 5 = [19352491143077 + 12042720565236 i + 22120772697486 j + -1304035377820 k]
BICP | Distance=486 | [77 + 486 i + 36 j + 30 k] ^ 5 = [18318577542077 + 21971389779486 i + 13656549427236 j + 1153079650230 k]
BICP | Distance=486 | [77 + 36 i + 486 j + 30 k] ^ 5 = [18318577542077 + 13656549427236 i + 21971389779486 j + 1153079650230 k]
BICP | Distance=486 | [486 + 77 i + 36 j + 52 k] ^ 5 = [23887725849486 + 17160392327077 i + 185309197236 j + 18574679664452 k]
BICP | Distance=486 | [77 + 36 i + 52 j + 486 k] ^ 5 = [24919106441077 + 1576614445236 i + 9601180200452 j + 31188479301486 k]
BICP | Distance=486 | [77 + 486 i + 36 j + 74 k] ^ 5 = [12589942542077 + 18794776779486 i + 19949632927236 j + 11476303158674 k]
BICP | Distance=486 | [77 + 36 i + 486 j + 74 k] ^ 5 = [12589942542077 + 19949632927236 i + 18794776779486 j + 11476303158674 k]
BICP | Distance=486 | [77 + 486 i + 36 j + 74 k] ^ 9 = [212528502582944009724077 + 841397158371354933078486 i + 2032808744990801131214436 j + 63731599590362162797274 k]
BICP | Distance=486 | [77 + 36 i + 486 j + 74 k] ^ 9 = [212528502582944009724077 + 2032808744990801131214436 i + 841397158371354933078486 j + 63731599590362162797274 k]
BICP | Distance=486 | [77 + 486 i + 36 j + 80 k] ^ 5 = [11667561267077 + 18051430329486 i + 20692979377236 j + 12781200650480 k]
BICP | Distance=486 | [77 + 36 i + 486 j + 80 k] ^ 5 = [11667561267077 + 20692979377236 i + 18051430329486 j + 12781200650480 k]
BICP | Distance=486 | [77 + 486 i + 36 j + 80 k] ^ 9 = [1819433128284244134077 + 807289882617078141858486 i + 2066916020745077922434436 j + 150616336120866091060880 k]
BICP | Distance=486 | [77 + 36 i + 486 j + 80 k] ^ 9 = [1819433128284244134077 + 2066916020745077922434436 i + 807289882617078141858486 j + 150616336120866091060880 k]
BICP | Distance=486 | [77 + 486 i + 36 j + 480 k] ^ 9 = [28624850070204553814694077 + 6891240091183171920738486 i + 15134980638493444336034436 j + 20179993606063902907224480 k]
BICP | Distance=486 | [77 + 36 i + 486 j + 480 k] ^ 9 = [28624850070204553814694077 + 15134980638493444336034436 i + 6891240091183171920738486 j + 20179993606063902907224480 k]
BICP | Distance=486 | [77 + 486 i + 39 j + 451 k] ^ 9 = [24411765267502026707799077 + 7985595411559610618103486 i + 6555251117704747989226239 j + 11855185142831897964537451 k]
BICP | Distance=486 | [77 + 39 i + 486 j + 451 k] ^ 9 = [24411765267502026707799077 + 6555251117704747989226239 i + 7985595411559610618103486 j + 11855185142831897964537451 k]
BICP | Distance=486 | [77 + 486 i + 40 j + 52 k] ^ 5 = [15406090667077 + 21428953529486 i + 17927595785640 j + 5880610404452 k]
BICP | Distance=486 | [77 + 40 i + 486 j + 52 k] ^ 5 = [15406090667077 + 17927595785640 i + 21428953529486 j + 5880610404452 k]
BICP | Distance=486 | [77 + 486 i + 40 j + 452 k] ^ 9 = [24548917655622568084374077 + 7817329119435220185378486 i + 7050847997831456438611240 j + 11794147413547979231052452 k]
BICP | Distance=486 | [77 + 40 i + 486 j + 452 k] ^ 9 = [24548917655622568084374077 + 7050847997831456438611240 i + 7817329119435220185378486 j + 11794147413547979231052452 k]
BICP | Distance=486 | [77 + 486 i + 43 j + 423 k] ^ 9 = [19925894405534371353159077 + 7041339957626372142783486 i + 691613403893356094163043 j + 5792810617384187176845423 k]
BICP | Distance=486 | [77 + 43 i + 486 j + 423 k] ^ 9 = [19925894405534371353159077 + 691613403893356094163043 i + 7041339957626372142783486 j + 5792810617384187176845423 k]
BICP | Distance=486 | [486 + 77 i + 48 j + 0 k] ^ 5 = [17959961601486 + 19158456471077 i + 11126701992048 j + 8189598130560 k]
BICP | Distance=486 | [486 + 77 i + 48 j + 8 k] ^ 5 = [18439955361486 + 18385897991077 i + 9810127872048 j + 9967397531368 k]
BICP | Distance=486 | [486 + 77 i + 48 j + 10 k] ^ 5 = [18580549779486 + 18203306792077 i + 9487325646048 j + 10414823614610 k]
BICP | Distance=486 | [486 + 77 i + 48 j + 10 k] ^ 9 = [226742182974864535878486 + 1087908701163368301024077 i + 162177587094967818252048 j + 1369244819511225796189210 k]
BICP | Distance=486 | [486 + 77 i + 48 j + 18 k] ^ 5 = [19225543779486 + 17514483792077 i + 8220416646048 j + 12219716831418 k]
BICP | Distance=486 | [486 + 77 i + 48 j + 60 k] ^ 5 = [24813987129486 + 14941722867077 i + 2127803196048 j + 22343776414860 k]
BICP | Distance=486 | [77 + 486 i + 48 j + 64 k] ^ 5 = [12951983127077 + 21722325249486 i + 21442055400048 j + 7672841251264 k]
BICP | Distance=486 | [77 + 48 i + 486 j + 64 k] ^ 5 = [12951983127077 + 21442055400048 i + 21722325249486 j + 7672841251264 k]
BICP | Distance=486 | [77 + 48 i + 64 j + 486 k] ^ 5 = [26461563233077 + 2656661256048 i + 10681227011264 j + 29646022509486 k]
BICP | Distance=486 | [486 + 77 i + 48 j + 68 k] ^ 5 = [26308433529486 + 14641015667077 i + 1057221396048 j + 24448937831668 k]
BICP | Distance=486 | [486 + 77 i + 49 j + 11 k] ^ 9 = [243030583644420039153486 + 1059414743385586533099077 i + 148967326007930459967049 j + 1398061255097652588874211 k]
BICP | Distance=486 | [486 + 77 i + 52 j + 0 k] ^ 5 = [17540242281486 + 18942808731077 i + 12006135788452 j + 8856497089440 k]
BICP | Distance=486 | [486 + 77 i + 52 j + 2 k] ^ 5 = [17656435927486 + 18726892028077 i + 11675021670452 j + 9293909588682 k]
BICP | Distance=486 | [486 + 77 i + 52 j + 32 k] ^ 5 = [20385663529486 + 15985456667077 i + 7027651404452 j + 16041493568832 k]
BICP | Distance=486 | [77 + 486 i + 52 j + 36 k] ^ 5 = [17160392327077 + 23887725849486 i + 18574679664452 j + 185309197236 k]
BICP | Distance=486 | [77 + 52 i + 486 j + 36 k] ^ 5 = [17160392327077 + 18574679664452 i + 23887725849486 j + 185309197236 k]
BICP | Distance=486 | [77 + 52 i + 36 j + 486 k] ^ 5 = [24919106441077 + 9601180200452 i + 1576614445236 j + 31188479301486 k]
BICP | Distance=486 | [486 + 77 i + 52 j + 40 k] ^ 5 = [21428953529486 + 15406090667077 i + 5880610404452 j + 17927595785640 k]
BICP | Distance=486 | [486 + 77 i + 52 j + 82 k] ^ 5 = [29162777879486 + 13337408492077 i + 377028054452 j + 28814003669082 k]
BICP | Distance=486 | [77 + 486 i + 52 j + 86 k] ^ 5 = [8552252702077 + 20078200099486 i + 24868155718452 j + 12320145025486 k]
BICP | Distance=486 | [77 + 52 i + 486 j + 86 k] ^ 5 = [8552252702077 + 24868155718452 i + 20078200099486 j + 12320145025486 k]
BICP | Distance=486 | [486 + 77 i + 55 j + 11 k] ^ 9 = [203523620191972263663486 + 917344512004810967319077 i + 193701943973786560230655 j + 1517012994430548393814211 k]
BICP | Distance=486 | [77 + 486 i + 57 j + 77 k] ^ 9 = [16880169950304675399077 + 1627702974258081936903486 i + 2476213057447051387237857 j + 16880169950304675399077 k]
BICP | Distance=486 | [77 + 57 i + 486 j + 77 k] ^ 9 = [16880169950304675399077 + 2476213057447051387237857 i + 1627702974258081936903486 j + 16880169950304675399077 k]
BICP | Distance=486 | [77 + 486 i + 60 j + 48 k] ^ 5 = [14941722867077 + 24813987129486 i + 22343776414860 j + 2127803196048 k]
BICP | Distance=486 | [77 + 60 i + 486 j + 48 k] ^ 5 = [14941722867077 + 22343776414860 i + 24813987129486 j + 2127803196048 k]
BICP | Distance=486 | [77 + 486 i + 60 j + 98 k] ^ 5 = [4975460742077 + 20079515379486 i + 27727933564860 j + 14279536996298 k]
BICP | Distance=486 | [77 + 60 i + 486 j + 98 k] ^ 5 = [4975460742077 + 27727933564860 i + 20079515379486 j + 14279536996298 k]
BICP | Distance=486 | [77 + 486 i + 61 j + 5 k] ^ 9 = [2451608551025918935059077 + 868360544982901993083486 i + 945197828474057525034661 j + -1923922997538673783489795 k]
BICP | Distance=486 | [77 + 61 i + 486 j + 5 k] ^ 9 = [2451608551025918935059077 + 945197828474057525034661 i + 868360544982901993083486 j + -1923922997538673783489795 k]
BICP | Distance=486 | [77 + 486 i + 64 j + 0 k] ^ 5 = [22625575511077 + 24781224321486 i + 15779510291264 j + -11226025198080 k]
BICP | Distance=486 | [77 + 64 i + 486 j + 0 k] ^ 5 = [22625575511077 + 15779510291264 i + 24781224321486 j + -11226025198080 k]
BICP | Distance=486 | [486 + 77 i + 64 j + 8 k] ^ 5 = [16700655841486 + 17160460871077 i + 13294839966464 j + 12515142041448 k]
BICP | Distance=486 | [77 + 486 i + 64 j + 30 k] ^ 5 = [17994747938077 + 25861196007486 i + 20805436865264 j + -3195385581930 k]
BICP | Distance=486 | [77 + 64 i + 486 j + 30 k] ^ 5 = [17994747938077 + 20805436865264 i + 25861196007486 j + -3195385581930 k]
BICP | Distance=486 | [486 + 77 i + 64 j + 48 k] ^ 5 = [21722325249486 + 12951983127077 i + 7672841251264 j + 21442055400048 k]
BICP | Distance=486 | [77 + 64 i + 48 j + 486 k] ^ 5 = [26461563233077 + 10681227011264 i + 2656661256048 j + 29646022509486 k]
BICP | Distance=486 | [77 + 486 i + 64 j + 70 k] ^ 5 = [10461584042077 + 24187988279486 i + 26058932073264 j + 7259902850270 k]
BICP | Distance=486 | [77 + 64 i + 486 j + 70 k] ^ 5 = [10461584042077 + 26058932073264 i + 24187988279486 j + 7259902850270 k]
BICP | Distance=486 | [77 + 486 i + 64 j + 76 k] ^ 5 = [9212147867077 + 23637041129486 i + 26689732623264 j + 8754619642076 k]
BICP | Distance=486 | [77 + 64 i + 486 j + 76 k] ^ 5 = [9212147867077 + 26689732623264 i + 23637041129486 j + 8754619642076 k]
BICP | Distance=486 | [486 + 77 i + 64 j + 98 k] ^ 5 = [32770704499486 + 9683334752077 i + 2130079697264 j + 34823180228298 k]
BICP | Distance=486 | [77 + 486 i + 68 j + 48 k] ^ 5 = [14641015667077 + 26308433529486 i + 24448937831668 j + 1057221396048 k]
BICP | Distance=486 | [77 + 68 i + 486 j + 48 k] ^ 5 = [14641015667077 + 24448937831668 i + 26308433529486 j + 1057221396048 k]
BICP | Distance=486 | [77 + 486 i + 68 j + 98 k] ^ 5 = [3825061142077 + 21895157579486 i + 29540919181668 j + 13687371996298 k]
BICP | Distance=486 | [77 + 68 i + 486 j + 98 k] ^ 5 = [3825061142077 + 29540919181668 i + 21895157579486 j + 13687371996298 k]
BICP | Distance=486 | [486 + 77 i + 70 j + 4 k] ^ 5 = [15566557811486 + 17188443566077 i + 15171586742270 j + 12623324960964 k]
BICP | Distance=486 | [486 + 77 i + 70 j + 14 k] ^ 5 = [16497328279486 + 15829270667077 i + 13642628150270 j + 14691427723014 k]
BICP | Distance=486 | [486 + 77 i + 70 j + 14 k] ^ 9 = [166075776650148818478486 + 485857101037361005974077 i + 240213406189647852620470 j + 1773277426052062623126014 k]
BICP | Distance=486 | [486 + 77 i + 70 j + 64 k] ^ 5 = [24187988279486 + 10461584042077 i + 7259902850270 j + 26058932073264 k]
BICP | Distance=486 | [486 + 77 i + 70 j + 236 k] ^ 5 = [97096775707486 + 5231707838077 i + -4277299477570 j + 98912933356236 k]
BICP | Distance=486 | [486 + 77 i + 70 j + 486 k] ^ 5 = [433586783007486 + 15653494563077 i + -15584853077570 j + 433586783007486 k]
BICP | Distance=486 | [486 + 77 i + 73 j + 35 k] ^ 9 = [811841966322807031953486 + 251870357308670535099077 i + 56541992072487940762273 j + 2010548813033833372469435 k]
BICP | Distance=486 | [486 + 77 i + 74 j + 6 k] ^ 5 = [15165026067486 + 16551671883077 i + 15672812538674 j + 13652985745086 k]
BICP | Distance=486 | [486 + 77 i + 74 j + 36 k] ^ 5 = [18794776779486 + 12589942542077 i + 11476303158674 j + 19949632927236 k]
BICP | Distance=486 | [486 + 77 i + 74 j + 36 k] ^ 9 = [841397158371354933078486 + 212528502582944009724077 i + 63731599590362162797274 j + 2032808744990801131214436 k]
BICP | Distance=486 | [486 + 77 i + 74 j + 86 k] ^ 5 = [28951263779486 + 7751716667077 i + 6146064458674 j + 32264132577486 k]
BICP | Distance=486 | [486 + 77 i + 76 j + 4 k] ^ 5 = [14684613161486 + 16670831591077 i + 16382593942076 j + 13561735250964 k]
BICP | Distance=486 | [486 + 77 i + 76 j + 14 k] ^ 5 = [15676557079486 + 15193090892077 i + 14880593392076 j + 15572192923014 k]
BICP | Distance=486 | [486 + 77 i + 76 j + 14 k] ^ 9 = [111401863138647658158486 + 304625512839373355784077 i + 269470575331498364784076 j + 1841441890798841841846014 k]
BICP | Distance=486 | [486 + 77 i + 76 j + 64 k] ^ 5 = [23637041129486 + 9212147867077 i + 8754619642076 j + 26689732623264 k]
BICP | Distance=486 | [486 + 77 i + 77 j + 15 k] ^ 9 = [133005764037706941033486 + 264093118779322645659077 i + 264093118779322645659077 j + 1855558052407678567971015 k]
BICP | Distance=486 | [486 + 77 i + 77 j + 57 k] ^ 9 = [1627702974258081936903486 + 16880169950304675399077 i + 16880169950304675399077 j + 2476213057447051387237857 k]
BICP | Distance=486 | [486 + 77 i + 80 j + 6 k] ^ 5 = [14248381107486 + 15985680888077 i + 16864540232480 j + 14569630705086 k]
BICP | Distance=486 | [486 + 77 i + 80 j + 36 k] ^ 5 = [18051430329486 + 11667561267077 i + 12781200650480 j + 20692979377236 k]
BICP | Distance=486 | [486 + 77 i + 80 j + 36 k] ^ 9 = [807289882617078141858486 + 1819433128284244134077 i + 150616336120866091060880 j + 2066916020745077922434436 k]
BICP | Distance=486 | [486 + 77 i + 80 j + 86 k] ^ 5 = [28447591379486 + 6196953992077 i + 7802606200480 j + 32767804977486 k]
BICP | Distance=486 | [77 + 486 i + 82 j + 52 k] ^ 5 = [13337408492077 + 29162777879486 i + 28814003669082 j + 377028054452 k]
BICP | Distance=486 | [77 + 82 i + 486 j + 52 k] ^ 5 = [13337408492077 + 28814003669082 i + 29162777879486 j + 377028054452 k]
BICP | Distance=486 | [77 + 486 i + 86 j + 0 k] ^ 5 = [24425632616077 + 28376222211486 i + 21860476129486 j + -15297378631920 k]
BICP | Distance=486 | [77 + 86 i + 486 j + 0 k] ^ 5 = [24425632616077 + 21860476129486 i + 28376222211486 j + -15297378631920 k]
BICP | Distance=486 | [486 + 77 i + 86 j + 2 k] ^ 5 = [12862968299486 + 16071768227077 i + 18622097629486 j + 14718645740202 k]
BICP | Distance=486 | [77 + 486 i + 86 j + 20 k] ^ 5 = [20434030388077 + 29788624607486 i + 25393326045486 j + -9469719847820 k]
BICP | Distance=486 | [77 + 86 i + 486 j + 20 k] ^ 5 = [20434030388077 + 25393326045486 i + 29788624607486 j + -9469719847820 k]
BICP | Distance=486 | [486 + 77 i + 86 j + 52 k] ^ 5 = [20078200099486 + 8552252702077 i + 12320145025486 j + 24868155718452 k]
BICP | Distance=486 | [77 + 486 i + 86 j + 74 k] ^ 5 = [7751716667077 + 28951263779486 i + 32264132577486 j + 6146064458674 k]
BICP | Distance=486 | [77 + 86 i + 486 j + 74 k] ^ 5 = [7751716667077 + 32264132577486 i + 28951263779486 j + 6146064458674 k]
BICP | Distance=486 | [77 + 486 i + 86 j + 80 k] ^ 5 = [6196953992077 + 28447591379486 i + 32767804977486 j + 7802606200480 k]
BICP | Distance=486 | [77 + 86 i + 486 j + 80 k] ^ 5 = [6196953992077 + 32767804977486 i + 28447591379486 j + 7802606200480 k]
BICP | Distance=486 | [77 + 86 i + 452 j + 486 k] ^ 9 = [12525896017462707723074477 + 25687223518064308398447686 i + 1004603583044262020928452 j + 184853799113723267430486 k]
BICP | Distance=486 | [486 + 77 i + 98 j + 0 k] ^ 5 = [10422483111486 + 15242277666077 i + 21078205432298 j + 16184995540560 k]
BICP | Distance=486 | [486 + 77 i + 98 j + 8 k] ^ 5 = [11318309471486 + 13683804386077 i + 19914333072298 j + 17569991941368 k]
BICP | Distance=486 | [486 + 77 i + 98 j + 10 k] ^ 5 = [11560761079486 + 13304222267077 i + 19636449396298 j + 17921436314610 k]
BICP | Distance=486 | [486 + 77 i + 98 j + 18 k] ^ 5 = [12604890879486 + 11824686867077 i + 18576199996298 j + 19351173731418 k]
BICP | Distance=486 | [486 + 77 i + 98 j + 60 k] ^ 5 = [20079515379486 + 4975460742077 i + 14279536996298 j + 27727933564860 k]
BICP | Distance=486 | [77 + 486 i + 98 j + 64 k] ^ 5 = [9683334752077 + 32770704499486 i + 34823180228298 j + 2130079697264 k]
BICP | Distance=486 | [77 + 98 i + 486 j + 64 k] ^ 5 = [9683334752077 + 34823180228298 i + 32770704499486 j + 2130079697264 k]
BICP | Distance=486 | [486 + 77 i + 98 j + 68 k] ^ 5 = [21895157579486 + 3825061142077 i + 13687371996298 j + 29540919181668 k]
BICP | Distance=486 | [77 + 486 i + 111 j + 5 k] ^ 9 = [4618200381124884142419077 + 2389219032029467860513486 i + 2454098046131692472235111 j + -4449279731003753444929795 k]
BICP | Distance=486 | [77 + 111 i + 486 j + 5 k] ^ 9 = [4618200381124884142419077 + 2454098046131692472235111 i + 2389219032029467860513486 j + -4449279731003753444929795 k]
BICP | Distance=486 | [77 + 202 i + 236 j + 486 k] ^ 9 = [183299751249426654876077 + 2934675328796407308714202 i + 5918901723724050452400236 j + 4763035886071444044486486 k]
BICP | Distance=486 | [77 + 486 i + 236 j + 0 k] ^ 5 = [51731450771077 + 87050159001486 i + 86956061450236 j + -50510170861920 k]
BICP | Distance=486 | [77 + 236 i + 486 j + 0 k] ^ 5 = [51731450771077 + 86956061450236 i + 87050159001486 j + -50510170861920 k]
BICP | Distance=486 | [77 + 486 i + 236 j + 20 k] ^ 5 = [38906482823077 + 91810564937486 i + 92193497086236 j + -37573784857820 k]
BICP | Distance=486 | [77 + 236 i + 486 j + 20 k] ^ 5 = [38906482823077 + 92193497086236 i + 91810564937486 j + -37573784857820 k]
BICP | Distance=486 | [77 + 486 i + 236 j + 70 k] ^ 5 = [5231707838077 + 97096775707486 i + 98912933356236 j + -4277299477570 k]
BICP | Distance=486 | [77 + 236 i + 486 j + 70 k] ^ 5 = [5231707838077 + 98912933356236 i + 97096775707486 j + -4277299477570 k]
BICP | Distance=486 | [77 + 236 i + 202 j + 486 k] ^ 9 = [183299751249426654876077 + 5918901723724050452400236 i + 2934675328796407308714202 j + 4763035886071444044486486 k]
BICP | Distance=486 | [77 + 486 i + 264 j + 0 k] ^ 5 = [59981977671077 + 106176543201486 i + 106246999452264 j + -59269137238080 k]
BICP | Distance=486 | [77 + 264 i + 486 j + 0 k] ^ 5 = [59981977671077 + 106246999452264 i + 106176543201486 j + -59269137238080 k]
BICP | Distance=486 | [77 + 486 i + 264 j + 30 k] ^ 5 = [37240718658077 + 113717921967486 i + 114285845586264 j + -36530975061930 k]
BICP | Distance=486 | [77 + 264 i + 486 j + 30 k] ^ 5 = [37240718658077 + 114285845586264 i + 113717921967486 j + -36530975061930 k]
BICP | Distance=486 | [77 + 486 i + 361 j + 5 k] ^ 9 = [80099043400189093749519077 + 83733444148032375828063486 i + 83733425848467433261137361 j + -80099075898069723221029795 k]
BICP | Distance=486 | [77 + 361 i + 486 j + 5 k] ^ 9 = [80099043400189093749519077 + 83733425848467433261137361 i + 83733444148032375828063486 j + -80099075898069723221029795 k]
BICP | Distance=486 | [486 + 77 i + 423 j + 43 k] ^ 9 = [7041339957626372142783486 + 19925894405534371353159077 i + 5792810617384187176845423 j + 691613403893356094163043 k]
BICP | Distance=486 | [486 + 77 i + 451 j + 39 k] ^ 9 = [7985595411559610618103486 + 24411765267502026707799077 i + 11855185142831897964537451 j + 6555251117704747989226239 k]
BICP | Distance=486 | [486 + 77 i + 452 j + 32 k] ^ 9 = [9095031403515608398338486 + 24708220180569528335094077 i + 13974134309049504311772452 j + 5211798362415004843137632 k]
BICP | Distance=486 | [486 + 77 i + 452 j + 40 k] ^ 9 = [7817329119435220185378486 + 24548917655622568084374077 i + 11794147413547979231052452 j + 7050847997831456438611240 k]
BICP | Distance=486 | [77 + 452 i + 86 j + 486 k] ^ 9 = [12525896017462707723074477 + 1004603583044262020928452 i + 25687223518064308398447686 j + 184853799113723267430486 k]
BICP | Distance=486 | [486 + 77 i + 480 j + 36 k] ^ 9 = [6891240091183171920738486 + 28624850070204553814694077 i + 20179993606063902907224480 j + 15134980638493444336034436 k]
BICP | Distance=486 | [77 + 486 i + 486 j + 0 k] ^ 5 = [169674816696077 + 406673295651486 i + 406673295651486 j + -169672109911920 k]
BICP | Distance=486 | [77 + 486 i + 486 j + 0 k] ^ 5 = [169674816696077 + 406673295651486 i + 406673295651486 j + -169672109911920 k]
BICP | Distance=486 | [77 + 486 i + 486 j + 20 k] ^ 5 = [126327652548077 + 418919147487486 i + 418919147487486 j + -126319065207820 k]
BICP | Distance=486 | [77 + 486 i + 486 j + 20 k] ^ 5 = [126327652548077 + 418919147487486 i + 418919147487486 j + -126319065207820 k]
BICP | Distance=486 | [77 + 486 i + 486 j + 70 k] ^ 5 = [15653494563077 + 433586783007486 i + 433586783007486 j + -15584853077570 k]
BICP | Distance=486 | [77 + 486 i + 486 j + 70 k] ^ 5 = [15653494563077 + 433586783007486 i + 433586783007486 j + -15584853077570 k]
BICP | Distance=486 | [80 + 486 i + 1 j + 2 k] ^ 5 = [21103469848480 + 19865211091486 i + 591149826561 j + 288910428202 k]
BICP | Distance=486 | [80 + 1 i + 486 j + 2 k] ^ 5 = [21103469848480 + 591149826561 i + 19865211091486 j + 288910428202 k]
BICP | Distance=486 | [80 + 486 i + 1 j + 52 k] ^ 5 = [19485568018480 + 17091467561486 i + 9397827441561 j + 11662735308452 k]
BICP | Distance=486 | [80 + 1 i + 486 j + 52 k] ^ 5 = [19485568018480 + 9397827441561 i + 17091467561486 j + 11662735308452 k]
BICP | Distance=486 | [486 + 80 i + 2 j + 1 k] ^ 5 = [19865211091486 + 21103469848480 i + 288910428202 j + 591149826561 k]
BICP | Distance=486 | [80 + 486 i + 4 j + 23 k] ^ 5 = [20627699458480 + 19428961621486 i + 5022009470964 j + 4642063309423 k]
BICP | Distance=486 | [80 + 4 i + 486 j + 23 k] ^ 5 = [20627699458480 + 5022009470964 i + 19428961621486 j + 4642063309423 k]
BICP | Distance=486 | [80 + 486 i + 4 j + 73 k] ^ 5 = [17535141178480 + 14656380341486 i + 13533502430964 j + 15518284354673 k]
BICP | Distance=486 | [80 + 4 i + 486 j + 73 k] ^ 5 = [17535141178480 + 13533502430964 i + 14656380341486 j + 15518284354673 k]
BICP | Distance=486 | [80 + 486 i + 6 j + 7 k] ^ 5 = [21013486796480 + 19899587535486 i + 2652403789086 j + 565916100727 k]
BICP | Distance=486 | [80 + 6 i + 486 j + 7 k] ^ 5 = [21013486796480 + 2652403789086 i + 19899587535486 j + 565916100727 k]
BICP | Distance=486 | [80 + 486 i + 6 j + 27 k] ^ 5 = [20379631172480 + 19318029147486 i + 6184719385086 j + 5211920872827 k]
BICP | Distance=486 | [80 + 6 i + 486 j + 27 k] ^ 5 = [20379631172480 + 6184719385086 i + 19318029147486 j + 5211920872827 k]
BICP | Distance=486 | [80 + 486 i + 6 j + 77 k] ^ 5 = [16864540232480 + 14248381107486 i + 14569630705086 j + 15985680888077 k]
BICP | Distance=486 | [80 + 6 i + 486 j + 77 k] ^ 5 = [16864540232480 + 14569630705086 i + 14248381107486 j + 15985680888077 k]
BICP | Distance=486 | [486 + 80 i + 7 j + 6 k] ^ 5 = [19899587535486 + 21013486796480 i + 565916100727 j + 2652403789086 k]
BICP | Distance=486 | [486 + 80 i + 8 j + 9 k] ^ 5 = [19964900457486 + 20967040646480 i + 266246415848 j + 3532513875489 k]
BICP | Distance=486 | [80 + 486 i + 9 j + 8 k] ^ 5 = [20967040646480 + 19964900457486 i + 3532513875489 j + 266246415848 k]
BICP | Distance=486 | [80 + 9 i + 486 j + 8 k] ^ 5 = [20967040646480 + 3532513875489 i + 19964900457486 j + 266246415848 k]
BICP | Distance=486 | [80 + 486 i + 9 j + 48 k] ^ 5 = [18960439982480 + 18015761097486 i + 10463290467489 j + 9434736120048 k]
BICP | Distance=486 | [80 + 9 i + 486 j + 48 k] ^ 5 = [18960439982480 + 10463290467489 i + 18015761097486 j + 9434736120048 k]
BICP | Distance=486 | [80 + 486 i + 9 j + 98 k] ^ 5 = [14016180392480 + 11013464907486 i + 18312262872489 j + 19405244980298 k]
BICP | Distance=486 | [80 + 9 i + 486 j + 98 k] ^ 5 = [14016180392480 + 18312262872489 i + 11013464907486 j + 19405244980298 k]
BICP | Distance=486 | [80 + 486 i + 11 j + 52 k] ^ 5 = [18468415450480 + 17795405629486 i + 11567338864611 j + 9980739204452 k]
BICP | Distance=486 | [80 + 11 i + 486 j + 52 k] ^ 5 = [18468415450480 + 11567338864611 i + 17795405629486 j + 9980739204452 k]
BICP | Distance=486 | [80 + 486 i + 11 j + 52 k] ^ 9 = [1010746936678126800340880 + 163801232251748248938486 i + 1477290606490324379089211 j + 100299519300470727208852 k]
BICP | Distance=486 | [80 + 11 i + 486 j + 52 k] ^ 9 = [1010746936678126800340880 + 1477290606490324379089211 i + 163801232251748248938486 j + 100299519300470727208852 k]
BICP | Distance=486 | [80 + 486 i + 14 j + 23 k] ^ 5 = [20244068500480 + 19875803279486 i + 7339336723014 j + 2893949308423 k]
BICP | Distance=486 | [80 + 14 i + 486 j + 23 k] ^ 5 = [20244068500480 + 7339336723014 i + 19875803279486 j + 2893949308423 k]
BICP | Distance=486 | [80 + 486 i + 14 j + 73 k] ^ 5 = [16130163400480 + 15646560079486 i + 15542195923014 j + 13943520883673 k]
BICP | Distance=486 | [80 + 14 i + 486 j + 73 k] ^ 5 = [16130163400480 + 15542195923014 i + 15646560079486 j + 13943520883673 k]
BICP | Distance=486 | [80 + 486 i + 14 j + 73 k] ^ 9 = [409869891509292436960880 + 104656587521008628958486 i + 1834696615181202812646014 j + 164226196661579283607273 k]
BICP | Distance=486 | [80 + 14 i + 486 j + 73 k] ^ 9 = [409869891509292436960880 + 1834696615181202812646014 i + 104656587521008628958486 j + 164226196661579283607273 k]
BICP | Distance=486 | [486 + 80 i + 23 j + 4 k] ^ 5 = [19428961621486 + 20627699458480 i + 4642063309423 j + 5022009470964 k]
BICP | Distance=486 | [486 + 80 i + 23 j + 14 k] ^ 5 = [19875803279486 + 20244068500480 i + 2893949308423 j + 7339336723014 k]
BICP | Distance=486 | [486 + 80 i + 27 j + 6 k] ^ 5 = [19318029147486 + 20379631172480 i + 5211920872827 j + 6184719385086 k]
BICP | Distance=486 | [486 + 80 i + 27 j + 36 k] ^ 5 = [21548608929486 + 19371002450480 i + 100654741827 j + 13233768577236 k]
BICP | Distance=486 | [80 + 486 i + 36 j + 27 k] ^ 5 = [19371002450480 + 21548608929486 i + 13233768577236 j + 100654741827 k]
BICP | Distance=486 | [80 + 36 i + 486 j + 27 k] ^ 5 = [19371002450480 + 13233768577236 i + 21548608929486 j + 100654741827 k]
BICP | Distance=486 | [80 + 486 i + 36 j + 77 k] ^ 5 = [12781200650480 + 18051430329486 i + 20692979377236 j + 11667561267077 k]
BICP | Distance=486 | [80 + 36 i + 486 j + 77 k] ^ 5 = [12781200650480 + 20692979377236 i + 18051430329486 j + 11667561267077 k]
BICP | Distance=486 | [80 + 486 i + 36 j + 77 k] ^ 9 = [150616336120866091060880 + 807289882617078141858486 i + 2066916020745077922434436 j + 1819433128284244134077 k]
BICP | Distance=486 | [80 + 36 i + 486 j + 77 k] ^ 9 = [150616336120866091060880 + 2066916020745077922434436 i + 807289882617078141858486 j + 1819433128284244134077 k]
BICP | Distance=486 | [80 + 486 i + 39 j + 48 k] ^ 5 = [16729983950480 + 21108651129486 i + 17296140210639 j + 4665204696048 k]
BICP | Distance=486 | [80 + 39 i + 486 j + 48 k] ^ 5 = [16729983950480 + 17296140210639 i + 21108651129486 j + 4665204696048 k]
BICP | Distance=486 | [80 + 486 i + 39 j + 98 k] ^ 5 = [8810422100480 + 15603159579486 i + 23812076685639 j + 15631572196298 k]
BICP | Distance=486 | [80 + 39 i + 486 j + 98 k] ^ 5 = [8810422100480 + 23812076685639 i + 15603159579486 j + 15631572196298 k]
BICP | Distance=486 | [486 + 80 i + 48 j + 9 k] ^ 5 = [18015761097486 + 18960439982480 i + 9434736120048 j + 10463290467489 k]
BICP | Distance=486 | [486 + 80 i + 48 j + 39 k] ^ 5 = [21108651129486 + 16729983950480 i + 4665204696048 j + 17296140210639 k]
BICP | Distance=486 | [486 + 80 i + 52 j + 1 k] ^ 5 = [17091467561486 + 19485568018480 i + 11662735308452 j + 9397827441561 k]
BICP | Distance=486 | [486 + 80 i + 52 j + 11 k] ^ 5 = [17795405629486 + 18468415450480 i + 9980739204452 j + 11567338864611 k]
BICP | Distance=486 | [486 + 80 i + 52 j + 11 k] ^ 9 = [163801232251748248938486 + 1010746936678126800340880 i + 100299519300470727208852 j + 1477290606490324379089211 k]
BICP | Distance=486 | [486 + 80 i + 52 j + 61 k] ^ 5 = [24412277429486 + 14943246850480 i + 2475268404452 j + 23276987889861 k]
BICP | Distance=486 | [80 + 486 i + 61 j + 52 k] ^ 5 = [14943246850480 + 24412277429486 i + 23276987889861 j + 2475268404452 k]
BICP | Distance=486 | [80 + 61 i + 486 j + 52 k] ^ 5 = [14943246850480 + 23276987889861 i + 24412277429486 j + 2475268404452 k]
BICP | Distance=486 | [80 + 486 i + 61 j + 452 k] ^ 9 = [24926602332066635740420880 + 4078262829863049713178486 i + 10844157994991701100019661 j + 5804154247268797091052452 k]
BICP | Distance=486 | [80 + 61 i + 486 j + 452 k] ^ 9 = [24926602332066635740420880 + 10844157994991701100019661 i + 4078262829863049713178486 j + 5804154247268797091052452 k]
BICP | Distance=486 | [80 + 486 i + 64 j + 73 k] ^ 5 = [10584224350480 + 23597114429486 i + 26649805923264 j + 7382543158673 k]
BICP | Distance=486 | [80 + 64 i + 486 j + 73 k] ^ 5 = [10584224350480 + 26649805923264 i + 23597114429486 j + 7382543158673 k]
BICP | Distance=486 | [80 + 486 i + 64 j + 423 k] ^ 9 = [20967553615532227970620880 + 3036024979041669289578486 i + 3052005707344537587206464 j + 1708593261369976527030423 k]
BICP | Distance=486 | [80 + 64 i + 486 j + 423 k] ^ 9 = [20967553615532227970620880 + 3052005707344537587206464 i + 3036024979041669289578486 j + 1708593261369976527030423 k]
BICP | Distance=486 | [486 + 80 i + 73 j + 4 k] ^ 5 = [14656380341486 + 17535141178480 i + 15518284354673 j + 13533502430964 k]
BICP | Distance=486 | [486 + 80 i + 73 j + 14 k] ^ 5 = [15646560079486 + 16130163400480 i + 13943520883673 j + 15542195923014 k]
BICP | Distance=486 | [486 + 80 i + 73 j + 14 k] ^ 9 = [104656587521008628958486 + 409869891509292436960880 i + 164226196661579283607273 j + 1834696615181202812646014 k]
BICP | Distance=486 | [486 + 80 i + 73 j + 64 k] ^ 5 = [23597114429486 + 10584224350480 i + 7382543158673 j + 26649805923264 k]
BICP | Distance=486 | [486 + 80 i + 77 j + 6 k] ^ 5 = [14248381107486 + 16864540232480 i + 15985680888077 j + 14569630705086 k]
BICP | Distance=486 | [486 + 80 i + 77 j + 36 k] ^ 5 = [18051430329486 + 12781200650480 i + 11667561267077 j + 20692979377236 k]
BICP | Distance=486 | [486 + 80 i + 77 j + 36 k] ^ 9 = [807289882617078141858486 + 150616336120866091060880 i + 1819433128284244134077 j + 2066916020745077922434436 k]
BICP | Distance=486 | [486 + 80 i + 77 j + 86 k] ^ 5 = [28447591379486 + 7802606200480 i + 6196953992077 j + 32767804977486 k]
BICP | Distance=486 | [80 + 486 i + 86 j + 77 k] ^ 5 = [7802606200480 + 28447591379486 i + 32767804977486 j + 6196953992077 k]
BICP | Distance=486 | [80 + 86 i + 486 j + 77 k] ^ 5 = [7802606200480 + 32767804977486 i + 28447591379486 j + 6196953992077 k]
BICP | Distance=486 | [80 + 486 i + 86 j + 173 k] ^ 5 = [-19821725091680 + 11364094067486 i + 33895549905486 j + 27331461368173 k]
BICP | Distance=486 | [80 + 86 i + 486 j + 173 k] ^ 5 = [-19821725091680 + 33895549905486 i + 11364094067486 j + 27331461368173 k]
BICP | Distance=486 | [80 + 486 i + 89 j + 98 k] ^ 5 = [1789592200480 + 27134373179486 i + 35104886360889 j + 11608472196298 k]
BICP | Distance=486 | [80 + 89 i + 486 j + 98 k] ^ 5 = [1789592200480 + 35104886360889 i + 27134373179486 j + 11608472196298 k]
BICP | Distance=486 | [80 + 486 i + 89 j + 202 k] ^ 5 = [-29620321611680 + 3926074507486 i + 31269866912889 j + 31083921301202 k]
BICP | Distance=486 | [80 + 89 i + 486 j + 202 k] ^ 5 = [-29620321611680 + 31269866912889 i + 3926074507486 j + 31083921301202 k]
BICP | Distance=486 | [486 + 80 i + 98 j + 9 k] ^ 5 = [11013464907486 + 14016180392480 i + 19405244980298 j + 18312262872489 k]
BICP | Distance=486 | [486 + 80 i + 98 j + 39 k] ^ 5 = [15603159579486 + 8810422100480 i + 15631572196298 j + 23812076685639 k]
BICP | Distance=486 | [486 + 80 i + 98 j + 89 k] ^ 5 = [27134373179486 + 1789592200480 i + 11608472196298 j + 35104886360889 k]
BICP | Distance=486 | [486 + 80 i + 98 j + 111 k] ^ 5 = [33867970467486 + -781896791680 i + 10629783100298 j + 41278291128111 k]
BICP | Distance=486 | [486 + 80 i + 98 j + 361 k] ^ 5 = [217000540267486 + -23382104691680 i + 22896868500298 j + 216961428404361 k]
BICP | Distance=486 | [80 + 486 i + 111 j + 98 k] ^ 5 = [-781896791680 + 33867970467486 i + 41278291128111 j + 10629783100298 k]
BICP | Distance=486 | [80 + 111 i + 486 j + 98 k] ^ 5 = [-781896791680 + 41278291128111 i + 33867970467486 j + 10629783100298 k]
BICP | Distance=486 | [80 + 486 i + 139 j + 202 k] ^ 5 = [-45394549431680 + 21249175847486 i + 38472657218139 j + 40617934681202 k]
BICP | Distance=486 | [80 + 139 i + 486 j + 202 k] ^ 5 = [-45394549431680 + 38472657218139 i + 21249175847486 j + 40617934681202 k]
BICP | Distance=486 | [486 + 80 i + 173 j + 86 k] ^ 5 = [11364094067486 + -19821725091680 i + 27331461368173 j + 33895549905486 k]
BICP | Distance=486 | [486 + 80 i + 173 j + 236 k] ^ 5 = [80004388697486 + -63157559481680 i + 59014122083173 j + 83907792346236 k]
BICP | Distance=486 | [486 + 80 i + 173 j + 486 k] ^ 5 = [394280361747486 + -203218878131680 i + 204255457608173 j + 394280361747486 k]
BICP | Distance=486 | [486 + 80 i + 202 j + 89 k] ^ 5 = [3926074507486 + -29620321611680 i + 31083921301202 j + 31269866912889 k]
BICP | Distance=486 | [486 + 80 i + 202 j + 139 k] ^ 5 = [21249175847486 + -45394549431680 i + 40617934681202 j + 38472657218139 k]
BICP | Distance=486 | [486 + 80 i + 202 j + 389 k] ^ 5 = [208258469047486 + -171948534531680 i + 171746707081202 j + 205908503494389 k]
BICP | Distance=486 | [80 + 486 i + 236 j + 173 k] ^ 5 = [-63157559481680 + 80004388697486 i + 83907792346236 j + 59014122083173 k]
BICP | Distance=486 | [80 + 236 i + 486 j + 173 k] ^ 5 = [-63157559481680 + 83907792346236 i + 80004388697486 j + 59014122083173 k]
BICP | Distance=486 | [486 + 80 i + 298 j + 361 k] ^ 5 = [83358737147486 + -243712040331680 i + 243451566421298 j + 73359024284361 k]
BICP | Distance=486 | [80 + 486 i + 361 j + 98 k] ^ 5 = [-23382104691680 + 217000540267486 i + 216961428404361 j + 22896868500298 k]
BICP | Distance=486 | [80 + 361 i + 486 j + 98 k] ^ 5 = [-23382104691680 + 216961428404361 i + 217000540267486 j + 22896868500298 k]
BICP | Distance=486 | [80 + 486 i + 361 j + 298 k] ^ 5 = [-243712040331680 + 83358737147486 i + 73359024284361 j + 243451566421298 k]
BICP | Distance=486 | [80 + 361 i + 486 j + 298 k] ^ 5 = [-243712040331680 + 73359024284361 i + 83358737147486 j + 243451566421298 k]
BICP | Distance=486 | [80 + 486 i + 389 j + 202 k] ^ 5 = [-171948534531680 + 208258469047486 i + 205908503494389 j + 171746707081202 k]
BICP | Distance=486 | [80 + 389 i + 486 j + 202 k] ^ 5 = [-171948534531680 + 205908503494389 i + 208258469047486 j + 171746707081202 k]
BICP | Distance=486 | [486 + 80 i + 423 j + 64 k] ^ 9 = [3036024979041669289578486 + 20967553615532227970620880 i + 1708593261369976527030423 j + 3052005707344537587206464 k]
BICP | Distance=486 | [486 + 80 i + 452 j + 61 k] ^ 9 = [4078262829863049713178486 + 24926602332066635740420880 i + 5804154247268797091052452 j + 10844157994991701100019661 k]
BICP | Distance=486 | [80 + 486 i + 486 j + 173 k] ^ 5 = [-203218878131680 + 394280361747486 i + 394280361747486 j + 204255457608173 k]
BICP | Distance=486 | [80 + 486 i + 486 j + 173 k] ^ 5 = [-203218878131680 + 394280361747486 i + 394280361747486 j + 204255457608173 k]
BICP | Distance=486 | [81 + 486 i + 7 j + 27 k] ^ 9 = [1510550531408501321563881 + 162009251715843701451486 i + 846264265058452358571967 j + 1107629875196023609827 k]
BICP | Distance=486 | [81 + 7 i + 486 j + 27 k] ^ 9 = [1510550531408501321563881 + 846264265058452358571967 i + 162009251715843701451486 j + 1107629875196023609827 k]
BICP | Distance=486 | [486 + 81 i + 27 j + 7 k] ^ 9 = [162009251715843701451486 + 1510550531408501321563881 i + 1107629875196023609827 j + 846264265058452358571967 k]
BICP | Distance=486 | [82 + 48 i + 73 j + 486 k] ^ 5 = [28217800669082 + 145480446048 i + 13105860883673 j + 29758980879486 k]
BICP | Distance=486 | [82 + 52 i + 77 j + 486 k] ^ 5 = [28814003669082 + 377028054452 i + 13337408492077 j + 29162777879486 k]
BICP | Distance=486 | [82 + 73 i + 48 j + 486 k] ^ 5 = [28217800669082 + 13105860883673 i + 145480446048 j + 29758980879486 k]
BICP | Distance=486 | [82 + 73 i + 98 j + 486 k] ^ 5 = [32384282969082 + 900713458673 i + 13861093896298 j + 25592498579486 k]
BICP | Distance=486 | [82 + 77 i + 52 j + 486 k] ^ 5 = [28814003669082 + 13337408492077 i + 377028054452 j + 29162777879486 k]
BICP | Distance=486 | [82 + 98 i + 73 j + 486 k] ^ 5 = [32384282969082 + 13861093896298 i + 900713458673 j + 25592498579486 k]
BICP | Distance=486 | [85 + 48 i + 52 j + 486 k] ^ 5 = [28274026527485 + 4602312396048 i + 6728158404452 j + 32395048029486 k]
BICP | Distance=486 | [85 + 52 i + 48 j + 486 k] ^ 5 = [28274026527485 + 6728158404452 i + 4602312396048 j + 32395048029486 k]
BICP | Distance=486 | [86 + 0 i + 3 j + 486 k] ^ 5 = [25490578097486 + -610847704080 i + 994804504323 j + 35724818259486 k]
BICP | Distance=486 | [86 + 0 i + 3 j + 486 k] ^ 9 = [3143384468898776050306886 + -145821730359827442598560 i + 163507161415635645498243 j + 3404997731804296969926486 k]
BICP | Distance=486 | [86 + 0 i + 7 j + 486 k] ^ 5 = [25465949245486 + -1425077251920 i + 2320528468727 j + 35674594047486 k]
BICP | Distance=486 | [86 + 0 i + 23 j + 486 k] ^ 5 = [25170510349486 + -4673168128080 i + 7597707364423 j + 35072510031486 k]
BICP | Distance=486 | [86 + 0 i + 27 j + 486 k] ^ 5 = [25047469289486 + -5481379051920 i + 8905900600827 j + 34821972171486 k]
BICP | Distance=486 | [86 + 0 i + 73 j + 486 k] ^ 5 = [22227019309486 + -14539322908080 i + 23262968779673 j + 29113255791486 k]
BICP | Distance=486 | [86 + 0 i + 77 j + 486 k] ^ 5 = [21860476129486 + -15297378631920 i + 24425632616077 j + 28376222211486 k]
BICP | Distance=486 | [86 + 0 i + 173 j + 486 k] ^ 5 = [7452620929486 + -30898695268080 i + 44913311960173 j + 329551011486 k]
BICP | Distance=486 | [86 + 486 i + 2 j + 27 k] ^ 5 = [21942521929486 + 18068448303486 i + 5591430840202 j + 5700698173827 k]
BICP | Distance=486 | [86 + 2 i + 486 j + 27 k] ^ 5 = [21942521929486 + 5591430840202 i + 18068448303486 j + 5700698173827 k]
BICP | Distance=486 | [86 + 486 i + 2 j + 77 k] ^ 5 = [18622097629486 + 12862968299486 i + 14718645740202 j + 16071768227077 k]
BICP | Distance=486 | [86 + 2 i + 486 j + 77 k] ^ 5 = [18622097629486 + 14718645740202 i + 12862968299486 j + 16071768227077 k]
BICP | Distance=486 | [86 + 3 i + 0 j + 486 k] ^ 5 = [25490578097486 + 994804504323 i + -610847704080 j + 35724818259486 k]
BICP | Distance=486 | [86 + 3 i + 0 j + 486 k] ^ 9 = [3143384468898776050306886 + 163507161415635645498243 i + -145821730359827442598560 j + 3404997731804296969926486 k]
BICP | Distance=486 | [86 + 486 i + 3 j + 48 k] ^ 5 = [20813398171886 + 16554916287486 i + 9722169171123 j + 10080547410048 k]
BICP | Distance=486 | [86 + 3 i + 486 j + 48 k] ^ 5 = [20813398171886 + 9722169171123 i + 16554916287486 j + 10080547410048 k]
BICP | Distance=486 | [86 + 486 i + 3 j + 98 k] ^ 5 = [16160708011886 + 9349242531486 i + 18442887666123 j + 19587307408298 k]
BICP | Distance=486 | [86 + 3 i + 486 j + 98 k] ^ 5 = [16160708011886 + 18442887666123 i + 9349242531486 j + 19587307408298 k]
BICP | Distance=486 | [86 + 5 i + 8 j + 486 k] ^ 5 = [25541749617486 + 27416481445 i + 1633068689848 j + 35673646739486 k]
BICP | Distance=486 | [86 + 5 i + 8 j + 486 k] ^ 9 = [3148084700852210786818886 + -116703241551091570758715 i + 192625650224371517338088 j + 3400297499850862233414486 k]
BICP | Distance=486 | [86 + 5 i + 48 j + 486 k] ^ 5 = [24661803385486 + -8104706174555 i + 14650921170048 j + 33119824347486 k]
BICP | Distance=486 | [86 + 5 i + 52 j + 486 k] ^ 5 = [24465158277486 + -8908423062395 i + 15908715954452 j + 32646910279486 k]
BICP | Distance=486 | [86 + 5 i + 52 j + 486 k] ^ 9 = [2457602461441481710474886 + -2135308658698899607804795 i + 2409719658387859971508852 j + 2541548442016276689678486 k]
BICP | Distance=486 | [86 + 5 i + 98 j + 486 k] ^ 5 = [20792151105486 + -17852978459555 i + 29300208000298 j + 24467492867486 k]
BICP | Distance=486 | [86 + 6 i + 9 j + 486 k] ^ 5 = [25559647553486 + 154474275486 i + 1760126483889 j + 35655748803486 k]
BICP | Distance=486 | [86 + 7 i + 0 j + 486 k] ^ 5 = [25465949245486 + 2320528468727 i + -1425077251920 j + 35674594047486 k]
BICP | Distance=486 | [86 + 486 i + 7 j + 52 k] ^ 5 = [20145429791086 + 16447969079486 i + 11293067779527 j + 10198533546452 k]
BICP | Distance=486 | [86 + 7 i + 486 j + 52 k] ^ 5 = [20145429791086 + 11293067779527 i + 16447969079486 j + 10198533546452 k]
BICP | Distance=486 | [86 + 8 i + 5 j + 486 k] ^ 5 = [25541749617486 + 1633068689848 i + 27416481445 j + 35673646739486 k]
BICP | Distance=486 | [86 + 8 i + 5 j + 486 k] ^ 9 = [3148084700852210786818886 + 192625650224371517338088 i + -116703241551091570758715 j + 3400297499850862233414486 k]
BICP | Distance=486 | [86 + 486 i + 8 j + 23 k] ^ 5 = [21829152798286 + 18494522939486 i + 6179070419448 j + 3678990730423 k]
BICP | Distance=486 | [86 + 8 i + 486 j + 23 k] ^ 5 = [21829152798286 + 6179070419448 i + 18494522939486 j + 3678990730423 k]
BICP | Distance=486 | [86 + 486 i + 8 j + 73 k] ^ 5 = [18142922478286 + 14043271723486 i + 15172526159448 j + 14277301573673 k]
BICP | Distance=486 | [86 + 8 i + 486 j + 73 k] ^ 5 = [18142922478286 + 15172526159448 i + 14043271723486 j + 14277301573673 k]
BICP | Distance=486 | [86 + 9 i + 6 j + 486 k] ^ 5 = [25559647553486 + 1760126483889 i + 154474275486 j + 35655748803486 k]
BICP | Distance=486 | [86 + 486 i + 11 j + 14 k] ^ 5 = [22125944833486 + 18863686295486 i + 5162719498611 j + 1081125479014 k]
BICP | Distance=486 | [86 + 11 i + 486 j + 14 k] ^ 5 = [22125944833486 + 5162719498611 i + 18863686295486 j + 1081125479014 k]
BICP | Distance=486 | [86 + 11 i + 14 j + 486 k] ^ 5 = [25687307553486 + 784678778611 i + 2390330987014 j + 35528088803486 k]
BICP | Distance=486 | [86 + 486 i + 11 j + 64 k] ^ 5 = [18663128461486 + 15499707895486 i + 14230381723611 j + 11977945757264 k]
BICP | Distance=486 | [86 + 11 i + 486 j + 64 k] ^ 5 = [18663128461486 + 14230381723611 i + 15499707895486 j + 11977945757264 k]
BICP | Distance=486 | [486 + 86 i + 14 j + 11 k] ^ 5 = [18863686295486 + 22125944833486 i + 1081125479014 j + 5162719498611 k]
BICP | Distance=486 | [86 + 14 i + 11 j + 486 k] ^ 5 = [25687307553486 + 2390330987014 i + 784678778611 j + 35528088803486 k]
BICP | Distance=486 | [86 + 486 i + 14 j + 61 k] ^ 5 = [18622673041486 + 16137813559486 i + 14331913003014 j + 10849225775861 k]
BICP | Distance=486 | [86 + 14 i + 486 j + 61 k] ^ 5 = [18622673041486 + 14331913003014 i + 16137813559486 j + 10849225775861 k]
BICP | Distance=486 | [86 + 486 i + 14 j + 111 k] ^ 5 = [12189407113486 + 8320809159486 i + 22148917403014 j + 19962854379111 k]
BICP | Distance=486 | [86 + 14 i + 486 j + 111 k] ^ 5 = [12189407113486 + 22148917403014 i + 8320809159486 j + 19962854379111 k]
BICP | Distance=486 | [86 + 20 i + 23 j + 486 k] ^ 5 = [26075959377486 + 1885641800020 i + 3491294008423 j + 35139436979486 k]
BICP | Distance=486 | [86 + 20 i + 77 j + 486 k] ^ 5 = [25393326045486 + -9469719847820 i + 20434030388077 j + 29788624607486 k]
BICP | Distance=486 | [86 + 23 i + 0 j + 486 k] ^ 5 = [25170510349486 + 7597707364423 i + -4673168128080 j + 35072510031486 k]
BICP | Distance=486 | [486 + 86 i + 23 j + 8 k] ^ 5 = [18494522939486 + 21829152798286 i + 3678990730423 j + 6179070419448 k]
BICP | Distance=486 | [86 + 23 i + 20 j + 486 k] ^ 5 = [26075959377486 + 3491294008423 i + 1885641800020 j + 35139436979486 k]
BICP | Distance=486 | [86 + 23 i + 26 j + 486 k] ^ 5 = [26250253377486 + 2239195933423 i + 3844848141826 j + 34965142979486 k]
BICP | Distance=486 | [86 + 486 i + 23 j + 48 k] ^ 5 = [19142884081486 + 18233975259486 i + 14032685386423 j + 6531604506048 k]
BICP | Distance=486 | [86 + 23 i + 486 j + 48 k] ^ 5 = [19142884081486 + 14032685386423 i + 18233975259486 j + 6531604506048 k]
BICP | Distance=486 | [86 + 486 i + 23 j + 98 k] ^ 5 = [12555811081486 + 12151477463486 i + 21824268261423 j + 16578712284298 k]
BICP | Distance=486 | [86 + 23 i + 486 j + 98 k] ^ 5 = [12555811081486 + 21824268261423 i + 12151477463486 j + 16578712284298 k]
BICP | Distance=486 | [86 + 24 i + 27 j + 486 k] ^ 5 = [26313252977486 + 2355225608424 i + 3960877816827 j + 34902143379486 k]
BICP | Distance=486 | [86 + 26 i + 23 j + 486 k] ^ 5 = [26250253377486 + 3844848141826 i + 2239195933423 j + 34965142979486 k]
BICP | Distance=486 | [86 + 27 i + 0 j + 486 k] ^ 5 = [25047469289486 + 8905900600827 i + -5481379051920 j + 34821972171486 k]
BICP | Distance=486 | [486 + 86 i + 27 j + 2 k] ^ 5 = [18068448303486 + 21942521929486 i + 5700698173827 j + 5591430840202 k]
BICP | Distance=486 | [86 + 27 i + 24 j + 486 k] ^ 5 = [26313252977486 + 3960877816827 i + 2355225608424 j + 34902143379486 k]
BICP | Distance=486 | [86 + 27 i + 30 j + 486 k] ^ 5 = [26516822177486 + 2697320341827 i + 4302972550230 j + 34698574179486 k]
BICP | Distance=486 | [86 + 486 i + 27 j + 52 k] ^ 5 = [18405165377486 + 18380884851486 i + 15591191266827 j + 6734709050452 k]
BICP | Distance=486 | [86 + 27 i + 486 j + 52 k] ^ 5 = [18405165377486 + 15591191266827 i + 18380884851486 j + 6734709050452 k]
BICP | Distance=486 | [86 + 486 i + 27 j + 452 k] ^ 9 = [27145877926914063606754886 + 7593891457097137750470486 i + 4334051554395714756453627 j + 16977782077152277259208452 k]
BICP | Distance=486 | [86 + 27 i + 486 j + 452 k] ^ 9 = [27145877926914063606754886 + 4334051554395714756453627 i + 7593891457097137750470486 j + 16977782077152277259208452 k]
BICP | Distance=486 | [86 + 27 i + 480 j + 486 k] ^ 9 = [30982703282763695970034886 + 16798724577313036388193627 i + 2022150711826772733084480 j + 25744296734077193518518486 k]
BICP | Distance=486 | [86 + 30 i + 27 j + 486 k] ^ 5 = [26516822177486 + 4302972550230 i + 2697320341827 j + 34698574179486 k]
BICP | Distance=486 | [86 + 30 i + 73 j + 486 k] ^ 5 = [27053142985486 + -5654198901930 i + 17101428442673 j + 30728484747486 k]
BICP | Distance=486 | [86 + 30 i + 173 j + 486 k] ^ 5 = [18447714325486 + -27044255721930 i + 39988303403173 j + 5710317687486 k]
BICP | Distance=486 | [486 + 86 i + 36 j + 39 k] ^ 5 = [20665015623486 + 19700142005486 i + 1052075599236 j + 15617611329639 k]
BICP | Distance=486 | [86 + 486 i + 36 j + 39 k] ^ 5 = [19434921797486 + 20195893431486 i + 15432045775236 j + 2269423905639 k]
BICP | Distance=486 | [86 + 36 i + 486 j + 39 k] ^ 5 = [19434921797486 + 15432045775236 i + 20195893431486 j + 2269423905639 k]
BICP | Distance=486 | [86 + 36 i + 39 j + 486 k] ^ 5 = [27256057553486 + 3660860419236 i + 5266512627639 j + 33959338803486 k]
BICP | Distance=486 | [86 + 486 i + 36 j + 89 k] ^ 5 = [12039112925486 + 15700222431486 i + 23044187275236 j + 13152752308889 k]
BICP | Distance=486 | [86 + 36 i + 486 j + 89 k] ^ 5 = [12039112925486 + 23044187275236 i + 15700222431486 j + 13152752308889 k]
BICP | Distance=486 | [86 + 486 i + 36 j + 139 k] ^ 5 = [2186159153486 + 6434831331486 i + 28347546175236 j + 21456506862139 k]
BICP | Distance=486 | [86 + 36 i + 486 j + 139 k] ^ 5 = [2186159153486 + 28347546175236 i + 6434831331486 j + 21456506862139 k]
BICP | Distance=486 | [486 + 86 i + 39 j + 36 k] ^ 5 = [20195893431486 + 19434921797486 i + 2269423905639 j + 15432045775236 k]
BICP | Distance=486 | [86 + 486 i + 39 j + 36 k] ^ 5 = [19700142005486 + 20665015623486 i + 15617611329639 j + 1052075599236 k]
BICP | Distance=486 | [86 + 39 i + 486 j + 36 k] ^ 5 = [19700142005486 + 15617611329639 i + 20665015623486 j + 1052075599236 k]
BICP | Distance=486 | [86 + 39 i + 36 j + 486 k] ^ 5 = [27256057553486 + 5266512627639 i + 3660860419236 j + 33959338803486 k]
BICP | Distance=486 | [86 + 486 i + 39 j + 86 k] ^ 5 = [12158843477486 + 16631463723486 i + 23252335104639 j + 12158843477486 k]
BICP | Distance=486 | [86 + 39 i + 486 j + 86 k] ^ 5 = [12158843477486 + 23252335104639 i + 16631463723486 j + 12158843477486 k]
BICP | Distance=486 | [86 + 45 i + 48 j + 486 k] ^ 5 = [28180572977486 + 4509166737645 i + 6114818946048 j + 33034823379486 k]
BICP | Distance=486 | [486 + 86 i + 48 j + 3 k] ^ 5 = [16554916287486 + 20813398171886 i + 10080547410048 j + 9722169171123 k]
BICP | Distance=486 | [86 + 48 i + 5 j + 486 k] ^ 5 = [24661803385486 + 14650921170048 i + -8104706174555 j + 33119824347486 k]
BICP | Distance=486 | [486 + 86 i + 48 j + 23 k] ^ 5 = [18233975259486 + 19142884081486 i + 6531604506048 j + 14032685386423 k]
BICP | Distance=486 | [86 + 48 i + 45 j + 486 k] ^ 5 = [28180572977486 + 6114818946048 i + 4509166737645 j + 33034823379486 k]
BICP | Distance=486 | [86 + 48 i + 51 j + 486 k] ^ 5 = [28527958577486 + 4761689646048 i + 6367341854451 j + 32687437779486 k]
BICP | Distance=486 | [86 + 486 i + 48 j + 73 k] ^ 5 = [13464263033486 + 19720621011486 i + 23443759638048 j + 8185121157673 k]
BICP | Distance=486 | [86 + 48 i + 486 j + 73 k] ^ 5 = [13464263033486 + 23443759638048 i + 19720621011486 j + 8185121157673 k]
BICP | Distance=486 | [86 + 486 i + 48 j + 423 k] ^ 9 = [21279141502915262331615686 + 4318467295745965569606486 i + 1218361354935791011677648 j + 6310425925951762857336423 k]
BICP | Distance=486 | [86 + 48 i + 486 j + 423 k] ^ 9 = [21279141502915262331615686 + 1218361354935791011677648 i + 4318467295745965569606486 j + 6310425925951762857336423 k]
BICP | Distance=486 | [86 + 49 i + 52 j + 486 k] ^ 5 = [28647957777486 + 4842188146049 i + 6447840354452 j + 32567438579486 k]
BICP | Distance=486 | [86 + 51 i + 48 j + 486 k] ^ 5 = [28527958577486 + 6367341854451 i + 4761689646048 j + 32687437779486 k]
BICP | Distance=486 | [86 + 52 i + 5 j + 486 k] ^ 5 = [24465158277486 + 15908715954452 i + -8908423062395 j + 32646910279486 k]
BICP | Distance=486 | [86 + 52 i + 5 j + 486 k] ^ 9 = [2457602461441481710474886 + 2409719658387859971508852 i + -2135308658698899607804795 j + 2541548442016276689678486 k]
BICP | Distance=486 | [486 + 86 i + 52 j + 7 k] ^ 5 = [16447969079486 + 20145429791086 i + 10198533546452 j + 11293067779527 k]
BICP | Distance=486 | [486 + 86 i + 52 j + 27 k] ^ 5 = [18380884851486 + 18405165377486 i + 6734709050452 j + 15591191266827 k]
BICP | Distance=486 | [86 + 52 i + 49 j + 486 k] ^ 5 = [28647957777486 + 6447840354452 i + 4842188146049 j + 32567438579486 k]
BICP | Distance=486 | [86 + 52 i + 55 j + 486 k] ^ 5 = [29020298577486 + 5072152254452 i + 6677804462855 j + 32195097779486 k]
BICP | Distance=486 | [86 + 486 i + 52 j + 77 k] ^ 5 = [12320145025486 + 20078200099486 i + 24868155718452 j + 8552252702077 k]
BICP | Distance=486 | [86 + 52 i + 486 j + 77 k] ^ 5 = [12320145025486 + 24868155718452 i + 20078200099486 j + 8552252702077 k]
BICP | Distance=486 | [86 + 55 i + 52 j + 486 k] ^ 5 = [29020298577486 + 6677804462855 i + 5072152254452 j + 32195097779486 k]
BICP | Distance=486 | [486 + 86 i + 61 j + 14 k] ^ 5 = [16137813559486 + 18622673041486 i + 10849225775861 j + 14331913003014 k]
BICP | Distance=486 | [486 + 86 i + 61 j + 64 k] ^ 5 = [23709362087486 + 14556256141486 i + 3165230750861 j + 25580305881264 k]
BICP | Distance=486 | [86 + 486 i + 61 j + 64 k] ^ 5 = [14132447461486 + 22924266767486 i + 25254960126861 j + 4316439257264 k]
BICP | Distance=486 | [86 + 61 i + 486 j + 64 k] ^ 5 = [14132447461486 + 25254960126861 i + 22924266767486 j + 4316439257264 k]
BICP | Distance=486 | [86 + 61 i + 64 j + 486 k] ^ 5 = [30243557553486 + 5649932684861 i + 7255584893264 j + 30971838803486 k]
BICP | Distance=486 | [486 + 86 i + 64 j + 11 k] ^ 5 = [15499707895486 + 18663128461486 i + 11977945757264 j + 14230381723611 k]
BICP | Distance=486 | [486 + 86 i + 64 j + 61 k] ^ 5 = [22924266767486 + 14132447461486 i + 4316439257264 j + 25254960126861 k]
BICP | Distance=486 | [86 + 486 i + 64 j + 61 k] ^ 5 = [14556256141486 + 23709362087486 i + 25580305881264 j + 3165230750861 k]
BICP | Distance=486 | [86 + 64 i + 486 j + 61 k] ^ 5 = [14556256141486 + 25580305881264 i + 23709362087486 j + 3165230750861 k]
BICP | Distance=486 | [86 + 64 i + 61 j + 486 k] ^ 5 = [30243557553486 + 7255584893264 i + 5649932684861 j + 30971838803486 k]
BICP | Distance=486 | [86 + 486 i + 64 j + 111 k] ^ 5 = [3264350113486 + 18342682587486 i + 30946985381264 j + 14655375504111 k]
BICP | Distance=486 | [86 + 64 i + 486 j + 111 k] ^ 5 = [3264350113486 + 30946985381264 i + 18342682587486 j + 14655375504111 k]
BICP | Distance=486 | [86 + 70 i + 73 j + 486 k] ^ 5 = [31613216577486 + 6039706850270 i + 7645359058673 j + 29602179779486 k]
BICP | Distance=486 | [86 + 73 i + 0 j + 486 k] ^ 5 = [22227019309486 + 23262968779673 i + -14539322908080 j + 29113255791486 k]
BICP | Distance=486 | [486 + 86 i + 73 j + 8 k] ^ 5 = [14043271723486 + 18142922478286 i + 14277301573673 j + 15172526159448 k]
BICP | Distance=486 | [86 + 73 i + 30 j + 486 k] ^ 5 = [27053142985486 + 17101428442673 i + -5654198901930 j + 30728484747486 k]
BICP | Distance=486 | [486 + 86 i + 73 j + 48 k] ^ 5 = [19720621011486 + 13464263033486 i + 8185121157673 j + 23443759638048 k]
BICP | Distance=486 | [86 + 73 i + 70 j + 486 k] ^ 5 = [31613216577486 + 7645359058673 i + 6039706850270 j + 29602179779486 k]
BICP | Distance=486 | [86 + 73 i + 76 j + 486 k] ^ 5 = [32099133777486 + 6123534583673 i + 7729186792076 j + 29116262579486 k]
BICP | Distance=486 | [486 + 86 i + 73 j + 98 k] ^ 5 = [31430164111486 + 9810485137486 i + 2257230082673 j + 36163720616298 k]
BICP | Distance=486 | [86 + 486 i + 73 j + 98 k] ^ 5 = [5249160685486 + 22432282963486 i + 31899446114673 j + 11102423784298 k]
BICP | Distance=486 | [86 + 73 i + 486 j + 98 k] ^ 5 = [5249160685486 + 31899446114673 i + 22432282963486 j + 11102423784298 k]
BICP | Distance=486 | [86 + 74 i + 77 j + 486 k] ^ 5 = [32264132577486 + 6146064458674 i + 7751716667077 j + 28951263779486 k]
BICP | Distance=486 | [86 + 76 i + 73 j + 486 k] ^ 5 = [32099133777486 + 7729186792076 i + 6123534583673 j + 29116262579486 k]
BICP | Distance=486 | [86 + 77 i + 0 j + 486 k] ^ 5 = [21860476129486 + 24425632616077 i + -15297378631920 j + 28376222211486 k]
BICP | Distance=486 | [486 + 86 i + 77 j + 2 k] ^ 5 = [12862968299486 + 18622097629486 i + 16071768227077 j + 14718645740202 k]
BICP | Distance=486 | [86 + 77 i + 20 j + 486 k] ^ 5 = [25393326045486 + 20434030388077 i + -9469719847820 j + 29788624607486 k]
BICP | Distance=486 | [486 + 86 i + 77 j + 52 k] ^ 5 = [20078200099486 + 12320145025486 i + 8552252702077 j + 24868155718452 k]
BICP | Distance=486 | [86 + 77 i + 74 j + 486 k] ^ 5 = [32264132577486 + 7751716667077 i + 6146064458674 j + 28951263779486 k]
BICP | Distance=486 | [86 + 77 i + 80 j + 486 k] ^ 5 = [32767804977486 + 6196953992077 i + 7802606200480 j + 28447591379486 k]
BICP | Distance=486 | [86 + 486 i + 77 j + 452 k] ^ 9 = [25687223518064308398447686 + 184853799113723267430486 i + 12525896017462707723074477 j + 1004603583044262020928452 k]
BICP | Distance=486 | [86 + 77 i + 486 j + 452 k] ^ 9 = [25687223518064308398447686 + 12525896017462707723074477 i + 184853799113723267430486 j + 1004603583044262020928452 k]
BICP | Distance=486 | [86 + 80 i + 77 j + 486 k] ^ 5 = [32767804977486 + 7802606200480 i + 6196953992077 j + 28447591379486 k]
BICP | Distance=486 | [86 + 80 i + 173 j + 486 k] ^ 5 = [33895549905486 + -19821725091680 i + 27331461368173 j + 11364094067486 k]
BICP | Distance=486 | [486 + 86 i + 86 j + 39 k] ^ 5 = [16631463723486 + 12158843477486 i + 12158843477486 j + 23252335104639 k]
BICP | Distance=486 | [486 + 86 i + 86 j + 89 k] ^ 5 = [27971494751486 + 6746798977486 i + 6746798977486 j + 34883417357889 k]
BICP | Distance=486 | [86 + 486 i + 86 j + 89 k] ^ 5 = [6191739325486 + 26865588803486 i + 34349807553486 j + 7797391533889 k]
BICP | Distance=486 | [86 + 86 i + 486 j + 89 k] ^ 5 = [6191739325486 + 34349807553486 i + 26865588803486 j + 7797391533889 k]
BICP | Distance=486 | [86 + 86 i + 89 j + 486 k] ^ 5 = [34349807553486 + 6191739325486 i + 7797391533889 j + 26865588803486 k]
BICP | Distance=486 | [486 + 86 i + 86 j + 139 k] ^ 5 = [44778040879486 + 3246074377486 i + 3246074377486 j + 50589390761139 k]
BICP | Distance=486 | [486 + 86 i + 89 j + 36 k] ^ 5 = [15700222431486 + 12039112925486 i + 13152752308889 j + 23044187275236 k]
BICP | Distance=486 | [486 + 86 i + 89 j + 86 k] ^ 5 = [26865588803486 + 6191739325486 i + 7797391533889 j + 34349807553486 k]
BICP | Distance=486 | [86 + 486 i + 89 j + 86 k] ^ 5 = [6746798977486 + 27971494751486 i + 34883417357889 j + 6746798977486 k]
BICP | Distance=486 | [86 + 89 i + 486 j + 86 k] ^ 5 = [6746798977486 + 34883417357889 i + 27971494751486 j + 6746798977486 k]
BICP | Distance=486 | [86 + 89 i + 86 j + 486 k] ^ 5 = [34349807553486 + 7797391533889 i + 6191739325486 j + 26865588803486 k]
BICP | Distance=486 | [86 + 95 i + 98 j + 486 k] ^ 5 = [36019890177486 + 5931820887895 i + 7537473096298 j + 25195506179486 k]
BICP | Distance=486 | [486 + 86 i + 98 j + 3 k] ^ 5 = [9349242531486 + 16160708011886 i + 19587307408298 j + 18442887666123 k]
BICP | Distance=486 | [86 + 98 i + 5 j + 486 k] ^ 5 = [20792151105486 + 29300208000298 i + -17852978459555 j + 24467492867486 k]
BICP | Distance=486 | [486 + 86 i + 98 j + 23 k] ^ 5 = [12151477463486 + 12555811081486 i + 16578712284298 j + 21824268261423 k]
BICP | Distance=486 | [486 + 86 i + 98 j + 73 k] ^ 5 = [22432282963486 + 5249160685486 i + 11102423784298 j + 31899446114673 k]
BICP | Distance=486 | [86 + 486 i + 98 j + 73 k] ^ 5 = [9810485137486 + 31430164111486 i + 36163720616298 j + 2257230082673 k]
BICP | Distance=486 | [86 + 98 i + 486 j + 73 k] ^ 5 = [9810485137486 + 36163720616298 i + 31430164111486 j + 2257230082673 k]
BICP | Distance=486 | [86 + 98 i + 95 j + 486 k] ^ 5 = [36019890177486 + 7537473096298 i + 5931820887895 j + 25195506179486 k]
BICP | Distance=486 | [486 + 86 i + 111 j + 14 k] ^ 5 = [8320809159486 + 12189407113486 i + 19962854379111 j + 22148917403014 k]
BICP | Distance=486 | [486 + 86 i + 111 j + 64 k] ^ 5 = [18342682587486 + 3264350113486 i + 14655375504111 j + 30946985381264 k]
BICP | Distance=486 | [486 + 86 i + 139 j + 36 k] ^ 5 = [6434831331486 + 2186159153486 i + 21456506862139 j + 28347546175236 k]
BICP | Distance=486 | [86 + 486 i + 139 j + 86 k] ^ 5 = [3246074377486 + 44778040879486 i + 50589390761139 j + 3246074377486 k]
BICP | Distance=486 | [86 + 139 i + 486 j + 86 k] ^ 5 = [3246074377486 + 50589390761139 i + 44778040879486 j + 3246074377486 k]
BICP | Distance=486 | [86 + 173 i + 0 j + 486 k] ^ 5 = [7452620929486 + 44913311960173 i + -30898695268080 j + 329551011486 k]
BICP | Distance=486 | [86 + 173 i + 30 j + 486 k] ^ 5 = [18447714325486 + 39988303403173 i + -27044255721930 j + 5710317687486 k]
BICP | Distance=486 | [86 + 173 i + 80 j + 486 k] ^ 5 = [33895549905486 + 27331461368173 i + -19821725091680 j + 11364094067486 k]
BICP | Distance=486 | [486 + 86 i + 423 j + 48 k] ^ 9 = [4318467295745965569606486 + 21279141502915262331615686 i + 6310425925951762857336423 j + 1218361354935791011677648 k]
BICP | Distance=486 | [486 + 86 i + 452 j + 27 k] ^ 9 = [7593891457097137750470486 + 27145877926914063606754886 i + 16977782077152277259208452 j + 4334051554395714756453627 k]
BICP | Distance=486 | [486 + 86 i + 452 j + 77 k] ^ 9 = [184853799113723267430486 + 25687223518064308398447686 i + 1004603583044262020928452 j + 12525896017462707723074477 k]
BICP | Distance=486 | [86 + 480 i + 27 j + 486 k] ^ 9 = [30982703282763695970034886 + 2022150711826772733084480 i + 16798724577313036388193627 j + 25744296734077193518518486 k]
BICP | Distance=486 | [89 + 0 i + 2 j + 486 k] ^ 5 = [26494046808889 + -422354548080 i + 670747908202 j + 36353260971486 k]
BICP | Distance=486 | [89 + 0 i + 8 j + 486 k] ^ 5 = [26455787043889 + -1689002953920 i + 2681819903848 j + 36277466841486 k]
BICP | Distance=486 | [89 + 0 i + 48 j + 486 k] ^ 5 = [25029715123889 + -10041004321920 i + 15828699432048 j + 33460338681486 k]
BICP | Distance=486 | [89 + 0 i + 52 j + 486 k] ^ 5 = [24775529343889 + -10859761018080 i + 17097085548452 j + 32959846161486 k]
BICP | Distance=486 | [89 + 0 i + 98 j + 486 k] ^ 5 = [20413239288889 + -19881505591920 i + 30579033972298 j + 24448749291486 k]
BICP | Distance=486 | [89 + 2 i + 0 j + 486 k] ^ 5 = [26494046808889 + 670747908202 i + -422354548080 j + 36353260971486 k]
BICP | Distance=486 | [89 + 486 i + 2 j + 48 k] ^ 5 = [21538373406889 + 15930609759486 i + 9798454776202 j + 10076313006048 k]
BICP | Distance=486 | [89 + 2 i + 486 j + 48 k] ^ 5 = [21538373406889 + 9798454776202 i + 15930609759486 j + 10076313006048 k]
BICP | Distance=486 | [89 + 486 i + 2 j + 98 k] ^ 5 = [16834403181889 + 8726484563486 i + 18855129476202 j + 19384732584298 k]
BICP | Distance=486 | [89 + 2 i + 486 j + 98 k] ^ 5 = [16834403181889 + 18855129476202 i + 8726484563486 j + 19384732584298 k]
BICP | Distance=486 | [89 + 4 i + 4 j + 486 k] ^ 5 = [26516616155889 + 496408474964 i + 496408474964 j + 36338295953486 k]
BICP | Distance=486 | [89 + 5 i + 23 j + 486 k] ^ 9 = [3213712464563885682546689 + -884888103965645216869795 i + 1033220496139282312321823 j + 3415576193807895646293486 k]
BICP | Distance=486 | [89 + 5 i + 69 j + 486 k] ^ 9 = [1981659998889394729314689 + -2908563737524516364655715 i + 3193133535833540754466269 j + 1956624128967928088439486 k]
BICP | Distance=486 | [89 + 5 i + 73 j + 486 k] ^ 9 = [1814948028068589863406689 + -3046147946934824514049795 i + 3332192564865942984562273 j + 1764306270656432731923486 k]
BICP | Distance=486 | [89 + 6 i + 6 j + 486 k] ^ 5 = [26541627949889 + 743856289086 i + 743856289086 j + 36313284159486 k]
BICP | Distance=486 | [89 + 8 i + 0 j + 486 k] ^ 5 = [26455787043889 + 2681819903848 i + -1689002953920 j + 36277466841486 k]
BICP | Distance=486 | [89 + 486 i + 8 j + 52 k] ^ 5 = [20674584473089 + 15979612453486 i + 11794098653448 j + 9780716364452 k]
BICP | Distance=486 | [89 + 8 i + 486 j + 52 k] ^ 5 = [20674584473089 + 11794098653448 i + 15979612453486 j + 9780716364452 k]
BICP | Distance=486 | [486 + 89 i + 14 j + 14 k] ^ 5 = [18417159059486 + 22761601677889 i + 376416131014 j + 5880692503014 k]
BICP | Distance=486 | [89 + 486 i + 14 j + 14 k] ^ 5 = [22761601677889 + 18417159059486 i + 5880692503014 j + 376416131014 k]
BICP | Distance=486 | [89 + 14 i + 486 j + 14 k] ^ 5 = [22761601677889 + 5880692503014 i + 18417159059486 j + 376416131014 k]
BICP | Distance=486 | [89 + 14 i + 14 j + 486 k] ^ 5 = [26741264957889 + 1721551223014 i + 1721551223014 j + 36113647151486 k]
BICP | Distance=486 | [89 + 486 i + 14 j + 64 k] ^ 5 = [18923565774889 + 15287045359486 i + 15182681203014 j + 11150118509264 k]
BICP | Distance=486 | [89 + 14 i + 486 j + 64 k] ^ 5 = [18923565774889 + 15182681203014 i + 15287045359486 j + 11150118509264 k]
BICP | Distance=486 | [89 + 20 i + 48 j + 486 k] ^ 5 = [27177667647889 + -3639779677820 i + 11591463420048 j + 34188554097486 k]
BICP | Distance=486 | [89 + 20 i + 98 j + 486 k] ^ 5 = [24930433052889 + -14488331767820 i + 26577595200298 j + 26464642967486 k]
BICP | Distance=486 | [89 + 23 i + 5 j + 486 k] ^ 9 = [3213712464563885682546689 + 1033220496139282312321823 i + -884888103965645216869795 j + 3415576193807895646293486 k]
BICP | Distance=486 | [89 + 30 i + 52 j + 486 k] ^ 5 = [28095625932889 + -1334935821930 i + 10654282350452 j + 33839830287486 k]
BICP | Distance=486 | [486 + 89 i + 36 j + 36 k] ^ 5 = [19773112581486 + 20487346705889 i + 1216998997236 j + 15009264925236 k]
BICP | Distance=486 | [89 + 486 i + 36 j + 36 k] ^ 5 = [20487346705889 + 19773112581486 i + 15009264925236 j + 1216998997236 k]
BICP | Distance=486 | [89 + 36 i + 486 j + 36 k] ^ 5 = [20487346705889 + 15009264925236 i + 19773112581486 j + 1216998997236 k]
BICP | Distance=486 | [89 + 36 i + 36 j + 486 k] ^ 5 = [28091759707889 + 4178138677236 i + 4178138677236 j + 34763152401486 k]
BICP | Distance=486 | [89 + 486 i + 36 j + 86 k] ^ 5 = [13152752308889 + 15700222431486 i + 23044187275236 j + 12039112925486 k]
BICP | Distance=486 | [89 + 36 i + 486 j + 86 k] ^ 5 = [13152752308889 + 23044187275236 i + 15700222431486 j + 12039112925486 k]
BICP | Distance=486 | [89 + 48 i + 0 j + 486 k] ^ 5 = [25029715123889 + 15828699432048 i + -10041004321920 j + 33460338681486 k]
BICP | Distance=486 | [486 + 89 i + 48 j + 2 k] ^ 5 = [15930609759486 + 21538373406889 i + 10076313006048 j + 9798454776202 k]
BICP | Distance=486 | [89 + 48 i + 20 j + 486 k] ^ 5 = [27177667647889 + 11591463420048 i + -3639779677820 j + 34188554097486 k]
BICP | Distance=486 | [486 + 89 i + 48 j + 52 k] ^ 5 = [21640643109486 + 18241232685889 i + 1266149556048 j + 20821762404452 k]
BICP | Distance=486 | [89 + 486 i + 48 j + 52 k] ^ 5 = [17761766677889 + 20811149301486 i + 20530879452048 j + 2863057700452 k]
BICP | Distance=486 | [89 + 48 i + 486 j + 52 k] ^ 5 = [17761766677889 + 20530879452048 i + 20811149301486 j + 2863057700452 k]
BICP | Distance=486 | [89 + 486 i + 48 j + 452 k] ^ 9 = [26644517162597403893317289 + 2968850045712940325370486 i + 9005755634627493053572848 j + 11241434201177247578508452 k]
BICP | Distance=486 | [89 + 48 i + 486 j + 452 k] ^ 9 = [26644517162597403893317289 + 9005755634627493053572848 i + 2968850045712940325370486 j + 11241434201177247578508452 k]
BICP | Distance=486 | [89 + 52 i + 0 j + 486 k] ^ 5 = [24775529343889 + 17097085548452 i + -10859761018080 j + 32959846161486 k]
BICP | Distance=486 | [486 + 89 i + 52 j + 8 k] ^ 5 = [15979612453486 + 20674584473089 i + 9780716364452 j + 11794098653448 k]
BICP | Distance=486 | [89 + 52 i + 30 j + 486 k] ^ 5 = [28095625932889 + 10654282350452 i + -1334935821930 j + 33839830287486 k]
BICP | Distance=486 | [486 + 89 i + 52 j + 48 k] ^ 5 = [20811149301486 + 17761766677889 i + 2863057700452 j + 20530879452048 k]
BICP | Distance=486 | [89 + 486 i + 52 j + 48 k] ^ 5 = [18241232685889 + 21640643109486 i + 20821762404452 j + 1266149556048 k]
BICP | Distance=486 | [89 + 52 i + 486 j + 48 k] ^ 5 = [18241232685889 + 20821762404452 i + 21640643109486 j + 1266149556048 k]
BICP | Distance=486 | [89 + 52 i + 70 j + 486 k] ^ 5 = [30625416260889 + 1249485654452 i + 11068365650270 j + 31613843279486 k]
BICP | Distance=486 | [89 + 486 i + 52 j + 98 k] ^ 5 = [8657854860889 + 17205704263486 i + 27740651554452 j + 12425747184298 k]
BICP | Distance=486 | [89 + 52 i + 486 j + 98 k] ^ 5 = [8657854860889 + 27740651554452 i + 17205704263486 j + 12425747184298 k]
BICP | Distance=486 | [486 + 89 i + 64 j + 14 k] ^ 5 = [15287045359486 + 18923565774889 i + 11150118509264 j + 15182681203014 k]
BICP | Distance=486 | [486 + 89 i + 64 j + 64 k] ^ 5 = [23118488237486 + 14678896449889 i + 3287871059264 j + 26171179731264 k]
BICP | Distance=486 | [89 + 486 i + 64 j + 64 k] ^ 5 = [14678896449889 + 23118488237486 i + 26171179731264 j + 3287871059264 k]
BICP | Distance=486 | [89 + 64 i + 486 j + 64 k] ^ 5 = [14678896449889 + 26171179731264 i + 23118488237486 j + 3287871059264 k]
BICP | Distance=486 | [89 + 64 i + 64 j + 486 k] ^ 5 = [31355973107889 + 6313520723264 i + 6313520723264 j + 31498939001486 k]
BICP | Distance=486 | [89 + 69 i + 5 j + 486 k] ^ 9 = [1981659998889394729314689 + 3193133535833540754466269 i + -2908563737524516364655715 j + 1956624128967928088439486 k]
BICP | Distance=486 | [89 + 70 i + 52 j + 486 k] ^ 5 = [30625416260889 + 11068365650270 i + 1249485654452 j + 31613843279486 k]
BICP | Distance=486 | [89 + 70 i + 98 j + 486 k] ^ 5 = [33791620157889 + -852276337570 i + 14378966760298 j + 27574601587486 k]
BICP | Distance=486 | [89 + 73 i + 5 j + 486 k] ^ 9 = [1814948028068589863406689 + 3332192564865942984562273 i + -3046147946934824514049795 j + 1764306270656432731923486 k]
BICP | Distance=486 | [89 + 74 i + 98 j + 486 k] ^ 5 = [34336379285889 + 210874358674 i + 13282723596298 j + 27424456679486 k]
BICP | Distance=486 | [89 + 80 i + 98 j + 486 k] ^ 5 = [35104886360889 + 1789592200480 i + 11608472196298 j + 27134373179486 k]
BICP | Distance=486 | [89 + 80 i + 202 j + 486 k] ^ 5 = [31269866912889 + -29620321611680 i + 31083921301202 j + 3926074507486 k]
BICP | Distance=486 | [486 + 89 i + 86 j + 36 k] ^ 5 = [15700222431486 + 13152752308889 i + 12039112925486 j + 23044187275236 k]
BICP | Distance=486 | [486 + 89 i + 86 j + 86 k] ^ 5 = [26865588803486 + 7797391533889 i + 6191739325486 j + 34349807553486 k]
BICP | Distance=486 | [89 + 486 i + 86 j + 86 k] ^ 5 = [7797391533889 + 26865588803486 i + 34349807553486 j + 6191739325486 k]
BICP | Distance=486 | [89 + 86 i + 486 j + 86 k] ^ 5 = [7797391533889 + 34349807553486 i + 26865588803486 j + 6191739325486 k]
BICP | Distance=486 | [89 + 86 i + 86 j + 486 k] ^ 5 = [34883417357889 + 6746798977486 i + 6746798977486 j + 27971494751486 k]
BICP | Distance=486 | [89 + 98 i + 0 j + 486 k] ^ 5 = [20413239288889 + 30579033972298 i + -19881505591920 j + 24448749291486 k]
BICP | Distance=486 | [486 + 89 i + 98 j + 2 k] ^ 5 = [8726484563486 + 16834403181889 i + 19384732584298 j + 18855129476202 k]
BICP | Distance=486 | [89 + 98 i + 20 j + 486 k] ^ 5 = [24930433052889 + 26577595200298 i + -14488331767820 j + 26464642967486 k]
BICP | Distance=486 | [486 + 89 i + 98 j + 52 k] ^ 5 = [17205704263486 + 8657854860889 i + 12425747184298 j + 27740651554452 k]
BICP | Distance=486 | [89 + 98 i + 70 j + 486 k] ^ 5 = [33791620157889 + 14378966760298 i + -852276337570 j + 27574601587486 k]
BICP | Distance=486 | [89 + 98 i + 74 j + 486 k] ^ 5 = [34336379285889 + 13282723596298 i + 210874358674 j + 27424456679486 k]
BICP | Distance=486 | [89 + 98 i + 80 j + 486 k] ^ 5 = [35104886360889 + 11608472196298 i + 1789592200480 j + 27134373179486 k]
BICP | Distance=486 | [89 + 202 i + 80 j + 486 k] ^ 5 = [31269866912889 + 31083921301202 i + -29620321611680 j + 3926074507486 k]
BICP | Distance=486 | [89 + 202 i + 270 j + 486 k] ^ 9 = [1721423365830624365691689 + 3267254555625104055570202 i + 9645595067425871554182270 j + 1857830932894398229638486 k]
BICP | Distance=486 | [89 + 270 i + 202 j + 486 k] ^ 9 = [1721423365830624365691689 + 9645595067425871554182270 i + 3267254555625104055570202 j + 1857830932894398229638486 k]
BICP | Distance=486 | [486 + 89 i + 452 j + 48 k] ^ 9 = [2968850045712940325370486 + 26644517162597403893317289 i + 11241434201177247578508452 j + 9005755634627493053572848 k]
BICP | Distance=486 | [93 + 48 i + 52 j + 486 k] ^ 5 = [30769636744293 + 4072620396048 i + 6320136404452 j + 34271107029486 k]
BICP | Distance=486 | [93 + 52 i + 48 j + 486 k] ^ 5 = [30769636744293 + 6320136404452 i + 4072620396048 j + 34271107029486 k]
BICP | Distance=486 | [486 + 94 i + 5 j + 264 k] ^ 9 = [19438500074990680861326486 + 34935495982171418676668494 i + -34937250135749030256066715 j + 19440887315198217815220264 k]
BICP | Distance=486 | [94 + 486 i + 264 j + 5 k] ^ 9 = [34935495982171418676668494 + 19438500074990680861326486 i + 19440887315198217815220264 j + -34937250135749030256066715 k]
BICP | Distance=486 | [94 + 264 i + 486 j + 5 k] ^ 9 = [34935495982171418676668494 + 19440887315198217815220264 i + 19438500074990680861326486 j + -34937250135749030256066715 k]
BICP | Distance=486 | [95 + 486 i + 4 j + 52 k] ^ 5 = [22281801579895 + 14511901901486 i + 11568669050964 j + 10078228728452 k]
BICP | Distance=486 | [95 + 4 i + 486 j + 52 k] ^ 5 = [22281801579895 + 11568669050964 i + 14511901901486 j + 10078228728452 k]
BICP | Distance=486 | [95 + 486 i + 6 j + 8 k] ^ 5 = [24366046990895 + 16986569583486 i + 2968755949086 j + 466245141848 k]
BICP | Distance=486 | [95 + 6 i + 486 j + 8 k] ^ 5 = [24366046990895 + 2968755949086 i + 16986569583486 j + 466245141848 k]
BICP | Distance=486 | [95 + 486 i + 6 j + 48 k] ^ 5 = [22398165070895 + 15039470727486 i + 11170444165086 j + 8879433510048 k]
BICP | Distance=486 | [95 + 6 i + 486 j + 48 k] ^ 5 = [22398165070895 + 11170444165086 i + 15039470727486 j + 8879433510048 k]
BICP | Distance=486 | [95 + 486 i + 6 j + 98 k] ^ 5 = [17025776455895 + 8216982867486 i + 20601028945086 j + 17904635800298 k]
BICP | Distance=486 | [95 + 6 i + 486 j + 98 k] ^ 5 = [17025776455895 + 20601028945086 i + 8216982867486 j + 17904635800298 k]
BICP | Distance=486 | [486 + 95 i + 8 j + 6 k] ^ 5 = [16986569583486 + 24366046990895 i + 466245141848 j + 2968755949086 k]
BICP | Distance=486 | [95 + 486 i + 14 j + 52 k] ^ 5 = [21355389162895 + 15376598779486 i + 13570698223014 j + 8116509654452 k]
BICP | Distance=486 | [95 + 14 i + 486 j + 52 k] ^ 5 = [21355389162895 + 13570698223014 i + 15376598779486 j + 8116509654452 k]
BICP | Distance=486 | [95 + 486 i + 14 j + 452 k] ^ 9 = [30642874375930655875845695 + 8079986264808120945078486 i + 1436239364204229703326014 j + 22584379234934995073952452 k]
BICP | Distance=486 | [95 + 14 i + 486 j + 452 k] ^ 9 = [30642874375930655875845695 + 1436239364204229703326014 i + 8079986264808120945078486 j + 22584379234934995073952452 k]
BICP | Distance=486 | [95 + 486 i + 36 j + 48 k] ^ 5 = [20311622287895 + 18193732029486 i + 17434207177236 j + 3146124396048 k]
BICP | Distance=486 | [95 + 36 i + 486 j + 48 k] ^ 5 = [20311622287895 + 17434207177236 i + 18193732029486 j + 3146124396048 k]
BICP | Distance=486 | [95 + 486 i + 36 j + 98 k] ^ 5 = [12083668312895 + 13187959479486 i + 25556450227236 j + 13197307696298 k]
BICP | Distance=486 | [95 + 36 i + 486 j + 98 k] ^ 5 = [12083668312895 + 25556450227236 i + 13187959479486 j + 13197307696298 k]
BICP | Distance=486 | [486 + 95 i + 48 j + 6 k] ^ 5 = [15039470727486 + 22398165070895 i + 8879433510048 j + 11170444165086 k]
BICP | Distance=486 | [486 + 95 i + 48 j + 36 k] ^ 5 = [18193732029486 + 20311622287895 i + 3146124396048 j + 17434207177236 k]
BICP | Distance=486 | [486 + 95 i + 52 j + 4 k] ^ 5 = [14511901901486 + 22281801579895 i + 10078228728452 j + 11568669050964 k]
BICP | Distance=486 | [486 + 95 i + 52 j + 14 k] ^ 5 = [15376598779486 + 21355389162895 i + 8116509654452 j + 13570698223014 k]
BICP | Distance=486 | [95 + 486 i + 86 j + 98 k] ^ 5 = [5931820887895 + 25195506179486 i + 36019890177486 j + 7537473096298 k]
BICP | Distance=486 | [95 + 86 i + 486 j + 98 k] ^ 5 = [5931820887895 + 36019890177486 i + 25195506179486 j + 7537473096298 k]
BICP | Distance=486 | [486 + 95 i + 98 j + 6 k] ^ 5 = [8216982867486 + 17025776455895 i + 17904635800298 j + 20601028945086 k]
BICP | Distance=486 | [486 + 95 i + 98 j + 36 k] ^ 5 = [13187959479486 + 12083668312895 i + 13197307696298 j + 25556450227236 k]
BICP | Distance=486 | [486 + 95 i + 98 j + 86 k] ^ 5 = [25195506179486 + 5931820887895 i + 7537473096298 j + 36019890177486 k]
BICP | Distance=486 | [486 + 95 i + 452 j + 14 k] ^ 9 = [8079986264808120945078486 + 30642874375930655875845695 i + 22584379234934995073952452 j + 1436239364204229703326014 k]
BICP | Distance=486 | [486 + 98 i + 0 j + 1 k] ^ 5 = [16313826627486 + 25123056060298 i + -215843428080 j + 211353410561 k]
BICP | Distance=486 | [98 + 486 i + 0 j + 3 k] ^ 5 = [25116206056298 + 16303747959486 i + 647501707440 j + 633992254323 k]
BICP | Distance=486 | [98 + 0 i + 486 j + 3 k] ^ 5 = [25116206056298 + 647501707440 i + 16303747959486 j + 633992254323 k]
BICP | Distance=486 | [98 + 486 i + 0 j + 7 k] ^ 5 = [25088807020298 + 16263438147486 i + 1510570600560 j + 1478680818727 k]
BICP | Distance=486 | [98 + 0 i + 486 j + 7 k] ^ 5 = [25088807020298 + 1510570600560 i + 16263438147486 j + 1478680818727 k]
BICP | Distance=486 | [486 + 98 i + 0 j + 9 k] ^ 5 = [16394473467486 + 25177859620298 i + -1943276695920 j + 1903812216489 k]
BICP | Distance=486 | [486 + 98 i + 0 j + 11 k] ^ 5 = [16434808551486 + 25205263752298 i + -2375535088080 j + 2327878691611 k]
BICP | Distance=486 | [98 + 486 i + 0 j + 23 k] ^ 5 = [24760140892298 + 15780326931486 i + 4952787139440 j + 4833513314423 k]
BICP | Distance=486 | [98 + 0 i + 486 j + 23 k] ^ 5 = [24760140892298 + 4952787139440 i + 15780326931486 j + 4833513314423 k]
BICP | Distance=486 | [98 + 486 i + 0 j + 27 k] ^ 5 = [24623263312298 + 15579361071486 i + 5808997600560 j + 5661895150827 k]
BICP | Distance=486 | [98 + 0 i + 486 j + 27 k] ^ 5 = [24623263312298 + 5808997600560 i + 15579361071486 j + 5661895150827 k]
BICP | Distance=486 | [486 + 98 i + 0 j + 39 k] ^ 5 = [17851435371486 + 26165396212298 i + -8474361451920 j + 8377196973639 k]
BICP | Distance=486 | [486 + 98 i + 0 j + 61 k] ^ 5 = [20096808831486 + 27678056592298 i + -13382604028080 j + 13407585206861 k]
BICP | Distance=486 | [98 + 486 i + 0 j + 73 k] ^ 5 = [21485898172298 + 11010800691486 i + 15385938679440 j + 14549225229673 k]
BICP | Distance=486 | [98 + 0 i + 486 j + 73 k] ^ 5 = [21485898172298 + 15385938679440 i + 11010800691486 j + 14549225229673 k]
BICP | Distance=486 | [98 + 486 i + 0 j + 77 k] ^ 5 = [21078205432298 + 10422483111486 i + 16184995540560 j + 15242277666077 k]
BICP | Distance=486 | [98 + 0 i + 486 j + 77 k] ^ 5 = [21078205432298 + 16184995540560 i + 10422483111486 j + 15242277666077 k]
BICP | Distance=486 | [486 + 98 i + 0 j + 89 k] ^ 5 = [24448749291486 + 30579033972298 i + -19881505591920 j + 20413239288889 k]
BICP | Distance=486 | [486 + 98 i + 0 j + 111 k] ^ 5 = [29099876211486 + 33636694732298 i + -25261265368080 j + 26575770072111 k]
BICP | Distance=486 | [486 + 98 i + 0 j + 139 k] ^ 5 = [36693310311486 + 38540257032298 i + -32560317331920 j + 35515095754139 k]
BICP | Distance=486 | [486 + 98 i + 0 j + 361 k] ^ 5 = [188931619611486 + 122714764932298 i + -122733158068080 j + 189031032148361 k]
BICP | Distance=486 | [486 + 98 i + 0 j + 389 k] ^ 5 = [224469421911486 + 139997951832298 i + -140034090031920 j + 224503752830389 k]
BICP | Distance=486 | [98 + 486 i + 1 j + 0 k] ^ 5 = [25123056060298 + 16313826627486 i + 211353410561 j + -215843428080 k]
BICP | Distance=486 | [98 + 1 i + 486 j + 0 k] ^ 5 = [25123056060298 + 211353410561 i + 16313826627486 j + -215843428080 k]
BICP | Distance=486 | [98 + 486 i + 1 j + 6 k] ^ 5 = [25086303840298 + 16285764987486 i + 1505974943561 j + 1051917669726 k]
BICP | Distance=486 | [98 + 1 i + 486 j + 6 k] ^ 5 = [25086303840298 + 1505974943561 i + 16285764987486 j + 1051917669726 k]
BICP | Distance=486 | [98 + 486 i + 1 j + 20 k] ^ 5 = [24808893672298 + 15938439631486 i + 4517921286561 j + 3994334252020 k]
BICP | Distance=486 | [98 + 1 i + 486 j + 20 k] ^ 5 = [24808893672298 + 4517921286561 i + 15938439631486 j + 3994334252020 k]
BICP | Distance=486 | [98 + 486 i + 1 j + 26 k] ^ 5 = [24607975572298 + 15669181951486 i + 5801996871561 j + 5241580761826 k]
BICP | Distance=486 | [98 + 1 i + 486 j + 26 k] ^ 5 = [24607975572298 + 5801996871561 i + 15669181951486 j + 5241580761826 k]
BICP | Distance=486 | [98 + 486 i + 1 j + 70 k] ^ 5 = [21640514592298 + 11528685371486 i + 14960609631561 j + 13817681882270 k]
BICP | Distance=486 | [98 + 1 i + 486 j + 70 k] ^ 5 = [21640514592298 + 14960609631561 i + 11528685371486 j + 13817681882270 k]
BICP | Distance=486 | [98 + 486 i + 1 j + 76 k] ^ 5 = [21033868992298 + 10676521991486 i + 16158350646561 j + 14871712792076 k]
BICP | Distance=486 | [98 + 1 i + 486 j + 76 k] ^ 5 = [21033868992298 + 16158350646561 i + 10676521991486 j + 14871712792076 k]
BICP | Distance=486 | [98 + 486 i + 2 j + 3 k] ^ 5 = [25106851632298 + 16315999011486 i + 1070134056682 j + 202432693323 k]
BICP | Distance=486 | [98 + 2 i + 486 j + 3 k] ^ 5 = [25106851632298 + 1070134056682 i + 16315999011486 j + 202432693323 k]
BICP | Distance=486 | [98 + 486 i + 2 j + 9 k] ^ 5 = [25033357560298 + 16259880195486 i + 2363609978602 j + 1469523568689 k]
BICP | Distance=486 | [98 + 2 i + 486 j + 9 k] ^ 5 = [25033357560298 + 2363609978602 i + 16259880195486 j + 1469523568689 k]
BICP | Distance=486 | [98 + 486 i + 2 j + 23 k] ^ 5 = [24670383900298 + 15847300727486 i + 5368581188682 j + 4405469077423 k]
BICP | Distance=486 | [98 + 2 i + 486 j + 23 k] ^ 5 = [24670383900298 + 5368581188682 i + 15847300727486 j + 4405469077423 k]
BICP | Distance=486 | [98 + 486 i + 2 j + 39 k] ^ 5 = [23928255084298 + 14896017063486 i + 8763862080202 j + 7686431328639 k]
BICP | Distance=486 | [98 + 2 i + 486 j + 39 k] ^ 5 = [23928255084298 + 8763862080202 i + 14896017063486 j + 7686431328639 k]
BICP | Distance=486 | [98 + 486 i + 2 j + 73 k] ^ 5 = [21201829560298 + 11213018947486 i + 15737326568682 j + 14149959202673 k]
BICP | Distance=486 | [98 + 2 i + 486 j + 73 k] ^ 5 = [21201829560298 + 15737326568682 i + 11213018947486 j + 14149959202673 k]
BICP | Distance=486 | [98 + 486 i + 2 j + 89 k] ^ 5 = [19384732584298 + 8726484563486 i + 18855129476202 j + 16834403181889 k]
BICP | Distance=486 | [98 + 2 i + 486 j + 89 k] ^ 5 = [19384732584298 + 18855129476202 i + 8726484563486 j + 16834403181889 k]
BICP | Distance=486 | [486 + 98 i + 3 j + 0 k] ^ 5 = [16303747959486 + 25116206056298 i + 633992254323 j + 647501707440 k]
BICP | Distance=486 | [486 + 98 i + 3 j + 2 k] ^ 5 = [16315999011486 + 25106851632298 i + 202432693323 j + 1070134056682 k]
BICP | Distance=486 | [98 + 486 i + 3 j + 6 k] ^ 5 = [25067596480298 + 16310263635486 i + 1928383880523 j + 620739982686 k]
BICP | Distance=486 | [98 + 3 i + 486 j + 6 k] ^ 5 = [25067596480298 + 1928383880523 i + 16310263635486 j + 620739982686 k]
BICP | Distance=486 | [98 + 486 i + 3 j + 36 k] ^ 5 = [24025206868298 + 15167269251486 i + 8334522135123 j + 6868738713636 k]
BICP | Distance=486 | [98 + 3 i + 486 j + 36 k] ^ 5 = [24025206868298 + 8334522135123 i + 15167269251486 j + 6868738713636 k]
BICP | Distance=486 | [98 + 486 i + 3 j + 52 k] ^ 5 = [22969421572298 + 13826875251486 i + 11670288693843 j + 10050830318452 k]
BICP | Distance=486 | [98 + 3 i + 486 j + 52 k] ^ 5 = [22969421572298 + 11670288693843 i + 13826875251486 j + 10050830318452 k]
BICP | Distance=486 | [98 + 486 i + 3 j + 86 k] ^ 5 = [19587307408298 + 9349242531486 i + 18442887666123 j + 16160708011886 k]
BICP | Distance=486 | [98 + 3 i + 486 j + 86 k] ^ 5 = [19587307408298 + 18442887666123 i + 9349242531486 j + 16160708011886 k]
BICP | Distance=486 | [98 + 486 i + 4 j + 5 k] ^ 5 = [25075891572298 + 16331143891486 i + 1924191740964 j + 193871195605 k]
BICP | Distance=486 | [98 + 4 i + 486 j + 5 k] ^ 5 = [25075891572298 + 1924191740964 i + 16331143891486 j + 193871195605 k]
BICP | Distance=486 | [98 + 486 i + 4 j + 9 k] ^ 5 = [25005300240298 + 16296619527486 i + 2785646572964 j + 1038982299849 k]
BICP | Distance=486 | [98 + 4 i + 486 j + 9 k] ^ 5 = [25005300240298 + 2785646572964 i + 16296619527486 j + 1038982299849 k]
BICP | Distance=486 | [98 + 486 i + 4 j + 49 k] ^ 5 = [23100799992298 + 14190064511486 i + 11246831660964 j + 9259230316049 k]
BICP | Distance=486 | [98 + 4 i + 486 j + 49 k] ^ 5 = [23100799992298 + 11246831660964 i + 14190064511486 j + 9259230316049 k]
BICP | Distance=486 | [98 + 486 i + 4 j + 55 k] ^ 5 = [22628499192298 + 13601724431486 i + 12478846520964 j + 10424926340855 k]
BICP | Distance=486 | [98 + 4 i + 486 j + 55 k] ^ 5 = [22628499192298 + 12478846520964 i + 13601724431486 j + 10424926340855 k]
BICP | Distance=486 | [98 + 486 i + 4 j + 99 k] ^ 5 = [17705629812298 + 7216719651486 i + 21029628760964 j + 17993867461299 k]
BICP | Distance=486 | [98 + 4 i + 486 j + 99 k] ^ 5 = [17705629812298 + 21029628760964 i + 7216719651486 j + 17993867461299 k]
BICP | Distance=486 | [98 + 486 i + 4 j + 105 k] ^ 5 = [16838518512298 + 6076136871486 i + 22113745900964 j + 18855375336105 k]
BICP | Distance=486 | [98 + 4 i + 486 j + 105 k] ^ 5 = [16838518512298 + 22113745900964 i + 6076136871486 j + 18855375336105 k]
BICP | Distance=486 | [486 + 98 i + 5 j + 4 k] ^ 5 = [16331143891486 + 25075891572298 i + 193871195605 j + 1924191740964 k]
BICP | Distance=486 | [486 + 98 i + 5 j + 6 k] ^ 5 = [16364997939486 + 25069428016298 i + -237135883555 j + 2347184305086 k]
BICP | Distance=486 | [98 + 486 i + 5 j + 8 k] ^ 5 = [25015037760298 + 16328296607486 i + 2781687334965 j + 612591497848 k]
BICP | Distance=486 | [98 + 5 i + 486 j + 8 k] ^ 5 = [25015037760298 + 2781687334965 i + 16328296607486 j + 612591497848 k]
BICP | Distance=486 | [486 + 98 i + 5 j + 14 k] ^ 5 = [16581114779486 + 25098291096298 i + -1960273287395 j + 4044648223014 k]
BICP | Distance=486 | [486 + 98 i + 5 j + 36 k] ^ 5 = [17844502707486 + 25628676820298 i + -6711637504555 j + 8805901975236 k]
BICP | Distance=486 | [98 + 486 i + 5 j + 48 k] ^ 5 = [23085209352298 + 14355637191486 i + 11237381126965 j + 8856235962048 k]
BICP | Distance=486 | [98 + 5 i + 486 j + 48 k] ^ 5 = [23085209352298 + 11237381126965 i + 14355637191486 j + 8856235962048 k]
BICP | Distance=486 | [98 + 486 i + 5 j + 52 k] ^ 5 = [22773298260298 + 13984311667486 i + 12058898816085 j + 9640139730452 k]
BICP | Distance=486 | [98 + 5 i + 486 j + 52 k] ^ 5 = [22773298260298 + 12058898816085 i + 13984311667486 j + 9640139730452 k]
BICP | Distance=486 | [486 + 98 i + 5 j + 64 k] ^ 5 = [20896156879486 + 27261234096298 i + -12862949112395 j + 15248221173264 k]
BICP | Distance=486 | [486 + 98 i + 5 j + 64 k] ^ 9 = [13444100942974821438486 + 2838652143071886404672498 i + -2379165284877860177584795 j + 316961367156445223546464 k]
BICP | Distance=486 | [486 + 98 i + 5 j + 86 k] ^ 5 = [24467492867486 + 29300208000298 i + -17852978459555 j + 20792151105486 k]
BICP | Distance=486 | [98 + 486 i + 5 j + 98 k] ^ 5 = [17663099472298 + 7541017331486 i + 20995926511965 j + 17663099472298 k]
BICP | Distance=486 | [98 + 5 i + 486 j + 98 k] ^ 5 = [17663099472298 + 20995926511965 i + 7541017331486 j + 17663099472298 k]
BICP | Distance=486 | [486 + 98 i + 5 j + 236 k] ^ 5 = [81685887947486 + 61756019340298 i + -60415662224555 j + 82226293096236 k]
BICP | Distance=486 | [486 + 98 i + 5 j + 242 k] ^ 9 = [12796537237536565956270486 + 28109748901742773395944498 i + -28112557179749590686480715 j + 12802301415863594457450242 k]
BICP | Distance=486 | [486 + 98 i + 5 j + 264 k] ^ 5 = [100300326279486 + 71667649096298 i + -70943705912395 j + 100796911974264 k]
BICP | Distance=486 | [486 + 98 i + 5 j + 264 k] ^ 9 = [17867079552058179751278486 + 36021580633945966874672498 i + -36023768465525409222064795 j + 17869344610769639326428264 k]
BICP | Distance=486 | [486 + 98 i + 5 j + 486 k] ^ 5 = [394280361747486 + 203742964240298 i + -203731371499555 j + 394280361747486 k]
BICP | Distance=486 | [486 + 98 i + 6 j + 1 k] ^ 5 = [16285764987486 + 25086303840298 i + 1051917669726 j + 1505974943561 k]
BICP | Distance=486 | [486 + 98 i + 6 j + 3 k] ^ 5 = [16310263635486 + 25067596480298 i + 620739982686 j + 1928383880523 k]
BICP | Distance=486 | [98 + 486 i + 6 j + 5 k] ^ 5 = [25069428016298 + 16364997939486 i + 2347184305086 j + -237135883555 k]
BICP | Distance=486 | [98 + 6 i + 486 j + 5 k] ^ 5 = [25069428016298 + 2347184305086 i + 16364997939486 j + -237135883555 k]
BICP | Distance=486 | [98 + 486 i + 6 j + 45 k] ^ 5 = [23222654440298 + 14685887547486 i + 10816860985086 j + 8054944140645 k]
BICP | Distance=486 | [98 + 6 i + 486 j + 45 k] ^ 5 = [23222654440298 + 10816860985086 i + 14685887547486 j + 8054944140645 k]
BICP | Distance=486 | [98 + 486 i + 6 j + 51 k] ^ 5 = [22759178020298 + 14160352167486 i + 12049562725086 j + 9240446459451 k]
BICP | Distance=486 | [98 + 6 i + 486 j + 51 k] ^ 5 = [22759178020298 + 12049562725086 i + 14160352167486 j + 9240446459451 k]
BICP | Distance=486 | [98 + 486 i + 6 j + 95 k] ^ 5 = [17904635800298 + 8216982867486 i + 20601028945086 j + 17025776455895 k]
BICP | Distance=486 | [98 + 6 i + 486 j + 95 k] ^ 5 = [17904635800298 + 20601028945086 i + 8216982867486 j + 17025776455895 k]
BICP | Distance=486 | [486 + 98 i + 7 j + 0 k] ^ 5 = [16263438147486 + 25088807020298 i + 1478680818727 j + 1510570600560 k]
BICP | Distance=486 | [98 + 486 i + 7 j + 8 k] ^ 5 = [24999214860298 + 16374389347486 i + 3204562071207 j + 182369789848 k]
BICP | Distance=486 | [98 + 7 i + 486 j + 8 k] ^ 5 = [24999214860298 + 3204562071207 i + 16374389347486 j + 182369789848 k]
BICP | Distance=486 | [98 + 486 i + 7 j + 14 k] ^ 5 = [24824261508298 + 16298851231486 i + 4492050586527 j + 1450057645414 k]
BICP | Distance=486 | [98 + 7 i + 486 j + 14 k] ^ 5 = [24824261508298 + 4492050586527 i + 16298851231486 j + 1450057645414 k]
BICP | Distance=486 | [98 + 486 i + 7 j + 48 k] ^ 5 = [22910021796298 + 14510132379486 i + 11632593431207 j + 8445316446048 k]
BICP | Distance=486 | [98 + 7 i + 486 j + 48 k] ^ 5 = [22910021796298 + 11632593431207 i + 14510132379486 j + 8445316446048 k]
BICP | Distance=486 | [98 + 486 i + 7 j + 64 k] ^ 5 = [21472347348298 + 12881961611486 i + 14859075247527 j + 11525451103664 k]
BICP | Distance=486 | [98 + 7 i + 486 j + 64 k] ^ 5 = [21472347348298 + 14859075247527 i + 12881961611486 j + 11525451103664 k]
BICP | Distance=486 | [98 + 486 i + 7 j + 98 k] ^ 5 = [17301860496298 + 7826724379486 i + 21296174106207 j + 17301860496298 k]
BICP | Distance=486 | [98 + 7 i + 486 j + 98 k] ^ 5 = [17301860496298 + 21296174106207 i + 7826724379486 j + 17301860496298 k]
BICP | Distance=486 | [486 + 98 i + 8 j + 5 k] ^ 5 = [16328296607486 + 25015037760298 i + 612591497848 j + 2781687334965 k]
BICP | Distance=486 | [486 + 98 i + 8 j + 7 k] ^ 5 = [16374389347486 + 24999214860298 i + 182369789848 j + 3204562071207 k]
BICP | Distance=486 | [98 + 486 i + 8 j + 11 k] ^ 5 = [24905973000298 + 16375852775486 i + 4060400255448 j + 602170528411 k]
BICP | Distance=486 | [98 + 8 i + 486 j + 11 k] ^ 5 = [24905973000298 + 4060400255448 i + 16375852775486 j + 602170528411 k]
BICP | Distance=486 | [98 + 486 i + 8 j + 27 k] ^ 5 = [24232957752298 + 15938835831486 i + 7466278001368 j + 3963068110827 k]
BICP | Distance=486 | [98 + 8 i + 486 j + 27 k] ^ 5 = [24232957752298 + 7466278001368 i + 15938835831486 j + 3963068110827 k]
BICP | Distance=486 | [98 + 486 i + 8 j + 61 k] ^ 5 = [21657046080298 + 13322228335486 i + 14451482771448 j + 10763177971661 k]
BICP | Distance=486 | [98 + 8 i + 486 j + 61 k] ^ 5 = [21657046080298 + 14451482771448 i + 13322228335486 j + 10763177971661 k]
BICP | Distance=486 | [98 + 486 i + 8 j + 77 k] ^ 5 = [19914333072298 + 11318309471486 i + 17569991941368 j + 13683804386077 k]
BICP | Distance=486 | [98 + 8 i + 486 j + 77 k] ^ 5 = [19914333072298 + 17569991941368 i + 11318309471486 j + 13683804386077 k]
BICP | Distance=486 | [98 + 486 i + 9 j + 0 k] ^ 5 = [25177859620298 + 16394473467486 i + 1903812216489 j + -1943276695920 k]
BICP | Distance=486 | [98 + 9 i + 486 j + 0 k] ^ 5 = [25177859620298 + 1903812216489 i + 16394473467486 j + -1943276695920 k]
BICP | Distance=486 | [486 + 98 i + 9 j + 2 k] ^ 5 = [16259880195486 + 25033357560298 i + 1469523568689 j + 2363609978602 k]
BICP | Distance=486 | [486 + 98 i + 9 j + 4 k] ^ 5 = [16296619527486 + 25005300240298 i + 1038982299849 j + 2785646572964 k]
BICP | Distance=486 | [98 + 486 i + 9 j + 24 k] ^ 5 = [24348954940298 + 16109769267486 i + 7041189912489 j + 3125853308424 k]
BICP | Distance=486 | [98 + 9 i + 486 j + 24 k] ^ 5 = [24348954940298 + 7041189912489 i + 16109769267486 j + 3125853308424 k]
BICP | Distance=486 | [98 + 486 i + 9 j + 30 k] ^ 5 = [24019429120298 + 15857750187486 i + 8305279557489 j + 4375746982230 k]
BICP | Distance=486 | [98 + 9 i + 486 j + 30 k] ^ 5 = [24019429120298 + 8305279557489 i + 15857750187486 j + 4375746982230 k]
BICP | Distance=486 | [98 + 486 i + 9 j + 74 k] ^ 5 = [20132585500298 + 11847072087486 i + 17173572837489 j + 12961979718674 k]
BICP | Distance=486 | [98 + 9 i + 486 j + 74 k] ^ 5 = [20132585500298 + 17173572837489 i + 11847072087486 j + 12961979718674 k]
BICP | Distance=486 | [98 + 486 i + 9 j + 80 k] ^ 5 = [19405244980298 + 11013464907486 i + 18312262872489 j + 14016180392480 k]
BICP | Distance=486 | [98 + 9 i + 486 j + 80 k] ^ 5 = [19405244980298 + 18312262872489 i + 11013464907486 j + 14016180392480 k]
BICP | Distance=486 | [98 + 486 i + 10 j + 27 k] ^ 5 = [24148946496298 + 16048680579486 i + 7882954414610 j + 3541685941827 k]
BICP | Distance=486 | [98 + 10 i + 486 j + 27 k] ^ 5 = [24148946496298 + 7882954414610 i + 16048680579486 j + 3541685941827 k]
BICP | Distance=486 | [98 + 486 i + 10 j + 77 k] ^ 5 = [19636449396298 + 11560761079486 i + 17921436314610 j + 13304222267077 k]
BICP | Distance=486 | [98 + 10 i + 486 j + 77 k] ^ 5 = [19636449396298 + 17921436314610 i + 11560761079486 j + 13304222267077 k]
BICP | Distance=486 | [98 + 486 i + 11 j + 0 k] ^ 5 = [25205263752298 + 16434808551486 i + 2327878691611 j + -2375535088080 k]
BICP | Distance=486 | [98 + 11 i + 486 j + 0 k] ^ 5 = [25205263752298 + 2327878691611 i + 16434808551486 j + -2375535088080 k]
BICP | Distance=486 | [486 + 98 i + 11 j + 8 k] ^ 5 = [16375852775486 + 24905973000298 i + 602170528411 j + 4060400255448 k]
BICP | Distance=486 | [98 + 486 i + 11 j + 20 k] ^ 5 = [24488324796298 + 16332618779486 i + 6614116639611 j + 1862379800020 k]
BICP | Distance=486 | [98 + 11 i + 486 j + 20 k] ^ 5 = [24488324796298 + 6614116639611 i + 16332618779486 j + 1862379800020 k]
BICP | Distance=486 | [98 + 486 i + 11 j + 26 k] ^ 5 = [24167216196298 + 16144906679486 i + 7881499114611 j + 3122396841826 k]
BICP | Distance=486 | [98 + 11 i + 486 j + 26 k] ^ 5 = [24167216196298 + 7881499114611 i + 16144906679486 j + 3122396841826 k]
BICP | Distance=486 | [98 + 486 i + 11 j + 70 k] ^ 5 = [20342387496298 + 12593559979486 i + 16769184514611 j + 11854711250270 k]
BICP | Distance=486 | [98 + 11 i + 486 j + 70 k] ^ 5 = [20342387496298 + 16769184514611 i + 12593559979486 j + 11854711250270 k]
BICP | Distance=486 | [98 + 486 i + 11 j + 76 k] ^ 5 = [19623737796298 + 11820198979486 i + 17909890639611 j + 12938555092076 k]
BICP | Distance=486 | [98 + 11 i + 486 j + 76 k] ^ 5 = [19623737796298 + 17909890639611 i + 11820198979486 j + 12938555092076 k]
BICP | Distance=486 | [98 + 486 i + 14 j + 5 k] ^ 5 = [25098291096298 + 16581114779486 i + 4044648223014 j + -1960273287395 k]
BICP | Distance=486 | [98 + 14 i + 486 j + 5 k] ^ 5 = [25098291096298 + 4044648223014 i + 16581114779486 j + -1960273287395 k]
BICP | Distance=486 | [486 + 98 i + 14 j + 7 k] ^ 5 = [16298851231486 + 24824261508298 i + 1450057645414 j + 4492050586527 k]
BICP | Distance=486 | [98 + 486 i + 14 j + 49 k] ^ 5 = [22245279396298 + 15034531279486 i + 13228630723014 j + 7226619421049 k]
BICP | Distance=486 | [98 + 14 i + 486 j + 49 k] ^ 5 = [22245279396298 + 13228630723014 i + 15034531279486 j + 7226619421049 k]
BICP | Distance=486 | [98 + 486 i + 14 j + 55 k] ^ 5 = [21656281896298 + 14525830579486 i + 14421466423014 j + 8417402387855 k]
BICP | Distance=486 | [98 + 14 i + 486 j + 55 k] ^ 5 = [21656281896298 + 14421466423014 i + 14525830579486 j + 8417402387855 k]
BICP | Distance=486 | [98 + 486 i + 14 j + 99 k] ^ 5 = [15919881996298 + 8710320879486 i + 22538429123014 j + 16232379496299 k]
BICP | Distance=486 | [98 + 14 i + 486 j + 99 k] ^ 5 = [15919881996298 + 22538429123014 i + 8710320879486 j + 16232379496299 k]
BICP | Distance=486 | [98 + 486 i + 14 j + 105 k] ^ 5 = [14949228396298 + 7645086279486 i + 23543669723014 j + 17135870913105 k]
BICP | Distance=486 | [98 + 14 i + 486 j + 105 k] ^ 5 = [14949228396298 + 23543669723014 i + 7645086279486 j + 17135870913105 k]
BICP | Distance=486 | [98 + 486 i + 15 j + 48 k] ^ 5 = [22262542396298 + 15206359779486 i + 13229261448015 j + 6825605646048 k]
BICP | Distance=486 | [98 + 15 i + 486 j + 48 k] ^ 5 = [22262542396298 + 13229261448015 i + 15206359779486 j + 6825605646048 k]
BICP | Distance=486 | [98 + 486 i + 15 j + 98 k] ^ 5 = [15907408696298 + 9039496179486 i + 22524256323015 j + 15907408696298 k]
BICP | Distance=486 | [98 + 15 i + 486 j + 98 k] ^ 5 = [15907408696298 + 22524256323015 i + 9039496179486 j + 15907408696298 k]
BICP | Distance=486 | [98 + 486 i + 18 j + 27 k] ^ 5 = [23866809496298 + 16568165979486 i + 9562339031418 j + 1868090941827 k]
BICP | Distance=486 | [98 + 18 i + 486 j + 27 k] ^ 5 = [23866809496298 + 9562339031418 i + 16568165979486 j + 1868090941827 k]
BICP | Distance=486 | [98 + 486 i + 18 j + 77 k] ^ 5 = [18576199996298 + 12604890879486 i + 19351173731418 j + 11824686867077 k]
BICP | Distance=486 | [98 + 18 i + 486 j + 77 k] ^ 5 = [18576199996298 + 19351173731418 i + 12604890879486 j + 11824686867077 k]
BICP | Distance=486 | [486 + 98 i + 20 j + 1 k] ^ 5 = [15938439631486 + 24808893672298 i + 3994334252020 j + 4517921286561 k]
BICP | Distance=486 | [486 + 98 i + 20 j + 11 k] ^ 5 = [16332618779486 + 24488324796298 i + 1862379800020 j + 6614116639611 k]
BICP | Distance=486 | [486 + 98 i + 20 j + 39 k] ^ 5 = [18510119727486 + 24308882680298 i + -4013985387820 j + 12667105497639 k]
BICP | Distance=486 | [486 + 98 i + 20 j + 89 k] ^ 5 = [26464642967486 + 26577595200298 i + -14488331767820 j + 24930433052889 k]
BICP | Distance=486 | [486 + 98 i + 20 j + 139 k] ^ 5 = [40089585307486 + 32128489020298 i + -25529956747820 j + 40540002758139 k]
BICP | Distance=486 | [486 + 98 i + 20 j + 389 k] ^ 5 = [236144183507486 + 112450477620298 i + -112529960647820 j + 236168646034389 k]
BICP | Distance=486 | [486 + 98 i + 23 j + 0 k] ^ 5 = [15780326931486 + 24760140892298 i + 4833513314423 j + 4952787139440 k]
BICP | Distance=486 | [486 + 98 i + 23 j + 2 k] ^ 5 = [15847300727486 + 24670383900298 i + 4405469077423 j + 5368581188682 k]
BICP | Distance=486 | [98 + 486 i + 23 j + 36 k] ^ 5 = [22933030584298 + 16667658063486 i + 12466368190423 j + 2741458003236 k]
BICP | Distance=486 | [98 + 23 i + 486 j + 36 k] ^ 5 = [22933030584298 + 12466368190423 i + 16667658063486 j + 2741458003236 k]
BICP | Distance=486 | [98 + 486 i + 23 j + 86 k] ^ 5 = [16578712284298 + 12151477463486 i + 21824268261423 j + 12555811081486 k]
BICP | Distance=486 | [98 + 23 i + 486 j + 86 k] ^ 5 = [16578712284298 + 21824268261423 i + 12151477463486 j + 12555811081486 k]
BICP | Distance=486 | [486 + 98 i + 24 j + 9 k] ^ 5 = [16109769267486 + 24348954940298 i + 3125853308424 j + 7041189912489 k]
BICP | Distance=486 | [486 + 98 i + 26 j + 1 k] ^ 5 = [15669181951486 + 24607975572298 i + 5241580761826 j + 5801996871561 k]
BICP | Distance=486 | [486 + 98 i + 26 j + 11 k] ^ 5 = [16144906679486 + 24167216196298 i + 3122396841826 j + 7881499114611 k]
BICP | Distance=486 | [486 + 98 i + 27 j + 0 k] ^ 5 = [15579361071486 + 24623263312298 i + 5661895150827 j + 5808997600560 k]
BICP | Distance=486 | [486 + 98 i + 27 j + 8 k] ^ 5 = [15938835831486 + 24232957752298 i + 3963068110827 j + 7466278001368 k]
BICP | Distance=486 | [486 + 98 i + 27 j + 10 k] ^ 5 = [16048680579486 + 24148946496298 i + 3541685941827 j + 7882954414610 k]
BICP | Distance=486 | [486 + 98 i + 27 j + 18 k] ^ 5 = [16568165979486 + 23866809496298 i + 1868090941827 j + 9562339031418 k]
BICP | Distance=486 | [98 + 486 i + 27 j + 64 k] ^ 5 = [19388961784298 + 15273761463486 i + 18698314654827 j + 7718505457264 k]
BICP | Distance=486 | [98 + 27 i + 486 j + 64 k] ^ 5 = [19388961784298 + 18698314654827 i + 15273761463486 j + 7718505457264 k]
BICP | Distance=486 | [486 + 98 i + 30 j + 9 k] ^ 5 = [15857750187486 + 24019429120298 i + 4375746982230 j + 8305279557489 k]
BICP | Distance=486 | [486 + 98 i + 30 j + 61 k] ^ 5 = [21660086727486 + 23313061380298 i + -6186432441930 j + 19801150367861 k]
BICP | Distance=486 | [486 + 98 i + 30 j + 111 k] ^ 5 = [32669742087486 + 25905793660298 i + -16164303921930 j + 33390654123111 k]
BICP | Distance=486 | [486 + 98 i + 30 j + 361 k] ^ 5 = [203900805387486 + 86299174560298 i + -86436244821930 j + 204022515649361 k]
BICP | Distance=486 | [98 + 486 i + 32 j + 73 k] ^ 5 = [17560717596298 + 15146492179486 i + 21280664918832 j + 8602912333673 k]
BICP | Distance=486 | [98 + 32 i + 486 j + 73 k] ^ 5 = [17560717596298 + 21280664918832 i + 15146492179486 j + 8602912333673 k]
BICP | Distance=486 | [98 + 486 i + 35 j + 52 k] ^ 5 = [20461287396298 + 17283413779486 i + 18123179477235 j + 3778841454452 k]
BICP | Distance=486 | [98 + 35 i + 486 j + 52 k] ^ 5 = [20461287396298 + 18123179477235 i + 17283413779486 j + 3778841454452 k]
BICP | Distance=486 | [98 + 486 i + 35 j + 452 k] ^ 9 = [29345038560492148191272498 + 2410119392567557947078486 i + 7146044190032415249674435 j + 17003868733630359417552452 k]
BICP | Distance=486 | [98 + 35 i + 486 j + 452 k] ^ 9 = [29345038560492148191272498 + 7146044190032415249674435 i + 2410119392567557947078486 j + 17003868733630359417552452 k]
BICP | Distance=486 | [486 + 98 i + 36 j + 3 k] ^ 5 = [15167269251486 + 24025206868298 i + 6868738713636 j + 8334522135123 k]
BICP | Distance=486 | [98 + 486 i + 36 j + 5 k] ^ 5 = [25628676820298 + 17844502707486 i + 8805901975236 j + -6711637504555 k]
BICP | Distance=486 | [98 + 36 i + 486 j + 5 k] ^ 5 = [25628676820298 + 8805901975236 i + 17844502707486 j + -6711637504555 k]
BICP | Distance=486 | [486 + 98 i + 36 j + 23 k] ^ 5 = [16667658063486 + 22933030584298 i + 2741458003236 j + 12466368190423 k]
BICP | Distance=486 | [98 + 486 i + 36 j + 45 k] ^ 5 = [21364047196298 + 17770951179486 i + 17011426327236 j + 2093699487645 k]
BICP | Distance=486 | [98 + 36 i + 486 j + 45 k] ^ 5 = [21364047196298 + 17011426327236 i + 17770951179486 j + 2093699487645 k]
BICP | Distance=486 | [98 + 486 i + 36 j + 51 k] ^ 5 = [20544998596298 + 17479540179486 i + 18148399027236 j + 3379500704451 k]
BICP | Distance=486 | [98 + 36 i + 486 j + 51 k] ^ 5 = [20544998596298 + 18148399027236 i + 17479540179486 j + 3379500704451 k]
BICP | Distance=486 | [98 + 486 i + 36 j + 95 k] ^ 5 = [13197307696298 + 13187959479486 i + 25556450227236 j + 12083668312895 k]
BICP | Distance=486 | [98 + 36 i + 486 j + 95 k] ^ 5 = [13197307696298 + 25556450227236 i + 13187959479486 j + 12083668312895 k]
BICP | Distance=486 | [98 + 486 i + 36 j + 145 k] ^ 5 = [2223923896298 + 4058807679486 i + 31569131527236 j + 19389421788145 k]
BICP | Distance=486 | [98 + 36 i + 486 j + 145 k] ^ 5 = [2223923896298 + 31569131527236 i + 4058807679486 j + 19389421788145 k]
BICP | Distance=486 | [98 + 486 i + 36 j + 451 k] ^ 9 = [29048950728208874442152498 + 2306193148860253061958486 i + 7038786464873417930774436 j + 16472812565650192113252451 k]
BICP | Distance=486 | [98 + 36 i + 486 j + 451 k] ^ 9 = [29048950728208874442152498 + 7038786464873417930774436 i + 2306193148860253061958486 j + 16472812565650192113252451 k]
BICP | Distance=486 | [98 + 486 i + 39 j + 0 k] ^ 5 = [26165396212298 + 17851435371486 i + 8377196973639 j + -8474361451920 k]
BICP | Distance=486 | [98 + 39 i + 486 j + 0 k] ^ 5 = [26165396212298 + 8377196973639 i + 17851435371486 j + -8474361451920 k]
BICP | Distance=486 | [486 + 98 i + 39 j + 2 k] ^ 5 = [14896017063486 + 23928255084298 i + 7686431328639 j + 8763862080202 k]
BICP | Distance=486 | [98 + 486 i + 39 j + 20 k] ^ 5 = [24308882680298 + 18510119727486 i + 12667105497639 j + -4013985387820 k]
BICP | Distance=486 | [98 + 39 i + 486 j + 20 k] ^ 5 = [24308882680298 + 12667105497639 i + 18510119727486 j + -4013985387820 k]
BICP | Distance=486 | [98 + 39 i + 52 j + 486 k] ^ 5 = [31752216876298 + 815209995639 i + 8368465050452 j + 35841667851486 k]
BICP | Distance=486 | [98 + 486 i + 39 j + 74 k] ^ 5 = [16697944696298 + 16215154179486 i + 22836025560639 j + 7619742258674 k]
BICP | Distance=486 | [98 + 39 i + 486 j + 74 k] ^ 5 = [16697944696298 + 22836025560639 i + 16215154179486 j + 7619742258674 k]
BICP | Distance=486 | [98 + 486 i + 39 j + 80 k] ^ 5 = [15631572196298 + 15603159579486 i + 23812076685639 j + 8810422100480 k]
BICP | Distance=486 | [98 + 39 i + 486 j + 80 k] ^ 5 = [15631572196298 + 23812076685639 i + 15603159579486 j + 8810422100480 k]
BICP | Distance=486 | [98 + 486 i + 39 j + 424 k] ^ 9 = [23328227686907617999832498 + 3411587805292420372998486 i + 331804373869612855291239 j + 10726943804236352822340424 k]
BICP | Distance=486 | [98 + 39 i + 486 j + 424 k] ^ 9 = [23328227686907617999832498 + 331804373869612855291239 i + 3411587805292420372998486 j + 10726943804236352822340424 k]
BICP | Distance=486 | [98 + 486 i + 40 j + 73 k] ^ 5 = [16777874196298 + 16484407979486 i + 22872141335640 j + 7252393933673 k]
BICP | Distance=486 | [98 + 40 i + 486 j + 73 k] ^ 5 = [16777874196298 + 22872141335640 i + 16484407979486 j + 7252393933673 k]
BICP | Distance=486 | [98 + 486 i + 40 j + 423 k] ^ 9 = [23084698265052135711272498 + 3241024425375543862038486 i + 265526580905850718711240 j + 10351072071951783235560423 k]
BICP | Distance=486 | [98 + 40 i + 486 j + 423 k] ^ 9 = [23084698265052135711272498 + 265526580905850718711240 i + 3241024425375543862038486 j + 10351072071951783235560423 k]
BICP | Distance=486 | [98 + 486 i + 43 j + 52 k] ^ 5 = [20038566396298 + 18463847579486 i + 19842067094043 j + 2299219854452 k]
BICP | Distance=486 | [98 + 43 i + 486 j + 52 k] ^ 5 = [20038566396298 + 19842067094043 i + 18463847579486 j + 2299219854452 k]
BICP | Distance=486 | [98 + 486 i + 43 j + 452 k] ^ 9 = [28594280604770686262552498 + 883158517090500755478486 i + 8735027644991746344588043 j + 14393278978967944295952452 k]
BICP | Distance=486 | [98 + 43 i + 486 j + 452 k] ^ 9 = [28594280604770686262552498 + 8735027644991746344588043 i + 883158517090500755478486 j + 14393278978967944295952452 k]
BICP | Distance=486 | [486 + 98 i + 45 j + 6 k] ^ 5 = [14685887547486 + 23222654440298 i + 8054944140645 j + 10816860985086 k]
BICP | Distance=486 | [486 + 98 i + 45 j + 36 k] ^ 5 = [17770951179486 + 21364047196298 i + 2093699487645 j + 17011426327236 k]
BICP | Distance=486 | [486 + 98 i + 48 j + 5 k] ^ 5 = [14355637191486 + 23085209352298 i + 8856235962048 j + 11237381126965 k]
BICP | Distance=486 | [486 + 98 i + 48 j + 7 k] ^ 5 = [14510132379486 + 22910021796298 i + 8445316446048 j + 11632593431207 k]
BICP | Distance=486 | [486 + 98 i + 48 j + 15 k] ^ 5 = [15206359779486 + 22262542396298 i + 6825605646048 j + 13229261448015 k]
BICP | Distance=486 | [98 + 486 i + 48 j + 61 k] ^ 5 = [18274046584298 + 18809445063486 i + 22532583690048 j + 3375337606861 k]
BICP | Distance=486 | [98 + 48 i + 486 j + 61 k] ^ 5 = [18274046584298 + 22532583690048 i + 18809445063486 j + 3375337606861 k]
BICP | Distance=486 | [98 + 48 i + 61 j + 486 k] ^ 5 = [32733210468298 + 1432074006048 i + 8985329060861 j + 34860674259486 k]
BICP | Distance=486 | [98 + 486 i + 48 j + 111 k] ^ 5 = [8032936084298 + 13379521563486 i + 29784859086048 j + 13312077960111 k]
BICP | Distance=486 | [98 + 48 i + 486 j + 111 k] ^ 5 = [8032936084298 + 29784859086048 i + 13379521563486 j + 13312077960111 k]
BICP | Distance=486 | [486 + 98 i + 49 j + 4 k] ^ 5 = [14190064511486 + 23100799992298 i + 9259230316049 j + 11246831660964 k]
BICP | Distance=486 | [486 + 98 i + 49 j + 14 k] ^ 5 = [15034531279486 + 22245279396298 i + 7226619421049 j + 13228630723014 k]
BICP | Distance=486 | [486 + 98 i + 51 j + 6 k] ^ 5 = [14160352167486 + 22759178020298 i + 9240446459451 j + 12049562725086 k]
BICP | Distance=486 | [486 + 98 i + 51 j + 36 k] ^ 5 = [17479540179486 + 20544998596298 i + 3379500704451 j + 18148399027236 k]
BICP | Distance=486 | [486 + 98 i + 52 j + 3 k] ^ 5 = [13826875251486 + 22969421572298 i + 10050830318452 j + 11670288693843 k]
BICP | Distance=486 | [486 + 98 i + 52 j + 5 k] ^ 5 = [13984311667486 + 22773298260298 i + 9640139730452 j + 12058898816085 k]
BICP | Distance=486 | [486 + 98 i + 52 j + 35 k] ^ 5 = [17283413779486 + 20461287396298 i + 3778841454452 j + 18123179477235 k]
BICP | Distance=486 | [98 + 52 i + 39 j + 486 k] ^ 5 = [31752216876298 + 8368465050452 i + 815209995639 j + 35841667851486 k]
BICP | Distance=486 | [486 + 98 i + 52 j + 43 k] ^ 5 = [18463847579486 + 20038566396298 i + 2299219854452 j + 19842067094043 k]
BICP | Distance=486 | [98 + 486 i + 52 j + 89 k] ^ 5 = [12425747184298 + 17205704263486 i + 27740651554452 j + 8657854860889 k]
BICP | Distance=486 | [98 + 52 i + 486 j + 89 k] ^ 5 = [12425747184298 + 27740651554452 i + 17205704263486 j + 8657854860889 k]
BICP | Distance=486 | [98 + 486 i + 52 j + 139 k] ^ 5 = [370000284298 + 9394955963486 i + 33067449550452 j + 17345083414139 k]
BICP | Distance=486 | [98 + 52 i + 486 j + 139 k] ^ 5 = [370000284298 + 33067449550452 i + 9394955963486 j + 17345083414139 k]
BICP | Distance=486 | [486 + 98 i + 55 j + 4 k] ^ 5 = [13601724431486 + 22628499192298 i + 10424926340855 j + 12478846520964 k]
BICP | Distance=486 | [486 + 98 i + 55 j + 14 k] ^ 5 = [14525830579486 + 21656281896298 i + 8417402387855 j + 14421466423014 k]
BICP | Distance=486 | [98 + 486 i + 57 j + 98 k] ^ 5 = [9812744596298 + 17285832879486 i + 29920378631457 j + 9812744596298 k]
BICP | Distance=486 | [98 + 57 i + 486 j + 98 k] ^ 5 = [9812744596298 + 29920378631457 i + 17285832879486 j + 9812744596298 k]
BICP | Distance=486 | [98 + 486 i + 60 j + 77 k] ^ 5 = [14279536996298 + 20079515379486 i + 27727933564860 j + 4975460742077 k]
BICP | Distance=486 | [98 + 60 i + 486 j + 77 k] ^ 5 = [14279536996298 + 27727933564860 i + 20079515379486 j + 4975460742077 k]
BICP | Distance=486 | [98 + 486 i + 61 j + 0 k] ^ 5 = [27678056592298 + 20096808831486 i + 13407585206861 j + -13382604028080 k]
BICP | Distance=486 | [98 + 61 i + 486 j + 0 k] ^ 5 = [27678056592298 + 13407585206861 i + 20096808831486 j + -13382604028080 k]
BICP | Distance=486 | [486 + 98 i + 61 j + 8 k] ^ 5 = [13322228335486 + 21657046080298 i + 10763177971661 j + 14451482771448 k]
BICP | Distance=486 | [98 + 486 i + 61 j + 30 k] ^ 5 = [23313061380298 + 21660086727486 i + 19801150367861 j + -6186432441930 k]
BICP | Distance=486 | [98 + 61 i + 486 j + 30 k] ^ 5 = [23313061380298 + 19801150367861 i + 21660086727486 j + -6186432441930 k]
BICP | Distance=486 | [486 + 98 i + 61 j + 48 k] ^ 5 = [18809445063486 + 18274046584298 i + 3375337606861 j + 22532583690048 k]
BICP | Distance=486 | [98 + 61 i + 48 j + 486 k] ^ 5 = [32733210468298 + 8985329060861 i + 1432074006048 j + 34860674259486 k]
BICP | Distance=486 | [98 + 486 i + 61 j + 70 k] ^ 5 = [15721280796298 + 20790744479486 i + 26898520839861 j + 3253302350270 k]
BICP | Distance=486 | [98 + 61 i + 486 j + 70 k] ^ 5 = [15721280796298 + 26898520839861 i + 20790744479486 j + 3253302350270 k]
BICP | Distance=486 | [98 + 486 i + 61 j + 76 k] ^ 5 = [14422112196298 + 20375654579486 i + 27803572314861 j + 4606103992076 k]
BICP | Distance=486 | [98 + 61 i + 486 j + 76 k] ^ 5 = [14422112196298 + 27803572314861 i + 20375654579486 j + 4606103992076 k]
BICP | Distance=486 | [98 + 486 i + 64 j + 5 k] ^ 5 = [27261234096298 + 20896156879486 i + 15248221173264 j + -12862949112395 k]
BICP | Distance=486 | [98 + 64 i + 486 j + 5 k] ^ 5 = [27261234096298 + 15248221173264 i + 20896156879486 j + -12862949112395 k]
BICP | Distance=486 | [98 + 486 i + 64 j + 5 k] ^ 9 = [2838652143071886404672498 + 13444100942974821438486 i + 316961367156445223546464 j + -2379165284877860177584795 k]
BICP | Distance=486 | [98 + 64 i + 486 j + 5 k] ^ 9 = [2838652143071886404672498 + 316961367156445223546464 i + 13444100942974821438486 j + -2379165284877860177584795 k]
BICP | Distance=486 | [486 + 98 i + 64 j + 7 k] ^ 5 = [12881961611486 + 21472347348298 i + 11525451103664 j + 14859075247527 k]
BICP | Distance=486 | [486 + 98 i + 64 j + 27 k] ^ 5 = [15273761463486 + 19388961784298 i + 7718505457264 j + 18698314654827 k]
BICP | Distance=486 | [98 + 64 i + 77 j + 486 k] ^ 5 = [34823180228298 + 2130079697264 i + 9683334752077 j + 32770704499486 k]
BICP | Distance=486 | [98 + 486 i + 64 j + 99 k] ^ 5 = [8731098696298 + 18861235479486 i + 31465538273264 j + 9188626921299 k]
BICP | Distance=486 | [98 + 64 i + 486 j + 99 k] ^ 5 = [8731098696298 + 31465538273264 i + 18861235479486 j + 9188626921299 k]
BICP | Distance=486 | [98 + 486 i + 64 j + 105 k] ^ 5 = [7217591196298 + 18122096979486 i + 32124823373264 j + 10419272388105 k]
BICP | Distance=486 | [98 + 64 i + 486 j + 105 k] ^ 5 = [7217591196298 + 32124823373264 i + 18122096979486 j + 10419272388105 k]
BICP | Distance=486 | [98 + 486 i + 65 j + 98 k] ^ 5 = [8864957196298 + 19227097079486 i + 31560538448265 j + 8864957196298 k]
BICP | Distance=486 | [98 + 65 i + 486 j + 98 k] ^ 5 = [8864957196298 + 31560538448265 i + 19227097079486 j + 8864957196298 k]
BICP | Distance=486 | [98 + 486 i + 68 j + 77 k] ^ 5 = [13687371996298 + 21895157579486 i + 29540919181668 j + 3825061142077 k]
BICP | Distance=486 | [98 + 68 i + 486 j + 77 k] ^ 5 = [13687371996298 + 29540919181668 i + 21895157579486 j + 3825061142077 k]
BICP | Distance=486 | [486 + 98 i + 70 j + 1 k] ^ 5 = [11528685371486 + 21640514592298 i + 13817681882270 j + 14960609631561 k]
BICP | Distance=486 | [486 + 98 i + 70 j + 11 k] ^ 5 = [12593559979486 + 20342387496298 i + 11854711250270 j + 16769184514611 k]
BICP | Distance=486 | [486 + 98 i + 70 j + 61 k] ^ 5 = [20790744479486 + 15721280796298 i + 3253302350270 j + 26898520839861 k]
BICP | Distance=486 | [486 + 98 i + 70 j + 89 k] ^ 5 = [27574601587486 + 14378966760298 i + -852276337570 j + 33791620157889 k]
BICP | Distance=486 | [486 + 98 i + 70 j + 139 k] ^ 5 = [44037885227486 + 13939821480298 i + -7336750417570 j + 49417404713139 k]
BICP | Distance=486 | [486 + 98 i + 70 j + 389 k] ^ 5 = [253898389927486 + 40829714580298 i + -41067662317570 j + 253761047239389 k]
BICP | Distance=486 | [486 + 98 i + 73 j + 0 k] ^ 5 = [11010800691486 + 21485898172298 i + 14549225229673 j + 15385938679440 k]
BICP | Distance=486 | [486 + 98 i + 73 j + 2 k] ^ 5 = [11213018947486 + 21201829560298 i + 14149959202673 j + 15737326568682 k]
BICP | Distance=486 | [486 + 98 i + 73 j + 32 k] ^ 5 = [15146492179486 + 17560717596298 i + 8602912333673 j + 21280664918832 k]
BICP | Distance=486 | [486 + 98 i + 73 j + 40 k] ^ 5 = [16484407979486 + 16777874196298 i + 7252393933673 j + 22872141335640 k]
BICP | Distance=486 | [486 + 98 i + 73 j + 82 k] ^ 5 = [25592498579486 + 13861093896298 i + 900713458673 j + 32384282969082 k]
BICP | Distance=486 | [98 + 486 i + 73 j + 86 k] ^ 5 = [11102423784298 + 22432282963486 i + 31899446114673 j + 5249160685486 k]
BICP | Distance=486 | [98 + 73 i + 486 j + 86 k] ^ 5 = [11102423784298 + 31899446114673 i + 22432282963486 j + 5249160685486 k]
BICP | Distance=486 | [98 + 73 i + 86 j + 486 k] ^ 5 = [36163720616298 + 2257230082673 i + 9810485137486 j + 31430164111486 k]
BICP | Distance=486 | [486 + 98 i + 74 j + 9 k] ^ 5 = [11847072087486 + 20132585500298 i + 12961979718674 j + 17173572837489 k]
BICP | Distance=486 | [486 + 98 i + 74 j + 39 k] ^ 5 = [16215154179486 + 16697944696298 i + 7619742258674 j + 22836025560639 k]
BICP | Distance=486 | [486 + 98 i + 74 j + 89 k] ^ 5 = [27424456679486 + 13282723596298 i + 210874358674 j + 34336379285889 k]
BICP | Distance=486 | [486 + 98 i + 76 j + 1 k] ^ 5 = [10676521991486 + 21033868992298 i + 14871712792076 j + 16158350646561 k]
BICP | Distance=486 | [486 + 98 i + 76 j + 11 k] ^ 5 = [11820198979486 + 19623737796298 i + 12938555092076 j + 17909890639611 k]
BICP | Distance=486 | [486 + 98 i + 76 j + 61 k] ^ 5 = [20375654579486 + 14422112196298 i + 4606103992076 j + 27803572314861 k]
BICP | Distance=486 | [486 + 98 i + 77 j + 0 k] ^ 5 = [10422483111486 + 21078205432298 i + 15242277666077 j + 16184995540560 k]
BICP | Distance=486 | [486 + 98 i + 77 j + 8 k] ^ 5 = [11318309471486 + 19914333072298 i + 13683804386077 j + 17569991941368 k]
BICP | Distance=486 | [486 + 98 i + 77 j + 10 k] ^ 5 = [11560761079486 + 19636449396298 i + 13304222267077 j + 17921436314610 k]
BICP | Distance=486 | [486 + 98 i + 77 j + 18 k] ^ 5 = [12604890879486 + 18576199996298 i + 11824686867077 j + 19351173731418 k]
BICP | Distance=486 | [486 + 98 i + 77 j + 60 k] ^ 5 = [20079515379486 + 14279536996298 i + 4975460742077 j + 27727933564860 k]
BICP | Distance=486 | [98 + 77 i + 64 j + 486 k] ^ 5 = [34823180228298 + 9683334752077 i + 2130079697264 j + 32770704499486 k]
BICP | Distance=486 | [486 + 98 i + 77 j + 68 k] ^ 5 = [21895157579486 + 13687371996298 i + 3825061142077 j + 29540919181668 k]
BICP | Distance=486 | [486 + 98 i + 80 j + 9 k] ^ 5 = [11013464907486 + 19405244980298 i + 14016180392480 j + 18312262872489 k]
BICP | Distance=486 | [486 + 98 i + 80 j + 39 k] ^ 5 = [15603159579486 + 15631572196298 i + 8810422100480 j + 23812076685639 k]
BICP | Distance=486 | [486 + 98 i + 80 j + 89 k] ^ 5 = [27134373179486 + 11608472196298 i + 1789592200480 j + 35104886360889 k]
BICP | Distance=486 | [486 + 98 i + 80 j + 111 k] ^ 5 = [33867970467486 + 10629783100298 i + -781896791680 j + 41278291128111 k]
BICP | Distance=486 | [486 + 98 i + 80 j + 361 k] ^ 5 = [217000540267486 + 22896868500298 i + -23382104691680 j + 216961428404361 k]
BICP | Distance=486 | [98 + 486 i + 82 j + 73 k] ^ 5 = [13861093896298 + 25592498579486 i + 32384282969082 j + 900713458673 k]
BICP | Distance=486 | [98 + 82 i + 486 j + 73 k] ^ 5 = [13861093896298 + 32384282969082 i + 25592498579486 j + 900713458673 k]
BICP | Distance=486 | [486 + 98 i + 86 j + 3 k] ^ 5 = [9349242531486 + 19587307408298 i + 16160708011886 j + 18442887666123 k]
BICP | Distance=486 | [98 + 486 i + 86 j + 5 k] ^ 5 = [29300208000298 + 24467492867486 i + 20792151105486 j + -17852978459555 k]
BICP | Distance=486 | [98 + 86 i + 486 j + 5 k] ^ 5 = [29300208000298 + 20792151105486 i + 24467492867486 j + -17852978459555 k]
BICP | Distance=486 | [486 + 98 i + 86 j + 23 k] ^ 5 = [12151477463486 + 16578712284298 i + 12555811081486 j + 21824268261423 k]
BICP | Distance=486 | [486 + 98 i + 86 j + 73 k] ^ 5 = [22432282963486 + 11102423784298 i + 5249160685486 j + 31899446114673 k]
BICP | Distance=486 | [98 + 86 i + 73 j + 486 k] ^ 5 = [36163720616298 + 9810485137486 i + 2257230082673 j + 31430164111486 k]
BICP | Distance=486 | [98 + 486 i + 86 j + 95 k] ^ 5 = [7537473096298 + 25195506179486 i + 36019890177486 j + 5931820887895 k]
BICP | Distance=486 | [98 + 86 i + 486 j + 95 k] ^ 5 = [7537473096298 + 36019890177486 i + 25195506179486 j + 5931820887895 k]
BICP | Distance=486 | [98 + 486 i + 89 j + 0 k] ^ 5 = [30579033972298 + 24448749291486 i + 20413239288889 j + -19881505591920 k]
BICP | Distance=486 | [98 + 89 i + 486 j + 0 k] ^ 5 = [30579033972298 + 20413239288889 i + 24448749291486 j + -19881505591920 k]
BICP | Distance=486 | [486 + 98 i + 89 j + 2 k] ^ 5 = [8726484563486 + 19384732584298 i + 16834403181889 j + 18855129476202 k]
BICP | Distance=486 | [98 + 486 i + 89 j + 20 k] ^ 5 = [26577595200298 + 26464642967486 i + 24930433052889 j + -14488331767820 k]
BICP | Distance=486 | [98 + 89 i + 486 j + 20 k] ^ 5 = [26577595200298 + 24930433052889 i + 26464642967486 j + -14488331767820 k]
BICP | Distance=486 | [486 + 98 i + 89 j + 52 k] ^ 5 = [17205704263486 + 12425747184298 i + 8657854860889 j + 27740651554452 k]
BICP | Distance=486 | [98 + 486 i + 89 j + 70 k] ^ 5 = [14378966760298 + 27574601587486 i + 33791620157889 j + -852276337570 k]
BICP | Distance=486 | [98 + 89 i + 486 j + 70 k] ^ 5 = [14378966760298 + 33791620157889 i + 27574601587486 j + -852276337570 k]
BICP | Distance=486 | [98 + 486 i + 89 j + 74 k] ^ 5 = [13282723596298 + 27424456679486 i + 34336379285889 j + 210874358674 k]
BICP | Distance=486 | [98 + 89 i + 486 j + 74 k] ^ 5 = [13282723596298 + 34336379285889 i + 27424456679486 j + 210874358674 k]
BICP | Distance=486 | [98 + 486 i + 89 j + 80 k] ^ 5 = [11608472196298 + 27134373179486 i + 35104886360889 j + 1789592200480 k]
BICP | Distance=486 | [98 + 89 i + 486 j + 80 k] ^ 5 = [11608472196298 + 35104886360889 i + 27134373179486 j + 1789592200480 k]
BICP | Distance=486 | [486 + 98 i + 95 j + 6 k] ^ 5 = [8216982867486 + 17904635800298 i + 17025776455895 j + 20601028945086 k]
BICP | Distance=486 | [486 + 98 i + 95 j + 36 k] ^ 5 = [13187959479486 + 13197307696298 i + 12083668312895 j + 25556450227236 k]
BICP | Distance=486 | [486 + 98 i + 95 j + 86 k] ^ 5 = [25195506179486 + 7537473096298 i + 5931820887895 j + 36019890177486 k]
BICP | Distance=486 | [486 + 98 i + 98 j + 5 k] ^ 5 = [7541017331486 + 17663099472298 i + 17663099472298 j + 20995926511965 k]
BICP | Distance=486 | [486 + 98 i + 98 j + 7 k] ^ 5 = [7826724379486 + 17301860496298 i + 17301860496298 j + 21296174106207 k]
BICP | Distance=486 | [486 + 98 i + 98 j + 15 k] ^ 5 = [9039496179486 + 15907408696298 i + 15907408696298 j + 22524256323015 k]
BICP | Distance=486 | [486 + 98 i + 98 j + 57 k] ^ 5 = [17285832879486 + 9812744596298 i + 9812744596298 j + 29920378631457 k]
BICP | Distance=486 | [486 + 98 i + 98 j + 65 k] ^ 5 = [19227097079486 + 8864957196298 i + 8864957196298 j + 31560538448265 k]
BICP | Distance=486 | [98 + 486 i + 98 j + 111 k] ^ 5 = [1392609684298 + 27287179263486 i + 40306705464298 j + 8945864739111 k]
BICP | Distance=486 | [98 + 98 i + 486 j + 111 k] ^ 5 = [1392609684298 + 40306705464298 i + 27287179263486 j + 8945864739111 k]
BICP | Distance=486 | [98 + 98 i + 111 j + 486 k] ^ 5 = [40306705464298 + 1392609684298 i + 8945864739111 j + 27287179263486 k]
BICP | Distance=486 | [486 + 98 i + 98 j + 207 k] ^ 5 = [77619548979486 + 183112696298 i + 183112696298 j + 82213348707207 k]
BICP | Distance=486 | [486 + 98 i + 98 j + 265 k] ^ 9 = [38003564625201449486718486 + 2088996664226013032498 i + 2088996664226013032498 j + 37986958289504468783538265 k]
BICP | Distance=486 | [486 + 98 i + 98 j + 457 k] ^ 5 = [372947444479486 + 113312196298 i + 113312196298 j + 372742803833457 k]
BICP | Distance=486 | [486 + 98 i + 98 j + 457 k] ^ 9 = [294832649268573137964798486 + 57927014028217832498 i + 57927014028217832498 j + 294832193180014975139826457 k]
BICP | Distance=486 | [486 + 98 i + 99 j + 4 k] ^ 5 = [7216719651486 + 17705629812298 i + 17993867461299 j + 21029628760964 k]
BICP | Distance=486 | [486 + 98 i + 99 j + 14 k] ^ 5 = [8710320879486 + 15919881996298 i + 16232379496299 j + 22538429123014 k]
BICP | Distance=486 | [486 + 98 i + 99 j + 64 k] ^ 5 = [18861235479486 + 8731098696298 i + 9188626921299 j + 31465538273264 k]
BICP | Distance=486 | [486 + 98 i + 105 j + 4 k] ^ 5 = [6076136871486 + 16838518512298 i + 18855375336105 j + 22113745900964 k]
BICP | Distance=486 | [486 + 98 i + 105 j + 14 k] ^ 5 = [7645086279486 + 14949228396298 i + 17135870913105 j + 23543669723014 k]
BICP | Distance=486 | [486 + 98 i + 105 j + 64 k] ^ 5 = [18122096979486 + 7217591196298 i + 10419272388105 j + 32124823373264 k]
BICP | Distance=486 | [98 + 486 i + 111 j + 0 k] ^ 5 = [33636694732298 + 29099876211486 i + 26575770072111 j + -25261265368080 k]
BICP | Distance=486 | [98 + 111 i + 486 j + 0 k] ^ 5 = [33636694732298 + 26575770072111 i + 29099876211486 j + -25261265368080 k]
BICP | Distance=486 | [98 + 486 i + 111 j + 30 k] ^ 5 = [25905793660298 + 32669742087486 i + 33390654123111 j + -16164303921930 k]
BICP | Distance=486 | [98 + 111 i + 486 j + 30 k] ^ 5 = [25905793660298 + 33390654123111 i + 32669742087486 j + -16164303921930 k]
BICP | Distance=486 | [486 + 98 i + 111 j + 48 k] ^ 5 = [13379521563486 + 8032936084298 i + 13312077960111 j + 29784859086048 k]
BICP | Distance=486 | [98 + 486 i + 111 j + 80 k] ^ 5 = [10629783100298 + 33867970467486 i + 41278291128111 j + -781896791680 k]
BICP | Distance=486 | [98 + 111 i + 486 j + 80 k] ^ 5 = [10629783100298 + 41278291128111 i + 33867970467486 j + -781896791680 k]
BICP | Distance=486 | [486 + 98 i + 111 j + 98 k] ^ 5 = [27287179263486 + 1392609684298 i + 8945864739111 j + 40306705464298 k]
BICP | Distance=486 | [98 + 111 i + 98 j + 486 k] ^ 5 = [40306705464298 + 8945864739111 i + 1392609684298 j + 27287179263486 k]
BICP | Distance=486 | [98 + 486 i + 139 j + 0 k] ^ 5 = [38540257032298 + 36693310311486 i + 35515095754139 j + -32560317331920 k]
BICP | Distance=486 | [98 + 139 i + 486 j + 0 k] ^ 5 = [38540257032298 + 35515095754139 i + 36693310311486 j + -32560317331920 k]
BICP | Distance=486 | [98 + 486 i + 139 j + 20 k] ^ 5 = [32128489020298 + 40089585307486 i + 40540002758139 j + -25529956747820 k]
BICP | Distance=486 | [98 + 139 i + 486 j + 20 k] ^ 5 = [32128489020298 + 40540002758139 i + 40089585307486 j + -25529956747820 k]
BICP | Distance=486 | [486 + 98 i + 139 j + 52 k] ^ 5 = [9394955963486 + 370000284298 i + 17345083414139 j + 33067449550452 k]
BICP | Distance=486 | [98 + 486 i + 139 j + 70 k] ^ 5 = [13939821480298 + 44037885227486 i + 49417404713139 j + -7336750417570 k]
BICP | Distance=486 | [98 + 139 i + 486 j + 70 k] ^ 5 = [13939821480298 + 49417404713139 i + 44037885227486 j + -7336750417570 k]
BICP | Distance=486 | [486 + 98 i + 145 j + 36 k] ^ 5 = [4058807679486 + 2223923896298 i + 19389421788145 j + 31569131527236 k]
BICP | Distance=486 | [98 + 486 i + 207 j + 98 k] ^ 5 = [183112696298 + 77619548979486 i + 82213348707207 j + 183112696298 k]
BICP | Distance=486 | [98 + 207 i + 486 j + 98 k] ^ 5 = [183112696298 + 82213348707207 i + 77619548979486 j + 183112696298 k]
BICP | Distance=486 | [98 + 486 i + 236 j + 5 k] ^ 5 = [61756019340298 + 81685887947486 i + 82226293096236 j + -60415662224555 k]
BICP | Distance=486 | [98 + 236 i + 486 j + 5 k] ^ 5 = [61756019340298 + 82226293096236 i + 81685887947486 j + -60415662224555 k]
BICP | Distance=486 | [98 + 486 i + 242 j + 5 k] ^ 9 = [28109748901742773395944498 + 12796537237536565956270486 i + 12802301415863594457450242 j + -28112557179749590686480715 k]
BICP | Distance=486 | [98 + 242 i + 486 j + 5 k] ^ 9 = [28109748901742773395944498 + 12802301415863594457450242 i + 12796537237536565956270486 j + -28112557179749590686480715 k]
BICP | Distance=486 | [98 + 486 i + 264 j + 5 k] ^ 5 = [71667649096298 + 100300326279486 i + 100796911974264 j + -70943705912395 k]
BICP | Distance=486 | [98 + 264 i + 486 j + 5 k] ^ 5 = [71667649096298 + 100796911974264 i + 100300326279486 j + -70943705912395 k]
BICP | Distance=486 | [98 + 486 i + 264 j + 5 k] ^ 9 = [36021580633945966874672498 + 17867079552058179751278486 i + 17869344610769639326428264 j + -36023768465525409222064795 k]
BICP | Distance=486 | [98 + 264 i + 486 j + 5 k] ^ 9 = [36021580633945966874672498 + 17869344610769639326428264 i + 17867079552058179751278486 j + -36023768465525409222064795 k]
BICP | Distance=486 | [98 + 486 i + 265 j + 98 k] ^ 9 = [2088996664226013032498 + 38003564625201449486718486 i + 37986958289504468783538265 j + 2088996664226013032498 k]
BICP | Distance=486 | [98 + 265 i + 486 j + 98 k] ^ 9 = [2088996664226013032498 + 37986958289504468783538265 i + 38003564625201449486718486 j + 2088996664226013032498 k]
BICP | Distance=486 | [98 + 486 i + 361 j + 0 k] ^ 5 = [122714764932298 + 188931619611486 i + 189031032148361 j + -122733158068080 k]
BICP | Distance=486 | [98 + 361 i + 486 j + 0 k] ^ 5 = [122714764932298 + 189031032148361 i + 188931619611486 j + -122733158068080 k]
BICP | Distance=486 | [98 + 486 i + 361 j + 30 k] ^ 5 = [86299174560298 + 203900805387486 i + 204022515649361 j + -86436244821930 k]
BICP | Distance=486 | [98 + 361 i + 486 j + 30 k] ^ 5 = [86299174560298 + 204022515649361 i + 203900805387486 j + -86436244821930 k]
BICP | Distance=486 | [98 + 486 i + 361 j + 80 k] ^ 5 = [22896868500298 + 217000540267486 i + 216961428404361 j + -23382104691680 k]
BICP | Distance=486 | [98 + 361 i + 486 j + 80 k] ^ 5 = [22896868500298 + 216961428404361 i + 217000540267486 j + -23382104691680 k]
BICP | Distance=486 | [98 + 486 i + 389 j + 0 k] ^ 5 = [139997951832298 + 224469421911486 i + 224503752830389 j + -140034090031920 k]
BICP | Distance=486 | [98 + 389 i + 486 j + 0 k] ^ 5 = [139997951832298 + 224503752830389 i + 224469421911486 j + -140034090031920 k]
BICP | Distance=486 | [98 + 486 i + 389 j + 20 k] ^ 5 = [112450477620298 + 236144183507486 i + 236168646034389 j + -112529960647820 k]
BICP | Distance=486 | [98 + 389 i + 486 j + 20 k] ^ 5 = [112450477620298 + 236168646034389 i + 236144183507486 j + -112529960647820 k]
BICP | Distance=486 | [98 + 486 i + 389 j + 70 k] ^ 5 = [40829714580298 + 253898389927486 i + 253761047239389 j + -41067662317570 k]
BICP | Distance=486 | [98 + 389 i + 486 j + 70 k] ^ 5 = [40829714580298 + 253761047239389 i + 253898389927486 j + -41067662317570 k]
BICP | Distance=486 | [486 + 98 i + 423 j + 40 k] ^ 9 = [3241024425375543862038486 + 23084698265052135711272498 i + 10351072071951783235560423 j + 265526580905850718711240 k]
BICP | Distance=486 | [486 + 98 i + 424 j + 39 k] ^ 9 = [3411587805292420372998486 + 23328227686907617999832498 i + 10726943804236352822340424 j + 331804373869612855291239 k]
BICP | Distance=486 | [486 + 98 i + 451 j + 36 k] ^ 9 = [2306193148860253061958486 + 29048950728208874442152498 i + 16472812565650192113252451 j + 7038786464873417930774436 k]
BICP | Distance=486 | [486 + 98 i + 452 j + 35 k] ^ 9 = [2410119392567557947078486 + 29345038560492148191272498 i + 17003868733630359417552452 j + 7146044190032415249674435 k]
BICP | Distance=486 | [486 + 98 i + 452 j + 43 k] ^ 9 = [883158517090500755478486 + 28594280604770686262552498 i + 14393278978967944295952452 j + 8735027644991746344588043 k]
BICP | Distance=486 | [98 + 486 i + 457 j + 98 k] ^ 5 = [113312196298 + 372947444479486 i + 372742803833457 j + 113312196298 k]
BICP | Distance=486 | [98 + 457 i + 486 j + 98 k] ^ 5 = [113312196298 + 372742803833457 i + 372947444479486 j + 113312196298 k]
BICP | Distance=486 | [98 + 486 i + 457 j + 98 k] ^ 9 = [57927014028217832498 + 294832649268573137964798486 i + 294832193180014975139826457 j + 57927014028217832498 k]
BICP | Distance=486 | [98 + 457 i + 486 j + 98 k] ^ 9 = [57927014028217832498 + 294832193180014975139826457 i + 294832649268573137964798486 j + 57927014028217832498 k]
BICP | Distance=486 | [98 + 486 i + 486 j + 5 k] ^ 5 = [203742964240298 + 394280361747486 i + 394280361747486 j + -203731371499555 k]
BICP | Distance=486 | [98 + 486 i + 486 j + 5 k] ^ 5 = [203742964240298 + 394280361747486 i + 394280361747486 j + -203731371499555 k]
BICP | Distance=486 | [99 + 486 i + 4 j + 8 k] ^ 5 = [25235521720299 + 16091996409486 i + 2581023454964 j + 808760819848 k]
BICP | Distance=486 | [99 + 4 i + 486 j + 8 k] ^ 5 = [25235521720299 + 2581023454964 i + 16091996409486 j + 808760819848 k]
BICP | Distance=486 | [99 + 486 i + 4 j + 48 k] ^ 5 = [23371061416299 + 14073641001486 i + 11130408150964 j + 8988968892048 k]
BICP | Distance=486 | [99 + 4 i + 486 j + 48 k] ^ 5 = [23371061416299 + 11130408150964 i + 14073641001486 j + 8988968892048 k]
BICP | Distance=486 | [99 + 486 i + 4 j + 98 k] ^ 5 = [17993867461299 + 7216719651486 i + 21029628760964 j + 17705629812298 k]
BICP | Distance=486 | [99 + 4 i + 486 j + 98 k] ^ 5 = [17993867461299 + 21029628760964 i + 7216719651486 j + 17705629812298 k]
BICP | Distance=486 | [99 + 486 i + 6 j + 52 k] ^ 5 = [22871607991299 + 13860977607486 i + 12348937285086 j + 9352876430452 k]
BICP | Distance=486 | [99 + 6 i + 486 j + 52 k] ^ 5 = [22871607991299 + 12348937285086 i + 13860977607486 j + 9352876430452 k]
BICP | Distance=486 | [486 + 99 i + 8 j + 4 k] ^ 5 = [16091996409486 + 25235521720299 i + 808760819848 j + 2581023454964 k]
BICP | Distance=486 | [99 + 486 i + 14 j + 48 k] ^ 5 = [22539058171299 + 14910781779486 i + 13104881223014 j + 6932840646048 k]
BICP | Distance=486 | [99 + 14 i + 486 j + 48 k] ^ 5 = [22539058171299 + 13104881223014 i + 14910781779486 j + 6932840646048 k]
BICP | Distance=486 | [99 + 486 i + 14 j + 98 k] ^ 5 = [16232379496299 + 8710320879486 i + 22538429123014 j + 15919881996298 k]
BICP | Distance=486 | [99 + 14 i + 486 j + 98 k] ^ 5 = [16232379496299 + 22538429123014 i + 8710320879486 j + 15919881996298 k]
BICP | Distance=486 | [99 + 486 i + 36 j + 52 k] ^ 5 = [20615871796299 + 17236541529486 i + 18391397677236 j + 3450373904452 k]
BICP | Distance=486 | [99 + 36 i + 486 j + 52 k] ^ 5 = [20615871796299 + 18391397677236 i + 17236541529486 j + 3450373904452 k]
BICP | Distance=486 | [99 + 486 i + 36 j + 452 k] ^ 9 = [29457866393174261295752499 + 1887369658133227079778486 i + 7457609955600443912954436 j + 16881728230615578966852452 k]
BICP | Distance=486 | [99 + 36 i + 486 j + 452 k] ^ 9 = [29457866393174261295752499 + 7457609955600443912954436 i + 1887369658133227079778486 j + 16881728230615578966852452 k]
BICP | Distance=486 | [99 + 486 i + 39 j + 423 k] ^ 9 = [23276063542230246653087499 + 3228741597432453573213486 i + 148958166009646055506239 j + 10779107948913724169085423 k]
BICP | Distance=486 | [99 + 39 i + 486 j + 423 k] ^ 9 = [23276063542230246653087499 + 148958166009646055506239 i + 3228741597432453573213486 j + 10779107948913724169085423 k]
BICP | Distance=486 | [486 + 99 i + 48 j + 4 k] ^ 5 = [14073641001486 + 23371061416299 i + 8988968892048 j + 11130408150964 k]
BICP | Distance=486 | [486 + 99 i + 48 j + 14 k] ^ 5 = [14910781779486 + 22539058171299 i + 6932840646048 j + 13104881223014 k]
BICP | Distance=486 | [486 + 99 i + 52 j + 6 k] ^ 5 = [13860977607486 + 22871607991299 i + 9352876430452 j + 12348937285086 k]
BICP | Distance=486 | [486 + 99 i + 52 j + 36 k] ^ 5 = [17236541529486 + 20615871796299 i + 3450373904452 j + 18391397677236 k]
BICP | Distance=486 | [99 + 486 i + 64 j + 98 k] ^ 5 = [9188626921299 + 18861235479486 i + 31465538273264 j + 8731098696298 k]
BICP | Distance=486 | [99 + 64 i + 486 j + 98 k] ^ 5 = [9188626921299 + 31465538273264 i + 18861235479486 j + 8731098696298 k]
BICP | Distance=486 | [486 + 99 i + 98 j + 4 k] ^ 5 = [7216719651486 + 17993867461299 i + 17705629812298 j + 21029628760964 k]
BICP | Distance=486 | [486 + 99 i + 98 j + 14 k] ^ 5 = [8710320879486 + 16232379496299 i + 15919881996298 j + 22538429123014 k]
BICP | Distance=486 | [486 + 99 i + 98 j + 64 k] ^ 5 = [18861235479486 + 9188626921299 i + 8731098696298 j + 31465538273264 k]
BICP | Distance=486 | [486 + 99 i + 423 j + 39 k] ^ 9 = [3228741597432453573213486 + 23276063542230246653087499 i + 10779107948913724169085423 j + 148958166009646055506239 k]
BICP | Distance=486 | [486 + 99 i + 452 j + 36 k] ^ 9 = [1887369658133227079778486 + 29457866393174261295752499 i + 16881728230615578966852452 j + 7457609955600443912954436 k]
BICP | Distance=486 | [105 + 486 i + 4 j + 8 k] ^ 5 = [26469165897105 + 14752352133486 i + 2642475094964 j + 692621579848 k]
BICP | Distance=486 | [105 + 4 i + 486 j + 8 k] ^ 5 = [26469165897105 + 2642475094964 i + 14752352133486 j + 692621579848 k]
BICP | Distance=486 | [105 + 486 i + 4 j + 48 k] ^ 5 = [24519530841105 + 12786924501486 i + 11664046590964 j + 8533894692048 k]
BICP | Distance=486 | [105 + 4 i + 486 j + 48 k] ^ 5 = [24519530841105 + 11664046590964 i + 12786924501486 j + 8533894692048 k]
BICP | Distance=486 | [105 + 486 i + 4 j + 98 k] ^ 5 = [18855375336105 + 6076136871486 i + 22113745900964 j + 16838518512298 k]
BICP | Distance=486 | [105 + 4 i + 486 j + 98 k] ^ 5 = [18855375336105 + 22113745900964 i + 6076136871486 j + 16838518512298 k]
BICP | Distance=486 | [105 + 486 i + 6 j + 52 k] ^ 5 = [24008965710105 + 12590749467486 i + 12911999065086 j + 8841255410452 k]
BICP | Distance=486 | [105 + 6 i + 486 j + 52 k] ^ 5 = [24008965710105 + 12911999065086 i + 12590749467486 j + 8841255410452 k]
BICP | Distance=486 | [486 + 105 i + 8 j + 4 k] ^ 5 = [14752352133486 + 26469165897105 i + 692621579848 j + 2642475094964 k]
BICP | Distance=486 | [105 + 486 i + 14 j + 48 k] ^ 5 = [23711901738105 + 13659752079486 i + 13555387923014 j + 6361782546048 k]
BICP | Distance=486 | [105 + 14 i + 486 j + 48 k] ^ 5 = [23711901738105 + 13555387923014 i + 13659752079486 j + 6361782546048 k]
BICP | Distance=486 | [105 + 486 i + 14 j + 98 k] ^ 5 = [17135870913105 + 7645086279486 i + 23543669723014 j + 14949228396298 k]
BICP | Distance=486 | [105 + 14 i + 486 j + 98 k] ^ 5 = [17135870913105 + 23543669723014 i + 7645086279486 j + 14949228396298 k]
BICP | Distance=486 | [105 + 486 i + 36 j + 52 k] ^ 5 = [21859554813105 + 16070414229486 i + 18711963277236 j + 2589207104452 k]
BICP | Distance=486 | [105 + 36 i + 486 j + 52 k] ^ 5 = [21859554813105 + 18711963277236 i + 16070414229486 j + 2589207104452 k]
BICP | Distance=486 | [105 + 486 i + 39 j + 423 k] ^ 9 = [24206321853043603019931105 + 1877474169743497737903486 i + 447129875888635109026239 j + 12060628557290321652405423 k]
BICP | Distance=486 | [105 + 39 i + 486 j + 423 k] ^ 9 = [24206321853043603019931105 + 447129875888635109026239 i + 1877474169743497737903486 j + 12060628557290321652405423 k]
BICP | Distance=486 | [486 + 105 i + 48 j + 4 k] ^ 5 = [12786924501486 + 24519530841105 i + 8533894692048 j + 11664046590964 k]
BICP | Distance=486 | [486 + 105 i + 48 j + 14 k] ^ 5 = [13659752079486 + 23711901738105 i + 6361782546048 j + 13555387923014 k]
BICP | Distance=486 | [486 + 105 i + 52 j + 6 k] ^ 5 = [12590749467486 + 24008965710105 i + 8841255410452 j + 12911999065086 k]
BICP | Distance=486 | [486 + 105 i + 52 j + 36 k] ^ 5 = [16070414229486 + 21859554813105 i + 2589207104452 j + 18711963277236 k]
BICP | Distance=486 | [105 + 486 i + 64 j + 98 k] ^ 5 = [10419272388105 + 18122096979486 i + 32124823373264 j + 7217591196298 k]
BICP | Distance=486 | [105 + 64 i + 486 j + 98 k] ^ 5 = [10419272388105 + 32124823373264 i + 18122096979486 j + 7217591196298 k]
BICP | Distance=486 | [486 + 105 i + 98 j + 4 k] ^ 5 = [6076136871486 + 18855375336105 i + 16838518512298 j + 22113745900964 k]
BICP | Distance=486 | [486 + 105 i + 98 j + 14 k] ^ 5 = [7645086279486 + 17135870913105 i + 14949228396298 j + 23543669723014 k]
BICP | Distance=486 | [486 + 105 i + 98 j + 64 k] ^ 5 = [18122096979486 + 10419272388105 i + 7217591196298 j + 32124823373264 k]
BICP | Distance=486 | [486 + 105 i + 423 j + 39 k] ^ 9 = [1877474169743497737903486 + 24206321853043603019931105 i + 12060628557290321652405423 j + 447129875888635109026239 k]
BICP | Distance=486 | [110 + 7 i + 8 j + 486 k] ^ 5 = [33902272507110 + 431689420727 i + 1062577901848 j + 41297940775486 k]
BICP | Distance=486 | [110 + 8 i + 7 j + 486 k] ^ 5 = [33902272507110 + 1062577901848 i + 431689420727 j + 41297940775486 k]
BICP | Distance=486 | [111 + 0 i + 2 j + 486 k] ^ 5 = [34206584952111 + -536251291920 i + 733993948202 j + 41620247091486 k]
BICP | Distance=486 | [111 + 0 i + 8 j + 486 k] ^ 5 = [34158574677111 + -2144487286080 i + 2934782943848 j + 41540603841486 k]
BICP | Distance=486 | [111 + 0 i + 48 j + 486 k] ^ 5 = [32369050437111 + -12750918238080 i + 17341746792048 j + 38579775201486 k]
BICP | Distance=486 | [111 + 0 i + 52 j + 486 k] ^ 5 = [32050078617111 + -13791053221920 i + 18735304988452 j + 38053621881486 k]
BICP | Distance=486 | [111 + 0 i + 98 j + 486 k] ^ 5 = [26575770072111 + -25261265368080 i + 33636694732298 j + 29099876211486 k]
BICP | Distance=486 | [111 + 2 i + 0 j + 486 k] ^ 5 = [34206584952111 + 733993948202 i + -536251291920 j + 41620247091486 k]
BICP | Distance=486 | [111 + 486 i + 2 j + 52 k] ^ 5 = [25467844806111 + 10902100851486 i + 12757778292202 j + 9226021050452 k]
BICP | Distance=486 | [111 + 2 i + 486 j + 52 k] ^ 5 = [25467844806111 + 12757778292202 i + 10902100851486 j + 9226021050452 k]
BICP | Distance=486 | [111 + 5 i + 27 j + 486 k] ^ 9 = [4527638333643336959175111 + -1524725575645241383189795 i + 1629781538705195579778627 j + 4636819775527704411903486 k]
BICP | Distance=486 | [111 + 5 i + 31 j + 486 k] ^ 9 = [4440103894424183865891111 + -1796602483827323360307715 i + 1912559466447303557538631 j + 4539658574363318137539486 k]
BICP | Distance=486 | [111 + 5 i + 77 j + 486 k] ^ 9 = [2454098046131692472235111 + -4449279731003753444929795 i + 4618200381124884142419077 j + 2389219032029467860513486 k]
BICP | Distance=486 | [111 + 6 i + 8 j + 486 k] ^ 5 = [34257173952111 + 55086945726 i + 1325332185848 j + 41569658091486 k]
BICP | Distance=486 | [111 + 8 i + 0 j + 486 k] ^ 5 = [34158574677111 + 2934782943848 i + -2144487286080 j + 41540603841486 k]
BICP | Distance=486 | [111 + 8 i + 6 j + 486 k] ^ 5 = [34257173952111 + 1325332185848 i + 55086945726 j + 41569658091486 k]
BICP | Distance=486 | [111 + 486 i + 14 j + 36 k] ^ 5 = [25928542182111 + 13051876059486 i + 11245975503014 j + 3543356635236 k]
BICP | Distance=486 | [111 + 14 i + 486 j + 36 k] ^ 5 = [25928542182111 + 11245975503014 i + 13051876059486 j + 3543356635236 k]
BICP | Distance=486 | [111 + 486 i + 14 j + 86 k] ^ 5 = [19962854379111 + 8320809159486 i + 22148917403014 j + 12189407113486 k]
BICP | Distance=486 | [111 + 14 i + 486 j + 86 k] ^ 5 = [19962854379111 + 22148917403014 i + 8320809159486 j + 12189407113486 k]
BICP | Distance=486 | [111 + 20 i + 52 j + 486 k] ^ 5 = [34463617533111 + -6805714977820 i + 13401910520452 j + 39196027497486 k]
BICP | Distance=486 | [111 + 27 i + 5 j + 486 k] ^ 9 = [4527638333643336959175111 + 1629781538705195579778627 i + -1524725575645241383189795 j + 4636819775527704411903486 k]
BICP | Distance=486 | [111 + 30 i + 48 j + 486 k] ^ 5 = [35434723128111 + -2181864561930 i + 9229815330048 j + 39711538467486 k]
BICP | Distance=486 | [111 + 30 i + 98 j + 486 k] ^ 5 = [33390654123111 + -16164303921930 i + 25905793660298 j + 32669742087486 k]
BICP | Distance=486 | [111 + 31 i + 5 j + 486 k] ^ 9 = [4440103894424183865891111 + 1912559466447303557538631 i + -1796602483827323360307715 j + 4539658574363318137539486 k]
BICP | Distance=486 | [486 + 111 i + 36 j + 14 k] ^ 5 = [13051876059486 + 25928542182111 i + 3543356635236 j + 11245975503014 k]
BICP | Distance=486 | [111 + 486 i + 36 j + 64 k] ^ 5 = [21178681563111 + 14141987181486 i + 21485952025236 j + 4013183671264 k]
BICP | Distance=486 | [111 + 36 i + 486 j + 64 k] ^ 5 = [21178681563111 + 21485952025236 i + 14141987181486 j + 4013183671264 k]
BICP | Distance=486 | [111 + 48 i + 0 j + 486 k] ^ 5 = [32369050437111 + 17341746792048 i + -12750918238080 j + 38579775201486 k]
BICP | Distance=486 | [111 + 48 i + 30 j + 486 k] ^ 5 = [35434723128111 + 9229815330048 i + -2181864561930 j + 39711538467486 k]
BICP | Distance=486 | [111 + 486 i + 48 j + 98 k] ^ 5 = [13312077960111 + 13379521563486 i + 29784859086048 j + 8032936084298 k]
BICP | Distance=486 | [111 + 48 i + 486 j + 98 k] ^ 5 = [13312077960111 + 29784859086048 i + 13379521563486 j + 8032936084298 k]
BICP | Distance=486 | [111 + 52 i + 0 j + 486 k] ^ 5 = [32050078617111 + 18735304988452 i + -13791053221920 j + 38053621881486 k]
BICP | Distance=486 | [486 + 111 i + 52 j + 2 k] ^ 5 = [10902100851486 + 25467844806111 i + 9226021050452 j + 12757778292202 k]
BICP | Distance=486 | [111 + 52 i + 20 j + 486 k] ^ 5 = [34463617533111 + 13401910520452 i + -6805714977820 j + 39196027497486 k]
BICP | Distance=486 | [486 + 111 i + 64 j + 36 k] ^ 5 = [14141987181486 + 21178681563111 i + 4013183671264 j + 21485952025236 k]
BICP | Distance=486 | [111 + 486 i + 64 j + 86 k] ^ 5 = [14655375504111 + 18342682587486 i + 30946985381264 j + 3264350113486 k]
BICP | Distance=486 | [111 + 64 i + 486 j + 86 k] ^ 5 = [14655375504111 + 30946985381264 i + 18342682587486 j + 3264350113486 k]
BICP | Distance=486 | [111 + 70 i + 202 j + 486 k] ^ 5 = [30501812043111 + -37798185077570 i + 37882664301202 j + 9165644007486 k]
BICP | Distance=486 | [111 + 77 i + 5 j + 486 k] ^ 9 = [2454098046131692472235111 + 4618200381124884142419077 i + -4449279731003753444929795 j + 2389219032029467860513486 k]
BICP | Distance=486 | [111 + 80 i + 98 j + 486 k] ^ 5 = [41278291128111 + -781896791680 i + 10629783100298 j + 33867970467486 k]
BICP | Distance=486 | [486 + 111 i + 86 j + 14 k] ^ 5 = [8320809159486 + 19962854379111 i + 12189407113486 j + 22148917403014 k]
BICP | Distance=486 | [486 + 111 i + 86 j + 64 k] ^ 5 = [18342682587486 + 14655375504111 i + 3264350113486 j + 30946985381264 k]
BICP | Distance=486 | [111 + 98 i + 0 j + 486 k] ^ 5 = [26575770072111 + 33636694732298 i + -25261265368080 j + 29099876211486 k]
BICP | Distance=486 | [111 + 98 i + 30 j + 486 k] ^ 5 = [33390654123111 + 25905793660298 i + -16164303921930 j + 32669742087486 k]
BICP | Distance=486 | [486 + 111 i + 98 j + 48 k] ^ 5 = [13379521563486 + 13312077960111 i + 8032936084298 j + 29784859086048 k]
BICP | Distance=486 | [111 + 98 i + 80 j + 486 k] ^ 5 = [41278291128111 + 10629783100298 i + -781896791680 j + 33867970467486 k]
BICP | Distance=486 | [486 + 111 i + 98 j + 98 k] ^ 5 = [27287179263486 + 8945864739111 i + 1392609684298 j + 40306705464298 k]
BICP | Distance=486 | [111 + 486 i + 98 j + 98 k] ^ 5 = [8945864739111 + 27287179263486 i + 40306705464298 j + 1392609684298 k]
BICP | Distance=486 | [111 + 98 i + 486 j + 98 k] ^ 5 = [8945864739111 + 40306705464298 i + 27287179263486 j + 1392609684298 k]
BICP | Distance=486 | [111 + 202 i + 70 j + 486 k] ^ 5 = [30501812043111 + 37882664301202 i + -37798185077570 j + 9165644007486 k]
BICP | Distance=486 | [111 + 202 i + 230 j + 486 k] ^ 9 = [3945398633677618203030111 + 1251630467240834596410202 i + 5234682925969740690102230 j + 4930781002287060910158486 k]
BICP | Distance=486 | [111 + 230 i + 202 j + 486 k] ^ 9 = [3945398633677618203030111 + 5234682925969740690102230 i + 1251630467240834596410202 j + 4930781002287060910158486 k]
BICP | Distance=486 | [111 + 236 i + 264 j + 486 k] ^ 9 = [7873094320517205889602111 + 4422544496076525957060236 i + 8405596954805432050752264 j + 1003085315447473223586486 k]
BICP | Distance=486 | [111 + 264 i + 236 j + 486 k] ^ 9 = [7873094320517205889602111 + 8405596954805432050752264 i + 4422544496076525957060236 j + 1003085315447473223586486 k]
BICP | Distance=486 | [114 + 486 i + 3 j + 52 k] ^ 5 = [25891453401114 + 10286272179486 i + 13215519207123 j + 8734985246452 k]
BICP | Distance=486 | [114 + 3 i + 486 j + 52 k] ^ 5 = [25891453401114 + 13215519207123 i + 10286272179486 j + 8734985246452 k]
BICP | Distance=486 | [486 + 114 i + 52 j + 3 k] ^ 5 = [10286272179486 + 25891453401114 i + 8734985246452 j + 13215519207123 k]
BICP | Distance=486 | [133 + 5 i + 27 j + 486 k] ^ 9 = [6338580726893587331661133 + -2076634986188735048871715 i + 2140811639681851725762627 j + 6399231082057096351533486 k]
BICP | Distance=486 | [133 + 27 i + 5 j + 486 k] ^ 9 = [6338580726893587331661133 + 2140811639681851725762627 i + -2076634986188735048871715 j + 6399231082057096351533486 k]
BICP | Distance=486 | [136 + 486 i + 3 j + 48 k] ^ 5 = [29641222620136 + 4979183517486 i + 14072828652123 j + 6106792800048 k]
BICP | Distance=486 | [136 + 3 i + 486 j + 48 k] ^ 5 = [29641222620136 + 14072828652123 i + 4979183517486 j + 6106792800048 k]
BICP | Distance=486 | [486 + 136 i + 48 j + 3 k] ^ 5 = [4979183517486 + 29641222620136 i + 6106792800048 j + 14072828652123 k]
BICP | Distance=486 | [139 + 0 i + 2 j + 486 k] ^ 5 = [45164208874139 + -690437008080 i + 835410648202 j + 50193457191486 k]
BICP | Distance=486 | [139 + 0 i + 8 j + 486 k] ^ 5 = [45103504099139 + -2761099513920 i + 3340416143848 j + 50107690341486 k]
BICP | Distance=486 | [139 + 0 i + 48 j + 486 k] ^ 5 = [42840773139139 + -16421328961920 i + 19768019592048 j + 46918247301486 k]
BICP | Distance=486 | [139 + 0 i + 52 j + 486 k] ^ 5 = [42437447959139 + -17761670578080 i + 21362311188452 j + 46351269981486 k]
BICP | Distance=486 | [139 + 0 i + 98 j + 486 k] ^ 5 = [35515095754139 + -32560317331920 i + 38540257032298 j + 36693310311486 k]
BICP | Distance=486 | [139 + 2 i + 0 j + 486 k] ^ 5 = [45164208874139 + 835410648202 i + -690437008080 j + 50193457191486 k]
BICP | Distance=486 | [139 + 486 i + 2 j + 48 k] ^ 5 = [30117504460139 + 4045352859486 i + 14173997772202 j + 6101631306048 k]
BICP | Distance=486 | [139 + 2 i + 486 j + 48 k] ^ 5 = [30117504460139 + 14173997772202 i + 4045352859486 j + 6101631306048 k]
BICP | Distance=486 | [139 + 4 i + 4 j + 486 k] ^ 5 = [45181622699139 + 289658314964 i + 289658314964 j + 50185808941486 k]
BICP | Distance=486 | [139 + 5 i + 23 j + 486 k] ^ 9 = [7031213716449711838347139 + -1846455029102071501189795 i + 1896238118236353458881823 j + 7087444376779709277783486 k]
BICP | Distance=486 | [139 + 5 i + 73 j + 486 k] ^ 9 = [4321304086324038914727139 + -6309814247012057668729795 i + 6392985024403792216762273 j + 4284243866530270317153486 k]
BICP | Distance=486 | [139 + 6 i + 6 j + 486 k] ^ 5 = [45198321033139 + 433909609086 i + 433909609086 j + 50169110607486 k]
BICP | Distance=486 | [139 + 8 i + 0 j + 486 k] ^ 5 = [45103504099139 + 3340416143848 i + -2761099513920 j + 50107690341486 k]
BICP | Distance=486 | [139 + 11 i + 11 j + 486 k] ^ 9 = [7244691057671147842707139 + 20033931814389922684211 i + 20033931814389922684211 j + 7307224170695703963933486 k]
BICP | Distance=486 | [139 + 14 i + 14 j + 486 k] ^ 5 = [45331507961139 + 1001675423014 i + 1001675423014 j + 50035923679486 k]
BICP | Distance=486 | [139 + 14 i + 14 j + 486 k] ^ 9 = [7247842284018427183602139 + 24891544567140978846014 i + 24891544567140978846014 j + 7304072944348424623038486 k]
BICP | Distance=486 | [139 + 486 i + 14 j + 64 k] ^ 5 = [27235142428139 + 4199634059486 i + 20098217503014 j + 4849956881264 k]
BICP | Distance=486 | [139 + 14 i + 486 j + 64 k] ^ 5 = [27235142428139 + 20098217503014 i + 4199634059486 j + 4849956881264 k]
BICP | Distance=486 | [139 + 20 i + 48 j + 486 k] ^ 5 = [45159634903139 + -8362145557820 i + 12914426340048 j + 48295655037486 k]
BICP | Distance=486 | [139 + 20 i + 98 j + 486 k] ^ 5 = [40540002758139 + -25529956747820 i + 32128489020298 j + 40089585307486 k]
BICP | Distance=486 | [139 + 23 i + 5 j + 486 k] ^ 9 = [7031213716449711838347139 + 1896238118236353458881823 i + -1846455029102071501189795 j + 7087444376779709277783486 k]
BICP | Distance=486 | [139 + 30 i + 52 j + 486 k] ^ 5 = [45943288438139 + -5729477241930 i + 11013602130452 j + 48243234627486 k]
BICP | Distance=486 | [139 + 30 i + 202 j + 486 k] ^ 5 = [19153678873139 + -54522438861930 i + 56976933721202 j + 6722231067486 k]
BICP | Distance=486 | [139 + 36 i + 36 j + 486 k] ^ 5 = [46227930411139 + 2385954277236 i + 2385954277236 j + 49139501229486 k]
BICP | Distance=486 | [139 + 36 i + 36 j + 486 k] ^ 9 = [7287738811231623712422139 + 42484137989888568074436 i + 42484137989888568074436 j + 7264176417135228094218486 k]
BICP | Distance=486 | [139 + 486 i + 36 j + 86 k] ^ 5 = [21456506862139 + 6434831331486 i + 28347546175236 j + 2186159153486 k]
BICP | Distance=486 | [139 + 36 i + 486 j + 86 k] ^ 5 = [21456506862139 + 28347546175236 i + 6434831331486 j + 2186159153486 k]
BICP | Distance=486 | [139 + 39 i + 39 j + 486 k] ^ 9 = [7294487724080310202107139 + 41585388695867274016239 i + 41585388695867274016239 j + 7257427504286541604533486 k]
BICP | Distance=486 | [139 + 48 i + 0 j + 486 k] ^ 5 = [42840773139139 + 19768019592048 i + -16421328961920 j + 46918247301486 k]
BICP | Distance=486 | [486 + 139 i + 48 j + 2 k] ^ 5 = [4045352859486 + 30117504460139 i + 6101631306048 j + 14173997772202 k]
BICP | Distance=486 | [139 + 48 i + 20 j + 486 k] ^ 5 = [45159634903139 + 12914426340048 i + -8362145557820 j + 48295655037486 k]
BICP | Distance=486 | [139 + 52 i + 0 j + 486 k] ^ 5 = [42437447959139 + 21362311188452 i + -17761670578080 j + 46351269981486 k]
BICP | Distance=486 | [139 + 52 i + 30 j + 486 k] ^ 5 = [45943288438139 + 11013602130452 i + -5729477241930 j + 48243234627486 k]
BICP | Distance=486 | [139 + 486 i + 52 j + 98 k] ^ 5 = [17345083414139 + 9394955963486 i + 33067449550452 j + 370000284298 k]
BICP | Distance=486 | [139 + 52 i + 486 j + 98 k] ^ 5 = [17345083414139 + 33067449550452 i + 9394955963486 j + 370000284298 k]
BICP | Distance=486 | [139 + 61 i + 61 j + 486 k] ^ 9 = [7337275208470877175747139 + 6079033355415994824661 i + 6079033355415994824661 j + 7214640019895974630893486 k]
BICP | Distance=486 | [486 + 139 i + 64 j + 14 k] ^ 5 = [4199634059486 + 27235142428139 i + 4849956881264 j + 20098217503014 k]
BICP | Distance=486 | [139 + 64 i + 64 j + 486 k] ^ 5 = [48358163411139 + 3394064723264 i + 3394064723264 j + 47009268229486 k]
BICP | Distance=486 | [139 + 70 i + 98 j + 486 k] ^ 5 = [49417404713139 + -7336750417570 i + 13939821480298 j + 44037885227486 k]
BICP | Distance=486 | [139 + 73 i + 5 j + 486 k] ^ 9 = [4321304086324038914727139 + 6392985024403792216762273 i + -6309814247012057668729795 j + 4284243866530270317153486 k]
BICP | Distance=486 | [139 + 80 i + 202 j + 486 k] ^ 5 = [38472657218139 + -45394549431680 i + 40617934681202 j + 21249175847486 k]
BICP | Distance=486 | [486 + 139 i + 86 j + 36 k] ^ 5 = [6434831331486 + 21456506862139 i + 2186159153486 j + 28347546175236 k]
BICP | Distance=486 | [139 + 86 i + 86 j + 486 k] ^ 5 = [50589390761139 + 3246074377486 i + 3246074377486 j + 44778040879486 k]
BICP | Distance=486 | [139 + 98 i + 0 j + 486 k] ^ 5 = [35515095754139 + 38540257032298 i + -32560317331920 j + 36693310311486 k]
BICP | Distance=486 | [139 + 98 i + 20 j + 486 k] ^ 5 = [40540002758139 + 32128489020298 i + -25529956747820 j + 40089585307486 k]
BICP | Distance=486 | [486 + 139 i + 98 j + 52 k] ^ 5 = [9394955963486 + 17345083414139 i + 370000284298 j + 33067449550452 k]
BICP | Distance=486 | [139 + 98 i + 70 j + 486 k] ^ 5 = [49417404713139 + 13939821480298 i + -7336750417570 j + 44037885227486 k]
BICP | Distance=486 | [139 + 202 i + 30 j + 486 k] ^ 5 = [19153678873139 + 56976933721202 i + -54522438861930 j + 6722231067486 k]
BICP | Distance=486 | [139 + 202 i + 80 j + 486 k] ^ 5 = [38472657218139 + 40617934681202 i + -45394549431680 j + 21249175847486 k]
BICP | Distance=486 | [139 + 236 i + 236 j + 486 k] ^ 9 = [9495022031557682712102139 + 3404001372749075010156236 i + 3404001372749075010156236 j + 5056893196809169094538486 k]
BICP | Distance=486 | [139 + 264 i + 264 j + 486 k] ^ 9 = [14236284492001740666102139 + 3988663663598691331848264 i + 3988663663598691331848264 j + 315630736365111140538486 k]
BICP | Distance=486 | [145 + 486 i + 4 j + 52 k] ^ 5 = [30290758825145 + 2221213261486 i + 16034122370964 j + 5408738448452 k]
BICP | Distance=486 | [145 + 4 i + 486 j + 52 k] ^ 5 = [30290758825145 + 16034122370964 i + 2221213261486 j + 5408738448452 k]
BICP | Distance=486 | [145 + 486 i + 6 j + 48 k] ^ 5 = [30574156086145 + 2728385847486 i + 15112431925086 j + 4356256170048 k]
BICP | Distance=486 | [145 + 6 i + 486 j + 48 k] ^ 5 = [30574156086145 + 15112431925086 i + 2728385847486 j + 4356256170048 k]
BICP | Distance=486 | [145 + 486 i + 14 j + 52 k] ^ 5 = [29605412938145 + 3398827379486 i + 17226935623014 j + 2546848554452 k]
BICP | Distance=486 | [145 + 14 i + 486 j + 52 k] ^ 5 = [29605412938145 + 17226935623014 i + 3398827379486 j + 2546848554452 k]
BICP | Distance=486 | [145 + 486 i + 36 j + 98 k] ^ 5 = [19389421788145 + 4058807679486 i + 31569131527236 j + 2223923896298 k]
BICP | Distance=486 | [145 + 36 i + 486 j + 98 k] ^ 5 = [19389421788145 + 31569131527236 i + 4058807679486 j + 2223923896298 k]
BICP | Distance=486 | [486 + 145 i + 48 j + 6 k] ^ 5 = [2728385847486 + 30574156086145 i + 4356256170048 j + 15112431925086 k]
BICP | Distance=486 | [486 + 145 i + 52 j + 4 k] ^ 5 = [2221213261486 + 30290758825145 i + 5408738448452 j + 16034122370964 k]
BICP | Distance=486 | [486 + 145 i + 52 j + 14 k] ^ 5 = [3398827379486 + 29605412938145 i + 2546848554452 j + 17226935623014 k]
BICP | Distance=486 | [486 + 145 i + 98 j + 36 k] ^ 5 = [4058807679486 + 19389421788145 i + 2223923896298 j + 31569131527236 k]
BICP | Distance=486 | [486 + 173 i + 0 j + 86 k] ^ 5 = [329551011486 + 44913311960173 i + -30898695268080 j + 7452620929486 k]
BICP | Distance=486 | [486 + 173 i + 0 j + 236 k] ^ 5 = [42102351801486 + 104257331555173 i + -103959534538080 j + 44682514250236 k]
BICP | Distance=486 | [486 + 173 i + 0 j + 264 k] ^ 5 = [56329856001486 + 122212949655173 i + -122508762361920 j + 58070906652264 k]
BICP | Distance=486 | [486 + 173 i + 0 j + 486 k] ^ 5 = [298564928451486 + 361752611880173 i + -361597647988080 j + 298564928451486 k]
BICP | Distance=486 | [486 + 173 i + 20 j + 64 k] ^ 5 = [603184777486 + 38660500523173 i + -20591351437820 j + 12285477495264 k]
BICP | Distance=486 | [486 + 173 i + 20 j + 264 k] ^ 5 = [69303398937486 + 110528441403173 i + -111459810357820 j + 71299499616264 k]
BICP | Distance=486 | [486 + 173 i + 30 j + 86 k] ^ 5 = [5710317687486 + 39988303403173 i + -27044255721930 j + 18447714325486 k]
BICP | Distance=486 | [486 + 173 i + 30 j + 236 k] ^ 5 = [58700384667486 + 89094758918173 i + -90013576161930 j + 62040001316236 k]
BICP | Distance=486 | [486 + 173 i + 30 j + 486 k] ^ 5 = [340933244967486 + 305499052443173 i + -305154321561930 j + 340933244967486 k]
BICP | Distance=486 | [173 + 486 i + 64 j + 20 k] ^ 5 = [38660500523173 + 603184777486 i + 12285477495264 j + -20591351437820 k]
BICP | Distance=486 | [173 + 64 i + 486 j + 20 k] ^ 5 = [38660500523173 + 12285477495264 i + 603184777486 j + -20591351437820 k]
BICP | Distance=486 | [173 + 486 i + 64 j + 70 k] ^ 5 = [28829197658173 + 4675717847486 i + 28311510825264 j + -15002614657570 k]
BICP | Distance=486 | [173 + 64 i + 486 j + 70 k] ^ 5 = [28829197658173 + 28311510825264 i + 4675717847486 j + -15002614657570 k]
BICP | Distance=486 | [486 + 173 i + 70 j + 64 k] ^ 5 = [4675717847486 + 28829197658173 i + -15002614657570 j + 28311510825264 k]
BICP | Distance=486 | [486 + 173 i + 70 j + 264 k] ^ 5 = [95459502207486 + 76770462138173 i + -80043759977570 j + 97510532346264 k]
BICP | Distance=486 | [486 + 173 i + 80 j + 86 k] ^ 5 = [11364094067486 + 27331461368173 i + -19821725091680 j + 33895549905486 k]
BICP | Distance=486 | [486 + 173 i + 80 j + 236 k] ^ 5 = [80004388697486 + 59014122083173 i + -63157559481680 j + 83907792346236 k]
BICP | Distance=486 | [486 + 173 i + 80 j + 486 k] ^ 5 = [394280361747486 + 204255457608173 i + -203218878131680 j + 394280361747486 k]
BICP | Distance=486 | [173 + 486 i + 86 j + 0 k] ^ 5 = [44913311960173 + 329551011486 i + 7452620929486 j + -30898695268080 k]
BICP | Distance=486 | [173 + 86 i + 486 j + 0 k] ^ 5 = [44913311960173 + 7452620929486 i + 329551011486 j + -30898695268080 k]
BICP | Distance=486 | [173 + 486 i + 86 j + 30 k] ^ 5 = [39988303403173 + 5710317687486 i + 18447714325486 j + -27044255721930 k]
BICP | Distance=486 | [173 + 86 i + 486 j + 30 k] ^ 5 = [39988303403173 + 18447714325486 i + 5710317687486 j + -27044255721930 k]
BICP | Distance=486 | [173 + 486 i + 86 j + 80 k] ^ 5 = [27331461368173 + 11364094067486 i + 33895549905486 j + -19821725091680 k]
BICP | Distance=486 | [173 + 86 i + 486 j + 80 k] ^ 5 = [27331461368173 + 33895549905486 i + 11364094067486 j + -19821725091680 k]
BICP | Distance=486 | [486 + 173 i + 173 j + 207 k] ^ 9 = [18372674920251327645033486 + 333307642258564350843173 i + 333307642258564350843173 j + 18491041072425256122339207 k]
BICP | Distance=486 | [486 + 173 i + 173 j + 265 k] ^ 9 = [37842852957402194745783486 + 65031983381569352343173 i + 65031983381569352343173 j + 38147669957303723524473265 k]
BICP | Distance=486 | [486 + 173 i + 173 j + 457 k] ^ 9 = [294857487403921046049783486 + 26768089309363664343173 i + 26768089309363664343173 j + 294807355044667067054841457 k]
BICP | Distance=486 | [173 + 486 i + 207 j + 173 k] ^ 9 = [333307642258564350843173 + 18372674920251327645033486 i + 18491041072425256122339207 j + 333307642258564350843173 k]
BICP | Distance=486 | [173 + 207 i + 486 j + 173 k] ^ 9 = [333307642258564350843173 + 18491041072425256122339207 i + 18372674920251327645033486 j + 333307642258564350843173 k]
BICP | Distance=486 | [173 + 486 i + 236 j + 0 k] ^ 5 = [104257331555173 + 42102351801486 i + 44682514250236 j + -103959534538080 k]
BICP | Distance=486 | [173 + 236 i + 486 j + 0 k] ^ 5 = [104257331555173 + 44682514250236 i + 42102351801486 j + -103959534538080 k]
BICP | Distance=486 | [173 + 486 i + 236 j + 30 k] ^ 5 = [89094758918173 + 58700384667486 i + 62040001316236 j + -90013576161930 k]
BICP | Distance=486 | [173 + 236 i + 486 j + 30 k] ^ 5 = [89094758918173 + 62040001316236 i + 58700384667486 j + -90013576161930 k]
BICP | Distance=486 | [173 + 486 i + 236 j + 80 k] ^ 5 = [59014122083173 + 80004388697486 i + 83907792346236 j + -63157559481680 k]
BICP | Distance=486 | [173 + 236 i + 486 j + 80 k] ^ 5 = [59014122083173 + 83907792346236 i + 80004388697486 j + -63157559481680 k]
BICP | Distance=486 | [173 + 486 i + 264 j + 0 k] ^ 5 = [122212949655173 + 56329856001486 i + 58070906652264 j + -122508762361920 k]
BICP | Distance=486 | [173 + 264 i + 486 j + 0 k] ^ 5 = [122212949655173 + 58070906652264 i + 56329856001486 j + -122508762361920 k]
BICP | Distance=486 | [173 + 486 i + 264 j + 20 k] ^ 5 = [110528441403173 + 69303398937486 i + 71299499616264 j + -111459810357820 k]
BICP | Distance=486 | [173 + 264 i + 486 j + 20 k] ^ 5 = [110528441403173 + 71299499616264 i + 69303398937486 j + -111459810357820 k]
BICP | Distance=486 | [173 + 486 i + 264 j + 70 k] ^ 5 = [76770462138173 + 95459502207486 i + 97510532346264 j + -80043759977570 k]
BICP | Distance=486 | [173 + 264 i + 486 j + 70 k] ^ 5 = [76770462138173 + 97510532346264 i + 95459502207486 j + -80043759977570 k]
BICP | Distance=486 | [173 + 486 i + 265 j + 173 k] ^ 9 = [65031983381569352343173 + 37842852957402194745783486 i + 38147669957303723524473265 j + 65031983381569352343173 k]
BICP | Distance=486 | [173 + 265 i + 486 j + 173 k] ^ 9 = [65031983381569352343173 + 38147669957303723524473265 i + 37842852957402194745783486 j + 65031983381569352343173 k]
BICP | Distance=486 | [173 + 486 i + 457 j + 173 k] ^ 9 = [26768089309363664343173 + 294857487403921046049783486 i + 294807355044667067054841457 j + 26768089309363664343173 k]
BICP | Distance=486 | [173 + 457 i + 486 j + 173 k] ^ 9 = [26768089309363664343173 + 294807355044667067054841457 i + 294857487403921046049783486 j + 26768089309363664343173 k]
BICP | Distance=486 | [173 + 486 i + 486 j + 0 k] ^ 5 = [361752611880173 + 298564928451486 i + 298564928451486 j + -361597647988080 k]
BICP | Distance=486 | [173 + 486 i + 486 j + 0 k] ^ 5 = [361752611880173 + 298564928451486 i + 298564928451486 j + -361597647988080 k]
BICP | Distance=486 | [173 + 486 i + 486 j + 30 k] ^ 5 = [305499052443173 + 340933244967486 i + 340933244967486 j + -305154321561930 k]
BICP | Distance=486 | [173 + 486 i + 486 j + 30 k] ^ 5 = [305499052443173 + 340933244967486 i + 340933244967486 j + -305154321561930 k]
BICP | Distance=486 | [173 + 486 i + 486 j + 80 k] ^ 5 = [204255457608173 + 394280361747486 i + 394280361747486 j + -203218878131680 k]
BICP | Distance=486 | [173 + 486 i + 486 j + 80 k] ^ 5 = [204255457608173 + 394280361747486 i + 394280361747486 j + -203218878131680 k]
BICP | Distance=486 | [486 + 180 i + 202 j + 389 k] ^ 5 = [259335908307486 + -30669994971180 i + 33728466901202 j + 250331630234389 k]
BICP | Distance=486 | [180 + 486 i + 264 j + 327 k] ^ 5 = [-119665594521180 + 96825245157486 i + 51067531896264 j + 95093698839327 k]
BICP | Distance=486 | [180 + 264 i + 486 j + 327 k] ^ 5 = [-119665594521180 + 51067531896264 i + 96825245157486 j + 95093698839327 k]
BICP | Distance=486 | [486 + 180 i + 298 j + 361 k] ^ 5 = [190169422407486 + -141710853771180 i + 150183411601298 j + 161973396544361 k]
BICP | Distance=486 | [486 + 180 i + 327 j + 264 k] ^ 5 = [96825245157486 + -119665594521180 i + 95093698839327 j + 51067531896264 k]
BICP | Distance=486 | [180 + 486 i + 361 j + 298 k] ^ 5 = [-141710853771180 + 190169422407486 i + 161973396544361 j + 150183411601298 k]
BICP | Distance=486 | [180 + 361 i + 486 j + 298 k] ^ 5 = [-141710853771180 + 161973396544361 i + 190169422407486 j + 150183411601298 k]
BICP | Distance=486 | [180 + 486 i + 389 j + 202 k] ^ 5 = [-30669994971180 + 259335908307486 i + 250331630234389 j + 33728466901202 k]
BICP | Distance=486 | [180 + 389 i + 486 j + 202 k] ^ 5 = [-30669994971180 + 250331630234389 i + 259335908307486 j + 33728466901202 k]
BICP | Distance=486 | [486 + 180 i + 423 j + 486 k] ^ 5 = [171152299107486 + -435043496871180 i + 514767034314423 j + 171152299107486 k]
BICP | Distance=486 | [180 + 486 i + 486 j + 423 k] ^ 5 = [-435043496871180 + 171152299107486 i + 171152299107486 j + 514767034314423 k]
BICP | Distance=486 | [180 + 486 i + 486 j + 423 k] ^ 5 = [-435043496871180 + 171152299107486 i + 171152299107486 j + 514767034314423 k]
BICP | Distance=486 | [486 + 202 i + 0 j + 361 k] ^ 5 = [97655979051486 + 230161002709202 i + -230865973711920 j + 97381810588361 k]
BICP | Distance=486 | [486 + 202 i + 0 j + 389 k] ^ 5 = [123640965351486 + 264462026809202 i + -264811817188080 j + 123197276390389 k]
BICP | Distance=486 | [486 + 202 i + 5 j + 236 k] ^ 5 = [26071722379486 + 113491497805202 i + -114612058812395 j + 29495270128236 k]
BICP | Distance=486 | [486 + 202 i + 5 j + 264 k] ^ 5 = [38558163927486 + 133737131241202 i + -135214511164555 j + 40669074126264 k]
BICP | Distance=486 | [486 + 202 i + 5 j + 486 k] ^ 5 = [259274330379486 + 403836031305202 i + -403455971687395 j + 259274330379486 k]
BICP | Distance=486 | [486 + 202 i + 20 j + 361 k] ^ 5 = [119943237287486 + 212202869761202 i + -213102193807820 j + 119357227424361 k]
BICP | Distance=486 | [486 + 202 i + 30 j + 139 k] ^ 5 = [6722231067486 + 56976933721202 i + -54522438861930 j + 19153678873139 k]
BICP | Distance=486 | [486 + 202 i + 30 j + 389 k] ^ 5 = [159735355767486 + 232454101621202 i + -232854215961930 j + 158812949399389 k]
BICP | Distance=486 | [486 + 202 i + 70 j + 111 k] ^ 5 = [9165644007486 + 37882664301202 i + -37798185077570 j + 30501812043111 k]
BICP | Distance=486 | [486 + 202 i + 70 j + 361 k] ^ 5 = [166673211307486 + 160951190401202 i + -162274651177570 j + 164666673569361 k]
BICP | Distance=486 | [202 + 486 i + 77 j + 236 k] ^ 9 = [2934675328796407308714202 + 4763035886071444044486486 i + 183299751249426654876077 j + 5918901723724050452400236 k]
BICP | Distance=486 | [202 + 77 i + 486 j + 236 k] ^ 9 = [2934675328796407308714202 + 183299751249426654876077 i + 4763035886071444044486486 j + 5918901723724050452400236 k]
BICP | Distance=486 | [486 + 202 i + 80 j + 89 k] ^ 5 = [3926074507486 + 31083921301202 i + -29620321611680 j + 31269866912889 k]
BICP | Distance=486 | [486 + 202 i + 80 j + 139 k] ^ 5 = [21249175847486 + 40617934681202 i + -45394549431680 j + 38472657218139 k]
BICP | Distance=486 | [486 + 202 i + 80 j + 389 k] ^ 5 = [208258469047486 + 171746707081202 i + -171948534531680 j + 205908503494389 k]
BICP | Distance=486 | [202 + 486 i + 89 j + 80 k] ^ 5 = [31083921301202 + 3926074507486 i + 31269866912889 j + -29620321611680 k]
BICP | Distance=486 | [202 + 89 i + 486 j + 80 k] ^ 5 = [31083921301202 + 31269866912889 i + 3926074507486 j + -29620321611680 k]
BICP | Distance=486 | [202 + 486 i + 89 j + 270 k] ^ 9 = [3267254555625104055570202 + 1857830932894398229638486 i + 1721423365830624365691689 j + 9645595067425871554182270 k]
BICP | Distance=486 | [202 + 89 i + 486 j + 270 k] ^ 9 = [3267254555625104055570202 + 1721423365830624365691689 i + 1857830932894398229638486 j + 9645595067425871554182270 k]
BICP | Distance=486 | [202 + 486 i + 111 j + 70 k] ^ 5 = [37882664301202 + 9165644007486 i + 30501812043111 j + -37798185077570 k]
BICP | Distance=486 | [202 + 111 i + 486 j + 70 k] ^ 5 = [37882664301202 + 30501812043111 i + 9165644007486 j + -37798185077570 k]
BICP | Distance=486 | [202 + 486 i + 111 j + 230 k] ^ 9 = [1251630467240834596410202 + 4930781002287060910158486 i + 3945398633677618203030111 j + 5234682925969740690102230 k]
BICP | Distance=486 | [202 + 111 i + 486 j + 230 k] ^ 9 = [1251630467240834596410202 + 3945398633677618203030111 i + 4930781002287060910158486 j + 5234682925969740690102230 k]
BICP | Distance=486 | [202 + 486 i + 139 j + 30 k] ^ 5 = [56976933721202 + 6722231067486 i + 19153678873139 j + -54522438861930 k]
BICP | Distance=486 | [202 + 139 i + 486 j + 30 k] ^ 5 = [56976933721202 + 19153678873139 i + 6722231067486 j + -54522438861930 k]
BICP | Distance=486 | [202 + 486 i + 139 j + 80 k] ^ 5 = [40617934681202 + 21249175847486 i + 38472657218139 j + -45394549431680 k]
BICP | Distance=486 | [202 + 139 i + 486 j + 80 k] ^ 5 = [40617934681202 + 38472657218139 i + 21249175847486 j + -45394549431680 k]
BICP | Distance=486 | [486 + 202 i + 180 j + 389 k] ^ 5 = [259335908307486 + 33728466901202 i + -30669994971180 j + 250331630234389 k]
BICP | Distance=486 | [486 + 202 i + 202 j + 207 k] ^ 9 = [17812561279055449909158486 + 550970120866445203410202 i + 550970120866445203410202 j + 19051154713621133858214207 k]
BICP | Distance=486 | [486 + 202 i + 202 j + 457 k] ^ 5 = [374756592079486 + 5104611205202 i + 5104611205202 j + 370933656233457 k]
BICP | Distance=486 | [486 + 202 i + 202 j + 457 k] ^ 9 = [294920612546030496784158486 + 117238218320489266410202 i + 117238218320489266410202 j + 294744229902557616320466457 k]
BICP | Distance=486 | [202 + 486 i + 207 j + 202 k] ^ 9 = [550970120866445203410202 + 17812561279055449909158486 i + 19051154713621133858214207 j + 550970120866445203410202 k]
BICP | Distance=486 | [202 + 207 i + 486 j + 202 k] ^ 9 = [550970120866445203410202 + 19051154713621133858214207 i + 17812561279055449909158486 j + 550970120866445203410202 k]
BICP | Distance=486 | [486 + 202 i + 230 j + 111 k] ^ 9 = [4930781002287060910158486 + 1251630467240834596410202 i + 5234682925969740690102230 j + 3945398633677618203030111 k]
BICP | Distance=486 | [202 + 486 i + 236 j + 5 k] ^ 5 = [113491497805202 + 26071722379486 i + 29495270128236 j + -114612058812395 k]
BICP | Distance=486 | [202 + 236 i + 486 j + 5 k] ^ 5 = [113491497805202 + 29495270128236 i + 26071722379486 j + -114612058812395 k]
BICP | Distance=486 | [486 + 202 i + 236 j + 77 k] ^ 9 = [4763035886071444044486486 + 2934675328796407308714202 i + 5918901723724050452400236 j + 183299751249426654876077 k]
BICP | Distance=486 | [202 + 486 i + 264 j + 5 k] ^ 5 = [133737131241202 + 38558163927486 i + 40669074126264 j + -135214511164555 k]
BICP | Distance=486 | [202 + 264 i + 486 j + 5 k] ^ 5 = [133737131241202 + 40669074126264 i + 38558163927486 j + -135214511164555 k]
BICP | Distance=486 | [486 + 202 i + 270 j + 89 k] ^ 9 = [1857830932894398229638486 + 3267254555625104055570202 i + 9645595067425871554182270 j + 1721423365830624365691689 k]
BICP | Distance=486 | [202 + 486 i + 361 j + 0 k] ^ 5 = [230161002709202 + 97655979051486 i + 97381810588361 j + -230865973711920 k]
BICP | Distance=486 | [202 + 361 i + 486 j + 0 k] ^ 5 = [230161002709202 + 97381810588361 i + 97655979051486 j + -230865973711920 k]
BICP | Distance=486 | [202 + 486 i + 361 j + 20 k] ^ 5 = [212202869761202 + 119943237287486 i + 119357227424361 j + -213102193807820 k]
BICP | Distance=486 | [202 + 361 i + 486 j + 20 k] ^ 5 = [212202869761202 + 119357227424361 i + 119943237287486 j + -213102193807820 k]
BICP | Distance=486 | [202 + 486 i + 361 j + 70 k] ^ 5 = [160951190401202 + 166673211307486 i + 164666673569361 j + -162274651177570 k]
BICP | Distance=486 | [202 + 361 i + 486 j + 70 k] ^ 5 = [160951190401202 + 164666673569361 i + 166673211307486 j + -162274651177570 k]
BICP | Distance=486 | [202 + 486 i + 389 j + 0 k] ^ 5 = [264462026809202 + 123640965351486 i + 123197276390389 j + -264811817188080 k]
BICP | Distance=486 | [202 + 389 i + 486 j + 0 k] ^ 5 = [264462026809202 + 123197276390389 i + 123640965351486 j + -264811817188080 k]
BICP | Distance=486 | [202 + 486 i + 389 j + 30 k] ^ 5 = [232454101621202 + 159735355767486 i + 158812949399389 j + -232854215961930 k]
BICP | Distance=486 | [202 + 389 i + 486 j + 30 k] ^ 5 = [232454101621202 + 158812949399389 i + 159735355767486 j + -232854215961930 k]
BICP | Distance=486 | [202 + 486 i + 389 j + 80 k] ^ 5 = [171746707081202 + 208258469047486 i + 205908503494389 j + -171948534531680 k]
BICP | Distance=486 | [202 + 389 i + 486 j + 80 k] ^ 5 = [171746707081202 + 205908503494389 i + 208258469047486 j + -171948534531680 k]
BICP | Distance=486 | [202 + 486 i + 389 j + 180 k] ^ 5 = [33728466901202 + 259335908307486 i + 250331630234389 j + -30669994971180 k]
BICP | Distance=486 | [202 + 389 i + 486 j + 180 k] ^ 5 = [33728466901202 + 250331630234389 i + 259335908307486 j + -30669994971180 k]
BICP | Distance=486 | [202 + 486 i + 457 j + 202 k] ^ 5 = [5104611205202 + 374756592079486 i + 370933656233457 j + 5104611205202 k]
BICP | Distance=486 | [202 + 457 i + 486 j + 202 k] ^ 5 = [5104611205202 + 370933656233457 i + 374756592079486 j + 5104611205202 k]
BICP | Distance=486 | [202 + 486 i + 457 j + 202 k] ^ 9 = [117238218320489266410202 + 294920612546030496784158486 i + 294744229902557616320466457 j + 117238218320489266410202 k]
BICP | Distance=486 | [202 + 457 i + 486 j + 202 k] ^ 9 = [117238218320489266410202 + 294744229902557616320466457 i + 294920612546030496784158486 j + 117238218320489266410202 k]
BICP | Distance=486 | [202 + 486 i + 486 j + 5 k] ^ 5 = [403836031305202 + 259274330379486 i + 259274330379486 j + -403455971687395 k]
BICP | Distance=486 | [202 + 486 i + 486 j + 5 k] ^ 5 = [403836031305202 + 259274330379486 i + 259274330379486 j + -403455971687395 k]
BICP | Distance=486 | [207 + 2 i + 2 j + 486 k] ^ 5 = [79072924707207 + 60567304202 i + 60567304202 j + 80759972979486 k]
BICP | Distance=486 | [207 + 2 i + 2 j + 486 k] ^ 9 = [18426774241894401763974207 + 659587505539788368402 i + 659587505539788368402 j + 18436941750782182003398486 k]
BICP | Distance=486 | [207 + 8 i + 8 j + 486 k] ^ 5 = [79098940341207 + 240775191848 i + 240775191848 j + 80733957345486 k]
BICP | Distance=486 | [207 + 9 i + 9 j + 486 k] ^ 9 = [18427492665853029849915207 + 2859038344978916969889 i + 2859038344978916969889 j + 18436223326823553917457486 k]
BICP | Distance=486 | [207 + 23 i + 23 j + 486 k] ^ 9 = [18431280200543997017979207 + 5749661990502071101823 i + 5749661990502071101823 j + 18432435792132586749393486 k]
BICP | Distance=486 | [207 + 27 i + 27 j + 486 k] ^ 9 = [18432760295809610787699207 + 5975654662350675318627 i + 5975654662350675318627 j + 18430955696866972979673486 k]
BICP | Distance=486 | [207 + 48 i + 48 j + 486 k] ^ 5 = [80012694357207 + 1113946296048 i + 1113946296048 j + 79820203329486 k]
BICP | Distance=486 | [207 + 48 i + 48 j + 486 k] ^ 9 = [18440225039478893982714207 + 1341888196391540592048 i + 1341888196391540592048 j + 18423490953197689784658486 k]
BICP | Distance=486 | [207 + 52 i + 52 j + 486 k] ^ 5 = [80164079757207 + 1143678104452 i + 1143678104452 j + 79668817929486 k]
BICP | Distance=486 | [207 + 98 i + 98 j + 486 k] ^ 5 = [82213348707207 + 183112696298 i + 183112696298 j + 77619548979486 k]
BICP | Distance=486 | [207 + 173 i + 173 j + 486 k] ^ 9 = [18491041072425256122339207 + 333307642258564350843173 i + 333307642258564350843173 j + 18372674920251327645033486 k]
BICP | Distance=486 | [207 + 202 i + 202 j + 486 k] ^ 9 = [19051154713621133858214207 + 550970120866445203410202 i + 550970120866445203410202 j + 17812561279055449909158486 k]
BICP | Distance=486 | [230 + 486 i + 111 j + 202 k] ^ 9 = [5234682925969740690102230 + 4930781002287060910158486 i + 3945398633677618203030111 j + 1251630467240834596410202 k]
BICP | Distance=486 | [230 + 111 i + 486 j + 202 k] ^ 9 = [5234682925969740690102230 + 3945398633677618203030111 i + 4930781002287060910158486 j + 1251630467240834596410202 k]
BICP | Distance=486 | [486 + 230 i + 202 j + 111 k] ^ 9 = [4930781002287060910158486 + 5234682925969740690102230 i + 1251630467240834596410202 j + 3945398633677618203030111 k]
BICP | Distance=486 | [236 + 0 i + 3 j + 486 k] ^ 5 = [97592545578236 + -2008668754080 i + 2067245629323 j + 98567701929486 k]
BICP | Distance=486 | [236 + 0 i + 3 j + 486 k] ^ 9 = [26638137008875535957556236 + -996487179049460633578560 i + 996898612762807275348243 j + 26641931940716376034818486 k]
BICP | Distance=486 | [236 + 0 i + 7 j + 486 k] ^ 5 = [97520399906236 + -4686251461920 i + 4822755853727 j + 98489309157486 k]
BICP | Distance=486 | [236 + 0 i + 23 j + 486 k] ^ 5 = [96654946370236 + -15372358498080 i + 15813979309423 j + 97549202421486 k]
BICP | Distance=486 | [236 + 0 i + 27 j + 486 k] ^ 5 = [96294501210236 + -18033424981920 i + 18548481205827 j + 97157821761486 k]
BICP | Distance=486 | [236 + 0 i + 73 j + 486 k] ^ 5 = [88030316930236 + -47986739578080 i + 49171458274673 j + 88209720981486 k]
BICP | Distance=486 | [236 + 0 i + 77 j + 486 k] ^ 5 = [86956061450236 + -50510170861920 i + 51731450771077 j + 87050159001486 k]
BICP | Distance=486 | [236 + 0 i + 173 j + 486 k] ^ 5 = [44682514250236 + -103959534538080 i + 104257331555173 j + 42102351801486 k]
BICP | Distance=486 | [236 + 3 i + 0 j + 486 k] ^ 5 = [97592545578236 + 2067245629323 i + -2008668754080 j + 98567701929486 k]
BICP | Distance=486 | [236 + 3 i + 0 j + 486 k] ^ 9 = [26638137008875535957556236 + 996898612762807275348243 i + -996487179049460633578560 j + 26641931940716376034818486 k]
BICP | Distance=486 | [236 + 5 i + 8 j + 486 k] ^ 5 = [97605027778236 + -1911690443555 i + 2164223939848 j + 98555219729486 k]
BICP | Distance=486 | [236 + 5 i + 8 j + 486 k] ^ 9 = [26638311041104233267876236 + -995822693275709015088715 i + 997563098536558893838088 j + 26641757908487678724498486 k]
BICP | Distance=486 | [236 + 5 i + 48 j + 486 k] ^ 5 = [94349958026236 + -28533310139555 i + 29475836460048 j + 94897477377486 k]
BICP | Distance=486 | [236 + 5 i + 52 j + 486 k] ^ 5 = [93707843278236 + -31159538187395 i + 32157675504452 j + 94189944529486 k]
BICP | Distance=486 | [236 + 5 i + 52 j + 486 k] ^ 9 = [22651207097563683904476236 + -15001449024770035619254795 i + 15005770633380192577888852 j + 22649136998377819968978486 k]
BICP | Distance=486 | [236 + 5 i + 98 j + 486 k] ^ 5 = [82226293096236 + -60415662224555 i + 61756019340298 j + 81685887947486 k]
BICP | Distance=486 | [236 + 5 i + 202 j + 486 k] ^ 5 = [29495270128236 + -114612058812395 i + 113491497805202 j + 26071722379486 k]
BICP | Distance=486 | [236 + 7 i + 0 j + 486 k] ^ 5 = [97520399906236 + 4822755853727 i + -4686251461920 j + 98489309157486 k]
BICP | Distance=486 | [236 + 8 i + 5 j + 486 k] ^ 5 = [97605027778236 + 2164223939848 i + -1911690443555 j + 98555219729486 k]
BICP | Distance=486 | [236 + 8 i + 5 j + 486 k] ^ 9 = [26638311041104233267876236 + 997563098536558893838088 i + -995822693275709015088715 j + 26641757908487678724498486 k]
BICP | Distance=486 | [236 + 20 i + 27 j + 486 k] ^ 5 = [97686101606236 + -4327849297820 i + 5181158017827 j + 98323607457486 k]
BICP | Distance=486 | [236 + 20 i + 77 j + 486 k] ^ 5 = [92193497086236 + -37573784857820 i + 38906482823077 j + 91810564937486 k]
BICP | Distance=486 | [236 + 23 i + 0 j + 486 k] ^ 5 = [96654946370236 + 15813979309423 i + -15372358498080 j + 97549202421486 k]
BICP | Distance=486 | [236 + 27 i + 0 j + 486 k] ^ 5 = [96294501210236 + 18548481205827 i + -18033424981920 j + 97157821761486 k]
BICP | Distance=486 | [236 + 27 i + 20 j + 486 k] ^ 5 = [97686101606236 + 5181158017827 i + -4327849297820 j + 98323607457486 k]
BICP | Distance=486 | [236 + 30 i + 73 j + 486 k] ^ 5 = [94893920276236 + -28334394741930 i + 29674751857673 j + 94353515127486 k]
BICP | Distance=486 | [236 + 30 i + 173 j + 486 k] ^ 5 = [62040001316236 + -90013576161930 i + 89094758918173 j + 58700384667486 k]
BICP | Distance=486 | [236 + 48 i + 5 j + 486 k] ^ 5 = [94349958026236 + 29475836460048 i + -28533310139555 j + 94897477377486 k]
BICP | Distance=486 | [236 + 52 i + 5 j + 486 k] ^ 5 = [93707843278236 + 32157675504452 i + -31159538187395 j + 94189944529486 k]
BICP | Distance=486 | [236 + 52 i + 5 j + 486 k] ^ 9 = [22651207097563683904476236 + 15005770633380192577888852 i + -15001449024770035619254795 j + 22649136998377819968978486 k]
BICP | Distance=486 | [236 + 70 i + 77 j + 486 k] ^ 5 = [98912933356236 + -4277299477570 i + 5231707838077 j + 97096775707486 k]
BICP | Distance=486 | [236 + 73 i + 0 j + 486 k] ^ 5 = [88030316930236 + 49171458274673 i + -47986739578080 j + 88209720981486 k]
BICP | Distance=486 | [236 + 73 i + 30 j + 486 k] ^ 5 = [94893920276236 + 29674751857673 i + -28334394741930 j + 94353515127486 k]
BICP | Distance=486 | [236 + 77 i + 0 j + 486 k] ^ 5 = [86956061450236 + 51731450771077 i + -50510170861920 j + 87050159001486 k]
BICP | Distance=486 | [236 + 77 i + 20 j + 486 k] ^ 5 = [92193497086236 + 38906482823077 i + -37573784857820 j + 91810564937486 k]
BICP | Distance=486 | [236 + 77 i + 70 j + 486 k] ^ 5 = [98912933356236 + 5231707838077 i + -4277299477570 j + 97096775707486 k]
BICP | Distance=486 | [236 + 486 i + 77 j + 202 k] ^ 9 = [5918901723724050452400236 + 4763035886071444044486486 i + 183299751249426654876077 j + 2934675328796407308714202 k]
BICP | Distance=486 | [236 + 77 i + 486 j + 202 k] ^ 9 = [5918901723724050452400236 + 183299751249426654876077 i + 4763035886071444044486486 j + 2934675328796407308714202 k]
BICP | Distance=486 | [236 + 80 i + 173 j + 486 k] ^ 5 = [83907792346236 + -63157559481680 i + 59014122083173 j + 80004388697486 k]
BICP | Distance=486 | [236 + 98 i + 5 j + 486 k] ^ 5 = [82226293096236 + 61756019340298 i + -60415662224555 j + 81685887947486 k]
BICP | Distance=486 | [236 + 486 i + 111 j + 264 k] ^ 9 = [4422544496076525957060236 + 1003085315447473223586486 i + 7873094320517205889602111 j + 8405596954805432050752264 k]
BICP | Distance=486 | [236 + 111 i + 486 j + 264 k] ^ 9 = [4422544496076525957060236 + 7873094320517205889602111 i + 1003085315447473223586486 j + 8405596954805432050752264 k]
BICP | Distance=486 | [236 + 486 i + 139 j + 236 k] ^ 9 = [3404001372749075010156236 + 5056893196809169094538486 i + 9495022031557682712102139 j + 3404001372749075010156236 k]
BICP | Distance=486 | [236 + 139 i + 486 j + 236 k] ^ 9 = [3404001372749075010156236 + 9495022031557682712102139 i + 5056893196809169094538486 j + 3404001372749075010156236 k]
BICP | Distance=486 | [236 + 173 i + 0 j + 486 k] ^ 5 = [44682514250236 + 104257331555173 i + -103959534538080 j + 42102351801486 k]
BICP | Distance=486 | [236 + 173 i + 30 j + 486 k] ^ 5 = [62040001316236 + 89094758918173 i + -90013576161930 j + 58700384667486 k]
BICP | Distance=486 | [236 + 173 i + 80 j + 486 k] ^ 5 = [83907792346236 + 59014122083173 i + -63157559481680 j + 80004388697486 k]
BICP | Distance=486 | [236 + 202 i + 5 j + 486 k] ^ 5 = [29495270128236 + 113491497805202 i + -114612058812395 j + 26071722379486 k]
BICP | Distance=486 | [486 + 236 i + 202 j + 77 k] ^ 9 = [4763035886071444044486486 + 5918901723724050452400236 i + 2934675328796407308714202 j + 183299751249426654876077 k]
BICP | Distance=486 | [486 + 236 i + 236 j + 139 k] ^ 9 = [5056893196809169094538486 + 3404001372749075010156236 i + 3404001372749075010156236 j + 9495022031557682712102139 k]
BICP | Distance=486 | [486 + 236 i + 236 j + 389 k] ^ 5 = [267478049069486 + 6870812078236 i + 6870812078236 j + 245430886477389 k]
BICP | Distance=486 | [486 + 236 i + 264 j + 111 k] ^ 9 = [1003085315447473223586486 + 4422544496076525957060236 i + 8405596954805432050752264 j + 7873094320517205889602111 k]
BICP | Distance=486 | [236 + 486 i + 389 j + 236 k] ^ 5 = [6870812078236 + 267478049069486 i + 245430886477389 j + 6870812078236 k]
BICP | Distance=486 | [236 + 389 i + 486 j + 236 k] ^ 5 = [6870812078236 + 245430886477389 i + 267478049069486 j + 6870812078236 k]
BICP | Distance=486 | [240 + 423 i + 452 j + 486 k] ^ 5 = [-204726188880240 + 41683642839423 i + 81837435702452 j + 403200023157486 k]
BICP | Distance=486 | [240 + 452 i + 423 j + 486 k] ^ 5 = [-204726188880240 + 81837435702452 i + 41683642839423 j + 403200023157486 k]
BICP | Distance=486 | [242 + 5 i + 98 j + 486 k] ^ 9 = [12802301415863594457450242 + -28112557179749590686480715 i + 28109748901742773395944498 j + 12796537237536565956270486 k]
BICP | Distance=486 | [242 + 98 i + 5 j + 486 k] ^ 9 = [12802301415863594457450242 + 28109748901742773395944498 i + -28112557179749590686480715 j + 12796537237536565956270486 k]
BICP | Distance=486 | [262 + 7 i + 8 j + 486 k] ^ 3 = [203709262 + 288017 i + 1966528 j + 214797486 k]
BICP | Distance=486 | [262 + 8 i + 7 j + 486 k] ^ 3 = [203709262 + 1966528 i + 288017 j + 214797486 k]
BICP | Distance=486 | [263 + 3 i + 3 j + 486 k] ^ 9 = [37093566108509045864403263 + 164006686588551284043 i + 164006686588551284043 j + 37094894435023387990353486 k]
BICP | Distance=486 | [264 + 0 i + 3 j + 486 k] ^ 5 = [118364242524264 + -2354760745920 i + 2391181129323 j + 118902476529486 k]
BICP | Distance=486 | [264 + 0 i + 3 j + 486 k] ^ 9 = [37520069405874655894008264 + -1351243021119168952621440 i + 1351402039349763323148243 j + 37521370516031150837778486 k]
BICP | Distance=486 | [264 + 0 i + 7 j + 486 k] ^ 5 = [118282058796264 + -5493723238080 i + 5578566153727 j + 118815918957486 k]
BICP | Distance=486 | [264 + 0 i + 23 j + 486 k] ^ 5 = [117296183532264 + -18022475401920 i + 18295810409423 j + 117777834621486 k]
BICP | Distance=486 | [264 + 0 i + 27 j + 486 k] ^ 5 = [116885581692264 + -21142962118080 i + 21461179105827 j + 117345629961486 k]
BICP | Distance=486 | [264 + 0 i + 73 j + 486 k] ^ 5 = [107470884972264 + -56302615321920 i + 56999518374673 j + 107458577181486 k]
BICP | Distance=486 | [264 + 0 i + 77 j + 486 k] ^ 5 = [106246999452264 + -59269137238080 i + 59981977671077 j + 106176543201486 k]
BICP | Distance=486 | [264 + 0 i + 173 j + 486 k] ^ 5 = [58070906652264 + -122508762361920 i + 122212949655173 j + 56329856001486 k]
BICP | Distance=486 | [264 + 3 i + 0 j + 486 k] ^ 5 = [118364242524264 + 2391181129323 i + -2354760745920 j + 118902476529486 k]
BICP | Distance=486 | [264 + 3 i + 0 j + 486 k] ^ 9 = [37520069405874655894008264 + 1351402039349763323148243 i + -1351243021119168952621440 j + 37521370516031150837778486 k]
BICP | Distance=486 | [264 + 5 i + 8 j + 486 k] ^ 5 = [118372979556264 + -2294572475395 i + 2451369399848 j + 118893739497486 k]
BICP | Distance=486 | [264 + 5 i + 48 j + 486 k] ^ 5 = [114638198124264 + -33504778187395 i + 34075485696048 j + 114878841129486 k]
BICP | Distance=486 | [264 + 5 i + 48 j + 486 k] ^ 9 = [33151163094591185948568264 + -18779732619410013539254795 i + 18781175631333118218432048 j + 33150301300120257612738486 k]
BICP | Distance=486 | [264 + 5 i + 52 j + 486 k] ^ 5 = [113904153216264 + -36585061219555 i + 37186632500452 j + 114099614337486 k]
BICP | Distance=486 | [264 + 5 i + 94 j + 486 k] ^ 9 = [19440887315198217815220264 + -34937250135749030256066715 i + 34935495982171418676668494 j + 19438500074990680861326486 k]
BICP | Distance=486 | [264 + 5 i + 98 j + 486 k] ^ 5 = [100796911974264 + -70943705912395 i + 71667649096298 j + 100300326279486 k]
BICP | Distance=486 | [264 + 5 i + 98 j + 486 k] ^ 9 = [17869344610769639326428264 + -36023768465525409222064795 i + 36021580633945966874672498 j + 17867079552058179751278486 k]
BICP | Distance=486 | [264 + 5 i + 202 j + 486 k] ^ 5 = [40669074126264 + -135214511164555 i + 133737131241202 j + 38558163927486 k]
BICP | Distance=486 | [264 + 7 i + 0 j + 486 k] ^ 5 = [118282058796264 + 5578566153727 i + -5493723238080 j + 118815918957486 k]
BICP | Distance=486 | [264 + 8 i + 5 j + 486 k] ^ 5 = [118372979556264 + 2451369399848 i + -2294572475395 j + 118893739497486 k]
BICP | Distance=486 | [264 + 20 i + 23 j + 486 k] ^ 5 = [118463002776264 + -2131381437820 i + 2614560437423 j + 118803716277486 k]
BICP | Distance=486 | [264 + 20 i + 73 j + 486 k] ^ 5 = [112903923456264 + -41135329677820 i + 41875311642673 j + 112579884597486 k]
BICP | Distance=486 | [264 + 20 i + 173 j + 486 k] ^ 5 = [71299499616264 + -111459810357820 i + 110528441403173 j + 69303398937486 k]
BICP | Distance=486 | [264 + 23 i + 0 j + 486 k] ^ 5 = [117296183532264 + 18295810409423 i + -18022475401920 j + 117777834621486 k]
BICP | Distance=486 | [264 + 23 i + 20 j + 486 k] ^ 5 = [118463002776264 + 2614560437423 i + -2131381437820 j + 118803716277486 k]
BICP | Distance=486 | [264 + 27 i + 0 j + 486 k] ^ 5 = [116885581692264 + 21461179105827 i + -21142962118080 j + 117345629961486 k]
BICP | Distance=486 | [264 + 30 i + 77 j + 486 k] ^ 5 = [114285845586264 + -36530975061930 i + 37240718658077 j + 113717921967486 k]
BICP | Distance=486 | [264 + 48 i + 5 j + 486 k] ^ 5 = [114638198124264 + 34075485696048 i + -33504778187395 j + 114878841129486 k]
BICP | Distance=486 | [264 + 48 i + 5 j + 486 k] ^ 9 = [33151163094591185948568264 + 18781175631333118218432048 i + -18779732619410013539254795 j + 33150301300120257612738486 k]
BICP | Distance=486 | [264 + 52 i + 5 j + 486 k] ^ 5 = [113904153216264 + 37186632500452 i + -36585061219555 j + 114099614337486 k]
BICP | Distance=486 | [264 + 70 i + 73 j + 486 k] ^ 5 = [119250337986264 + -2195319197570 i + 2550622677673 j + 118016381067486 k]
BICP | Distance=486 | [264 + 70 i + 173 j + 486 k] ^ 5 = [97510532346264 + -80043759977570 i + 76770462138173 j + 95459502207486 k]
BICP | Distance=486 | [264 + 73 i + 0 j + 486 k] ^ 5 = [107470884972264 + 56999518374673 i + -56302615321920 j + 107458577181486 k]
BICP | Distance=486 | [264 + 73 i + 20 j + 486 k] ^ 5 = [112903923456264 + 41875311642673 i + -41135329677820 j + 112579884597486 k]
BICP | Distance=486 | [264 + 73 i + 70 j + 486 k] ^ 5 = [119250337986264 + 2550622677673 i + -2195319197570 j + 118016381067486 k]
BICP | Distance=486 | [264 + 77 i + 0 j + 486 k] ^ 5 = [106246999452264 + 59981977671077 i + -59269137238080 j + 106176543201486 k]
BICP | Distance=486 | [264 + 77 i + 30 j + 486 k] ^ 5 = [114285845586264 + 37240718658077 i + -36530975061930 j + 113717921967486 k]
BICP | Distance=486 | [264 + 94 i + 5 j + 486 k] ^ 9 = [19440887315198217815220264 + 34935495982171418676668494 i + -34937250135749030256066715 j + 19438500074990680861326486 k]
BICP | Distance=486 | [264 + 98 i + 5 j + 486 k] ^ 5 = [100796911974264 + 71667649096298 i + -70943705912395 j + 100300326279486 k]
BICP | Distance=486 | [264 + 98 i + 5 j + 486 k] ^ 9 = [17869344610769639326428264 + 36021580633945966874672498 i + -36023768465525409222064795 j + 17867079552058179751278486 k]
BICP | Distance=486 | [264 + 486 i + 111 j + 236 k] ^ 9 = [8405596954805432050752264 + 1003085315447473223586486 i + 7873094320517205889602111 j + 4422544496076525957060236 k]
BICP | Distance=486 | [264 + 111 i + 486 j + 236 k] ^ 9 = [8405596954805432050752264 + 7873094320517205889602111 i + 1003085315447473223586486 j + 4422544496076525957060236 k]
BICP | Distance=486 | [264 + 486 i + 139 j + 264 k] ^ 9 = [3988663663598691331848264 + 315630736365111140538486 i + 14236284492001740666102139 j + 3988663663598691331848264 k]
BICP | Distance=486 | [264 + 139 i + 486 j + 264 k] ^ 9 = [3988663663598691331848264 + 14236284492001740666102139 i + 315630736365111140538486 j + 3988663663598691331848264 k]
BICP | Distance=486 | [264 + 173 i + 0 j + 486 k] ^ 5 = [58070906652264 + 122212949655173 i + -122508762361920 j + 56329856001486 k]
BICP | Distance=486 | [264 + 173 i + 20 j + 486 k] ^ 5 = [71299499616264 + 110528441403173 i + -111459810357820 j + 69303398937486 k]
BICP | Distance=486 | [264 + 173 i + 70 j + 486 k] ^ 5 = [97510532346264 + 76770462138173 i + -80043759977570 j + 95459502207486 k]
BICP | Distance=486 | [264 + 180 i + 327 j + 486 k] ^ 5 = [51067531896264 + -119665594521180 i + 95093698839327 j + 96825245157486 k]
BICP | Distance=486 | [264 + 202 i + 5 j + 486 k] ^ 5 = [40669074126264 + 133737131241202 i + -135214511164555 j + 38558163927486 k]
BICP | Distance=486 | [486 + 264 i + 236 j + 111 k] ^ 9 = [1003085315447473223586486 + 8405596954805432050752264 i + 4422544496076525957060236 j + 7873094320517205889602111 k]
BICP | Distance=486 | [486 + 264 i + 264 j + 139 k] ^ 9 = [315630736365111140538486 + 3988663663598691331848264 i + 3988663663598691331848264 j + 14236284492001740666102139 k]
BICP | Distance=486 | [486 + 264 i + 264 j + 389 k] ^ 5 = [274033794069486 + 13710147924264 i + 13710147924264 j + 238875141477389 k]
BICP | Distance=486 | [264 + 327 i + 180 j + 486 k] ^ 5 = [51067531896264 + 95093698839327 i + -119665594521180 j + 96825245157486 k]
BICP | Distance=486 | [264 + 486 i + 389 j + 264 k] ^ 5 = [13710147924264 + 274033794069486 i + 238875141477389 j + 13710147924264 k]
BICP | Distance=486 | [264 + 389 i + 486 j + 264 k] ^ 5 = [13710147924264 + 238875141477389 i + 274033794069486 j + 13710147924264 k]
BICP | Distance=486 | [265 + 2 i + 2 j + 486 k] ^ 5 = [119182743449265 + 23838804202 i + 23838804202 j + 119708199679486 k]
BICP | Distance=486 | [265 + 2 i + 2 j + 486 k] ^ 9 = [37994640081786671346738265 + 102113095532885768402 i + 102113095532885768402 j + 37995882832919246923518486 k]
BICP | Distance=486 | [265 + 8 i + 8 j + 486 k] ^ 5 = [119195660015265 + 94417991848 i + 94417991848 j + 119695283113486 k]
BICP | Distance=486 | [265 + 9 i + 9 j + 486 k] ^ 9 = [37994779366883116168065265 + 432663145849823573889 i + 432663145849823573889 j + 37995743547822802102191486 k]
BICP | Distance=486 | [265 + 23 i + 23 j + 486 k] ^ 9 = [37995468937633610580033265 + 732174898671656401823 i + 732174898671656401823 j + 37995053977072307690223486 k]
BICP | Distance=486 | [265 + 27 i + 27 j + 486 k] ^ 9 = [37995712904061282460713265 + 680061524773535418627 i + 680061524773535418627 j + 37994810010644635809543486 k]
BICP | Distance=486 | [265 + 48 i + 48 j + 486 k] ^ 5 = [119632334799265 + 360526296048 i + 360526296048 j + 119258608329486 k]
BICP | Distance=486 | [265 + 52 i + 52 j + 486 k] ^ 5 = [119700977399265 + 351601104452 i + 351601104452 j + 119189965729486 k]
BICP | Distance=486 | [265 + 98 i + 98 j + 486 k] ^ 9 = [37986958289504468783538265 + 2088996664226013032498 i + 2088996664226013032498 j + 38003564625201449486718486 k]
BICP | Distance=486 | [265 + 173 i + 173 j + 486 k] ^ 9 = [38147669957303723524473265 + 65031983381569352343173 i + 65031983381569352343173 j + 37842852957402194745783486 k]
BICP | Distance=486 | [270 + 486 i + 11 j + 298 k] ^ 9 = [32989037338573325697222270 + 319580974485384911478486 i + 1321510864256687716549211 j + 33899484755950981770354298 k]
BICP | Distance=486 | [270 + 11 i + 486 j + 298 k] ^ 9 = [32989037338573325697222270 + 1321510864256687716549211 i + 319580974485384911478486 j + 33899484755950981770354298 k]
BICP | Distance=486 | [270 + 486 i + 89 j + 202 k] ^ 9 = [9645595067425871554182270 + 1857830932894398229638486 i + 1721423365830624365691689 j + 3267254555625104055570202 k]
BICP | Distance=486 | [270 + 89 i + 486 j + 202 k] ^ 9 = [9645595067425871554182270 + 1721423365830624365691689 i + 1857830932894398229638486 j + 3267254555625104055570202 k]
BICP | Distance=486 | [486 + 270 i + 202 j + 89 k] ^ 9 = [1857830932894398229638486 + 9645595067425871554182270 i + 3267254555625104055570202 j + 1721423365830624365691689 k]
BICP | Distance=486 | [486 + 270 i + 298 j + 11 k] ^ 9 = [319580974485384911478486 + 32989037338573325697222270 i + 33899484755950981770354298 j + 1321510864256687716549211 k]
BICP | Distance=486 | [293 + 5 i + 9 j + 486 k] ^ 9 = [52770778170908569793781293 + -2440308613503891954855715 i + 2440539360260025931081089 j + 52771080629588614307847486 k]
BICP | Distance=486 | [293 + 9 i + 5 j + 486 k] ^ 9 = [52770778170908569793781293 + 2440539360260025931081089 i + -2440308613503891954855715 j + 52771080629588614307847486 k]
BICP | Distance=486 | [486 + 298 i + 5 j + 486 k] ^ 5 = [57532410027486 + 537374164761298 i + -534820210339555 j + 57532410027486 k]
BICP | Distance=486 | [298 + 486 i + 11 j + 270 k] ^ 9 = [33899484755950981770354298 + 319580974485384911478486 i + 1321510864256687716549211 j + 32989037338573325697222270 k]
BICP | Distance=486 | [298 + 11 i + 486 j + 270 k] ^ 9 = [33899484755950981770354298 + 1321510864256687716549211 i + 319580974485384911478486 j + 32989037338573325697222270 k]
BICP | Distance=486 | [486 + 298 i + 20 j + 389 k] ^ 5 = [12671441587486 + 326162858341298 i + -325795901407820 j + 8626144954389 k]
BICP | Distance=486 | [486 + 298 i + 30 j + 361 k] ^ 5 = [13252650867486 + 275819081881298 i + -277135995261930 j + 8089435129361 k]
BICP | Distance=486 | [486 + 298 i + 70 j + 389 k] ^ 5 = [92073406607486 + 290170724701298 i + -287947908277570 j + 84406062559389 k]
BICP | Distance=486 | [486 + 298 i + 80 j + 361 k] ^ 5 = [83358737147486 + 243451566421298 i + -243712040331680 j + 73359024284361 k]
BICP | Distance=486 | [486 + 298 i + 180 j + 361 k] ^ 5 = [190169422407486 + 150183411601298 i + -141710853771180 j + 161973396544361 k]
BICP | Distance=486 | [486 + 298 i + 270 j + 11 k] ^ 9 = [319580974485384911478486 + 33899484755950981770354298 i + 32989037338573325697222270 j + 1321510864256687716549211 k]
BICP | Distance=486 | [486 + 298 i + 298 j + 457 k] ^ 5 = [381949752079486 + 36711983797298 i + 36711983797298 j + 363740496233457 k]
BICP | Distance=486 | [486 + 298 i + 298 j + 457 k] ^ 9 = [296864361964619688160158486 + 4343418273326366475594298 i + 4343418273326366475594298 j + 292800480483968424944466457 k]
BICP | Distance=486 | [298 + 486 i + 361 j + 30 k] ^ 5 = [275819081881298 + 13252650867486 i + 8089435129361 j + -277135995261930 k]
BICP | Distance=486 | [298 + 361 i + 486 j + 30 k] ^ 5 = [275819081881298 + 8089435129361 i + 13252650867486 j + -277135995261930 k]
BICP | Distance=486 | [298 + 486 i + 361 j + 80 k] ^ 5 = [243451566421298 + 83358737147486 i + 73359024284361 j + -243712040331680 k]
BICP | Distance=486 | [298 + 361 i + 486 j + 80 k] ^ 5 = [243451566421298 + 73359024284361 i + 83358737147486 j + -243712040331680 k]
BICP | Distance=486 | [298 + 486 i + 361 j + 180 k] ^ 5 = [150183411601298 + 190169422407486 i + 161973396544361 j + -141710853771180 k]
BICP | Distance=486 | [298 + 361 i + 486 j + 180 k] ^ 5 = [150183411601298 + 161973396544361 i + 190169422407486 j + -141710853771180 k]
BICP | Distance=486 | [298 + 486 i + 389 j + 20 k] ^ 5 = [326162858341298 + 12671441587486 i + 8626144954389 j + -325795901407820 k]
BICP | Distance=486 | [298 + 389 i + 486 j + 20 k] ^ 5 = [326162858341298 + 8626144954389 i + 12671441587486 j + -325795901407820 k]
BICP | Distance=486 | [298 + 486 i + 389 j + 70 k] ^ 5 = [290170724701298 + 92073406607486 i + 84406062559389 j + -287947908277570 k]
BICP | Distance=486 | [298 + 389 i + 486 j + 70 k] ^ 5 = [290170724701298 + 84406062559389 i + 92073406607486 j + -287947908277570 k]
BICP | Distance=486 | [298 + 486 i + 457 j + 298 k] ^ 5 = [36711983797298 + 381949752079486 i + 363740496233457 j + 36711983797298 k]
BICP | Distance=486 | [298 + 457 i + 486 j + 298 k] ^ 5 = [36711983797298 + 363740496233457 i + 381949752079486 j + 36711983797298 k]
BICP | Distance=486 | [298 + 486 i + 457 j + 298 k] ^ 9 = [4343418273326366475594298 + 296864361964619688160158486 i + 292800480483968424944466457 j + 4343418273326366475594298 k]
BICP | Distance=486 | [298 + 457 i + 486 j + 298 k] ^ 9 = [4343418273326366475594298 + 292800480483968424944466457 i + 296864361964619688160158486 j + 4343418273326366475594298 k]
BICP | Distance=486 | [298 + 486 i + 486 j + 5 k] ^ 5 = [537374164761298 + 57532410027486 i + 57532410027486 j + -534820210339555 k]
BICP | Distance=486 | [298 + 486 i + 486 j + 5 k] ^ 5 = [537374164761298 + 57532410027486 i + 57532410027486 j + -534820210339555 k]
BICP | Distance=486 | [320 + 486 i + 361 j + 452 k] ^ 5 = [-59981000076320 + 270864085057486 i + 60475799819361 j + 263244841502452 k]
BICP | Distance=486 | [320 + 361 i + 486 j + 452 k] ^ 5 = [-59981000076320 + 60475799819361 i + 270864085057486 j + 263244841502452 k]
BICP | Distance=486 | [486 + 320 i + 452 j + 361 k] ^ 5 = [270864085057486 + -59981000076320 i + 263244841502452 j + 60475799819361 k]
BICP | Distance=486 | [486 + 327 i + 20 j + 486 k] ^ 5 = [22638708387486 + 552278386074327 i + -547247466507820 j + 22638708387486 k]
BICP | Distance=486 | [486 + 327 i + 70 j + 486 k] ^ 5 = [141138664407486 + 498811114839327 i + -488949397877570 j + 141138664407486 k]
BICP | Distance=486 | [486 + 327 i + 180 j + 264 k] ^ 5 = [96825245157486 + 95093698839327 i + -119665594521180 j + 51067531896264 k]
BICP | Distance=486 | [327 + 486 i + 264 j + 180 k] ^ 5 = [95093698839327 + 96825245157486 i + 51067531896264 j + -119665594521180 k]
BICP | Distance=486 | [327 + 264 i + 486 j + 180 k] ^ 5 = [95093698839327 + 51067531896264 i + 96825245157486 j + -119665594521180 k]
BICP | Distance=486 | [486 + 327 i + 327 j + 457 k] ^ 9 = [299120002157943244800783486 + 10174501407563883200661327 i + 10174501407563883200661327 j + 290544840290644868303841457 k]
BICP | Distance=486 | [327 + 486 i + 457 j + 327 k] ^ 9 = [10174501407563883200661327 + 299120002157943244800783486 i + 290544840290644868303841457 j + 10174501407563883200661327 k]
BICP | Distance=486 | [327 + 457 i + 486 j + 327 k] ^ 9 = [10174501407563883200661327 + 290544840290644868303841457 i + 299120002157943244800783486 j + 10174501407563883200661327 k]
BICP | Distance=486 | [327 + 486 i + 486 j + 20 k] ^ 5 = [552278386074327 + 22638708387486 i + 22638708387486 j + -547247466507820 k]
BICP | Distance=486 | [327 + 486 i + 486 j + 20 k] ^ 5 = [552278386074327 + 22638708387486 i + 22638708387486 j + -547247466507820 k]
BICP | Distance=486 | [327 + 486 i + 486 j + 70 k] ^ 5 = [498811114839327 + 141138664407486 i + 141138664407486 j + -488949397877570 k]
BICP | Distance=486 | [327 + 486 i + 486 j + 70 k] ^ 5 = [498811114839327 + 141138664407486 i + 141138664407486 j + -488949397877570 k]
BICP | Distance=486 | [360 + 423 i + 452 j + 486 k] ^ 5 = [37131473016360 + 166776609735423 i + 240878236206452 j + 391142285829486 k]
BICP | Distance=486 | [360 + 452 i + 423 j + 486 k] ^ 5 = [37131473016360 + 240878236206452 i + 166776609735423 j + 391142285829486 k]
BICP | Distance=486 | [361 + 0 i + 2 j + 486 k] ^ 5 = [217937775028361 + -2572129591920 i + 2574569748202 j + 217968214491486 k]
BICP | Distance=486 | [361 + 0 i + 8 j + 486 k] ^ 5 = [217756074703361 + -10286834086080 i + 10296519743848 j + 217785344841486 k]
BICP | Distance=486 | [361 + 0 i + 48 j + 486 k] ^ 5 = [210981895263361 + -61343725438080 i + 61385293992048 j + 210970730601486 k]
BICP | Distance=486 | [361 + 0 i + 52 j + 486 k] ^ 5 = [209774126443361 + -66382717021920 i + 66424603788452 j + 209756401281486 k]
BICP | Distance=486 | [361 + 0 i + 98 j + 486 k] ^ 5 = [189031032148361 + -122733158068080 i + 122714764932298 j + 188931619611486 k]
BICP | Distance=486 | [361 + 0 i + 202 j + 486 k] ^ 5 = [97381810588361 + -230865973711920 i + 230161002709202 j + 97655979051486 k]
BICP | Distance=486 | [361 + 2 i + 0 j + 486 k] ^ 5 = [217937775028361 + 2574569748202 i + -2572129591920 j + 217968214491486 k]
BICP | Distance=486 | [361 + 5 i + 27 j + 486 k] ^ 9 = [109463199224105254135677361 + -26059250163136450267489795 i + 26059257842173977120078627 j + 109463192953637033640753486 k]
BICP | Distance=486 | [361 + 5 i + 31 j + 486 k] ^ 9 = [108388481603937225077649361 + -30720069932666218009359715 i + 30720076110441030388590631 j + 108388472911733140522365486 k]
BICP | Distance=486 | [361 + 5 i + 77 j + 486 k] ^ 9 = [83733425848467433261137361 + -80099075898069723221029795 i + 80099043400189093749519077 j + 83733444148032375828063486 k]
BICP | Distance=486 | [361 + 8 i + 0 j + 486 k] ^ 5 = [217756074703361 + 10296519743848 i + -10286834086080 j + 217785344841486 k]
BICP | Distance=486 | [361 + 20 i + 52 j + 486 k] ^ 5 = [214883191559361 + -41040777577820 i + 41072283120452 j + 214829255297486 k]
BICP | Distance=486 | [361 + 20 i + 202 j + 486 k] ^ 5 = [119357227424361 + -213102193807820 i + 212202869761202 j + 119943237287486 k]
BICP | Distance=486 | [361 + 27 i + 5 j + 486 k] ^ 9 = [109463199224105254135677361 + 26059257842173977120078627 i + -26059250163136450267489795 j + 109463192953637033640753486 k]
BICP | Distance=486 | [361 + 30 i + 48 j + 486 k] ^ 5 = [217013572404361 + -23127509961930 i + 23151463230048 j + 216948396267486 k]
BICP | Distance=486 | [361 + 30 i + 98 j + 486 k] ^ 5 = [204022515649361 + -86436244821930 i + 86299174560298 j + 203900805387486 k]
BICP | Distance=486 | [361 + 30 i + 298 j + 486 k] ^ 5 = [8089435129361 + -277135995261930 i + 275819081881298 j + 13252650867486 k]
BICP | Distance=486 | [361 + 31 i + 5 j + 486 k] ^ 9 = [108388481603937225077649361 + 30720076110441030388590631 i + -30720069932666218009359715 j + 108388472911733140522365486 k]
BICP | Distance=486 | [361 + 48 i + 0 j + 486 k] ^ 5 = [210981895263361 + 61385293992048 i + -61343725438080 j + 210970730601486 k]
BICP | Distance=486 | [361 + 48 i + 30 j + 486 k] ^ 5 = [217013572404361 + 23151463230048 i + -23127509961930 j + 216948396267486 k]
BICP | Distance=486 | [361 + 52 i + 0 j + 486 k] ^ 5 = [209774126443361 + 66424603788452 i + -66382717021920 j + 209756401281486 k]
BICP | Distance=486 | [361 + 52 i + 20 j + 486 k] ^ 5 = [214883191559361 + 41072283120452 i + -41040777577820 j + 214829255297486 k]
BICP | Distance=486 | [361 + 70 i + 202 j + 486 k] ^ 5 = [164666673569361 + -162274651177570 i + 160951190401202 j + 166673211307486 k]
BICP | Distance=486 | [361 + 77 i + 5 j + 486 k] ^ 9 = [83733425848467433261137361 + 80099043400189093749519077 i + -80099075898069723221029795 j + 83733444148032375828063486 k]
BICP | Distance=486 | [361 + 80 i + 98 j + 486 k] ^ 5 = [216961428404361 + -23382104691680 i + 22896868500298 j + 217000540267486 k]
BICP | Distance=486 | [361 + 80 i + 298 j + 486 k] ^ 5 = [73359024284361 + -243712040331680 i + 243451566421298 j + 83358737147486 k]
BICP | Distance=486 | [361 + 98 i + 0 j + 486 k] ^ 5 = [189031032148361 + 122714764932298 i + -122733158068080 j + 188931619611486 k]
BICP | Distance=486 | [361 + 98 i + 30 j + 486 k] ^ 5 = [204022515649361 + 86299174560298 i + -86436244821930 j + 203900805387486 k]
BICP | Distance=486 | [361 + 98 i + 80 j + 486 k] ^ 5 = [216961428404361 + 22896868500298 i + -23382104691680 j + 217000540267486 k]
BICP | Distance=486 | [361 + 180 i + 298 j + 486 k] ^ 5 = [161973396544361 + -141710853771180 i + 150183411601298 j + 190169422407486 k]
BICP | Distance=486 | [361 + 202 i + 0 j + 486 k] ^ 5 = [97381810588361 + 230161002709202 i + -230865973711920 j + 97655979051486 k]
BICP | Distance=486 | [361 + 202 i + 20 j + 486 k] ^ 5 = [119357227424361 + 212202869761202 i + -213102193807820 j + 119943237287486 k]
BICP | Distance=486 | [361 + 202 i + 70 j + 486 k] ^ 5 = [164666673569361 + 160951190401202 i + -162274651177570 j + 166673211307486 k]
BICP | Distance=486 | [361 + 298 i + 30 j + 486 k] ^ 5 = [8089435129361 + 275819081881298 i + -277135995261930 j + 13252650867486 k]
BICP | Distance=486 | [361 + 298 i + 80 j + 486 k] ^ 5 = [73359024284361 + 243451566421298 i + -243712040331680 j + 83358737147486 k]
BICP | Distance=486 | [361 + 298 i + 180 j + 486 k] ^ 5 = [161973396544361 + 150183411601298 i + -141710853771180 j + 190169422407486 k]
BICP | Distance=486 | [361 + 320 i + 452 j + 486 k] ^ 5 = [60475799819361 + -59981000076320 i + 263244841502452 j + 270864085057486 k]
BICP | Distance=486 | [486 + 361 i + 361 j + 389 k] ^ 9 = [177276902529151654970115486 + 10416566841761676706407361 i + 10416566841761676706407361 j + 123380898800937914121681389 k]
BICP | Distance=486 | [361 + 486 i + 389 j + 361 k] ^ 9 = [10416566841761676706407361 + 177276902529151654970115486 i + 123380898800937914121681389 j + 10416566841761676706407361 k]
BICP | Distance=486 | [361 + 389 i + 486 j + 361 k] ^ 9 = [10416566841761676706407361 + 123380898800937914121681389 i + 177276902529151654970115486 j + 10416566841761676706407361 k]
BICP | Distance=486 | [361 + 424 i + 452 j + 486 k] ^ 5 = [39042524891361 + 169992085360424 i + 241889211206452 j + 392126433329486 k]
BICP | Distance=486 | [361 + 452 i + 320 j + 486 k] ^ 5 = [60475799819361 + 263244841502452 i + -59981000076320 j + 270864085057486 k]
BICP | Distance=486 | [361 + 452 i + 424 j + 486 k] ^ 5 = [39042524891361 + 241889211206452 i + 169992085360424 j + 392126433329486 k]
BICP | Distance=486 | [486 + 361 i + 452 j + 452 k] ^ 5 = [366059297269486 + 1686919261361 i + 347289996626452 j + 292049435866452 k]
BICP | Distance=486 | [361 + 486 i + 452 j + 452 k] ^ 5 = [1686919261361 + 366059297269486 i + 292049435866452 j + 347289996626452 k]
BICP | Distance=486 | [361 + 452 i + 486 j + 452 k] ^ 5 = [1686919261361 + 292049435866452 i + 366059297269486 j + 347289996626452 k]
BICP | Distance=486 | [383 + 5 i + 27 j + 486 k] ^ 9 = [138048917834644131679719383 + -32002962644207075116503715 i + 32002963468623201609714627 j + 138048916039711368371919486 k]
BICP | Distance=486 | [383 + 27 i + 5 j + 486 k] ^ 9 = [138048917834644131679719383 + 32002963468623201609714627 i + -32002962644207075116503715 j + 138048916039711368371919486 k]
BICP | Distance=486 | [389 + 0 i + 2 j + 486 k] ^ 5 = [256436793950389 + -2930435308080 i + 2931319848202 j + 256445344791486 k]
BICP | Distance=486 | [389 + 0 i + 8 j + 486 k] ^ 5 = [256236099125389 + -11719926313920 i + 11723419343848 j + 256244104341486 k]
BICP | Distance=486 | [389 + 0 i + 48 j + 486 k] ^ 5 = [248753512965389 + -69913016161920 i + 69924112392048 j + 248743646901486 k]
BICP | Distance=486 | [389 + 0 i + 52 j + 486 k] ^ 5 = [247419390785389 + -75660454378080 i + 75670622388452 j + 247406845581486 k]
BICP | Distance=486 | [389 + 0 i + 98 j + 486 k] ^ 5 = [224503752830389 + -140034090031920 i + 139997951832298 j + 224469421911486 k]
BICP | Distance=486 | [389 + 0 i + 202 j + 486 k] ^ 5 = [123197276390389 + -264811817188080 i + 264462026809202 j + 123640965351486 k]
BICP | Distance=486 | [389 + 2 i + 0 j + 486 k] ^ 5 = [256436793950389 + 2931319848202 i + -2930435308080 j + 256445344791486 k]
BICP | Distance=486 | [389 + 4 i + 4 j + 486 k] ^ 5 = [256450465165389 + 1746514964 i + 1746514964 j + 256458470381486 k]
BICP | Distance=486 | [389 + 5 i + 23 j + 486 k] ^ 9 = [148042089760238891239449389 + -27722461918770474131689795 i + 27722462545246527271381823 j + 148042088868465882135633486 k]
BICP | Distance=486 | [389 + 5 i + 73 j + 486 k] ^ 9 = [118332153697398208413429389 + -99271073624195484311029795 i + 99271072284359785492462273 j + 118332160742624602073703486 k]
BICP | Distance=486 | [389 + 6 i + 6 j + 486 k] ^ 5 = [256450826199389 + 2574709086 i + 2574709086 j + 256458109347486 k]
BICP | Distance=486 | [389 + 8 i + 0 j + 486 k] ^ 5 = [256236099125389 + 11723419343848 i + -11719926313920 j + 256244104341486 k]
BICP | Distance=486 | [389 + 11 i + 11 j + 486 k] ^ 9 = [150328900866432998219961389 + 431709254017384211 i + 431709254017384211 j + 150328900463656570871835486 k]
BICP | Distance=486 | [389 + 14 i + 14 j + 486 k] ^ 5 = [256453602727389 + 5172923014 i + 5172923014 j + 256455332819486 k]
BICP | Distance=486 | [389 + 14 i + 14 j + 486 k] ^ 9 = [150328901110931289097806389 + 313238026569846014 i + 313238026569846014 j + 150328900219158279993990486 k]
BICP | Distance=486 | [389 + 20 i + 48 j + 486 k] ^ 5 = [253841340929389 + -40947703957820 i + 40949672940048 j + 253818096237486 k]
BICP | Distance=486 | [389 + 20 i + 98 j + 486 k] ^ 5 = [236168646034389 + -112529960647820 i + 112450477620298 j + 236144183507486 k]
BICP | Distance=486 | [389 + 20 i + 298 j + 486 k] ^ 5 = [8626144954389 + -325795901407820 i + 326162858341298 j + 12671441587486 k]
BICP | Distance=486 | [389 + 23 i + 5 j + 486 k] ^ 9 = [148042089760238891239449389 + 27722462545246527271381823 i + -27722461918770474131689795 j + 148042088868465882135633486 k]
BICP | Distance=486 | [389 + 30 i + 52 j + 486 k] ^ 5 = [254849195714389 + -32205167841930 i + 32193294030452 j + 254818342827486 k]
BICP | Distance=486 | [389 + 30 i + 202 j + 486 k] ^ 5 = [158812949399389 + -232854215961930 i + 232454101621202 j + 159735355767486 k]
BICP | Distance=486 | [389 + 48 i + 0 j + 486 k] ^ 5 = [248753512965389 + 69924112392048 i + -69913016161920 j + 248743646901486 k]
BICP | Distance=486 | [389 + 48 i + 20 j + 486 k] ^ 5 = [253841340929389 + 40949672940048 i + -40947703957820 j + 253818096237486 k]
BICP | Distance=486 | [389 + 52 i + 0 j + 486 k] ^ 5 = [247419390785389 + 75670622388452 i + -75660454378080 j + 247406845581486 k]
BICP | Distance=486 | [389 + 52 i + 30 j + 486 k] ^ 5 = [254849195714389 + 32193294030452 i + -32205167841930 j + 254818342827486 k]
BICP | Distance=486 | [389 + 61 i + 61 j + 486 k] ^ 9 = [150328907052610312166601389 + 26379244793340924661 i + 26379244793340924661 j + 150328894277479256925195486 k]
BICP | Distance=486 | [389 + 64 i + 64 j + 486 k] ^ 9 = [150328916023026217640826389 + 32051328485282726464 i + 32051328485282726464 j + 150328885307063351450970486 k]
BICP | Distance=486 | [389 + 70 i + 98 j + 486 k] ^ 5 = [253761047239389 + -41067662317570 i + 40829714580298 j + 253898389927486 k]
BICP | Distance=486 | [389 + 70 i + 298 j + 486 k] ^ 5 = [84406062559389 + -287947908277570 i + 290170724701298 j + 92073406607486 k]
BICP | Distance=486 | [389 + 73 i + 5 j + 486 k] ^ 9 = [118332153697398208413429389 + 99271072284359785492462273 i + -99271073624195484311029795 j + 118332160742624602073703486 k]
BICP | Distance=486 | [389 + 80 i + 202 j + 486 k] ^ 5 = [205908503494389 + -171948534531680 i + 171746707081202 j + 208258469047486 k]
BICP | Distance=486 | [389 + 98 i + 0 j + 486 k] ^ 5 = [224503752830389 + 139997951832298 i + -140034090031920 j + 224469421911486 k]
BICP | Distance=486 | [389 + 98 i + 20 j + 486 k] ^ 5 = [236168646034389 + 112450477620298 i + -112529960647820 j + 236144183507486 k]
BICP | Distance=486 | [389 + 98 i + 70 j + 486 k] ^ 5 = [253761047239389 + 40829714580298 i + -41067662317570 j + 253898389927486 k]
BICP | Distance=486 | [389 + 180 i + 202 j + 486 k] ^ 5 = [250331630234389 + -30669994971180 i + 33728466901202 j + 259335908307486 k]
BICP | Distance=486 | [389 + 202 i + 0 j + 486 k] ^ 5 = [123197276390389 + 264462026809202 i + -264811817188080 j + 123640965351486 k]
BICP | Distance=486 | [389 + 202 i + 30 j + 486 k] ^ 5 = [158812949399389 + 232454101621202 i + -232854215961930 j + 159735355767486 k]
BICP | Distance=486 | [389 + 202 i + 80 j + 486 k] ^ 5 = [205908503494389 + 171746707081202 i + -171948534531680 j + 208258469047486 k]
BICP | Distance=486 | [389 + 202 i + 180 j + 486 k] ^ 5 = [250331630234389 + 33728466901202 i + -30669994971180 j + 259335908307486 k]
BICP | Distance=486 | [389 + 236 i + 236 j + 486 k] ^ 5 = [245430886477389 + 6870812078236 i + 6870812078236 j + 267478049069486 k]
BICP | Distance=486 | [389 + 264 i + 264 j + 486 k] ^ 5 = [238875141477389 + 13710147924264 i + 13710147924264 j + 274033794069486 k]
BICP | Distance=486 | [389 + 298 i + 20 j + 486 k] ^ 5 = [8626144954389 + 326162858341298 i + -325795901407820 j + 12671441587486 k]
BICP | Distance=486 | [389 + 298 i + 70 j + 486 k] ^ 5 = [84406062559389 + 290170724701298 i + -287947908277570 j + 92073406607486 k]
BICP | Distance=486 | [389 + 361 i + 361 j + 486 k] ^ 9 = [123380898800937914121681389 + 10416566841761676706407361 i + 10416566841761676706407361 j + 177276902529151654970115486 k]
BICP | Distance=486 | [486 + 389 i + 389 j + 389 k] ^ 9 = [200615440248193093493115486 + 24567694689278822415099389 i + 24567694689278822415099389 j + 100042361081896475598681389 k]
BICP | Distance=486 | [389 + 486 i + 389 j + 389 k] ^ 9 = [24567694689278822415099389 + 200615440248193093493115486 i + 100042361081896475598681389 j + 24567694689278822415099389 k]
BICP | Distance=486 | [389 + 389 i + 486 j + 389 k] ^ 9 = [24567694689278822415099389 + 100042361081896475598681389 i + 200615440248193093493115486 j + 24567694689278822415099389 k]
BICP | Distance=486 | [389 + 389 i + 389 j + 486 k] ^ 9 = [100042361081896475598681389 + 24567694689278822415099389 i + 24567694689278822415099389 j + 200615440248193093493115486 k]
BICP | Distance=486 | [486 + 389 i + 486 j + 486 k] ^ 5 = [390824057079486 + 44301992727389 i + 468606942819486 j + 390824057079486 k]
BICP | Distance=486 | [389 + 486 i + 486 j + 486 k] ^ 5 = [44301992727389 + 390824057079486 i + 390824057079486 j + 468606942819486 k]
BICP | Distance=486 | [389 + 486 i + 486 j + 486 k] ^ 5 = [44301992727389 + 390824057079486 i + 390824057079486 j + 468606942819486 k]
BICP | Distance=486 | [389 + 486 i + 486 j + 486 k] ^ 5 = [44301992727389 + 390824057079486 i + 390824057079486 j + 468606942819486 k]
BICP | Distance=486 | [401 + 486 i + 5 j + 51 k] ^ 9 = [2327339080087987042095401 + 14397581282586293906721486 i + -6404296470134510584107475 j + 9192453766617606440824251 k]
BICP | Distance=486 | [401 + 5 i + 486 j + 51 k] ^ 9 = [2327339080087987042095401 + -6404296470134510584107475 i + 14397581282586293906721486 j + 9192453766617606440824251 k]
BICP | Distance=486 | [486 + 401 i + 51 j + 5 k] ^ 9 = [14397581282586293906721486 + 2327339080087987042095401 i + 9192453766617606440824251 j + -6404296470134510584107475 k]
BICP | Distance=486 | [418 + 423 i + 452 j + 486 k] ^ 5 = [200311757833418 + 192693746610423 i + 289331544956452 j + 397207599579486 k]
BICP | Distance=486 | [418 + 423 i + 452 j + 486 k] ^ 9 = [94884908869760048607666418 + 60685661980387564259220423 i + 175978652459635246227912452 j + 293427054778315318411158486 k]
BICP | Distance=486 | [418 + 452 i + 423 j + 486 k] ^ 5 = [200311757833418 + 289331544956452 i + 192693746610423 j + 397207599579486 k]
BICP | Distance=486 | [418 + 452 i + 423 j + 486 k] ^ 9 = [94884908869760048607666418 + 175978652459635246227912452 i + 60685661980387564259220423 j + 293427054778315318411158486 k]
BICP | Distance=486 | [486 + 423 i + 0 j + 4 k] ^ 9 = [18889354102944354729498486 + 3072732668868344886270423 i + 562406930279913110506560 j + 909277379972522424330724 k]
BICP | Distance=486 | [486 + 423 i + 1 j + 3 k] ^ 9 = [18875912343301609140771486 + 3082460938239856314681423 i + 648935347533731036708761 j + 541374046941896516316123 k]
BICP | Distance=486 | [486 + 423 i + 1 j + 11 k] ^ 9 = [18905452678136850583563486 + 2897085781879132466385423 i + 1779266918110039831613401 j + 2355286389360472501594211 k]
BICP | Distance=486 | [486 + 423 i + 1 j + 39 k] ^ 9 = [19475076319359672919671486 + 640330440043227585309423 i + 6021094748380110237068281 j + 8556070357674069593674239 k]
BICP | Distance=486 | [486 + 423 i + 2 j + 10 k] ^ 9 = [18865185949086237554238486 + 2926330733811543290910423 i + 1863255466012391949128402 j + 1987164900317064245989210 k]
BICP | Distance=486 | [486 + 423 i + 2 j + 18 k] ^ 9 = [18923317092070823131758486 + 2555568074222834378670423 i + 3010120683289196173688402 j + 3787132690241405217622818 k]
BICP | Distance=486 | [423 + 486 i + 3 j + 1 k] ^ 9 = [3082460938239856314681423 + 18875912343301609140771486 i + 541374046941896516316123 j + 648935347533731036708761 k]
BICP | Distance=486 | [423 + 3 i + 486 j + 1 k] ^ 9 = [3082460938239856314681423 + 541374046941896516316123 i + 18875912343301609140771486 j + 648935347533731036708761 k]
BICP | Distance=486 | [423 + 486 i + 4 j + 0 k] ^ 9 = [3072732668868344886270423 + 18889354102944354729498486 i + 909277379972522424330724 j + 562406930279913110506560 k]
BICP | Distance=486 | [423 + 4 i + 486 j + 0 k] ^ 9 = [3072732668868344886270423 + 909277379972522424330724 i + 18889354102944354729498486 j + 562406930279913110506560 k]
BICP | Distance=486 | [486 + 423 i + 5 j + 17 k] ^ 9 = [18740920283756952421149486 + 2596985155385405094573423 i + 3535286814741854708672285 j + 3130557322080830548780217 k]
BICP | Distance=486 | [486 + 423 i + 5 j + 39 k] ^ 9 = [18966121937786367571203486 + 537944981261702043105423 i + 6870305442684585744910205 j + 7901700804809589260686239 k]
BICP | Distance=486 | [486 + 423 i + 9 j + 9 k] ^ 9 = [18625096347863877681273486 + 3018544098381902202345423 i + 3299302310689407275201889 j + 777119778326814351732369 k]
BICP | Distance=486 | [423 + 486 i + 9 j + 9 k] ^ 9 = [3018544098381902202345423 + 18625096347863877681273486 i + 777119778326814351732369 j + 3299302310689407275201889 k]
BICP | Distance=486 | [423 + 9 i + 486 j + 9 k] ^ 9 = [3018544098381902202345423 + 777119778326814351732369 i + 18625096347863877681273486 j + 3299302310689407275201889 k]
BICP | Distance=486 | [423 + 486 i + 10 j + 2 k] ^ 9 = [2926330733811543290910423 + 18865185949086237554238486 i + 1987164900317064245989210 j + 1863255466012391949128402 k]
BICP | Distance=486 | [423 + 10 i + 486 j + 2 k] ^ 9 = [2926330733811543290910423 + 1987164900317064245989210 i + 18865185949086237554238486 j + 1863255466012391949128402 k]
BICP | Distance=486 | [423 + 486 i + 11 j + 1 k] ^ 9 = [2897085781879132466385423 + 18905452678136850583563486 i + 2355286389360472501594211 j + 1779266918110039831613401 k]
BICP | Distance=486 | [423 + 11 i + 486 j + 1 k] ^ 9 = [2897085781879132466385423 + 2355286389360472501594211 i + 18905452678136850583563486 j + 1779266918110039831613401 k]
BICP | Distance=486 | [486 + 423 i + 11 j + 23 k] ^ 9 = [18279038848628562448581486 + 2208345326658008118261423 i + 5714524715687736447205811 j + 3585848276714249288103023 k]
BICP | Distance=486 | [423 + 486 i + 15 j + 23 k] ^ 9 = [3237347127285294626385423 + 17645826238252174483713486 i + 209438824966176459531015 j + 7216758712315962787981823 k]
BICP | Distance=486 | [423 + 15 i + 486 j + 23 k] ^ 9 = [3237347127285294626385423 + 209438824966176459531015 i + 17645826238252174483713486 j + 7216758712315962787981823 k]
BICP | Distance=486 | [423 + 486 i + 17 j + 5 k] ^ 9 = [2596985155385405094573423 + 18740920283756952421149486 i + 3130557322080830548780217 j + 3535286814741854708672285 k]
BICP | Distance=486 | [423 + 17 i + 486 j + 5 k] ^ 9 = [2596985155385405094573423 + 3130557322080830548780217 i + 18740920283756952421149486 j + 3535286814741854708672285 k]
BICP | Distance=486 | [423 + 486 i + 18 j + 2 k] ^ 9 = [2555568074222834378670423 + 18923317092070823131758486 i + 3787132690241405217622818 j + 3010120683289196173688402 k]
BICP | Distance=486 | [423 + 18 i + 486 j + 2 k] ^ 9 = [2555568074222834378670423 + 3787132690241405217622818 i + 18923317092070823131758486 j + 3010120683289196173688402 k]
BICP | Distance=486 | [486 + 423 i + 20 j + 36 k] ^ 9 = [17041135217215001694138486 + 1009889713344428204310423 i + 9454746177485079111780020 j + 4985085512461614562634436 k]
BICP | Distance=486 | [423 + 486 i + 23 j + 11 k] ^ 9 = [2208345326658008118261423 + 18279038848628562448581486 i + 3585848276714249288103023 j + 5714524715687736447205811 k]
BICP | Distance=486 | [423 + 23 i + 486 j + 11 k] ^ 9 = [2208345326658008118261423 + 3585848276714249288103023 i + 18279038848628562448581486 j + 5714524715687736447205811 k]
BICP | Distance=486 | [486 + 423 i + 23 j + 15 k] ^ 9 = [17645826238252174483713486 + 3237347127285294626385423 i + 7216758712315962787981823 j + 209438824966176459531015 k]
BICP | Distance=486 | [486 + 423 i + 26 j + 36 k] ^ 9 = [16245637921266089610078486 + 1242366953512102868880423 i + 10623461680858331472123626 j + 4139818237210791815654436 k]
BICP | Distance=486 | [486 + 423 i + 27 j + 35 k] ^ 9 = [16161342170271826593753486 + 1425597563427500825505423 i + 10680210960366796998078627 j + 3811237924692726552749435 k]
BICP | Distance=486 | [423 + 486 i + 27 j + 39 k] ^ 9 = [3297603678960729300381423 + 15222297260218404944421486 i + 764738768357312883060627 j + 12033484791559563022672239 k]
BICP | Distance=486 | [423 + 27 i + 486 j + 39 k] ^ 9 = [3297603678960729300381423 + 764738768357312883060627 i + 15222297260218404944421486 j + 12033484791559563022672239 k]
BICP | Distance=486 | [486 + 423 i + 27 j + 43 k] ^ 9 = [15774394030922629560753486 + 270953310950586102105423 i + 11785096393802801029398627 j + 5309758140093122244663043 k]
BICP | Distance=486 | [423 + 486 i + 32 j + 48 k] ^ 9 = [3562446642354942627510423 + 13528411286092240581738486 i + 778418479838372659737632 j + 14296532513874966650832048 k]
BICP | Distance=486 | [423 + 32 i + 486 j + 48 k] ^ 9 = [3562446642354942627510423 + 778418479838372659737632 i + 13528411286092240581738486 j + 14296532513874966650832048 k]
BICP | Distance=486 | [423 + 486 i + 35 j + 27 k] ^ 9 = [1425597563427500825505423 + 16161342170271826593753486 i + 3811237924692726552749435 j + 10680210960366796998078627 k]
BICP | Distance=486 | [423 + 35 i + 486 j + 27 k] ^ 9 = [1425597563427500825505423 + 3811237924692726552749435 i + 16161342170271826593753486 j + 10680210960366796998078627 k]
BICP | Distance=486 | [423 + 486 i + 36 j + 20 k] ^ 9 = [1009889713344428204310423 + 17041135217215001694138486 i + 4985085512461614562634436 j + 9454746177485079111780020 k]
BICP | Distance=486 | [423 + 36 i + 486 j + 20 k] ^ 9 = [1009889713344428204310423 + 4985085512461614562634436 i + 17041135217215001694138486 j + 9454746177485079111780020 k]
BICP | Distance=486 | [423 + 486 i + 36 j + 26 k] ^ 9 = [1242366953512102868880423 + 16245637921266089610078486 i + 4139818237210791815654436 j + 10623461680858331472123626 k]
BICP | Distance=486 | [423 + 36 i + 486 j + 26 k] ^ 9 = [1242366953512102868880423 + 4139818237210791815654436 i + 16245637921266089610078486 j + 10623461680858331472123626 k]
BICP | Distance=486 | [423 + 486 i + 39 j + 1 k] ^ 9 = [640330440043227585309423 + 19475076319359672919671486 i + 8556070357674069593674239 j + 6021094748380110237068281 k]
BICP | Distance=486 | [423 + 39 i + 486 j + 1 k] ^ 9 = [640330440043227585309423 + 8556070357674069593674239 i + 19475076319359672919671486 j + 6021094748380110237068281 k]
BICP | Distance=486 | [423 + 486 i + 39 j + 5 k] ^ 9 = [537944981261702043105423 + 18966121937786367571203486 i + 7901700804809589260686239 j + 6870305442684585744910205 k]
BICP | Distance=486 | [423 + 39 i + 486 j + 5 k] ^ 9 = [537944981261702043105423 + 7901700804809589260686239 i + 18966121937786367571203486 j + 6870305442684585744910205 k]
BICP | Distance=486 | [486 + 423 i + 39 j + 27 k] ^ 9 = [15222297260218404944421486 + 3297603678960729300381423 i + 12033484791559563022672239 j + 764738768357312883060627 k]
BICP | Distance=486 | [423 + 486 i + 39 j + 49 k] ^ 9 = [2609560890349468738605423 + 12605644622052035146503486 i + 1935201907212323460826239 j + 15166141015019597481867049 k]
BICP | Distance=486 | [423 + 39 i + 486 j + 49 k] ^ 9 = [2609560890349468738605423 + 1935201907212323460826239 i + 12605644622052035146503486 j + 15166141015019597481867049 k]
BICP | Distance=486 | [423 + 486 i + 39 j + 55 k] ^ 9 = [3304440958918092842745423 + 11622438296990681860233486 i + 1377768992184253634926239 j + 16188257392904153872290655 k]
BICP | Distance=486 | [423 + 39 i + 486 j + 55 k] ^ 9 = [3304440958918092842745423 + 1377768992184253634926239 i + 11622438296990681860233486 j + 16188257392904153872290655 k]
BICP | Distance=486 | [423 + 486 i + 39 j + 99 k] ^ 9 = [10779107948913724169085423 + 3228741597432453573213486 i + 148958166009646055506239 j + 23276063542230246653087499 k]
BICP | Distance=486 | [423 + 39 i + 486 j + 99 k] ^ 9 = [10779107948913724169085423 + 148958166009646055506239 i + 3228741597432453573213486 j + 23276063542230246653087499 k]
BICP | Distance=486 | [423 + 486 i + 39 j + 105 k] ^ 9 = [12060628557290321652405423 + 1877474169743497737903486 i + 447129875888635109026239 j + 24206321853043603019931105 k]
BICP | Distance=486 | [423 + 39 i + 486 j + 105 k] ^ 9 = [12060628557290321652405423 + 447129875888635109026239 i + 1877474169743497737903486 j + 24206321853043603019931105 k]
BICP | Distance=486 | [423 + 486 i + 40 j + 48 k] ^ 9 = [2340808585605704585430423 + 12661141478433967019178486 i + 2207035638832709604811240 j + 15095578827680293438752048 k]
BICP | Distance=486 | [423 + 40 i + 486 j + 48 k] ^ 9 = [2340808585605704585430423 + 2207035638832709604811240 i + 12661141478433967019178486 j + 15095578827680293438752048 k]
BICP | Distance=486 | [423 + 486 i + 40 j + 98 k] ^ 9 = [10351072071951783235560423 + 3241024425375543862038486 i + 265526580905850718711240 j + 23084698265052135711272498 k]
BICP | Distance=486 | [423 + 40 i + 486 j + 98 k] ^ 9 = [10351072071951783235560423 + 265526580905850718711240 i + 3241024425375543862038486 j + 23084698265052135711272498 k]
BICP | Distance=486 | [423 + 486 i + 43 j + 27 k] ^ 9 = [270953310950586102105423 + 15774394030922629560753486 i + 5309758140093122244663043 j + 11785096393802801029398627 k]
BICP | Distance=486 | [423 + 43 i + 486 j + 27 k] ^ 9 = [270953310950586102105423 + 5309758140093122244663043 i + 15774394030922629560753486 j + 11785096393802801029398627 k]
BICP | Distance=486 | [423 + 486 i + 43 j + 77 k] ^ 9 = [5792810617384187176845423 + 7041339957626372142783486 i + 691613403893356094163043 j + 19925894405534371353159077 k]
BICP | Distance=486 | [423 + 43 i + 486 j + 77 k] ^ 9 = [5792810617384187176845423 + 691613403893356094163043 i + 7041339957626372142783486 j + 19925894405534371353159077 k]
BICP | Distance=486 | [486 + 423 i + 48 j + 32 k] ^ 9 = [13528411286092240581738486 + 3562446642354942627510423 i + 14296532513874966650832048 j + 778418479838372659737632 k]
BICP | Distance=486 | [486 + 423 i + 48 j + 40 k] ^ 9 = [12661141478433967019178486 + 2340808585605704585430423 i + 15095578827680293438752048 j + 2207035638832709604811240 k]
BICP | Distance=486 | [423 + 486 i + 48 j + 86 k] ^ 9 = [6310425925951762857336423 + 4318467295745965569606486 i + 1218361354935791011677648 j + 21279141502915262331615686 k]
BICP | Distance=486 | [423 + 48 i + 486 j + 86 k] ^ 9 = [6310425925951762857336423 + 1218361354935791011677648 i + 4318467295745965569606486 j + 21279141502915262331615686 k]
BICP | Distance=486 | [486 + 423 i + 49 j + 39 k] ^ 9 = [12605644622052035146503486 + 2609560890349468738605423 i + 15166141015019597481867049 j + 1935201907212323460826239 k]
BICP | Distance=486 | [423 + 486 i + 52 j + 64 k] ^ 9 = [2047153943490619274046423 + 8288492735283418460826486 i + 2623871993325802065122452 j + 18576696544305131966971264 k]
BICP | Distance=486 | [423 + 52 i + 486 j + 64 k] ^ 9 = [2047153943490619274046423 + 2623871993325802065122452 i + 8288492735283418460826486 j + 18576696544305131966971264 k]
BICP | Distance=486 | [486 + 423 i + 55 j + 39 k] ^ 9 = [11622438296990681860233486 + 3304440958918092842745423 i + 16188257392904153872290655 j + 1377768992184253634926239 k]
BICP | Distance=486 | [423 + 486 i + 57 j + 73 k] ^ 9 = [2250293376130351117785423 + 5684411430551399236713486 i + 2673229219857577903057857 j + 19978636340195653693642273 k]
BICP | Distance=486 | [423 + 57 i + 486 j + 73 k] ^ 9 = [2250293376130351117785423 + 2673229219857577903057857 i + 5684411430551399236713486 j + 19978636340195653693642273 k]
BICP | Distance=486 | [486 + 423 i + 64 j + 52 k] ^ 9 = [8288492735283418460826486 + 2047153943490619274046423 i + 18576696544305131966971264 j + 2623871993325802065122452 k]
BICP | Distance=486 | [423 + 486 i + 64 j + 74 k] ^ 9 = [813721412405495731320423 + 4440216229685563361958486 i + 3322397365916470727186464 j + 20447017655091827353837274 k]
BICP | Distance=486 | [423 + 64 i + 486 j + 74 k] ^ 9 = [813721412405495731320423 + 3322397365916470727186464 i + 4440216229685563361958486 j + 20447017655091827353837274 k]
BICP | Distance=486 | [423 + 486 i + 64 j + 80 k] ^ 9 = [1708593261369976527030423 + 3036024979041669289578486 i + 3052005707344537587206464 j + 20967553615532227970620880 k]
BICP | Distance=486 | [423 + 64 i + 486 j + 80 k] ^ 9 = [1708593261369976527030423 + 3052005707344537587206464 i + 3036024979041669289578486 j + 20967553615532227970620880 k]
BICP | Distance=486 | [423 + 486 i + 65 j + 73 k] ^ 9 = [437650104622192996545423 + 4530023386798810947633486 i + 3466948118999659605851465 j + 20414700744781108803682273 k]
BICP | Distance=486 | [423 + 65 i + 486 j + 73 k] ^ 9 = [437650104622192996545423 + 3466948118999659605851465 i + 4530023386798810947633486 j + 20414700744781108803682273 k]
BICP | Distance=486 | [486 + 423 i + 73 j + 57 k] ^ 9 = [5684411430551399236713486 + 2250293376130351117785423 i + 19978636340195653693642273 j + 2673229219857577903057857 k]
BICP | Distance=486 | [486 + 423 i + 73 j + 65 k] ^ 9 = [4530023386798810947633486 + 437650104622192996545423 i + 20414700744781108803682273 j + 3466948118999659605851465 k]
BICP | Distance=486 | [486 + 423 i + 74 j + 64 k] ^ 9 = [4440216229685563361958486 + 813721412405495731320423 i + 20447017655091827353837274 j + 3322397365916470727186464 k]
BICP | Distance=486 | [486 + 423 i + 77 j + 43 k] ^ 9 = [7041339957626372142783486 + 5792810617384187176845423 i + 19925894405534371353159077 j + 691613403893356094163043 k]
BICP | Distance=486 | [486 + 423 i + 80 j + 64 k] ^ 9 = [3036024979041669289578486 + 1708593261369976527030423 i + 20967553615532227970620880 j + 3052005707344537587206464 k]
BICP | Distance=486 | [486 + 423 i + 86 j + 48 k] ^ 9 = [4318467295745965569606486 + 6310425925951762857336423 i + 21279141502915262331615686 j + 1218361354935791011677648 k]
BICP | Distance=486 | [486 + 423 i + 98 j + 40 k] ^ 9 = [3241024425375543862038486 + 10351072071951783235560423 i + 23084698265052135711272498 j + 265526580905850718711240 k]
BICP | Distance=486 | [486 + 423 i + 99 j + 39 k] ^ 9 = [3228741597432453573213486 + 10779107948913724169085423 i + 23276063542230246653087499 j + 148958166009646055506239 k]
BICP | Distance=486 | [486 + 423 i + 105 j + 39 k] ^ 9 = [1877474169743497737903486 + 12060628557290321652405423 i + 24206321853043603019931105 j + 447129875888635109026239 k]
BICP | Distance=486 | [486 + 423 i + 180 j + 486 k] ^ 5 = [171152299107486 + 514767034314423 i + -435043496871180 j + 171152299107486 k]
BICP | Distance=486 | [423 + 486 i + 240 j + 452 k] ^ 5 = [41683642839423 + 403200023157486 i + -204726188880240 j + 81837435702452 k]
BICP | Distance=486 | [423 + 240 i + 486 j + 452 k] ^ 5 = [41683642839423 + -204726188880240 i + 403200023157486 j + 81837435702452 k]
BICP | Distance=486 | [423 + 486 i + 360 j + 452 k] ^ 5 = [166776609735423 + 391142285829486 i + 37131473016360 j + 240878236206452 k]
BICP | Distance=486 | [423 + 360 i + 486 j + 452 k] ^ 5 = [166776609735423 + 37131473016360 i + 391142285829486 j + 240878236206452 k]
BICP | Distance=486 | [423 + 486 i + 418 j + 452 k] ^ 5 = [192693746610423 + 397207599579486 i + 200311757833418 j + 289331544956452 k]
BICP | Distance=486 | [423 + 418 i + 486 j + 452 k] ^ 5 = [192693746610423 + 200311757833418 i + 397207599579486 j + 289331544956452 k]
BICP | Distance=486 | [423 + 486 i + 418 j + 452 k] ^ 9 = [60685661980387564259220423 + 293427054778315318411158486 i + 94884908869760048607666418 j + 175978652459635246227912452 k]
BICP | Distance=486 | [423 + 418 i + 486 j + 452 k] ^ 9 = [60685661980387564259220423 + 94884908869760048607666418 i + 293427054778315318411158486 j + 175978652459635246227912452 k]
BICP | Distance=486 | [486 + 423 i + 423 j + 457 k] ^ 9 = [328700661880371651864783486 + 106318983113682298849845423 i + 106318983113682298849845423 j + 260964180568216461239841457 k]
BICP | Distance=486 | [486 + 423 i + 452 j + 240 k] ^ 5 = [403200023157486 + 41683642839423 i + 81837435702452 j + -204726188880240 k]
BICP | Distance=486 | [486 + 423 i + 452 j + 360 k] ^ 5 = [391142285829486 + 166776609735423 i + 240878236206452 j + 37131473016360 k]
BICP | Distance=486 | [486 + 423 i + 452 j + 418 k] ^ 5 = [397207599579486 + 192693746610423 i + 289331544956452 j + 200311757833418 k]
BICP | Distance=486 | [486 + 423 i + 452 j + 418 k] ^ 9 = [293427054778315318411158486 + 60685661980387564259220423 i + 175978652459635246227912452 j + 94884908869760048607666418 k]
BICP | Distance=486 | [423 + 486 i + 457 j + 423 k] ^ 9 = [106318983113682298849845423 + 328700661880371651864783486 i + 260964180568216461239841457 j + 106318983113682298849845423 k]
BICP | Distance=486 | [423 + 457 i + 486 j + 423 k] ^ 9 = [106318983113682298849845423 + 260964180568216461239841457 i + 328700661880371651864783486 j + 106318983113682298849845423 k]
BICP | Distance=486 | [423 + 486 i + 486 j + 180 k] ^ 5 = [514767034314423 + 171152299107486 i + 171152299107486 j + -435043496871180 k]
BICP | Distance=486 | [423 + 486 i + 486 j + 180 k] ^ 5 = [514767034314423 + 171152299107486 i + 171152299107486 j + -435043496871180 k]
BICP | Distance=486 | [486 + 424 i + 2 j + 11 k] ^ 9 = [19010746276598654885598486 + 3118461201829226749140424 i + 2000642338060134114368402 j + 2249992790898668199559211 k]
BICP | Distance=486 | [424 + 486 i + 11 j + 2 k] ^ 9 = [3118461201829226749140424 + 19010746276598654885598486 i + 2249992790898668199559211 j + 2000642338060134114368402 k]
BICP | Distance=486 | [424 + 11 i + 486 j + 2 k] ^ 9 = [3118461201829226749140424 + 2249992790898668199559211 i + 19010746276598654885598486 j + 2000642338060134114368402 k]
BICP | Distance=486 | [424 + 486 i + 14 j + 23 k] ^ 9 = [3526042695832396229220424 + 17833393789320751947438486 i + 57691883951685726966014 j + 7144400019007315456456823 k]
BICP | Distance=486 | [424 + 14 i + 486 j + 23 k] ^ 9 = [3526042695832396229220424 + 57691883951685726966014 i + 17833393789320751947438486 j + 7144400019007315456456823 k]
BICP | Distance=486 | [486 + 424 i + 23 j + 14 k] ^ 9 = [17833393789320751947438486 + 3526042695832396229220424 i + 7144400019007315456456823 j + 57691883951685726966014 k]
BICP | Distance=486 | [486 + 424 i + 27 j + 36 k] ^ 9 = [16245632341135589624658486 + 1484504759116435718880424 i + 10865599486462664322123627 j + 4139823817341291801074436 k]
BICP | Distance=486 | [424 + 486 i + 36 j + 27 k] ^ 9 = [1484504759116435718880424 + 16245632341135589624658486 i + 4139823817341291801074436 j + 10865599486462664322123627 k]
BICP | Distance=486 | [424 + 36 i + 486 j + 27 k] ^ 9 = [1484504759116435718880424 + 4139823817341291801074436 i + 16245632341135589624658486 j + 10865599486462664322123627 k]
BICP | Distance=486 | [424 + 486 i + 39 j + 48 k] ^ 9 = [2676307618463171568120424 + 12867452112848835098178486 i + 2197009398009123412501239 j + 15099394286905894652352048 k]
BICP | Distance=486 | [424 + 39 i + 486 j + 48 k] ^ 9 = [2676307618463171568120424 + 2197009398009123412501239 i + 12867452112848835098178486 j + 15099394286905894652352048 k]
BICP | Distance=486 | [424 + 486 i + 39 j + 98 k] ^ 9 = [10726943804236352822340424 + 3411587805292420372998486 i + 331804373869612855291239 j + 23328227686907617999832498 k]
BICP | Distance=486 | [424 + 39 i + 486 j + 98 k] ^ 9 = [10726943804236352822340424 + 331804373869612855291239 i + 3411587805292420372998486 j + 23328227686907617999832498 k]
BICP | Distance=486 | [486 + 424 i + 48 j + 39 k] ^ 9 = [12867452112848835098178486 + 2676307618463171568120424 i + 15099394286905894652352048 j + 2197009398009123412501239 k]
BICP | Distance=486 | [424 + 486 i + 64 j + 73 k] ^ 9 = [761576881613901774840424 + 4729174789519599775818486 i + 3611355925750507141046464 j + 20499162185883421310317273 k]
BICP | Distance=486 | [424 + 64 i + 486 j + 73 k] ^ 9 = [761576881613901774840424 + 3611355925750507141046464 i + 4729174789519599775818486 j + 20499162185883421310317273 k]
BICP | Distance=486 | [486 + 424 i + 73 j + 64 k] ^ 9 = [4729174789519599775818486 + 761576881613901774840424 i + 20499162185883421310317273 j + 3611355925750507141046464 k]
BICP | Distance=486 | [486 + 424 i + 98 j + 39 k] ^ 9 = [3411587805292420372998486 + 10726943804236352822340424 i + 23328227686907617999832498 j + 331804373869612855291239 k]
BICP | Distance=486 | [424 + 486 i + 361 j + 452 k] ^ 5 = [169992085360424 + 392126433329486 i + 39042524891361 j + 241889211206452 k]
BICP | Distance=486 | [424 + 361 i + 486 j + 452 k] ^ 5 = [169992085360424 + 39042524891361 i + 392126433329486 j + 241889211206452 k]
BICP | Distance=486 | [486 + 424 i + 452 j + 361 k] ^ 5 = [392126433329486 + 169992085360424 i + 241889211206452 j + 39042524891361 k]
BICP | Distance=486 | [486 + 436 i + 11 j + 14 k] ^ 9 = [20152150672266137114142486 + 5980935364410288582096436 i + 4689507350429423103580811 j + 2376448766897070893670014 k]
BICP | Distance=486 | [436 + 486 i + 14 j + 11 k] ^ 9 = [5980935364410288582096436 + 20152150672266137114142486 i + 2376448766897070893670014 j + 4689507350429423103580811 k]
BICP | Distance=486 | [436 + 14 i + 486 j + 11 k] ^ 9 = [5980935364410288582096436 + 2376448766897070893670014 i + 20152150672266137114142486 j + 4689507350429423103580811 k]
BICP | Distance=486 | [486 + 451 i + 2 j + 14 k] ^ 9 = [22397419979277037794078486 + 10361799979242218922762451 i + 2043102918007954529048402 j + 4286967179580332454726014 k]
BICP | Distance=486 | [486 + 451 i + 2 j + 64 k] ^ 9 = [25761676346315369767758486 + 3189947942184512907852451 i + 8743728432100143903248402 j + 19749619729311085805426464 k]
BICP | Distance=486 | [451 + 486 i + 11 j + 23 k] ^ 9 = [10953886413578400727677451 + 21004250964106002132633486 i + 1310520462850350315874211 j + 8369804894470344698701823 k]
BICP | Distance=486 | [451 + 11 i + 486 j + 23 k] ^ 9 = [10953886413578400727677451 + 1310520462850350315874211 i + 21004250964106002132633486 j + 8369804894470344698701823 k]
BICP | Distance=486 | [451 + 486 i + 14 j + 2 k] ^ 9 = [10361799979242218922762451 + 22397419979277037794078486 i + 4286967179580332454726014 j + 2043102918007954529048402 k]
BICP | Distance=486 | [451 + 14 i + 486 j + 2 k] ^ 9 = [10361799979242218922762451 + 4286967179580332454726014 i + 22397419979277037794078486 j + 2043102918007954529048402 k]
BICP | Distance=486 | [451 + 486 i + 14 j + 52 k] ^ 9 = [13546373625131443251912451 + 17212142908750689202638486 i + 285227083579892442966014 j + 17486751063396083672668852 k]
BICP | Distance=486 | [451 + 14 i + 486 j + 52 k] ^ 9 = [13546373625131443251912451 + 285227083579892442966014 i + 17212142908750689202638486 j + 17486751063396083672668852 k]
BICP | Distance=486 | [486 + 451 i + 23 j + 11 k] ^ 9 = [21004250964106002132633486 + 10953886413578400727677451 i + 8369804894470344698701823 j + 1310520462850350315874211 k]
BICP | Distance=486 | [486 + 451 i + 23 j + 61 k] ^ 9 = [20422168363260671312343486 + 2522968105284323633457451 i + 13912309467284536102801823 j + 15421973676159908776374661 k]
BICP | Distance=486 | [486 + 451 i + 27 j + 39 k] ^ 9 = [19428445478826035298873486 + 7307392419548104204917451 i + 12185305932274142510118627 j + 9183776174019607073566239 k]
BICP | Distance=486 | [451 + 486 i + 36 j + 48 k] ^ 9 = [9025501049614391769162451 + 15419671412957214905538486 i + 6606549316719401351234436 j + 17470357513755042676632048 k]
BICP | Distance=486 | [451 + 36 i + 486 j + 48 k] ^ 9 = [9025501049614391769162451 + 6606549316719401351234436 i + 15419671412957214905538486 j + 17470357513755042676632048 k]
BICP | Distance=486 | [451 + 486 i + 36 j + 98 k] ^ 9 = [16472812565650192113252451 + 2306193148860253061958486 i + 7038786464873417930774436 j + 29048950728208874442152498 k]
BICP | Distance=486 | [451 + 36 i + 486 j + 98 k] ^ 9 = [16472812565650192113252451 + 7038786464873417930774436 i + 2306193148860253061958486 j + 29048950728208874442152498 k]
BICP | Distance=486 | [451 + 486 i + 39 j + 27 k] ^ 9 = [7307392419548104204917451 + 19428445478826035298873486 i + 9183776174019607073566239 j + 12185305932274142510118627 k]
BICP | Distance=486 | [451 + 39 i + 486 j + 27 k] ^ 9 = [7307392419548104204917451 + 9183776174019607073566239 i + 19428445478826035298873486 j + 12185305932274142510118627 k]
BICP | Distance=486 | [451 + 486 i + 39 j + 77 k] ^ 9 = [11855185142831897964537451 + 7985595411559610618103486 i + 6555251117704747989226239 j + 24411765267502026707799077 k]
BICP | Distance=486 | [451 + 39 i + 486 j + 77 k] ^ 9 = [11855185142831897964537451 + 6555251117704747989226239 i + 7985595411559610618103486 j + 24411765267502026707799077 k]
BICP | Distance=486 | [486 + 451 i + 48 j + 36 k] ^ 9 = [15419671412957214905538486 + 9025501049614391769162451 i + 17470357513755042676632048 j + 6606549316719401351234436 k]
BICP | Distance=486 | [486 + 451 i + 52 j + 14 k] ^ 9 = [17212142908750689202638486 + 13546373625131443251912451 i + 17486751063396083672668852 j + 285227083579892442966014 k]
BICP | Distance=486 | [486 + 451 i + 52 j + 64 k] ^ 9 = [12423247676741261706018486 + 2183890893259239699642451 i + 20492255983642964798008852 j + 12439228405044130003646464 k]
BICP | Distance=486 | [451 + 486 i + 61 j + 23 k] ^ 9 = [2522968105284323633457451 + 20422168363260671312343486 i + 15421973676159908776374661 j + 13912309467284536102801823 k]
BICP | Distance=486 | [451 + 61 i + 486 j + 23 k] ^ 9 = [2522968105284323633457451 + 15421973676159908776374661 i + 20422168363260671312343486 j + 13912309467284536102801823 k]
BICP | Distance=486 | [451 + 486 i + 61 j + 73 k] ^ 9 = [4856155206231046971717451 + 6301104902816578853793486 i + 10632882887325525039354661 j + 23785858753520159483242273 k]
BICP | Distance=486 | [451 + 61 i + 486 j + 73 k] ^ 9 = [4856155206231046971717451 + 10632882887325525039354661 i + 6301104902816578853793486 j + 23785858753520159483242273 k]
BICP | Distance=486 | [451 + 486 i + 64 j + 2 k] ^ 9 = [3189947942184512907852451 + 25761676346315369767758486 i + 19749619729311085805426464 j + 8743728432100143903248402 k]
BICP | Distance=486 | [451 + 64 i + 486 j + 2 k] ^ 9 = [3189947942184512907852451 + 19749619729311085805426464 i + 25761676346315369767758486 j + 8743728432100143903248402 k]
BICP | Distance=486 | [451 + 486 i + 64 j + 52 k] ^ 9 = [2183890893259239699642451 + 12423247676741261706018486 i + 12439228405044130003646464 j + 20492255983642964798008852 k]
BICP | Distance=486 | [451 + 64 i + 486 j + 52 k] ^ 9 = [2183890893259239699642451 + 12439228405044130003646464 i + 12423247676741261706018486 j + 20492255983642964798008852 k]
BICP | Distance=486 | [486 + 451 i + 73 j + 61 k] ^ 9 = [6301104902816578853793486 + 4856155206231046971717451 i + 23785858753520159483242273 j + 10632882887325525039354661 k]
BICP | Distance=486 | [486 + 451 i + 77 j + 39 k] ^ 9 = [7985595411559610618103486 + 11855185142831897964537451 i + 24411765267502026707799077 j + 6555251117704747989226239 k]
BICP | Distance=486 | [486 + 451 i + 98 j + 36 k] ^ 9 = [2306193148860253061958486 + 16472812565650192113252451 i + 29048950728208874442152498 j + 7038786464873417930774436 k]
BICP | Distance=486 | [452 + 486 i + 0 j + 3 k] ^ 9 = [11094515169777949314012452 + 22390128378245542928418486 i + -290363545515351950902080 j + 974229571228030833348243 k]
BICP | Distance=486 | [452 + 0 i + 486 j + 3 k] ^ 9 = [11094515169777949314012452 + -290363545515351950902080 i + 22390128378245542928418486 j + 974229571228030833348243 k]
BICP | Distance=486 | [486 + 452 i + 1 j + 14 k] ^ 9 = [22551500146255401310278486 + 10706232366366113208552452 i + 1698670530884060243258401 j + 4441047346558695970926014 k]
BICP | Distance=486 | [486 + 452 i + 1 j + 64 k] ^ 9 = [26180481955563395785578486 + 3598875788409899754252452 i + 8334800585874757056848401 j + 20168425338559111823246464 k]
BICP | Distance=486 | [486 + 452 i + 2 j + 7 k] ^ 9 = [22396723352690325368478486 + 10970488929875753908752452 i + 1328787571203993203408402 j + 2076996684320596276742407 k]
BICP | Distance=486 | [486 + 452 i + 2 j + 15 k] ^ 9 = [22521846417078441151278486 + 10627462486984977254352452 i + 2122530319268890667648402 j + 4662867260848531872936015 k]
BICP | Distance=486 | [486 + 452 i + 2 j + 57 k] ^ 9 = [25204586153031784889838486 + 5054480416766096907672452 i + 7428684336109756395488402 j + 17879532112077166341772857 k]
BICP | Distance=486 | [486 + 452 i + 2 j + 65 k] ^ 9 = [26054784266749196989278486 + 3246740409171619110552452 i + 8816980706638835943728402 j + 20284810357040643273326465 k]
BICP | Distance=486 | [486 + 452 i + 3 j + 0 k] ^ 9 = [22390128378245542928418486 + 11094515169777949314012452 i + 974229571228030833348243 j + -290363545515351950902080 k]
BICP | Distance=486 | [486 + 452 i + 3 j + 8 k] ^ 9 = [22371855589115967723138486 + 10932216775055387956332452 i + 1750219365931391867709843 j + 2302974249291144857320328 k]
BICP | Distance=486 | [486 + 452 i + 5 j + 36 k] ^ 9 = [23053696613199186233778486 + 8467173953148367407252452 i + 5387390521725559889545205 j + 11001474877944784588394436 k]
BICP | Distance=486 | [452 + 486 i + 7 j + 2 k] ^ 9 = [10970488929875753908752452 + 22396723352690325368478486 i + 2076996684320596276742407 j + 1328787571203993203408402 k]
BICP | Distance=486 | [452 + 7 i + 486 j + 2 k] ^ 9 = [10970488929875753908752452 + 2076996684320596276742407 i + 22396723352690325368478486 j + 1328787571203993203408402 k]
BICP | Distance=486 | [452 + 486 i + 8 j + 3 k] ^ 9 = [10932216775055387956332452 + 22371855589115967723138486 i + 2302974249291144857320328 j + 1750219365931391867709843 k]
BICP | Distance=486 | [452 + 8 i + 486 j + 3 k] ^ 9 = [10932216775055387956332452 + 2302974249291144857320328 i + 22371855589115967723138486 j + 1750219365931391867709843 k]
BICP | Distance=486 | [452 + 486 i + 8 j + 9 k] ^ 9 = [10959599376646361057628452 + 22128687488352171025530486 i + 1721391282642154682864648 j + 3685790084880265283209689 k]
BICP | Distance=486 | [452 + 8 i + 486 j + 9 k] ^ 9 = [10959599376646361057628452 + 1721391282642154682864648 i + 22128687488352171025530486 j + 3685790084880265283209689 k]
BICP | Distance=486 | [486 + 452 i + 9 j + 8 k] ^ 9 = [22128687488352171025530486 + 10959599376646361057628452 i + 3685790084880265283209689 j + 1721391282642154682864648 k]
BICP | Distance=486 | [452 + 486 i + 10 j + 23 k] ^ 9 = [11352448637509885028952452 + 21149484504761815828278486 i + 1079445211564188983149210 j + 8341266426816063695296823 k]
BICP | Distance=486 | [452 + 10 i + 486 j + 23 k] ^ 9 = [11352448637509885028952452 + 1079445211564188983149210 i + 21149484504761815828278486 j + 8341266426816063695296823 k]
BICP | Distance=486 | [452 + 486 i + 11 j + 24 k] ^ 9 = [11327060406152841437052452 + 21004243245641150586378486 i + 1310528181315201862129211 j + 8742978887044785408076824 k]
BICP | Distance=486 | [452 + 11 i + 486 j + 24 k] ^ 9 = [11327060406152841437052452 + 1310528181315201862129211 i + 21004243245641150586378486 j + 8742978887044785408076824 k]
BICP | Distance=486 | [452 + 486 i + 11 j + 30 k] ^ 9 = [11751146429158565443512452 + 20438182371039057776358486 i + 822556696458265308799211 j + 10633327565389472808740430 k]
BICP | Distance=486 | [452 + 11 i + 486 j + 30 k] ^ 9 = [11751146429158565443512452 + 822556696458265308799211 i + 20438182371039057776358486 j + 10633327565389472808740430 k]
BICP | Distance=486 | [486 + 452 i + 11 j + 52 k] ^ 9 = [22934795322546774277170486 + 5377207679463796431108452 i + 9315982892450516729370011 j + 15011925280201029711703252 k]
BICP | Distance=486 | [452 + 486 i + 14 j + 1 k] ^ 9 = [10706232366366113208552452 + 22551500146255401310278486 i + 4441047346558695970926014 j + 1698670530884060243258401 k]
BICP | Distance=486 | [452 + 14 i + 486 j + 1 k] ^ 9 = [10706232366366113208552452 + 4441047346558695970926014 i + 22551500146255401310278486 j + 1698670530884060243258401 k]
BICP | Distance=486 | [486 + 452 i + 14 j + 23 k] ^ 9 = [21610802474814072576270486 + 9834127094460639554808452 i + 6734021153650464996879614 j + 5978764954052952612681623 k]
BICP | Distance=486 | [452 + 486 i + 14 j + 45 k] ^ 9 = [12915812446598599430472452 + 18306671374432787068638486 i + 763174123283983232166014 j + 15490664659101176492155245 k]
BICP | Distance=486 | [452 + 14 i + 486 j + 45 k] ^ 9 = [12915812446598599430472452 + 763174123283983232166014 i + 18306671374432787068638486 j + 15490664659101176492155245 k]
BICP | Distance=486 | [452 + 486 i + 14 j + 51 k] ^ 9 = [13707383682676303848672452 + 17409000749221617217038486 i + 482084924050820457366014 j + 17325741005851223075908851 k]
BICP | Distance=486 | [452 + 14 i + 486 j + 51 k] ^ 9 = [13707383682676303848672452 + 482084924050820457366014 i + 17409000749221617217038486 j + 17325741005851223075908851 k]
BICP | Distance=486 | [486 + 452 i + 14 j + 73 k] ^ 9 = [23629414455332394659070486 + 6159180621801999408452 i + 13651123982733345276332414 j + 20238104818032270901622473 k]
BICP | Distance=486 | [452 + 486 i + 14 j + 95 k] ^ 9 = [22584379234934995073952452 + 8079986264808120945078486 i + 1436239364204229703326014 j + 30642874375930655875845695 k]
BICP | Distance=486 | [452 + 14 i + 486 j + 95 k] ^ 9 = [22584379234934995073952452 + 1436239364204229703326014 i + 8079986264808120945078486 j + 30642874375930655875845695 k]
BICP | Distance=486 | [452 + 486 i + 15 j + 2 k] ^ 9 = [10627462486984977254352452 + 22521846417078441151278486 i + 4662867260848531872936015 j + 2122530319268890667648402 k]
BICP | Distance=486 | [452 + 15 i + 486 j + 2 k] ^ 9 = [10627462486984977254352452 + 4662867260848531872936015 i + 22521846417078441151278486 j + 2122530319268890667648402 k]
BICP | Distance=486 | [452 + 486 i + 15 j + 52 k] ^ 9 = [13689776861601343394772452 + 17108466310252379117538486 i + 746798752965971825706015 j + 17669188446632011556368852 k]
BICP | Distance=486 | [452 + 15 i + 486 j + 52 k] ^ 9 = [13689776861601343394772452 + 746798752965971825706015 i + 17108466310252379117538486 j + 17669188446632011556368852 k]
BICP | Distance=486 | [452 + 486 i + 18 j + 23 k] ^ 9 = [10583475536969897253672452 + 20741382335703299592438486 i + 3581343375124016352142818 j + 9037445004472310176816823 k]
BICP | Distance=486 | [452 + 18 i + 486 j + 23 k] ^ 9 = [10583475536969897253672452 + 3581343375124016352142818 i + 20741382335703299592438486 j + 9037445004472310176816823 k]
BICP | Distance=486 | [452 + 486 i + 18 j + 73 k] ^ 9 = [16651032383623076437152452 + 12594507357357595032678486 i + 1390146050039763429982818 j + 23936174705356171269967273 k]
BICP | Distance=486 | [452 + 18 i + 486 j + 73 k] ^ 9 = [16651032383623076437152452 + 1390146050039763429982818 i + 12594507357357595032678486 j + 23936174705356171269967273 k]
BICP | Distance=486 | [486 + 452 i + 20 j + 39 k] ^ 9 = [20797951565795359714578486 + 7547410337213486523252452 i + 10228291568155579697220020 j + 10127508850955648028901239 k]
BICP | Distance=486 | [486 + 452 i + 23 j + 10 k] ^ 9 = [21149484504761815828278486 + 11352448637509885028952452 i + 8341266426816063695296823 j + 1079445211564188983149210 k]
BICP | Distance=486 | [452 + 486 i + 23 j + 14 k] ^ 9 = [9834127094460639554808452 + 21610802474814072576270486 i + 5978764954052952612681623 j + 6734021153650464996879614 k]
BICP | Distance=486 | [452 + 23 i + 486 j + 14 k] ^ 9 = [9834127094460639554808452 + 5978764954052952612681623 i + 21610802474814072576270486 j + 6734021153650464996879614 k]
BICP | Distance=486 | [486 + 452 i + 23 j + 18 k] ^ 9 = [20741382335703299592438486 + 10583475536969897253672452 i + 9037445004472310176816823 j + 3581343375124016352142818 k]
BICP | Distance=486 | [486 + 452 i + 23 j + 60 k] ^ 9 = [20542621716303523963578486 + 3024530138048192610852452 i + 13736223347651794075186823 j + 15423518176414163100069660 k]
BICP | Distance=486 | [452 + 486 i + 23 j + 64 k] ^ 9 = [13993151230097849062428452 + 13663805374759769526930486 i + 2779421634063275471398823 j + 21363167925324823757630464 k]
BICP | Distance=486 | [452 + 23 i + 486 j + 64 k] ^ 9 = [13993151230097849062428452 + 2779421634063275471398823 i + 13663805374759769526930486 j + 21363167925324823757630464 k]
BICP | Distance=486 | [486 + 452 i + 23 j + 68 k] ^ 9 = [20807813121918983004378486 + 909874770251824692852452 i + 14981744438910841207666823 j + 17392242389070076938583268 k]
BICP | Distance=486 | [486 + 452 i + 24 j + 11 k] ^ 9 = [21004243245641150586378486 + 11327060406152841437052452 i + 8742978887044785408076824 j + 1310528181315201862129211 k]
BICP | Distance=486 | [486 + 452 i + 24 j + 61 k] ^ 9 = [20316864119622257664378486 + 2744339843384480419452452 i + 14133681205384692888796824 j + 15527277919798322424339661 k]
BICP | Distance=486 | [486 + 452 i + 26 j + 39 k] ^ 9 = [19718586358329906777438486 + 7567987044329841235872452 i + 11924711307492405479163626 j + 9473917053523478552131239 k]
BICP | Distance=486 | [486 + 452 i + 27 j + 32 k] ^ 9 = [19692497948545749173778486 + 8810159166140213246652452 i + 11509567502229515845083627 j + 7393221447466002061617632 k]
BICP | Distance=486 | [452 + 486 i + 27 j + 36 k] ^ 9 = [10066065595499071308228452 + 18456658317622949916330486 i + 5187946368400064763836427 j + 13662072271417125840804036 k]
BICP | Distance=486 | [452 + 27 i + 486 j + 36 k] ^ 9 = [10066065595499071308228452 + 5187946368400064763836427 i + 18456658317622949916330486 j + 13662072271417125840804036 k]
BICP | Distance=486 | [486 + 452 i + 27 j + 40 k] ^ 9 = [19516856689322098823538486 + 7394639191946023162572452 i + 12306724734748243491003627 j + 9646327738513956707011240 k]
BICP | Distance=486 | [452 + 486 i + 27 j + 86 k] ^ 9 = [16977782077152277259208452 + 7593891457097137750470486 i + 4334051554395714756453627 j + 27145877926914063606754886 k]
BICP | Distance=486 | [452 + 27 i + 486 j + 86 k] ^ 9 = [16977782077152277259208452 + 4334051554395714756453627 i + 7593891457097137750470486 j + 27145877926914063606754886 k]
BICP | Distance=486 | [486 + 452 i + 30 j + 11 k] ^ 9 = [20438182371039057776358486 + 11751146429158565443512452 i + 10633327565389472808740430 j + 822556696458265308799211 k]
BICP | Distance=486 | [486 + 452 i + 30 j + 61 k] ^ 9 = [18762649189278807839238486 + 2647570066946066737872452 i + 15586580885145919517540430 j + 14674796468182938166869661 k]
BICP | Distance=486 | [452 + 486 i + 32 j + 27 k] ^ 9 = [8810159166140213246652452 + 19692497948545749173778486 i + 7393221447466002061617632 j + 11509567502229515845083627 k]
BICP | Distance=486 | [452 + 32 i + 486 j + 27 k] ^ 9 = [8810159166140213246652452 + 7393221447466002061617632 i + 19692497948545749173778486 j + 11509567502229515845083627 k]
BICP | Distance=486 | [452 + 486 i + 32 j + 77 k] ^ 9 = [13974134309049504311772452 + 9095031403515608398338486 i + 5211798362415004843137632 j + 24708220180569528335094077 k]
BICP | Distance=486 | [452 + 32 i + 486 j + 77 k] ^ 9 = [13974134309049504311772452 + 5211798362415004843137632 i + 9095031403515608398338486 j + 24708220180569528335094077 k]
BICP | Distance=486 | [452 + 486 i + 35 j + 48 k] ^ 9 = [9495269019860649099372452 + 15568657325989751288538486 i + 6561095490507698323244435 j + 17497278472953448181832048 k]
BICP | Distance=486 | [452 + 35 i + 486 j + 48 k] ^ 9 = [9495269019860649099372452 + 6561095490507698323244435 i + 15568657325989751288538486 j + 17497278472953448181832048 k]
BICP | Distance=486 | [452 + 486 i + 35 j + 98 k] ^ 9 = [17003868733630359417552452 + 2410119392567557947078486 i + 7146044190032415249674435 j + 29345038560492148191272498 k]
BICP | Distance=486 | [452 + 35 i + 486 j + 98 k] ^ 9 = [17003868733630359417552452 + 7146044190032415249674435 i + 2410119392567557947078486 j + 29345038560492148191272498 k]
BICP | Distance=486 | [452 + 486 i + 36 j + 5 k] ^ 9 = [8467173953148367407252452 + 23053696613199186233778486 i + 11001474877944784588394436 j + 5387390521725559889545205 k]
BICP | Distance=486 | [452 + 36 i + 486 j + 5 k] ^ 9 = [8467173953148367407252452 + 11001474877944784588394436 i + 23053696613199186233778486 j + 5387390521725559889545205 k]
BICP | Distance=486 | [486 + 452 i + 36 j + 27 k] ^ 9 = [18456658317622949916330486 + 10066065595499071308228452 i + 13662072271417125840804036 j + 5187946368400064763836427 k]
BICP | Distance=486 | [452 + 486 i + 36 j + 49 k] ^ 9 = [9369928606893161058372452 + 15265576448696351421738486 i + 6760644280980264835034436 j + 17814785071033811965842049 k]
BICP | Distance=486 | [452 + 36 i + 486 j + 49 k] ^ 9 = [9369928606893161058372452 + 6760644280980264835034436 i + 15265576448696351421738486 j + 17814785071033811965842049 k]
BICP | Distance=486 | [452 + 486 i + 36 j + 55 k] ^ 9 = [9956493717928169832372452 + 13932428155794817962138486 i + 6453028002682063463594436 j + 19337588445274398435615655 k]
BICP | Distance=486 | [452 + 36 i + 486 j + 55 k] ^ 9 = [9956493717928169832372452 + 6453028002682063463594436 i + 13932428155794817962138486 j + 19337588445274398435615655 k]
BICP | Distance=486 | [452 + 486 i + 36 j + 99 k] ^ 9 = [16881728230615578966852452 + 1887369658133227079778486 i + 7457609955600443912954436 j + 29457866393174261295752499 k]
BICP | Distance=486 | [452 + 36 i + 486 j + 99 k] ^ 9 = [16881728230615578966852452 + 7457609955600443912954436 i + 1887369658133227079778486 j + 29457866393174261295752499 k]
BICP | Distance=486 | [452 + 486 i + 39 j + 20 k] ^ 9 = [7547410337213486523252452 + 20797951565795359714578486 i + 10127508850955648028901239 j + 10228291568155579697220020 k]
BICP | Distance=486 | [452 + 39 i + 486 j + 20 k] ^ 9 = [7547410337213486523252452 + 10127508850955648028901239 i + 20797951565795359714578486 j + 10228291568155579697220020 k]
BICP | Distance=486 | [452 + 486 i + 39 j + 26 k] ^ 9 = [7567987044329841235872452 + 19718586358329906777438486 i + 9473917053523478552131239 j + 11924711307492405479163626 k]
BICP | Distance=486 | [452 + 39 i + 486 j + 26 k] ^ 9 = [7567987044329841235872452 + 9473917053523478552131239 i + 19718586358329906777438486 j + 11924711307492405479163626 k]
BICP | Distance=486 | [486 + 452 i + 39 j + 48 k] ^ 9 = [16744505952924791339130486 + 6023788126679859882828452 i + 16236408651486340833236439 j + 10523889308194327660545648 k]
BICP | Distance=486 | [452 + 486 i + 39 j + 70 k] ^ 9 = [11054607102251364858312452 + 9871532204946469790958486 i + 6791748773523662273251239 j + 23000564388892605963860470 k]
BICP | Distance=486 | [452 + 39 i + 486 j + 70 k] ^ 9 = [11054607102251364858312452 + 6791748773523662273251239 i + 9871532204946469790958486 j + 23000564388892605963860470 k]
BICP | Distance=486 | [452 + 486 i + 39 j + 76 k] ^ 9 = [11921931870945600794052452 + 8247402902356410569778486 i + 6817058608501547940901239 j + 24345018539388323878284076 k]
BICP | Distance=486 | [452 + 39 i + 486 j + 76 k] ^ 9 = [11921931870945600794052452 + 6817058608501547940901239 i + 8247402902356410569778486 j + 24345018539388323878284076 k]
BICP | Distance=486 | [452 + 486 i + 40 j + 27 k] ^ 9 = [7394639191946023162572452 + 19516856689322098823538486 i + 9646327738513956707011240 j + 12306724734748243491003627 k]
BICP | Distance=486 | [452 + 40 i + 486 j + 27 k] ^ 9 = [7394639191946023162572452 + 9646327738513956707011240 i + 19516856689322098823538486 j + 12306724734748243491003627 k]
BICP | Distance=486 | [452 + 486 i + 40 j + 77 k] ^ 9 = [11794147413547979231052452 + 7817329119435220185378486 i + 7050847997831456438611240 j + 24548917655622568084374077 k]
BICP | Distance=486 | [452 + 40 i + 486 j + 77 k] ^ 9 = [11794147413547979231052452 + 7050847997831456438611240 i + 7817329119435220185378486 j + 24548917655622568084374077 k]
BICP | Distance=486 | [452 + 486 i + 43 j + 48 k] ^ 9 = [7709193879354904718412452 + 14919733652034297311658486 i + 8570007098301281263038043 j + 18009511143563653811592048 k]
BICP | Distance=486 | [452 + 43 i + 486 j + 48 k] ^ 9 = [7709193879354904718412452 + 8570007098301281263038043 i + 14919733652034297311658486 j + 18009511143563653811592048 k]
BICP | Distance=486 | [452 + 486 i + 43 j + 98 k] ^ 9 = [14393278978967944295952452 + 883158517090500755478486 i + 8735027644991746344588043 j + 28594280604770686262552498 k]
BICP | Distance=486 | [452 + 43 i + 486 j + 98 k] ^ 9 = [14393278978967944295952452 + 8735027644991746344588043 i + 883158517090500755478486 j + 28594280604770686262552498 k]
BICP | Distance=486 | [486 + 452 i + 45 j + 14 k] ^ 9 = [18306671374432787068638486 + 12915812446598599430472452 i + 15490664659101176492155245 j + 763174123283983232166014 k]
BICP | Distance=486 | [486 + 452 i + 45 j + 64 k] ^ 9 = [14571694837726353520578486 + 2047686267792328365852452 i + 19213052799704994719305245 j + 13453875973957260885806464 k]
BICP | Distance=486 | [486 + 452 i + 48 j + 35 k] ^ 9 = [15568657325989751288538486 + 9495269019860649099372452 i + 17497278472953448181832048 j + 6561095490507698323244435 k]
BICP | Distance=486 | [452 + 486 i + 48 j + 39 k] ^ 9 = [6023788126679859882828452 + 16744505952924791339130486 i + 10523889308194327660545648 j + 16236408651486340833236439 k]
BICP | Distance=486 | [452 + 48 i + 486 j + 39 k] ^ 9 = [6023788126679859882828452 + 10523889308194327660545648 i + 16744505952924791339130486 j + 16236408651486340833236439 k]
BICP | Distance=486 | [486 + 452 i + 48 j + 43 k] ^ 9 = [14919733652034297311658486 + 7709193879354904718412452 i + 18009511143563653811592048 j + 8570007098301281263038043 k]
BICP | Distance=486 | [452 + 486 i + 48 j + 89 k] ^ 9 = [11241434201177247578508452 + 2968850045712940325370486 i + 9005755634627493053572848 j + 26644517162597403893317289 k]
BICP | Distance=486 | [452 + 48 i + 486 j + 89 k] ^ 9 = [11241434201177247578508452 + 9005755634627493053572848 i + 2968850045712940325370486 j + 26644517162597403893317289 k]
BICP | Distance=486 | [486 + 452 i + 49 j + 36 k] ^ 9 = [15265576448696351421738486 + 9369928606893161058372452 i + 17814785071033811965842049 j + 6760644280980264835034436 k]
BICP | Distance=486 | [486 + 452 i + 51 j + 14 k] ^ 9 = [17409000749221617217038486 + 13707383682676303848672452 i + 17325741005851223075908851 j + 482084924050820457366014 k]
BICP | Distance=486 | [486 + 452 i + 51 j + 64 k] ^ 9 = [12814401425326461321858486 + 2312647676449154682012452 i + 20363499200453049815638851 j + 12830382153629329619486464 k]
BICP | Distance=486 | [452 + 486 i + 52 j + 11 k] ^ 9 = [5377207679463796431108452 + 22934795322546774277170486 i + 15011925280201029711703252 j + 9315982892450516729370011 k]
BICP | Distance=486 | [452 + 52 i + 486 j + 11 k] ^ 9 = [5377207679463796431108452 + 15011925280201029711703252 i + 22934795322546774277170486 j + 9315982892450516729370011 k]
BICP | Distance=486 | [486 + 452 i + 52 j + 15 k] ^ 9 = [17108466310252379117538486 + 13689776861601343394772452 i + 17669188446632011556368852 j + 746798752965971825706015 k]
BICP | Distance=486 | [486 + 452 i + 52 j + 57 k] ^ 9 = [12931814604290936692338486 + 4383803514770528130372452 i + 19938922196056787814208852 j + 11385784071793349615482857 k]
BICP | Distance=486 | [452 + 486 i + 52 j + 61 k] ^ 9 = [6487105807397119963668452 + 10815483058773868301250486 i + 9800720959787131642490452 j + 21424271655584682117130861 k]
BICP | Distance=486 | [452 + 52 i + 486 j + 61 k] ^ 9 = [6487105807397119963668452 + 9800720959787131642490452 i + 10815483058773868301250486 j + 21424271655584682117130861 k]
BICP | Distance=486 | [486 + 452 i + 52 j + 65 k] ^ 9 = [12463169528421251561058486 + 2067532907142634440612452 i + 20642916875169593908768852 j + 12917722137487613356076465 k]
BICP | Distance=486 | [486 + 452 i + 55 j + 36 k] ^ 9 = [13932428155794817962138486 + 9956493717928169832372452 i + 19337588445274398435615655 j + 6453028002682063463594436 k]
BICP | Distance=486 | [452 + 486 i + 57 j + 2 k] ^ 9 = [5054480416766096907672452 + 25204586153031784889838486 i + 17879532112077166341772857 j + 7428684336109756395488402 k]
BICP | Distance=486 | [452 + 57 i + 486 j + 2 k] ^ 9 = [5054480416766096907672452 + 17879532112077166341772857 i + 25204586153031784889838486 j + 7428684336109756395488402 k]
BICP | Distance=486 | [452 + 486 i + 57 j + 52 k] ^ 9 = [4383803514770528130372452 + 12931814604290936692338486 i + 11385784071793349615482857 j + 19938922196056787814208852 k]
BICP | Distance=486 | [452 + 57 i + 486 j + 52 k] ^ 9 = [4383803514770528130372452 + 11385784071793349615482857 i + 12931814604290936692338486 j + 19938922196056787814208852 k]
BICP | Distance=486 | [452 + 486 i + 60 j + 23 k] ^ 9 = [3024530138048192610852452 + 20542621716303523963578486 i + 15423518176414163100069660 j + 13736223347651794075186823 k]
BICP | Distance=486 | [452 + 60 i + 486 j + 23 k] ^ 9 = [3024530138048192610852452 + 15423518176414163100069660 i + 20542621716303523963578486 j + 13736223347651794075186823 k]
BICP | Distance=486 | [452 + 486 i + 60 j + 73 k] ^ 9 = [5324348711960436378612452 + 6435895038925767116058486 i + 10792619302088331359349660 j + 23868154699892948950957273 k]
BICP | Distance=486 | [452 + 60 i + 486 j + 73 k] ^ 9 = [5324348711960436378612452 + 10792619302088331359349660 i + 6435895038925767116058486 j + 23868154699892948950957273 k]
BICP | Distance=486 | [452 + 486 i + 61 j + 24 k] ^ 9 = [2744339843384480419452452 + 20316864119622257664378486 i + 15527277919798322424339661 j + 14133681205384692888796824 k]
BICP | Distance=486 | [452 + 61 i + 486 j + 24 k] ^ 9 = [2744339843384480419452452 + 15527277919798322424339661 i + 20316864119622257664378486 j + 14133681205384692888796824 k]
BICP | Distance=486 | [452 + 486 i + 61 j + 30 k] ^ 9 = [2647570066946066737872452 + 18762649189278807839238486 i + 14674796468182938166869661 j + 15586580885145919517540430 k]
BICP | Distance=486 | [452 + 61 i + 486 j + 30 k] ^ 9 = [2647570066946066737872452 + 14674796468182938166869661 i + 18762649189278807839238486 j + 15586580885145919517540430 k]
BICP | Distance=486 | [486 + 452 i + 61 j + 52 k] ^ 9 = [10815483058773868301250486 + 6487105807397119963668452 i + 21424271655584682117130861 j + 9800720959787131642490452 k]
BICP | Distance=486 | [452 + 486 i + 61 j + 74 k] ^ 9 = [5116740440273471509512452 + 6010951123669941782358486 i + 10923036666472162110789661 j + 24046443987562584021037274 k]
BICP | Distance=486 | [452 + 61 i + 486 j + 74 k] ^ 9 = [5116740440273471509512452 + 10923036666472162110789661 i + 6010951123669941782358486 j + 24046443987562584021037274 k]
BICP | Distance=486 | [452 + 486 i + 61 j + 80 k] ^ 9 = [5804154247268797091052452 + 4078262829863049713178486 i + 10844157994991701100019661 j + 24926602332066635740420880 k]
BICP | Distance=486 | [452 + 61 i + 486 j + 80 k] ^ 9 = [5804154247268797091052452 + 10844157994991701100019661 i + 4078262829863049713178486 j + 24926602332066635740420880 k]
BICP | Distance=486 | [452 + 486 i + 64 j + 1 k] ^ 9 = [3598875788409899754252452 + 26180481955563395785578486 i + 20168425338559111823246464 j + 8334800585874757056848401 k]
BICP | Distance=486 | [452 + 64 i + 486 j + 1 k] ^ 9 = [3598875788409899754252452 + 20168425338559111823246464 i + 26180481955563395785578486 j + 8334800585874757056848401 k]
BICP | Distance=486 | [486 + 452 i + 64 j + 23 k] ^ 9 = [13663805374759769526930486 + 13993151230097849062428452 i + 21363167925324823757630464 j + 2779421634063275471398823 k]
BICP | Distance=486 | [452 + 486 i + 64 j + 45 k] ^ 9 = [2047686267792328365852452 + 14571694837726353520578486 i + 13453875973957260885806464 j + 19213052799704994719305245 k]
BICP | Distance=486 | [452 + 64 i + 486 j + 45 k] ^ 9 = [2047686267792328365852452 + 13453875973957260885806464 i + 14571694837726353520578486 j + 19213052799704994719305245 k]
BICP | Distance=486 | [452 + 486 i + 64 j + 51 k] ^ 9 = [2312647676449154682012452 + 12814401425326461321858486 i + 12830382153629329619486464 j + 20363499200453049815638851 k]
BICP | Distance=486 | [452 + 64 i + 486 j + 51 k] ^ 9 = [2312647676449154682012452 + 12830382153629329619486464 i + 12814401425326461321858486 j + 20363499200453049815638851 k]
BICP | Distance=486 | [486 + 452 i + 64 j + 73 k] ^ 9 = [8151885553028052119250486 + 312565991543630464668452 i + 23231675075472560464603264 j + 13130552167175973856479673 k]
BICP | Distance=486 | [452 + 486 i + 65 j + 2 k] ^ 9 = [3246740409171619110552452 + 26054784266749196989278486 i + 20284810357040643273326465 j + 8816980706638835943728402 k]
BICP | Distance=486 | [452 + 65 i + 486 j + 2 k] ^ 9 = [3246740409171619110552452 + 20284810357040643273326465 i + 26054784266749196989278486 j + 8816980706638835943728402 k]
BICP | Distance=486 | [452 + 486 i + 65 j + 52 k] ^ 9 = [2067532907142634440612452 + 12463169528421251561058486 i + 12917722137487613356076465 j + 20642916875169593908768852 k]
BICP | Distance=486 | [452 + 65 i + 486 j + 52 k] ^ 9 = [2067532907142634440612452 + 12917722137487613356076465 i + 12463169528421251561058486 j + 20642916875169593908768852 k]
BICP | Distance=486 | [452 + 486 i + 68 j + 23 k] ^ 9 = [909874770251824692852452 + 20807813121918983004378486 i + 17392242389070076938583268 j + 14981744438910841207666823 k]
BICP | Distance=486 | [452 + 68 i + 486 j + 23 k] ^ 9 = [909874770251824692852452 + 17392242389070076938583268 i + 20807813121918983004378486 j + 14981744438910841207666823 k]
BICP | Distance=486 | [452 + 486 i + 68 j + 73 k] ^ 9 = [2744900073601302039972452 + 5610665310468935142138486 i + 11943025771891818843943268 j + 24122922668994654791917273 k]
BICP | Distance=486 | [452 + 68 i + 486 j + 73 k] ^ 9 = [2744900073601302039972452 + 11943025771891818843943268 i + 5610665310468935142138486 j + 24122922668994654791917273 k]
BICP | Distance=486 | [486 + 452 i + 70 j + 39 k] ^ 9 = [9871532204946469790958486 + 11054607102251364858312452 i + 23000564388892605963860470 j + 6791748773523662273251239 k]
BICP | Distance=486 | [452 + 486 i + 73 j + 14 k] ^ 9 = [6159180621801999408452 + 23629414455332394659070486 i + 20238104818032270901622473 j + 13651123982733345276332414 k]
BICP | Distance=486 | [452 + 73 i + 486 j + 14 k] ^ 9 = [6159180621801999408452 + 20238104818032270901622473 i + 23629414455332394659070486 j + 13651123982733345276332414 k]
BICP | Distance=486 | [486 + 452 i + 73 j + 18 k] ^ 9 = [12594507357357595032678486 + 16651032383623076437152452 i + 23936174705356171269967273 j + 1390146050039763429982818 k]
BICP | Distance=486 | [486 + 452 i + 73 j + 60 k] ^ 9 = [6435895038925767116058486 + 5324348711960436378612452 i + 23868154699892948950957273 j + 10792619302088331359349660 k]
BICP | Distance=486 | [452 + 486 i + 73 j + 64 k] ^ 9 = [312565991543630464668452 + 8151885553028052119250486 i + 13130552167175973856479673 j + 23231675075472560464603264 k]
BICP | Distance=486 | [452 + 73 i + 486 j + 64 k] ^ 9 = [312565991543630464668452 + 13130552167175973856479673 i + 8151885553028052119250486 j + 23231675075472560464603264 k]
BICP | Distance=486 | [486 + 452 i + 73 j + 68 k] ^ 9 = [5610665310468935142138486 + 2744900073601302039972452 i + 24122922668994654791917273 j + 11943025771891818843943268 k]
BICP | Distance=486 | [486 + 452 i + 74 j + 61 k] ^ 9 = [6010951123669941782358486 + 5116740440273471509512452 i + 24046443987562584021037274 j + 10923036666472162110789661 k]
BICP | Distance=486 | [486 + 452 i + 76 j + 39 k] ^ 9 = [8247402902356410569778486 + 11921931870945600794052452 i + 24345018539388323878284076 j + 6817058608501547940901239 k]
BICP | Distance=486 | [486 + 452 i + 77 j + 32 k] ^ 9 = [9095031403515608398338486 + 13974134309049504311772452 i + 24708220180569528335094077 j + 5211798362415004843137632 k]
BICP | Distance=486 | [486 + 452 i + 77 j + 40 k] ^ 9 = [7817329119435220185378486 + 11794147413547979231052452 i + 24548917655622568084374077 j + 7050847997831456438611240 k]
BICP | Distance=486 | [452 + 486 i + 77 j + 86 k] ^ 9 = [1004603583044262020928452 + 184853799113723267430486 i + 12525896017462707723074477 j + 25687223518064308398447686 k]
BICP | Distance=486 | [452 + 77 i + 486 j + 86 k] ^ 9 = [1004603583044262020928452 + 12525896017462707723074477 i + 184853799113723267430486 j + 25687223518064308398447686 k]
BICP | Distance=486 | [486 + 452 i + 80 j + 61 k] ^ 9 = [4078262829863049713178486 + 5804154247268797091052452 i + 24926602332066635740420880 j + 10844157994991701100019661 k]
BICP | Distance=486 | [486 + 452 i + 86 j + 27 k] ^ 9 = [7593891457097137750470486 + 16977782077152277259208452 i + 27145877926914063606754886 j + 4334051554395714756453627 k]
BICP | Distance=486 | [486 + 452 i + 86 j + 77 k] ^ 9 = [184853799113723267430486 + 1004603583044262020928452 i + 25687223518064308398447686 j + 12525896017462707723074477 k]
BICP | Distance=486 | [486 + 452 i + 89 j + 48 k] ^ 9 = [2968850045712940325370486 + 11241434201177247578508452 i + 26644517162597403893317289 j + 9005755634627493053572848 k]
BICP | Distance=486 | [486 + 452 i + 95 j + 14 k] ^ 9 = [8079986264808120945078486 + 22584379234934995073952452 i + 30642874375930655875845695 j + 1436239364204229703326014 k]
BICP | Distance=486 | [486 + 452 i + 98 j + 35 k] ^ 9 = [2410119392567557947078486 + 17003868733630359417552452 i + 29345038560492148191272498 j + 7146044190032415249674435 k]
BICP | Distance=486 | [486 + 452 i + 98 j + 43 k] ^ 9 = [883158517090500755478486 + 14393278978967944295952452 i + 28594280604770686262552498 j + 8735027644991746344588043 k]
BICP | Distance=486 | [486 + 452 i + 99 j + 36 k] ^ 9 = [1887369658133227079778486 + 16881728230615578966852452 i + 29457866393174261295752499 j + 7457609955600443912954436 k]
BICP | Distance=486 | [452 + 486 i + 240 j + 423 k] ^ 5 = [81837435702452 + 403200023157486 i + -204726188880240 j + 41683642839423 k]
BICP | Distance=486 | [452 + 240 i + 486 j + 423 k] ^ 5 = [81837435702452 + -204726188880240 i + 403200023157486 j + 41683642839423 k]
BICP | Distance=486 | [486 + 452 i + 320 j + 361 k] ^ 5 = [270864085057486 + 263244841502452 i + -59981000076320 j + 60475799819361 k]
BICP | Distance=486 | [452 + 486 i + 360 j + 423 k] ^ 5 = [240878236206452 + 391142285829486 i + 37131473016360 j + 166776609735423 k]
BICP | Distance=486 | [452 + 360 i + 486 j + 423 k] ^ 5 = [240878236206452 + 37131473016360 i + 391142285829486 j + 166776609735423 k]
BICP | Distance=486 | [452 + 486 i + 361 j + 320 k] ^ 5 = [263244841502452 + 270864085057486 i + 60475799819361 j + -59981000076320 k]
BICP | Distance=486 | [452 + 361 i + 486 j + 320 k] ^ 5 = [263244841502452 + 60475799819361 i + 270864085057486 j + -59981000076320 k]
BICP | Distance=486 | [452 + 486 i + 361 j + 424 k] ^ 5 = [241889211206452 + 392126433329486 i + 39042524891361 j + 169992085360424 k]
BICP | Distance=486 | [452 + 361 i + 486 j + 424 k] ^ 5 = [241889211206452 + 39042524891361 i + 392126433329486 j + 169992085360424 k]
BICP | Distance=486 | [486 + 452 i + 361 j + 452 k] ^ 5 = [366059297269486 + 347289996626452 i + 1686919261361 j + 292049435866452 k]
BICP | Distance=486 | [452 + 361 i + 452 j + 486 k] ^ 5 = [292049435866452 + 1686919261361 i + 347289996626452 j + 366059297269486 k]
BICP | Distance=486 | [452 + 486 i + 418 j + 423 k] ^ 5 = [289331544956452 + 397207599579486 i + 200311757833418 j + 192693746610423 k]
BICP | Distance=486 | [452 + 418 i + 486 j + 423 k] ^ 5 = [289331544956452 + 200311757833418 i + 397207599579486 j + 192693746610423 k]
BICP | Distance=486 | [452 + 486 i + 418 j + 423 k] ^ 9 = [175978652459635246227912452 + 293427054778315318411158486 i + 94884908869760048607666418 j + 60685661980387564259220423 k]
BICP | Distance=486 | [452 + 418 i + 486 j + 423 k] ^ 9 = [175978652459635246227912452 + 94884908869760048607666418 i + 293427054778315318411158486 j + 60685661980387564259220423 k]
BICP | Distance=486 | [486 + 452 i + 423 j + 240 k] ^ 5 = [403200023157486 + 81837435702452 i + 41683642839423 j + -204726188880240 k]
BICP | Distance=486 | [486 + 452 i + 423 j + 360 k] ^ 5 = [391142285829486 + 240878236206452 i + 166776609735423 j + 37131473016360 k]
BICP | Distance=486 | [486 + 452 i + 423 j + 418 k] ^ 5 = [397207599579486 + 289331544956452 i + 192693746610423 j + 200311757833418 k]
BICP | Distance=486 | [486 + 452 i + 423 j + 418 k] ^ 9 = [293427054778315318411158486 + 175978652459635246227912452 i + 60685661980387564259220423 j + 94884908869760048607666418 k]
BICP | Distance=486 | [486 + 452 i + 424 j + 361 k] ^ 5 = [392126433329486 + 241889211206452 i + 169992085360424 j + 39042524891361 k]
BICP | Distance=486 | [452 + 486 i + 452 j + 361 k] ^ 5 = [347289996626452 + 366059297269486 i + 292049435866452 j + 1686919261361 k]
BICP | Distance=486 | [452 + 452 i + 486 j + 361 k] ^ 5 = [347289996626452 + 292049435866452 i + 366059297269486 j + 1686919261361 k]
BICP | Distance=486 | [452 + 452 i + 361 j + 486 k] ^ 5 = [292049435866452 + 347289996626452 i + 1686919261361 j + 366059297269486 k]
BICP | Distance=486 | [486 + 452 i + 452 j + 457 k] ^ 5 = [421164023329486 + 298759678706452 i + 298759678706452 j + 324526224983457 k]
BICP | Distance=486 | [486 + 452 i + 452 j + 457 k] ^ 9 = [352478916463917897536658486 + 194155981824037683509412452 i + 194155981824037683509412452 j + 237185925984670215567966457 k]
BICP | Distance=486 | [452 + 486 i + 457 j + 452 k] ^ 5 = [298759678706452 + 421164023329486 i + 324526224983457 j + 298759678706452 k]
BICP | Distance=486 | [452 + 457 i + 486 j + 452 k] ^ 5 = [298759678706452 + 324526224983457 i + 421164023329486 j + 298759678706452 k]
BICP | Distance=486 | [452 + 486 i + 457 j + 452 k] ^ 9 = [194155981824037683509412452 + 352478916463917897536658486 i + 237185925984670215567966457 j + 194155981824037683509412452 k]
BICP | Distance=486 | [452 + 457 i + 486 j + 452 k] ^ 9 = [194155981824037683509412452 + 237185925984670215567966457 i + 352478916463917897536658486 j + 194155981824037683509412452 k]
BICP | Distance=486 | [486 + 455 i + 6 j + 18 k] ^ 9 = [22612322752145054320662486 + 11321777794908070096590455 i + 3659791265281485282897846 j + 5447440188952070217282018 k]
BICP | Distance=486 | [455 + 486 i + 18 j + 6 k] ^ 9 = [11321777794908070096590455 + 22612322752145054320662486 i + 5447440188952070217282018 j + 3659791265281485282897846 k]
BICP | Distance=486 | [455 + 18 i + 486 j + 6 k] ^ 9 = [11321777794908070096590455 + 5447440188952070217282018 i + 22612322752145054320662486 j + 3659791265281485282897846 k]
BICP | Distance=486 | [457 + 2 i + 2 j + 486 k] ^ 5 = [372845115833457 + 6804202 i + 6804202 j + 372845132479486 k]
BICP | Distance=486 | [457 + 2 i + 2 j + 486 k] ^ 9 = [294832421224291444327026457 + 7450930568402 i + 7450930568402 j + 294832421224296668777598486 k]
BICP | Distance=486 | [457 + 8 i + 8 j + 486 k] ^ 5 = [372845140367457 + 11591848 i + 11591848 j + 372845107945486 k]
BICP | Distance=486 | [457 + 23 i + 23 j + 486 k] ^ 9 = [294832421226246705874881457 + 712977114001823 i + 712977114001823 j + 294832421222341407229743486 k]
BICP | Distance=486 | [457 + 48 i + 48 j + 486 k] ^ 5 = [372840079983457 + 526296048 i + 526296048 j + 372850168329486 k]
BICP | Distance=486 | [457 + 52 i + 52 j + 486 k] ^ 5 = [372837951383457 + 1537104452 i + 1537104452 j + 372852296929486 k]
BICP | Distance=486 | [457 + 98 i + 98 j + 486 k] ^ 5 = [372742803833457 + 113312196298 i + 113312196298 j + 372947444479486 k]
BICP | Distance=486 | [457 + 98 i + 98 j + 486 k] ^ 9 = [294832193180014975139826457 + 57927014028217832498 i + 57927014028217832498 j + 294832649268573137964798486 k]
BICP | Distance=486 | [457 + 173 i + 173 j + 486 k] ^ 9 = [294807355044667067054841457 + 26768089309363664343173 i + 26768089309363664343173 j + 294857487403921046049783486 k]
BICP | Distance=486 | [457 + 202 i + 202 j + 486 k] ^ 5 = [370933656233457 + 5104611205202 i + 5104611205202 j + 374756592079486 k]
BICP | Distance=486 | [457 + 202 i + 202 j + 486 k] ^ 9 = [294744229902557616320466457 + 117238218320489266410202 i + 117238218320489266410202 j + 294920612546030496784158486 k]
BICP | Distance=486 | [457 + 298 i + 298 j + 486 k] ^ 5 = [363740496233457 + 36711983797298 i + 36711983797298 j + 381949752079486 k]
BICP | Distance=486 | [457 + 298 i + 298 j + 486 k] ^ 9 = [292800480483968424944466457 + 4343418273326366475594298 i + 4343418273326366475594298 j + 296864361964619688160158486 k]
BICP | Distance=486 | [457 + 327 i + 327 j + 486 k] ^ 9 = [290544840290644868303841457 + 10174501407563883200661327 i + 10174501407563883200661327 j + 299120002157943244800783486 k]
BICP | Distance=486 | [457 + 423 i + 423 j + 486 k] ^ 9 = [260964180568216461239841457 + 106318983113682298849845423 i + 106318983113682298849845423 j + 328700661880371651864783486 k]
BICP | Distance=486 | [457 + 452 i + 452 j + 486 k] ^ 5 = [324526224983457 + 298759678706452 i + 298759678706452 j + 421164023329486 k]
BICP | Distance=486 | [457 + 452 i + 452 j + 486 k] ^ 9 = [237185925984670215567966457 + 194155981824037683509412452 i + 194155981824037683509412452 j + 352478916463917897536658486 k]
BICP | Distance=486 | [464 + 486 i + 14 j + 39 k] ^ 9 = [16162276351254196201548464 + 19727757632167002383742486 i + 2800841806996205624070014 j + 14870848337273330723032839 k]
BICP | Distance=486 | [464 + 14 i + 486 j + 39 k] ^ 9 = [16162276351254196201548464 + 2800841806996205624070014 i + 19727757632167002383742486 j + 14870848337273330723032839 k]
BICP | Distance=486 | [464 + 486 i + 27 j + 48 k] ^ 9 = [14645399325165034700304464 + 16812413680123915106202486 i + 6832191005899099573964427 j + 18241406001083089232880048 k]
BICP | Distance=486 | [464 + 27 i + 486 j + 48 k] ^ 9 = [14645399325165034700304464 + 6832191005899099573964427 i + 16812413680123915106202486 j + 18241406001083089232880048 k]
BICP | Distance=486 | [486 + 464 i + 39 j + 14 k] ^ 9 = [19727757632167002383742486 + 16162276351254196201548464 i + 14870848337273330723032839 j + 2800841806996205624070014 k]
BICP | Distance=486 | [486 + 464 i + 48 j + 27 k] ^ 9 = [16812413680123915106202486 + 14645399325165034700304464 i + 18241406001083089232880048 j + 6832191005899099573964427 k]
BICP | Distance=486 | [474 + 486 i + 5 j + 74 k] ^ 9 = [27480845284733363004786474 + 13918028507100377769798486 i + 2331062840710529273465525 j + 29615415203024684406190874 k]
BICP | Distance=486 | [474 + 5 i + 486 j + 74 k] ^ 9 = [27480845284733363004786474 + 2331062840710529273465525 i + 13918028507100377769798486 j + 29615415203024684406190874 k]
BICP | Distance=486 | [474 + 486 i + 6 j + 7 k] ^ 9 = [18983621536701238203330474 + 23777318546064765386982486 i + 2137330165174393946133366 j + 3065538214949026573377847 k]
BICP | Distance=486 | [474 + 6 i + 486 j + 7 k] ^ 9 = [18983621536701238203330474 + 2137330165174393946133366 i + 23777318546064765386982486 j + 3065538214949026573377847 k]
BICP | Distance=486 | [486 + 474 i + 7 j + 6 k] ^ 9 = [23777318546064765386982486 + 18983621536701238203330474 i + 3065538214949026573377847 j + 2137330165174393946133366 k]
BICP | Distance=486 | [486 + 474 i + 74 j + 5 k] ^ 9 = [13918028507100377769798486 + 27480845284733363004786474 i + 29615415203024684406190874 j + 2331062840710529273465525 k]
BICP | Distance=486 | [486 + 480 i + 2 j + 11 k] ^ 9 = [24253397454837104070318486 + 21289297146701446457484480 i + 1095176847846591794768402 j + 4637771780256311602759211 k]
BICP | Distance=486 | [486 + 480 i + 2 j + 61 k] ^ 9 = [29750060465391761714718486 + 14171834987685598975764480 i + 4062315964406387279648402 j + 25662207744295892042349661 k]
BICP | Distance=486 | [480 + 486 i + 11 j + 2 k] ^ 9 = [21289297146701446457484480 + 24253397454837104070318486 i + 4637771780256311602759211 j + 1095176847846591794768402 k]
BICP | Distance=486 | [480 + 11 i + 486 j + 2 k] ^ 9 = [21289297146701446457484480 + 4637771780256311602759211 i + 24253397454837104070318486 j + 1095176847846591794768402 k]
BICP | Distance=486 | [480 + 486 i + 11 j + 52 k] ^ 9 = [24255306129393950937144480 + 17673821414113872032298486 i + 4640950012842480416209211 j + 21671224610285894908168852 k]
BICP | Distance=486 | [480 + 11 i + 486 j + 52 k] ^ 9 = [24255306129393950937144480 + 4640950012842480416209211 i + 17673821414113872032298486 j + 21671224610285894908168852 k]
BICP | Distance=486 | [480 + 486 i + 14 j + 23 k] ^ 9 = [21103263321101153280924480 + 22398885558953363541438486 i + 5471969733782566781766014 j + 9929861367426373643656823 k]
BICP | Distance=486 | [480 + 14 i + 486 j + 23 k] ^ 9 = [21103263321101153280924480 + 5471969733782566781766014 i + 22398885558953363541438486 j + 9929861367426373643656823 k]
BICP | Distance=486 | [480 + 486 i + 14 j + 73 k] ^ 9 = [27011653805831051522724480 + 11679944357126952295038486 i + 7389901140589818005766014 j + 29586506018333628584407273 k]
BICP | Distance=486 | [480 + 14 i + 486 j + 73 k] ^ 9 = [27011653805831051522724480 + 7389901140589818005766014 i + 11679944357126952295038486 j + 29586506018333628584407273 k]
BICP | Distance=486 | [486 + 480 i + 23 j + 14 k] ^ 9 = [22398885558953363541438486 + 21103263321101153280924480 i + 9929861367426373643656823 j + 5471969733782566781766014 k]
BICP | Distance=486 | [486 + 480 i + 23 j + 64 k] ^ 9 = [24414424394433538666698486 + 10276679752254302689824480 i + 12399467124647901807826823 j + 24430405122736406964326464 k]
BICP | Distance=486 | [486 + 480 i + 27 j + 36 k] ^ 9 = [21533396092263957160818486 + 17327836377221858637864480 i + 11966245785980709630123627 j + 14053995939151202662274436 k]
BICP | Distance=486 | [486 + 480 i + 27 j + 86 k] ^ 9 = [25744296734077193518518486 + 2022150711826772733084480 i + 16798724577313036388193627 j + 30982703282763695970034886 k]
BICP | Distance=486 | [480 + 486 i + 36 j + 27 k] ^ 9 = [17327836377221858637864480 + 21533396092263957160818486 i + 14053995939151202662274436 j + 11966245785980709630123627 k]
BICP | Distance=486 | [480 + 36 i + 486 j + 27 k] ^ 9 = [17327836377221858637864480 + 14053995939151202662274436 i + 21533396092263957160818486 j + 11966245785980709630123627 k]
BICP | Distance=486 | [480 + 486 i + 36 j + 77 k] ^ 9 = [20179993606063902907224480 + 6891240091183171920738486 i + 15134980638493444336034436 j + 28624850070204553814694077 k]
BICP | Distance=486 | [480 + 36 i + 486 j + 77 k] ^ 9 = [20179993606063902907224480 + 15134980638493444336034436 i + 6891240091183171920738486 j + 28624850070204553814694077 k]
BICP | Distance=486 | [480 + 486 i + 39 j + 48 k] ^ 9 = [16793034589695915749184480 + 16177902355302935186178486 i + 14747558061448072557301239 j + 19473915820638008923152048 k]
BICP | Distance=486 | [480 + 39 i + 486 j + 48 k] ^ 9 = [16793034589695915749184480 + 14747558061448072557301239 i + 16177902355302935186178486 j + 19473915820638008923152048 k]
BICP | Distance=486 | [486 + 480 i + 48 j + 39 k] ^ 9 = [16177902355302935186178486 + 16793034589695915749184480 i + 19473915820638008923152048 j + 14747558061448072557301239 k]
BICP | Distance=486 | [486 + 480 i + 52 j + 11 k] ^ 9 = [17673821414113872032298486 + 24255306129393950937144480 i + 21671224610285894908168852 j + 4640950012842480416209211 k]
BICP | Distance=486 | [486 + 480 i + 52 j + 61 k] ^ 9 = [14539123437145964350938486 + 9670707608667610181064480 i + 21060048970667822650408852 j + 21305018602274615737779661 k]
BICP | Distance=486 | [480 + 486 i + 61 j + 2 k] ^ 9 = [14171834987685598975764480 + 29750060465391761714718486 i + 25662207744295892042349661 j + 4062315964406387279648402 k]
BICP | Distance=486 | [480 + 61 i + 486 j + 2 k] ^ 9 = [14171834987685598975764480 + 25662207744295892042349661 i + 29750060465391761714718486 j + 4062315964406387279648402 k]
BICP | Distance=486 | [480 + 486 i + 61 j + 52 k] ^ 9 = [9670707608667610181064480 + 14539123437145964350938486 i + 21305018602274615737779661 j + 21060048970667822650408852 k]
BICP | Distance=486 | [480 + 61 i + 486 j + 52 k] ^ 9 = [9670707608667610181064480 + 21305018602274615737779661 i + 14539123437145964350938486 j + 21060048970667822650408852 k]
BICP | Distance=486 | [480 + 486 i + 64 j + 23 k] ^ 9 = [10276679752254302689824480 + 24414424394433538666698486 i + 24430405122736406964326464 j + 12399467124647901807826823 k]
BICP | Distance=486 | [480 + 64 i + 486 j + 23 k] ^ 9 = [10276679752254302689824480 + 24430405122736406964326464 i + 24414424394433538666698486 j + 12399467124647901807826823 k]
BICP | Distance=486 | [480 + 486 i + 64 j + 73 k] ^ 9 = [8855650852307077503264480 + 6295603295208259766538486 i + 21729967516475354639846464 j + 26021017384219743856717273 k]
BICP | Distance=486 | [480 + 64 i + 486 j + 73 k] ^ 9 = [8855650852307077503264480 + 21729967516475354639846464 i + 6295603295208259766538486 j + 26021017384219743856717273 k]
BICP | Distance=486 | [486 + 480 i + 73 j + 14 k] ^ 9 = [11679944357126952295038486 + 27011653805831051522724480 i + 29586506018333628584407273 j + 7389901140589818005766014 k]
BICP | Distance=486 | [486 + 480 i + 73 j + 64 k] ^ 9 = [6295603295208259766538486 + 8855650852307077503264480 i + 26021017384219743856717273 j + 21729967516475354639846464 k]
BICP | Distance=486 | [486 + 480 i + 77 j + 36 k] ^ 9 = [6891240091183171920738486 + 20179993606063902907224480 i + 28624850070204553814694077 j + 15134980638493444336034436 k]
BICP | Distance=486 | [480 + 486 i + 86 j + 27 k] ^ 9 = [2022150711826772733084480 + 25744296734077193518518486 i + 30982703282763695970034886 j + 16798724577313036388193627 k]
BICP | Distance=486 | [480 + 86 i + 486 j + 27 k] ^ 9 = [2022150711826772733084480 + 30982703282763695970034886 i + 25744296734077193518518486 j + 16798724577313036388193627 k]
BICP | Distance=486 | [486 + 481 i + 1 j + 39 k] ^ 9 = [26583067390176850432905486 + 19046330803813389866127481 i + 1629878611537472178627481 j + 16684824402836147897172639 k]
BICP | Distance=486 | [481 + 486 i + 39 j + 1 k] ^ 9 = [19046330803813389866127481 + 26583067390176850432905486 i + 16684824402836147897172639 j + 1629878611537472178627481 k]
BICP | Distance=486 | [481 + 39 i + 486 j + 1 k] ^ 9 = [19046330803813389866127481 + 16684824402836147897172639 i + 26583067390176850432905486 j + 1629878611537472178627481 k]
BICP | Distance=486 | [486 + 0 i + 3 j + 486 k] ^ 5 = [433770443379486 + -6694498504080 i + 6694498504323 j + 433770443379486 k]
BICP | Distance=486 | [486 + 0 i + 3 j + 486 k] ^ 9 = [387094885373231535896838486 + -10755367984941838780678560 i + 10755367984941838780698243 j + 387094885373231535896838486 k]
BICP | Distance=486 | [486 + 0 i + 7 j + 486 k] ^ 5 = [433586783007486 + -15619173811920 i + 15619173828727 j + 433586783007486 k]
BICP | Distance=486 | [486 + 0 i + 23 j + 486 k] ^ 5 = [431383465071486 + -51267990448080 i + 51267996884423 j + 431383465071486 k]
BICP | Distance=486 | [486 + 0 i + 27 j + 486 k] ^ 5 = [430465746411486 + -60158653531920 i + 60158667880827 j + 430465746411486 k]
BICP | Distance=486 | [486 + 0 i + 73 j + 486 k] ^ 5 = [409411871631486 + -161064882028080 i + 161066955099673 j + 409411871631486 k]
BICP | Distance=486 | [486 + 0 i + 77 j + 486 k] ^ 5 = [406673295651486 + -169672109911920 i + 169674816696077 j + 406673295651486 k]
BICP | Distance=486 | [486 + 0 i + 173 j + 486 k] ^ 5 = [298564928451486 + -361597647988080 i + 361752611880173 j + 298564928451486 k]
BICP | Distance=486 | [486 + 3 i + 0 j + 486 k] ^ 5 = [433770443379486 + 6694498504323 i + -6694498504080 j + 433770443379486 k]
BICP | Distance=486 | [486 + 3 i + 0 j + 486 k] ^ 9 = [387094885373231535896838486 + 10755367984941838780698243 i + -10755367984941838780678560 j + 387094885373231535896838486 k]
BICP | Distance=486 | [486 + 5 i + 8 j + 486 k] ^ 5 = [433770443379486 + -6694498318555 i + 6694498689848 j + 433770443379486 k]
BICP | Distance=486 | [486 + 5 i + 8 j + 486 k] ^ 9 = [387094885373231535896838486 + -10755367984941833478438715 i + 10755367984941844082938088 j + 387094885373231535896838486 k]
BICP | Distance=486 | [486 + 5 i + 48 j + 486 k] ^ 5 = [425330114427486 + -95580586414555 i + 95581004610048 j + 425330114427486 k]
BICP | Distance=486 | [486 + 5 i + 52 j + 486 k] ^ 5 = [423680670279486 + -104391837062395 i + 104392438754452 j + 423680670279486 k]
BICP | Distance=486 | [486 + 5 i + 52 j + 486 k] ^ 9 = [354900403378258836081678486 + -164851239590465696410204795 i + 164851239596817158365588852 j + 354900403378258836081678486 k]
BICP | Distance=486 | [486 + 5 i + 98 j + 486 k] ^ 5 = [394280361747486 + -203731371499555 i + 203742964240298 j + 394280361747486 k]
BICP | Distance=486 | [486 + 5 i + 202 j + 486 k] ^ 5 = [259274330379486 + -403455971687395 i + 403836031305202 j + 259274330379486 k]
BICP | Distance=486 | [486 + 5 i + 298 j + 486 k] ^ 5 = [57532410027486 + -534820210339555 i + 537374164761298 j + 57532410027486 k]
BICP | Distance=486 | [486 + 7 i + 0 j + 486 k] ^ 5 = [433586783007486 + 15619173828727 i + -15619173811920 j + 433586783007486 k]
BICP | Distance=486 | [486 + 8 i + 5 j + 486 k] ^ 5 = [433770443379486 + 6694498689848 i + -6694498318555 j + 433770443379486 k]
BICP | Distance=486 | [486 + 8 i + 5 j + 486 k] ^ 9 = [387094885373231535896838486 + 10755367984941844082938088 i + -10755367984941833478438715 j + 387094885373231535896838486 k]
BICP | Distance=486 | [486 + 20 i + 27 j + 486 k] ^ 5 = [433586783007486 + -15619059147820 i + 15619288492827 j + 433586783007486 k]
BICP | Distance=486 | [486 + 20 i + 77 j + 486 k] ^ 5 = [418919147487486 + -126319065207820 i + 126327652548077 j + 418919147487486 k]
BICP | Distance=486 | [486 + 20 i + 327 j + 486 k] ^ 5 = [22638708387486 + -547247466507820 i + 552278386074327 j + 22638708387486 k]
BICP | Distance=486 | [486 + 23 i + 0 j + 486 k] ^ 5 = [431383465071486 + 51267996884423 i + -51267990448080 j + 431383465071486 k]
BICP | Distance=486 | [486 + 27 i + 0 j + 486 k] ^ 5 = [430465746411486 + 60158667880827 i + -60158653531920 j + 430465746411486 k]
BICP | Distance=486 | [486 + 27 i + 20 j + 486 k] ^ 5 = [433586783007486 + 15619288492827 i + -15619059147820 j + 433586783007486 k]
BICP | Distance=486 | [486 + 30 i + 73 j + 486 k] ^ 5 = [425330114427486 + -95574999141930 i + 95586591882673 j + 425330114427486 k]
BICP | Distance=486 | [486 + 30 i + 173 j + 486 k] ^ 5 = [340933244967486 + -305154321561930 i + 305499052443173 j + 340933244967486 k]
BICP | Distance=486 | [486 + 48 i + 5 j + 486 k] ^ 5 = [425330114427486 + 95581004610048 i + -95580586414555 j + 425330114427486 k]
BICP | Distance=486 | [486 + 52 i + 5 j + 486 k] ^ 5 = [423680670279486 + 104392438754452 i + -104391837062395 j + 423680670279486 k]
BICP | Distance=486 | [486 + 52 i + 5 j + 486 k] ^ 9 = [354900403378258836081678486 + 164851239596817158365588852 i + -164851239590465696410204795 j + 354900403378258836081678486 k]
BICP | Distance=486 | [486 + 70 i + 77 j + 486 k] ^ 5 = [433586783007486 + -15584853077570 i + 15653494563077 j + 433586783007486 k]
BICP | Distance=486 | [486 + 70 i + 327 j + 486 k] ^ 5 = [141138664407486 + -488949397877570 i + 498811114839327 j + 141138664407486 k]
BICP | Distance=486 | [486 + 73 i + 0 j + 486 k] ^ 5 = [409411871631486 + 161066955099673 i + -161064882028080 j + 409411871631486 k]
BICP | Distance=486 | [486 + 73 i + 30 j + 486 k] ^ 5 = [425330114427486 + 95586591882673 i + -95574999141930 j + 425330114427486 k]
BICP | Distance=486 | [486 + 77 i + 0 j + 486 k] ^ 5 = [406673295651486 + 169674816696077 i + -169672109911920 j + 406673295651486 k]
BICP | Distance=486 | [486 + 77 i + 20 j + 486 k] ^ 5 = [418919147487486 + 126327652548077 i + -126319065207820 j + 418919147487486 k]
BICP | Distance=486 | [486 + 77 i + 70 j + 486 k] ^ 5 = [433586783007486 + 15653494563077 i + -15584853077570 j + 433586783007486 k]
BICP | Distance=486 | [486 + 80 i + 173 j + 486 k] ^ 5 = [394280361747486 + -203218878131680 i + 204255457608173 j + 394280361747486 k]
BICP | Distance=486 | [486 + 98 i + 5 j + 486 k] ^ 5 = [394280361747486 + 203742964240298 i + -203731371499555 j + 394280361747486 k]
BICP | Distance=486 | [486 + 173 i + 0 j + 486 k] ^ 5 = [298564928451486 + 361752611880173 i + -361597647988080 j + 298564928451486 k]
BICP | Distance=486 | [486 + 173 i + 30 j + 486 k] ^ 5 = [340933244967486 + 305499052443173 i + -305154321561930 j + 340933244967486 k]
BICP | Distance=486 | [486 + 173 i + 80 j + 486 k] ^ 5 = [394280361747486 + 204255457608173 i + -203218878131680 j + 394280361747486 k]
BICP | Distance=486 | [486 + 180 i + 423 j + 486 k] ^ 5 = [171152299107486 + -435043496871180 i + 514767034314423 j + 171152299107486 k]
BICP | Distance=486 | [486 + 202 i + 5 j + 486 k] ^ 5 = [259274330379486 + 403836031305202 i + -403455971687395 j + 259274330379486 k]
BICP | Distance=486 | [486 + 298 i + 5 j + 486 k] ^ 5 = [57532410027486 + 537374164761298 i + -534820210339555 j + 57532410027486 k]
BICP | Distance=486 | [486 + 327 i + 20 j + 486 k] ^ 5 = [22638708387486 + 552278386074327 i + -547247466507820 j + 22638708387486 k]
BICP | Distance=486 | [486 + 327 i + 70 j + 486 k] ^ 5 = [141138664407486 + 498811114839327 i + -488949397877570 j + 141138664407486 k]
BICP | Distance=486 | [486 + 486 i + 389 j + 486 k] ^ 5 = [390824057079486 + 468606942819486 i + 44301992727389 j + 390824057079486 k]
BICP | Distance=486 | [486 + 486 i + 389 j + 486 k] ^ 5 = [390824057079486 + 468606942819486 i + 44301992727389 j + 390824057079486 k]
BICP | Distance=486 | [486 + 389 i + 486 j + 486 k] ^ 5 = [390824057079486 + 44301992727389 i + 468606942819486 j + 390824057079486 k]
BICP | Distance=486 | [486 + 389 i + 486 j + 486 k] ^ 5 = [390824057079486 + 44301992727389 i + 468606942819486 j + 390824057079486 k]
BICP | Distance=486 | [486 + 423 i + 180 j + 486 k] ^ 5 = [171152299107486 + 514767034314423 i + -435043496871180 j + 171152299107486 k]
BICP | Distance=486 | [486 + 486 i + 486 j + 389 k] ^ 5 = [468606942819486 + 390824057079486 i + 390824057079486 j + 44301992727389 k]
BICP | Distance=486 | [486 + 486 i + 486 j + 389 k] ^ 5 = [468606942819486 + 390824057079486 i + 390824057079486 j + 44301992727389 k]
BICP | Distance=486 | [486 + 486 i + 486 j + 389 k] ^ 5 = [468606942819486 + 390824057079486 i + 390824057079486 j + 44301992727389 k]
BICP | Distance=486 | [486 + 486 i + 389 j + 486 k] ^ 5 = [390824057079486 + 468606942819486 i + 44301992727389 j + 390824057079486 k]