BICP | Distance=494 | [494 + 0 i + 1 j + 4 k] ^ 5 = [29437546697494 + -9644895520 i + 297882544521 j + 1191198285044 k]
BICP | Distance=494 | [494 + 0 i + 2 j + 3 k] ^ 5 = [29425490627494 + -14466750480 i + 595647949642 j + 893281575603 k]
BICP | Distance=494 | [0 + 494 i + 2 j + 3 k] ^ 9 = [-3101059481205753905760 + 1750741307693270860110494 i + 63783141659468495916242 j + 95769928259840851820163 k]
BICP | Distance=494 | [0 + 2 i + 494 j + 3 k] ^ 9 = [-3101059481205753905760 + 63783141659468495916242 i + 1750741307693270860110494 j + 95769928259840851820163 k]
BICP | Distance=494 | [0 + 2 i + 21 j + 494 k] ^ 5 = [101080521360 + 589060957642 i + 6229914087621 j + 28883505443494 k]
BICP | Distance=494 | [0 + 2 i + 29 j + 494 k] ^ 5 = [139358170640 + 583209253642 i + 8574921851629 j + 28402580635494 k]
BICP | Distance=494 | [494 + 0 i + 2 j + 47 k] ^ 5 = [32089596071494 + -228688941520 i + 627909321642 j + 14247303113647 k]
BICP | Distance=494 | [494 + 0 i + 2 j + 53 k] ^ 5 = [32820319883494 + -258511642480 i + 636724677642 j + 16143869514853 k]
BICP | Distance=494 | [0 + 2 i + 71 j + 494 k] ^ 5 = [335294813360 + 521959561642 i + 20267824776871 j + 23400590551494 k]
BICP | Distance=494 | [0 + 2 i + 79 j + 494 k] ^ 5 = [371201262640 + 504524449642 i + 22321250540879 j + 21987456127494 k]
BICP | Distance=494 | [494 + 0 i + 2 j + 97 k] ^ 5 = [40975656215494 + -485775433520 i + 734168793642 j + 31116442052897 k]
BICP | Distance=494 | [494 + 0 i + 2 j + 103 k] ^ 5 = [42481563839494 + -518265734480 i + 751979505642 j + 33345268204103 k]
BICP | Distance=494 | [0 + 2 i + 121 j + 494 k] ^ 5 = [548464705360 + 383285065642 i + 31729127716121 j + 12294695959494 k]
BICP | Distance=494 | [0 + 2 i + 129 j + 494 k] ^ 5 = [579628754640 + 354626545642 i + 33205389480129 j + 10038271919494 k]
BICP | Distance=494 | [494 + 0 i + 2 j + 147 k] ^ 5 = [56617191059494 + -771612725520 i + 916586365642 j + 51587942742147 k]
BICP | Distance=494 | [494 + 0 i + 2 j + 353 k] ^ 5 = [217980804119494 + -2571374194480 i + 2575325145642 j + 217925185400353 k]
BICP | Distance=494 | [494 + 0 i + 2 j + 397 k] ^ 5 = [280765185779494 + -3150761185520 i + 3151645725642 j + 280756634938397 k]
BICP | Distance=494 | [0 + 494 i + 3 j + 2 k] ^ 5 = [-14466750480 + 29425490627494 i + 893281575603 j + 595647949642 k]
BICP | Distance=494 | [0 + 3 i + 494 j + 2 k] ^ 5 = [-14466750480 + 893281575603 i + 29425490627494 j + 595647949642 k]
BICP | Distance=494 | [494 + 0 i + 3 j + 2 k] ^ 9 = [1750741307693270860110494 + -3101059481205753905760 i + 95769928259840851820163 j + 63783141659468495916242 k]
BICP | Distance=494 | [0 + 494 i + 3 j + 64 k] ^ 9 = [-87806834614352627205120 + 756412603297777440066494 i + 52656254828683473758643 j + 1732787649611898668736064 k]
BICP | Distance=494 | [0 + 3 i + 494 j + 64 k] ^ 9 = [-87806834614352627205120 + 52656254828683473758643 i + 756412603297777440066494 j + 1732787649611898668736064 k]
BICP | Distance=494 | [0 + 494 i + 3 j + 436 k] ^ 9 = [458527244905757114493120 + 22821347624043709727922494 i + 842386520436161504774643 j + 5201474664892920381660436 k]
BICP | Distance=494 | [0 + 3 i + 494 j + 436 k] ^ 9 = [458527244905757114493120 + 842386520436161504774643 i + 22821347624043709727922494 j + 5201474664892920381660436 k]
BICP | Distance=494 | [0 + 494 i + 4 j + 1 k] ^ 5 = [-9644895520 + 29437546697494 i + 1191198285044 j + 297882544521 k]
BICP | Distance=494 | [0 + 4 i + 494 j + 1 k] ^ 5 = [-9644895520 + 1191198285044 i + 29437546697494 j + 297882544521 k]
BICP | Distance=494 | [0 + 494 i + 4 j + 25 k] ^ 9 = [-50790921005556425428800 + 1595857678469293005234494 i + 118656376134417345078244 j + 780436050692538153944425 k]
BICP | Distance=494 | [0 + 4 i + 494 j + 25 k] ^ 9 = [-50790921005556425428800 + 118656376134417345078244 i + 1595857678469293005234494 j + 780436050692538153944425 k]
BICP | Distance=494 | [0 + 494 i + 4 j + 75 k] ^ 9 = [-130694545467855268286400 + 415904085477839231754494 i + 50031733475460446598244 j + 1900538420860386391333275 k]
BICP | Distance=494 | [0 + 4 i + 494 j + 75 k] ^ 9 = [-130694545467855268286400 + 50031733475460446598244 i + 415904085477839231754494 j + 1900538420860386391333275 k]
BICP | Distance=494 | [494 + 0 i + 4 j + 77 k] ^ 9 = [3410528963585838098706494 + -186868466742006668498880 i + 219754982692727901277924 j + 3030528619856539587046877 k]
BICP | Distance=494 | [0 + 6 i + 17 j + 494 k] ^ 5 = [245602197360 + 1773388346046 i + 5045586699217 j + 29028027119494 k]
BICP | Distance=494 | [494 + 0 i + 6 j + 19 k] ^ 5 = [29811395523494 + -275228681520 i + 1801940558046 j + 5669320023619 k]
BICP | Distance=494 | [494 + 0 i + 6 j + 31 k] ^ 5 = [30536357319494 + -450159930480 i + 1828318946046 j + 9295351785631 k]
BICP | Distance=494 | [0 + 6 i + 33 j + 494 k] ^ 5 = [475192214640 + 1738281962046 i + 9729994560033 j + 28066746591494 k]
BICP | Distance=494 | [0 + 6 i + 67 j + 494 k] ^ 5 = [951280209360 + 1589508230046 i + 19200276108467 j + 24016575947494 k]
BICP | Distance=494 | [494 + 0 i + 6 j + 69 k] ^ 5 = [35169080427494 + -1017512093520 i + 1995883670046 j + 21330922282869 k]
BICP | Distance=494 | [494 + 0 i + 6 j + 81 k] ^ 5 = [37388425815494 + -1203113742480 i + 2075558834046 j + 25398050644881 k]
BICP | Distance=494 | [0 + 6 i + 83 j + 494 k] ^ 5 = [1166643026640 + 1484909078046 i + 23301635169283 j + 21192014363494 k]
BICP | Distance=494 | [494 + 0 i + 6 j + 119 k] ^ 5 = [46935452031494 + -1821150305520 i + 2414108282046 j + 39538662492119 k]
BICP | Distance=494 | [494 + 0 i + 6 j + 131 k] ^ 5 = [50782561011494 + -2028092754480 i + 2548700222046 j + 44496984054131 k]
BICP | Distance=494 | [494 + 0 i + 6 j + 369 k] ^ 5 = [239244010551494 + -8315763365520 i + 8323053842046 j + 239214195288369 k]
BICP | Distance=494 | [494 + 0 i + 6 j + 381 k] ^ 5 = [256342837491494 + -8789465814480 i + 8794329662046 j + 256324931850381 k]
BICP | Distance=494 | [0 + 494 i + 8 j + 17 k] ^ 5 = [-327603964480 + 29148159521494 i + 2366467793128 j + 5058027860217 k]
BICP | Distance=494 | [0 + 8 i + 494 j + 17 k] ^ 5 = [-327603964480 + 2366467793128 i + 29148159521494 j + 5058027860217 k]
BICP | Distance=494 | [0 + 494 i + 8 j + 33 k] ^ 5 = [-633850451520 + 28185693393494 i + 2319652881128 j + 9754118649033 k]
BICP | Distance=494 | [0 + 8 i + 494 j + 33 k] ^ 5 = [-633850451520 + 2319652881128 i + 28185693393494 j + 9754118649033 k]
BICP | Distance=494 | [0 + 494 i + 8 j + 67 k] ^ 5 = [-1268903180480 + 24130483949494 i + 2121260705128 j + 19249027519467 k]
BICP | Distance=494 | [0 + 8 i + 494 j + 67 k] ^ 5 = [-1268903180480 + 2121260705128 i + 24130483949494 j + 19249027519467 k]
BICP | Distance=494 | [0 + 494 i + 8 j + 83 k] ^ 5 = [-1556180067520 + 21302365565494 i + 1981775969128 j + 23361829508283 k]
BICP | Distance=494 | [0 + 8 i + 494 j + 83 k] ^ 5 = [-1556180067520 + 1981775969128 i + 21302365565494 j + 23361829508283 k]
BICP | Distance=494 | [0 + 494 i + 9 j + 46 k] ^ 9 = [-201610170803270271313440 + 1238837200615413599070494 i + 219812943715841056950729 j + 1364087264378419168551646 k]
BICP | Distance=494 | [0 + 9 i + 494 j + 46 k] ^ 9 = [-201610170803270271313440 + 219812943715841056950729 i + 1238837200615413599070494 j + 1364087264378419168551646 k]
BICP | Distance=494 | [494 + 0 i + 9 j + 94 k] ^ 9 = [4294412480480990492742494 + -551045092953875835425760 i + 603878620738780721406249 j + 4037037592473222340546894 k]
BICP | Distance=494 | [0 + 17 i + 6 j + 494 k] ^ 5 = [245602197360 + 5045586699217 i + 1773388346046 j + 29028027119494 k]
BICP | Distance=494 | [494 + 0 i + 17 j + 8 k] ^ 5 = [29148159521494 + -327603964480 i + 5058027860217 j + 2366467793128 k]
BICP | Distance=494 | [0 + 494 i + 19 j + 6 k] ^ 5 = [-275228681520 + 29811395523494 i + 5669320023619 j + 1801940558046 k]
BICP | Distance=494 | [0 + 19 i + 494 j + 6 k] ^ 5 = [-275228681520 + 5669320023619 i + 29811395523494 j + 1801940558046 k]
BICP | Distance=494 | [0 + 21 i + 2 j + 494 k] ^ 5 = [101080521360 + 6229914087621 i + 589060957642 j + 28883505443494 k]
BICP | Distance=494 | [494 + 0 i + 25 j + 4 k] ^ 9 = [1595857678469293005234494 + -50790921005556425428800 i + 780436050692538153944425 j + 118656376134417345078244 k]
BICP | Distance=494 | [0 + 29 i + 2 j + 494 k] ^ 5 = [139358170640 + 8574921851629 i + 583209253642 j + 28402580635494 k]
BICP | Distance=494 | [0 + 494 i + 31 j + 6 k] ^ 5 = [-450159930480 + 30536357319494 i + 9295351785631 j + 1828318946046 k]
BICP | Distance=494 | [0 + 31 i + 494 j + 6 k] ^ 5 = [-450159930480 + 9295351785631 i + 30536357319494 j + 1828318946046 k]
BICP | Distance=494 | [0 + 33 i + 6 j + 494 k] ^ 5 = [475192214640 + 9729994560033 i + 1738281962046 j + 28066746591494 k]
BICP | Distance=494 | [494 + 0 i + 33 j + 8 k] ^ 5 = [28185693393494 + -633850451520 i + 9754118649033 j + 2319652881128 k]
BICP | Distance=494 | [494 + 0 i + 46 j + 9 k] ^ 9 = [1238837200615413599070494 + -201610170803270271313440 i + 1364087264378419168551646 j + 219812943715841056950729 k]
BICP | Distance=494 | [0 + 494 i + 47 j + 2 k] ^ 5 = [-228688941520 + 32089596071494 i + 14247303113647 j + 627909321642 k]
BICP | Distance=494 | [0 + 47 i + 494 j + 2 k] ^ 5 = [-228688941520 + 14247303113647 i + 32089596071494 j + 627909321642 k]
BICP | Distance=494 | [0 + 494 i + 53 j + 2 k] ^ 5 = [-258511642480 + 32820319883494 i + 16143869514853 j + 636724677642 k]
BICP | Distance=494 | [0 + 53 i + 494 j + 2 k] ^ 5 = [-258511642480 + 16143869514853 i + 32820319883494 j + 636724677642 k]
BICP | Distance=494 | [494 + 0 i + 64 j + 3 k] ^ 9 = [756412603297777440066494 + -87806834614352627205120 i + 1732787649611898668736064 j + 52656254828683473758643 k]
BICP | Distance=494 | [0 + 67 i + 6 j + 494 k] ^ 5 = [951280209360 + 19200276108467 i + 1589508230046 j + 24016575947494 k]
BICP | Distance=494 | [494 + 0 i + 67 j + 8 k] ^ 5 = [24130483949494 + -1268903180480 i + 19249027519467 j + 2121260705128 k]
BICP | Distance=494 | [0 + 494 i + 69 j + 6 k] ^ 5 = [-1017512093520 + 35169080427494 i + 21330922282869 j + 1995883670046 k]
BICP | Distance=494 | [0 + 69 i + 494 j + 6 k] ^ 5 = [-1017512093520 + 21330922282869 i + 35169080427494 j + 1995883670046 k]
BICP | Distance=494 | [0 + 71 i + 2 j + 494 k] ^ 5 = [335294813360 + 20267824776871 i + 521959561642 j + 23400590551494 k]
BICP | Distance=494 | [494 + 0 i + 75 j + 4 k] ^ 9 = [415904085477839231754494 + -130694545467855268286400 i + 1900538420860386391333275 j + 50031733475460446598244 k]
BICP | Distance=494 | [0 + 494 i + 77 j + 4 k] ^ 9 = [-186868466742006668498880 + 3410528963585838098706494 i + 3030528619856539587046877 j + 219754982692727901277924 k]
BICP | Distance=494 | [0 + 77 i + 494 j + 4 k] ^ 9 = [-186868466742006668498880 + 3030528619856539587046877 i + 3410528963585838098706494 j + 219754982692727901277924 k]
BICP | Distance=494 | [0 + 79 i + 2 j + 494 k] ^ 5 = [371201262640 + 22321250540879 i + 504524449642 j + 21987456127494 k]
BICP | Distance=494 | [0 + 494 i + 81 j + 6 k] ^ 5 = [-1203113742480 + 37388425815494 i + 25398050644881 j + 2075558834046 k]
BICP | Distance=494 | [0 + 81 i + 494 j + 6 k] ^ 5 = [-1203113742480 + 25398050644881 i + 37388425815494 j + 2075558834046 k]
BICP | Distance=494 | [0 + 83 i + 6 j + 494 k] ^ 5 = [1166643026640 + 23301635169283 i + 1484909078046 j + 21192014363494 k]
BICP | Distance=494 | [494 + 0 i + 83 j + 8 k] ^ 5 = [21302365565494 + -1556180067520 i + 23361829508283 j + 1981775969128 k]
BICP | Distance=494 | [0 + 494 i + 94 j + 9 k] ^ 9 = [-551045092953875835425760 + 4294412480480990492742494 i + 4037037592473222340546894 j + 603878620738780721406249 k]
BICP | Distance=494 | [0 + 94 i + 494 j + 9 k] ^ 9 = [-551045092953875835425760 + 4037037592473222340546894 i + 4294412480480990492742494 j + 603878620738780721406249 k]
BICP | Distance=494 | [0 + 494 i + 97 j + 2 k] ^ 5 = [-485775433520 + 40975656215494 i + 31116442052897 j + 734168793642 k]
BICP | Distance=494 | [0 + 97 i + 494 j + 2 k] ^ 5 = [-485775433520 + 31116442052897 i + 40975656215494 j + 734168793642 k]
BICP | Distance=494 | [0 + 494 i + 103 j + 2 k] ^ 5 = [-518265734480 + 42481563839494 i + 33345268204103 j + 751979505642 k]
BICP | Distance=494 | [0 + 103 i + 494 j + 2 k] ^ 5 = [-518265734480 + 33345268204103 i + 42481563839494 j + 751979505642 k]
BICP | Distance=494 | [0 + 494 i + 119 j + 6 k] ^ 5 = [-1821150305520 + 46935452031494 i + 39538662492119 j + 2414108282046 k]
BICP | Distance=494 | [0 + 119 i + 494 j + 6 k] ^ 5 = [-1821150305520 + 39538662492119 i + 46935452031494 j + 2414108282046 k]
BICP | Distance=494 | [0 + 121 i + 2 j + 494 k] ^ 5 = [548464705360 + 31729127716121 i + 383285065642 j + 12294695959494 k]
BICP | Distance=494 | [0 + 129 i + 2 j + 494 k] ^ 5 = [579628754640 + 33205389480129 i + 354626545642 j + 10038271919494 k]
BICP | Distance=494 | [0 + 494 i + 131 j + 6 k] ^ 5 = [-2028092754480 + 50782561011494 i + 44496984054131 j + 2548700222046 k]
BICP | Distance=494 | [0 + 131 i + 494 j + 6 k] ^ 5 = [-2028092754480 + 44496984054131 i + 50782561011494 j + 2548700222046 k]
BICP | Distance=494 | [0 + 494 i + 147 j + 2 k] ^ 5 = [-771612725520 + 56617191059494 i + 51587942742147 j + 916586365642 k]
BICP | Distance=494 | [0 + 147 i + 494 j + 2 k] ^ 5 = [-771612725520 + 51587942742147 i + 56617191059494 j + 916586365642 k]
BICP | Distance=494 | [0 + 494 i + 353 j + 2 k] ^ 5 = [-2571374194480 + 217980804119494 i + 217925185400353 j + 2575325145642 k]
BICP | Distance=494 | [0 + 353 i + 494 j + 2 k] ^ 5 = [-2571374194480 + 217925185400353 i + 217980804119494 j + 2575325145642 k]
BICP | Distance=494 | [0 + 494 i + 369 j + 6 k] ^ 5 = [-8315763365520 + 239244010551494 i + 239214195288369 j + 8323053842046 k]
BICP | Distance=494 | [0 + 369 i + 494 j + 6 k] ^ 5 = [-8315763365520 + 239214195288369 i + 239244010551494 j + 8323053842046 k]
BICP | Distance=494 | [0 + 494 i + 381 j + 6 k] ^ 5 = [-8789465814480 + 256342837491494 i + 256324931850381 j + 8794329662046 k]
BICP | Distance=494 | [0 + 381 i + 494 j + 6 k] ^ 5 = [-8789465814480 + 256324931850381 i + 256342837491494 j + 8794329662046 k]
BICP | Distance=494 | [0 + 494 i + 397 j + 2 k] ^ 5 = [-3150761185520 + 280765185779494 i + 280756634938397 j + 3151645725642 k]
BICP | Distance=494 | [0 + 397 i + 494 j + 2 k] ^ 5 = [-3150761185520 + 280756634938397 i + 280765185779494 j + 3151645725642 k]
BICP | Distance=494 | [494 + 0 i + 436 j + 3 k] ^ 9 = [22821347624043709727922494 + 458527244905757114493120 i + 5201474664892920381660436 j + 842386520436161504774643 k]
BICP | Distance=494 | [494 + 1 i + 0 j + 4 k] ^ 5 = [29437546697494 + 297882544521 i + -9644895520 j + 1191198285044 k]
BICP | Distance=494 | [1 + 2 i + 2 j + 494 k] ^ 5 = [307355823881 + 590650388842 i + 590650388842 j + 29411083235494 k]
BICP | Distance=494 | [494 + 1 i + 2 j + 4 k] ^ 5 = [29432840835494 + 278563941601 i + 586091381642 j + 1195904147044 k]
BICP | Distance=494 | [494 + 1 i + 2 j + 10 k] ^ 5 = [29534299599494 + 250228376521 i + 572846477642 j + 2984580803410 k]
BICP | Distance=494 | [494 + 1 i + 2 j + 60 k] ^ 5 = [33786881995494 + 30567399521 i + 501551485642 j + 18396794497660 k]
BICP | Distance=494 | [1 + 3 i + 3 j + 494 k] ^ 9 = [36505224546395609435881 + 94088913104602405130283 i + 94088913104602405130283 j + 1747708149445090521423494 k]
BICP | Distance=494 | [1 + 494 i + 4 j + 0 k] ^ 5 = [297882544521 + 29437546697494 i + 1191198285044 j + -9644895520 k]
BICP | Distance=494 | [1 + 4 i + 494 j + 0 k] ^ 5 = [297882544521 + 1191198285044 i + 29437546697494 j + -9644895520 k]
BICP | Distance=494 | [1 + 494 i + 4 j + 2 k] ^ 5 = [278563941601 + 29432840835494 i + 1195904147044 j + 586091381642 k]
BICP | Distance=494 | [1 + 4 i + 494 j + 2 k] ^ 5 = [278563941601 + 1195904147044 i + 29432840835494 j + 586091381642 k]
BICP | Distance=494 | [1 + 4 i + 30 j + 494 k] ^ 5 = [579315280481 + 1092553688004 i + 8854342556630 j + 28320352139494 k]
BICP | Distance=494 | [1 + 4 i + 80 j + 494 k] ^ 5 = [1002274923481 + 816557022004 i + 22557646840880 j + 21793176741494 k]
BICP | Distance=494 | [1 + 4 i + 130 j + 494 k] ^ 5 = [1342230016481 + 410087356004 i + 33363891925130 j + 9744442643494 k]
BICP | Distance=494 | [1 + 8 i + 26 j + 494 k] ^ 5 = [792345460481 + 2278915828408 i + 7667980416226 j + 28533382319494 k]
BICP | Distance=494 | [1 + 8 i + 76 j + 494 k] ^ 5 = [1686063963481 + 1865260862408 i + 21508943000476 j + 22476965781494 k]
BICP | Distance=494 | [1 + 9 i + 67 j + 494 k] ^ 9 = [287661604896679085669161 + 115413140534567072391489 i + 1760794439545591400485867 j + 656689046366563583013494 k]
BICP | Distance=494 | [1 + 494 i + 10 j + 2 k] ^ 5 = [250228376521 + 29534299599494 i + 2984580803410 j + 572846477642 k]
BICP | Distance=494 | [1 + 10 i + 494 j + 2 k] ^ 5 = [250228376521 + 2984580803410 i + 29534299599494 j + 572846477642 k]
BICP | Distance=494 | [1 + 494 i + 19 j + 467 k] ^ 9 = [2191967793219143752390201 + 27113938542954983139279494 i + 7493018001512775708790219 j + 14968071167360139487905467 k]
BICP | Distance=494 | [1 + 19 i + 494 j + 467 k] ^ 9 = [2191967793219143752390201 + 7493018001512775708790219 i + 27113938542954983139279494 j + 14968071167360139487905467 k]
BICP | Distance=494 | [1 + 20 i + 46 j + 494 k] ^ 5 = [2474746464481 + 5517368361620 i + 13279157230246 j + 26424920955494 k]
BICP | Distance=494 | [1 + 20 i + 96 j + 494 k] ^ 5 = [4674817291481 + 4374202495620 i + 26115292314496 j + 18120634373494 k]
BICP | Distance=494 | [1 + 24 i + 42 j + 494 k] ^ 5 = [2687776644481 + 6703730502024 i + 12092795089842 j + 26637951135494 k]
BICP | Distance=494 | [1 + 24 i + 92 j + 494 k] ^ 5 = [5358606331481 + 5422906336024 i + 25066588474092 j + 18804423413494 k]
BICP | Distance=494 | [1 + 26 i + 8 j + 494 k] ^ 5 = [792345460481 + 7667980416226 i + 2278915828408 j + 28533382319494 k]
BICP | Distance=494 | [1 + 26 i + 58 j + 494 k] ^ 5 = [3844074873481 + 6924250000226 i + 16449953862658 j + 24634976691494 k]
BICP | Distance=494 | [1 + 26 i + 158 j + 494 k] ^ 5 = [8977851049481 + 2693993268226 i + 36723156731158 j + 358875335494 k]
BICP | Distance=494 | [1 + 30 i + 4 j + 494 k] ^ 5 = [579315280481 + 8854342556630 i + 1092553688004 j + 28320352139494 k]
BICP | Distance=494 | [1 + 30 i + 54 j + 494 k] ^ 5 = [4114871553481 + 8101799040630 i + 15272404822254 j + 24905773371494 k]
BICP | Distance=494 | [1 + 42 i + 24 j + 494 k] ^ 5 = [2687776644481 + 12092795089842 i + 6703730502024 j + 26637951135494 k]
BICP | Distance=494 | [1 + 42 i + 74 j + 494 k] ^ 5 = [7516617241481 + 10481895473842 i + 20007599336274 j + 20962434323494 k]
BICP | Distance=494 | [1 + 46 i + 20 j + 494 k] ^ 5 = [2474746464481 + 13279157230246 i + 5517368361620 j + 26424920955494 k]
BICP | Distance=494 | [1 + 46 i + 70 j + 494 k] ^ 5 = [7787413921481 + 11659444514246 i + 18830050295870 j + 21233231003494 k]
BICP | Distance=494 | [1 + 46 i + 120 j + 494 k] ^ 5 = [12587386828481 + 8407802298246 i + 29630903930120 j + 10563572351494 k]
BICP | Distance=494 | [1 + 54 i + 30 j + 494 k] ^ 5 = [4114871553481 + 15272404822254 i + 8101799040630 j + 24905773371494 k]
BICP | Distance=494 | [1 + 54 i + 80 j + 494 k] ^ 5 = [10248727396481 + 13006095206254 i + 20767884074880 j + 18650940023494 k]
BICP | Distance=494 | [1 + 54 i + 130 j + 494 k] ^ 5 = [15707213689481 + 8838030090254 i + 30579119909130 j + 7088237975494 k]
BICP | Distance=494 | [1 + 58 i + 26 j + 494 k] ^ 5 = [3844074873481 + 16449953862658 i + 6924250000226 j + 24634976691494 k]
BICP | Distance=494 | [1 + 58 i + 76 j + 494 k] ^ 5 = [10461757576481 + 14192457346658 i + 19581521934476 j + 18863970203494 k]
BICP | Distance=494 | [1 + 494 i + 60 j + 2 k] ^ 5 = [30567399521 + 33786881995494 i + 18396794497660 j + 501551485642 k]
BICP | Distance=494 | [1 + 60 i + 494 j + 2 k] ^ 5 = [30567399521 + 18396794497660 i + 33786881995494 j + 501551485642 k]
BICP | Distance=494 | [1 + 67 i + 9 j + 494 k] ^ 9 = [287661604896679085669161 + 1760794439545591400485867 i + 115413140534567072391489 j + 656689046366563583013494 k]
BICP | Distance=494 | [1 + 70 i + 46 j + 494 k] ^ 5 = [7787413921481 + 18830050295870 i + 11659444514246 j + 21233231003494 k]
BICP | Distance=494 | [1 + 70 i + 96 j + 494 k] ^ 5 = [15461740948481 + 15138458679870 i + 22900247548496 j + 13437926471494 k]
BICP | Distance=494 | [1 + 74 i + 42 j + 494 k] ^ 5 = [7516617241481 + 20007599336274 i + 10481895473842 j + 20962434323494 k]
BICP | Distance=494 | [1 + 74 i + 92 j + 494 k] ^ 5 = [15674771128481 + 16324820820274 i + 21713885408092 j + 13650956651494 k]
BICP | Distance=494 | [1 + 76 i + 8 j + 494 k] ^ 5 = [1686063963481 + 21508943000476 i + 1865260862408 j + 22476965781494 k]
BICP | Distance=494 | [1 + 76 i + 58 j + 494 k] ^ 5 = [10461757576481 + 19581521934476 i + 14192457346658 j + 18863970203494 k]
BICP | Distance=494 | [1 + 80 i + 4 j + 494 k] ^ 5 = [1002274923481 + 22557646840880 i + 816557022004 j + 21793176741494 k]
BICP | Distance=494 | [1 + 80 i + 54 j + 494 k] ^ 5 = [10248727396481 + 20767884074880 i + 13006095206254 j + 18650940023494 k]
BICP | Distance=494 | [1 + 92 i + 24 j + 494 k] ^ 5 = [5358606331481 + 25066588474092 i + 5422906336024 j + 18804423413494 k]
BICP | Distance=494 | [1 + 92 i + 74 j + 494 k] ^ 5 = [15674771128481 + 21713885408092 i + 16324820820274 j + 13650956651494 k]
BICP | Distance=494 | [1 + 96 i + 20 j + 494 k] ^ 5 = [4674817291481 + 26115292314496 i + 4374202495620 j + 18120634373494 k]
BICP | Distance=494 | [1 + 96 i + 70 j + 494 k] ^ 5 = [15461740948481 + 22900247548496 i + 15138458679870 j + 13437926471494 k]
BICP | Distance=494 | [1 + 96 i + 120 j + 494 k] ^ 5 = [25218335055481 + 16302240782496 i + 23472846564120 j + 3802309869494 k]
BICP | Distance=494 | [1 + 120 i + 46 j + 494 k] ^ 5 = [12587386828481 + 29630903930120 i + 8407802298246 j + 10563572351494 k]
BICP | Distance=494 | [1 + 120 i + 96 j + 494 k] ^ 5 = [25218335055481 + 23472846564120 i + 16302240782496 j + 3802309869494 k]
BICP | Distance=494 | [1 + 130 i + 4 j + 494 k] ^ 5 = [1342230016481 + 33363891925130 i + 410087356004 j + 9744442643494 k]
BICP | Distance=494 | [1 + 130 i + 54 j + 494 k] ^ 5 = [15707213689481 + 30579119909130 i + 8838030090254 j + 7088237975494 k]
BICP | Distance=494 | [1 + 158 i + 26 j + 494 k] ^ 5 = [8977851049481 + 36723156731158 i + 2693993268226 j + 358875335494 k]
BICP | Distance=494 | [494 + 1 i + 467 j + 19 k] ^ 9 = [27113938542954983139279494 + 2191967793219143752390201 i + 14968071167360139487905467 j + 7493018001512775708790219 k]
BICP | Distance=494 | [494 + 2 i + 0 j + 3 k] ^ 5 = [29425490627494 + 595647949642 i + -14466750480 j + 893281575603 k]
BICP | Distance=494 | [2 + 0 i + 3 j + 494 k] ^ 9 = [63783141659468495916242 + -3101059481205753905760 i + 95769928259840851820163 j + 1750741307693270860110494 k]
BICP | Distance=494 | [2 + 494 i + 0 j + 21 k] ^ 5 = [589060957642 + 28883505443494 i + 101080521360 j + 6229914087621 k]
BICP | Distance=494 | [2 + 0 i + 494 j + 21 k] ^ 5 = [589060957642 + 101080521360 i + 28883505443494 j + 6229914087621 k]
BICP | Distance=494 | [2 + 494 i + 0 j + 29 k] ^ 5 = [583209253642 + 28402580635494 i + 139358170640 j + 8574921851629 k]
BICP | Distance=494 | [2 + 0 i + 494 j + 29 k] ^ 5 = [583209253642 + 139358170640 i + 28402580635494 j + 8574921851629 k]
BICP | Distance=494 | [494 + 2 i + 0 j + 47 k] ^ 5 = [32089596071494 + 627909321642 i + -228688941520 j + 14247303113647 k]
BICP | Distance=494 | [494 + 2 i + 0 j + 53 k] ^ 5 = [32820319883494 + 636724677642 i + -258511642480 j + 16143869514853 k]
BICP | Distance=494 | [2 + 494 i + 0 j + 71 k] ^ 5 = [521959561642 + 23400590551494 i + 335294813360 j + 20267824776871 k]
BICP | Distance=494 | [2 + 0 i + 494 j + 71 k] ^ 5 = [521959561642 + 335294813360 i + 23400590551494 j + 20267824776871 k]
BICP | Distance=494 | [2 + 494 i + 0 j + 79 k] ^ 5 = [504524449642 + 21987456127494 i + 371201262640 j + 22321250540879 k]
BICP | Distance=494 | [2 + 0 i + 494 j + 79 k] ^ 5 = [504524449642 + 371201262640 i + 21987456127494 j + 22321250540879 k]
BICP | Distance=494 | [494 + 2 i + 0 j + 97 k] ^ 5 = [40975656215494 + 734168793642 i + -485775433520 j + 31116442052897 k]
BICP | Distance=494 | [494 + 2 i + 0 j + 103 k] ^ 5 = [42481563839494 + 751979505642 i + -518265734480 j + 33345268204103 k]
BICP | Distance=494 | [2 + 494 i + 0 j + 121 k] ^ 5 = [383285065642 + 12294695959494 i + 548464705360 j + 31729127716121 k]
BICP | Distance=494 | [2 + 0 i + 494 j + 121 k] ^ 5 = [383285065642 + 548464705360 i + 12294695959494 j + 31729127716121 k]
BICP | Distance=494 | [2 + 494 i + 0 j + 129 k] ^ 5 = [354626545642 + 10038271919494 i + 579628754640 j + 33205389480129 k]
BICP | Distance=494 | [2 + 0 i + 494 j + 129 k] ^ 5 = [354626545642 + 579628754640 i + 10038271919494 j + 33205389480129 k]
BICP | Distance=494 | [494 + 2 i + 0 j + 147 k] ^ 5 = [56617191059494 + 916586365642 i + -771612725520 j + 51587942742147 k]
BICP | Distance=494 | [494 + 2 i + 0 j + 353 k] ^ 5 = [217980804119494 + 2575325145642 i + -2571374194480 j + 217925185400353 k]
BICP | Distance=494 | [494 + 2 i + 0 j + 397 k] ^ 5 = [280765185779494 + 3151645725642 i + -3150761185520 j + 280756634938397 k]
BICP | Distance=494 | [2 + 494 i + 1 j + 2 k] ^ 5 = [590650388842 + 29411083235494 i + 307355823881 j + 590650388842 k]
BICP | Distance=494 | [2 + 1 i + 494 j + 2 k] ^ 5 = [590650388842 + 307355823881 i + 29411083235494 j + 590650388842 k]
BICP | Distance=494 | [494 + 2 i + 1 j + 4 k] ^ 5 = [29432840835494 + 586091381642 i + 278563941601 j + 1195904147044 k]
BICP | Distance=494 | [494 + 2 i + 1 j + 10 k] ^ 5 = [29534299599494 + 572846477642 i + 250228376521 j + 2984580803410 k]
BICP | Distance=494 | [494 + 2 i + 1 j + 60 k] ^ 5 = [33786881995494 + 501551485642 i + 30567399521 j + 18396794497660 k]
BICP | Distance=494 | [494 + 2 i + 2 j + 1 k] ^ 5 = [29411083235494 + 590650388842 i + 590650388842 j + 307355823881 k]
BICP | Distance=494 | [2 + 494 i + 2 j + 7 k] ^ 5 = [561110113642 + 29360807603494 i + 628528601482 j + 2073899403167 k]
BICP | Distance=494 | [2 + 2 i + 494 j + 7 k] ^ 5 = [561110113642 + 628528601482 i + 29360807603494 j + 2073899403167 k]
BICP | Distance=494 | [2 + 2 i + 7 j + 494 k] ^ 5 = [628528601482 + 561110113642 i + 2073899403167 j + 29360807603494 k]
BICP | Distance=494 | [2 + 494 i + 2 j + 17 k] ^ 9 = [44322244296646763473682 + 1678143736421121282702494 i + 79143210845058514967762 j + 534630544108100093504417 k]
BICP | Distance=494 | [2 + 2 i + 494 j + 17 k] ^ 9 = [44322244296646763473682 + 79143210845058514967762 i + 1678143736421121282702494 j + 534630544108100093504417 k]
BICP | Distance=494 | [2 + 2 i + 17 j + 494 k] ^ 9 = [79143210845058514967762 + 44322244296646763473682 i + 534630544108100093504417 j + 1678143736421121282702494 k]
BICP | Distance=494 | [2 + 494 i + 3 j + 0 k] ^ 5 = [595647949642 + 29425490627494 i + 893281575603 j + -14466750480 k]
BICP | Distance=494 | [2 + 3 i + 494 j + 0 k] ^ 5 = [595647949642 + 893281575603 i + 29425490627494 j + -14466750480 k]
BICP | Distance=494 | [2 + 3 i + 0 j + 494 k] ^ 9 = [63783141659468495916242 + 95769928259840851820163 i + -3101059481205753905760 j + 1750741307693270860110494 k]
BICP | Distance=494 | [2 + 494 i + 3 j + 8 k] ^ 5 = [536860933642 + 29349044347494 i + 930446725043 j + 2366730784408 k]
BICP | Distance=494 | [2 + 3 i + 494 j + 8 k] ^ 5 = [536860933642 + 930446725043 i + 29349044347494 j + 2366730784408 k]
BICP | Distance=494 | [494 + 2 i + 3 j + 18 k] ^ 5 = [29796165167494 + 469769557642 i + 813364319883 j + 5386864746618 k]
BICP | Distance=494 | [2 + 494 i + 3 j + 58 k] ^ 5 = [132764449642 + 25402835899494 i + 1095423012043 j + 16783292758658 k]
BICP | Distance=494 | [2 + 3 i + 494 j + 58 k] ^ 5 = [132764449642 + 1095423012043 i + 25402835899494 j + 16783292758658 k]
BICP | Distance=494 | [494 + 2 i + 3 j + 68 k] ^ 5 = [35036131751494 + 162163809642 i + 660947812883 j + 21025770180868 k]
BICP | Distance=494 | [2 + 494 i + 4 j + 1 k] ^ 5 = [586091381642 + 29432840835494 i + 1195904147044 j + 278563941601 k]
BICP | Distance=494 | [2 + 4 i + 494 j + 1 k] ^ 5 = [586091381642 + 1195904147044 i + 29432840835494 j + 278563941601 k]
BICP | Distance=494 | [494 + 2 i + 4 j + 31 k] ^ 5 = [30559508139494 + 309244829642 i + 1068914185924 j + 9318502605631 k]
BICP | Distance=494 | [2 + 494 i + 4 j + 51 k] ^ 5 = [71106417642 + 26320525847494 i + 1358429679044 j + 14848580750851 k]
BICP | Distance=494 | [2 + 4 i + 494 j + 51 k] ^ 5 = [71106417642 + 1358429679044 i + 26320525847494 j + 14848580750851 k]
BICP | Distance=494 | [2 + 5 i + 8 j + 494 k] ^ 9 = [83829225653662484940242 + 150109330498951984562885 i + 248980318239998590288808 j + 1730695223699076871086494 k]
BICP | Distance=494 | [2 + 5 i + 42 j + 494 k] ^ 5 = [1072032990922 + 1223180167005 i + 12295551393842 j + 27281947883494 k]
BICP | Distance=494 | [2 + 5 i + 92 j + 494 k] ^ 5 = [1542554878922 + 752527008005 i + 25465372908092 j + 19383372651494 k]
BICP | Distance=494 | [2 + 6 i + 15 j + 494 k] ^ 9 = [108135344821208477106002 + 171050297393537257974966 i + 466853221500188090415615 j + 1687270753682261758590494 k]
BICP | Distance=494 | [2 + 494 i + 6 j + 17 k] ^ 5 = [346149284842 + 29112696307494 i + 1856180255006 j + 5025212544217 k]
BICP | Distance=494 | [2 + 6 i + 494 j + 17 k] ^ 5 = [346149284842 + 1856180255006 i + 29112696307494 j + 5025212544217 k]
BICP | Distance=494 | [494 + 2 i + 7 j + 2 k] ^ 5 = [29360807603494 + 561110113642 i + 2073899403167 j + 628528601482 k]
BICP | Distance=494 | [2 + 7 i + 2 j + 494 k] ^ 5 = [628528601482 + 2073899403167 i + 561110113642 j + 29360807603494 k]
BICP | Distance=494 | [2 + 494 i + 7 j + 30 k] ^ 5 = [78525897642 + 28396274459494 i + 2183125988447 j + 8843653648630 k]
BICP | Distance=494 | [2 + 7 i + 494 j + 30 k] ^ 5 = [78525897642 + 2183125988447 i + 28396274459494 j + 8843653648630 k]
BICP | Distance=494 | [494 + 2 i + 7 j + 32 k] ^ 3 = [121995494 + 806122 i + 4956137 j + 23496632 k]
BICP | Distance=494 | [494 + 2 i + 7 j + 56 k] ^ 3 = [125127494 + 320842 i + 4858217 j + 41206256 k]
BICP | Distance=494 | [494 + 2 i + 8 j + 3 k] ^ 5 = [29349044347494 + 536860933642 i + 2366730784408 j + 930446725043 k]
BICP | Distance=494 | [2 + 8 i + 5 j + 494 k] ^ 9 = [83829225653662484940242 + 248980318239998590288808 i + 150109330498951984562885 j + 1730695223699076871086494 k]
BICP | Distance=494 | [494 + 2 i + 8 j + 19 k] ^ 5 = [29777110859494 + 232953320842 i + 2310122560408 j + 5703604687619 k]
BICP | Distance=494 | [2 + 8 i + 33 j + 494 k] ^ 5 = [1212236681482 + 2159100024408 i + 9686153822033 j + 28045923107494 k]
BICP | Distance=494 | [2 + 8 i + 45 j + 494 k] ^ 5 = [1425616170922 + 2047669536408 i + 13120040763245 j + 26928364703494 k]
BICP | Distance=494 | [2 + 8 i + 83 j + 494 k] ^ 5 = [2049667869482 + 1590943508408 i + 23251888651283 j + 21184795119494 k]
BICP | Distance=494 | [2 + 8 i + 95 j + 494 k] ^ 5 = [2227581238922 + 1415031452408 i + 26127877352495 j + 18698346291494 k]
BICP | Distance=494 | [2 + 494 i + 10 j + 1 k] ^ 5 = [572846477642 + 29534299599494 i + 2984580803410 j + 250228376521 k]
BICP | Distance=494 | [2 + 10 i + 494 j + 1 k] ^ 5 = [572846477642 + 2984580803410 i + 29534299599494 j + 250228376521 k]
BICP | Distance=494 | [2 + 15 i + 6 j + 494 k] ^ 9 = [108135344821208477106002 + 466853221500188090415615 i + 171050297393537257974966 j + 1687270753682261758590494 k]
BICP | Distance=494 | [494 + 2 i + 17 j + 2 k] ^ 9 = [1678143736421121282702494 + 44322244296646763473682 i + 534630544108100093504417 j + 79143210845058514967762 k]
BICP | Distance=494 | [2 + 17 i + 2 j + 494 k] ^ 9 = [79143210845058514967762 + 534630544108100093504417 i + 44322244296646763473682 j + 1678143736421121282702494 k]
BICP | Distance=494 | [494 + 2 i + 17 j + 6 k] ^ 5 = [29112696307494 + 346149284842 i + 5025212544217 j + 1856180255006 k]
BICP | Distance=494 | [2 + 17 i + 30 j + 494 k] ^ 5 = [1801888062922 + 4795042232217 i + 8723689328630 j + 28011802955494 k]
BICP | Distance=494 | [2 + 17 i + 42 j + 494 k] ^ 5 = [2272667405482 + 4631015816217 i + 12158069613842 j + 26985492383494 k]
BICP | Distance=494 | [2 + 17 i + 80 j + 494 k] ^ 5 = [3687480094922 + 3883521673217 i + 22334378242880 j + 21528297867494 k]
BICP | Distance=494 | [2 + 17 i + 92 j + 494 k] ^ 5 = [4104109317482 + 3576953125217 i + 25237898268092 j + 19130353671494 k]
BICP | Distance=494 | [2 + 17 i + 130 j + 494 k] ^ 5 = [5300440626922 + 2391039264217 i + 33055693957130 j + 9542521079494 k]
BICP | Distance=494 | [2 + 494 i + 18 j + 3 k] ^ 5 = [469769557642 + 29796165167494 i + 5386864746618 j + 813364319883 k]
BICP | Distance=494 | [2 + 18 i + 494 j + 3 k] ^ 5 = [469769557642 + 5386864746618 i + 29796165167494 j + 813364319883 k]
BICP | Distance=494 | [2 + 494 i + 19 j + 8 k] ^ 5 = [232953320842 + 29777110859494 i + 5703604687619 j + 2310122560408 k]
BICP | Distance=494 | [2 + 19 i + 494 j + 8 k] ^ 5 = [232953320842 + 5703604687619 i + 29777110859494 j + 2310122560408 k]
BICP | Distance=494 | [2 + 20 i + 33 j + 494 k] ^ 5 = [2155471242922 + 5619531601620 i + 9548178698033 j + 27658219775494 k]
BICP | Distance=494 | [2 + 20 i + 83 j + 494 k] ^ 5 = [4372506454922 + 4546026117620 i + 22996882687283 j + 20843271507494 k]
BICP | Distance=494 | [494 + 2 i + 21 j + 0 k] ^ 5 = [28883505443494 + 589060957642 i + 6229914087621 j + 101080521360 k]
BICP | Distance=494 | [494 + 2 i + 29 j + 0 k] ^ 5 = [28402580635494 + 583209253642 i + 8574921851629 j + 139358170640 k]
BICP | Distance=494 | [494 + 2 i + 30 j + 7 k] ^ 5 = [28396274459494 + 78525897642 i + 8843653648630 j + 2183125988447 k]
BICP | Distance=494 | [2 + 30 i + 17 j + 494 k] ^ 5 = [1801888062922 + 8723689328630 i + 4795042232217 j + 28011802955494 k]
BICP | Distance=494 | [2 + 30 i + 67 j + 494 k] ^ 5 = [5256581550922 + 7572764344630 i + 18645135571467 j + 23097399323494 k]
BICP | Distance=494 | [2 + 494 i + 31 j + 4 k] ^ 5 = [309244829642 + 30559508139494 i + 9318502605631 j + 1068914185924 k]
BICP | Distance=494 | [2 + 31 i + 494 j + 4 k] ^ 5 = [309244829642 + 9318502605631 i + 30559508139494 j + 1068914185924 k]
BICP | Distance=494 | [2 + 494 i + 32 j + 7 k] ^ 3 = [-806122 + -121995494 i + -23496632 j + -4956137 k]
BICP | Distance=494 | [2 + 32 i + 494 j + 7 k] ^ 3 = [-806122 + -23496632 i + -121995494 j + -4956137 k]
BICP | Distance=494 | [2 + 33 i + 8 j + 494 k] ^ 5 = [1212236681482 + 9686153822033 i + 2159100024408 j + 28045923107494 k]
BICP | Distance=494 | [2 + 33 i + 20 j + 494 k] ^ 5 = [2155471242922 + 9548178698033 i + 5619531601620 j + 27658219775494 k]
BICP | Distance=494 | [2 + 33 i + 58 j + 494 k] ^ 5 = [5061516269482 + 8657889181033 i + 16184942978658 j + 24196643519494 k]
BICP | Distance=494 | [2 + 33 i + 70 j + 494 k] ^ 5 = [5941607910922 + 8235268789033 i + 19307640015870 j + 22412372963494 k]
BICP | Distance=494 | [2 + 33 i + 120 j + 494 k] ^ 5 = [9314113078922 + 5763223230033 i + 30476069130120 j + 11611814451494 k]
BICP | Distance=494 | [2 + 33 i + 158 j + 494 k] ^ 5 = [11451820145482 + 3146377949033 i + 36199315687158 j + 107249243494 k]
BICP | Distance=494 | [2 + 42 i + 5 j + 494 k] ^ 5 = [1072032990922 + 12295551393842 i + 1223180167005 j + 27281947883494 k]
BICP | Distance=494 | [2 + 42 i + 17 j + 494 k] ^ 5 = [2272667405482 + 12158069613842 i + 4631015816217 j + 26985492383494 k]
BICP | Distance=494 | [2 + 42 i + 55 j + 494 k] ^ 5 = [5986436622922 + 11144626409842 i + 15073273506255 j + 23827254395494 k]
BICP | Distance=494 | [2 + 42 i + 67 j + 494 k] ^ 5 = [7115957717482 + 10643898797842 i + 18170952595467 j + 22142202071494 k]
BICP | Distance=494 | [2 + 45 i + 8 j + 494 k] ^ 5 = [1425616170922 + 13120040763245 i + 2047669536408 j + 26928364703494 k]
BICP | Distance=494 | [2 + 45 i + 58 j + 494 k] ^ 5 = [6671462982922 + 11807130854245 i + 15735777950658 j + 23142228035494 k]
BICP | Distance=494 | [2 + 494 i + 47 j + 0 k] ^ 5 = [627909321642 + 32089596071494 i + 14247303113647 j + -228688941520 k]
BICP | Distance=494 | [2 + 47 i + 494 j + 0 k] ^ 5 = [627909321642 + 14247303113647 i + 32089596071494 j + -228688941520 k]
BICP | Distance=494 | [494 + 2 i + 51 j + 4 k] ^ 5 = [26320525847494 + 71106417642 i + 14848580750851 j + 1358429679044 k]
BICP | Distance=494 | [2 + 494 i + 53 j + 0 k] ^ 5 = [636724677642 + 32820319883494 i + 16143869514853 j + -258511642480 k]
BICP | Distance=494 | [2 + 53 i + 494 j + 0 k] ^ 5 = [636724677642 + 16143869514853 i + 32820319883494 j + -258511642480 k]
BICP | Distance=494 | [2 + 55 i + 42 j + 494 k] ^ 5 = [5986436622922 + 15073273506255 i + 11144626409842 j + 23827254395494 k]
BICP | Distance=494 | [2 + 55 i + 92 j + 494 k] ^ 5 = [12055950210922 + 12187180997255 i + 23259552224092 j + 16298030663494 k]
BICP | Distance=494 | [2 + 494 i + 56 j + 7 k] ^ 3 = [-320842 + -125127494 i + -41206256 j + -4858217 k]
BICP | Distance=494 | [2 + 56 i + 494 j + 7 k] ^ 3 = [-320842 + -41206256 i + -125127494 j + -4858217 k]
BICP | Distance=494 | [494 + 2 i + 58 j + 3 k] ^ 5 = [25402835899494 + 132764449642 i + 16783292758658 j + 1095423012043 k]
BICP | Distance=494 | [2 + 58 i + 33 j + 494 k] ^ 5 = [5061516269482 + 16184942978658 i + 8657889181033 j + 24196643519494 k]
BICP | Distance=494 | [2 + 58 i + 45 j + 494 k] ^ 5 = [6671462982922 + 15735777950658 i + 11807130854245 j + 23142228035494 k]
BICP | Distance=494 | [2 + 58 i + 83 j + 494 k] ^ 5 = [11567239157482 + 13526274562658 i + 21053328360283 j + 17690920631494 k]
BICP | Distance=494 | [2 + 58 i + 95 j + 494 k] ^ 5 = [13028139750922 + 12583460566658 i + 23655831793495 j + 15325841123494 k]
BICP | Distance=494 | [2 + 494 i + 60 j + 1 k] ^ 5 = [501551485642 + 33786881995494 i + 18396794497660 j + 30567399521 k]
BICP | Distance=494 | [2 + 60 i + 494 j + 1 k] ^ 5 = [501551485642 + 18396794497660 i + 33786881995494 j + 30567399521 k]
BICP | Distance=494 | [2 + 67 i + 30 j + 494 k] ^ 5 = [5256581550922 + 18645135571467 i + 7572764344630 j + 23097399323494 k]
BICP | Distance=494 | [2 + 67 i + 42 j + 494 k] ^ 5 = [7115957717482 + 18170952595467 i + 10643898797842 j + 22142202071494 k]
BICP | Distance=494 | [2 + 67 i + 80 j + 494 k] ^ 5 = [12785805282922 + 15759043062467 i + 19687690158880 j + 17027885735494 k]
BICP | Distance=494 | [2 + 67 i + 92 j + 494 k] ^ 5 = [14482851329482 + 14713690554467 i + 22240744352092 j + 14775308459494 k]
BICP | Distance=494 | [2 + 67 i + 130 j + 494 k] ^ 5 = [19450857514922 + 10527606203467 i + 28978462773130 j + 5764920447494 k]
BICP | Distance=494 | [2 + 494 i + 68 j + 3 k] ^ 5 = [162163809642 + 35036131751494 i + 21025770180868 j + 660947812883 k]
BICP | Distance=494 | [2 + 68 i + 494 j + 3 k] ^ 5 = [162163809642 + 21025770180868 i + 35036131751494 j + 660947812883 k]
BICP | Distance=494 | [2 + 70 i + 33 j + 494 k] ^ 5 = [5941607910922 + 19307640015870 i + 8235268789033 j + 22412372963494 k]
BICP | Distance=494 | [2 + 70 i + 83 j + 494 k] ^ 5 = [13757994822922 + 16155322631870 i + 20083969728283 j + 16055696195494 k]
BICP | Distance=494 | [494 + 2 i + 71 j + 0 k] ^ 5 = [23400590551494 + 521959561642 i + 20267824776871 j + 335294813360 k]
BICP | Distance=494 | [494 + 2 i + 79 j + 0 k] ^ 5 = [21987456127494 + 504524449642 i + 22321250540879 j + 371201262640 k]
BICP | Distance=494 | [2 + 80 i + 17 j + 494 k] ^ 5 = [3687480094922 + 22334378242880 i + 3883521673217 j + 21528297867494 k]
BICP | Distance=494 | [2 + 80 i + 67 j + 494 k] ^ 5 = [12785805282922 + 19687690158880 i + 15759043062467 j + 17027885735494 k]
BICP | Distance=494 | [2 + 83 i + 8 j + 494 k] ^ 5 = [2049667869482 + 23251888651283 i + 1590943508408 j + 21184795119494 k]
BICP | Distance=494 | [2 + 83 i + 20 j + 494 k] ^ 5 = [4372506454922 + 22996882687283 i + 4546026117620 j + 20843271507494 k]
BICP | Distance=494 | [2 + 83 i + 58 j + 494 k] ^ 5 = [11567239157482 + 21053328360283 i + 13526274562658 j + 17690920631494 k]
BICP | Distance=494 | [2 + 83 i + 70 j + 494 k] ^ 5 = [13757994822922 + 20083969728283 i + 16155322631870 j + 16055696195494 k]
BICP | Distance=494 | [2 + 83 i + 120 j + 494 k] ^ 5 = [22212891690922 + 14248288619283 i + 25320659846120 j + 6141089183494 k]
BICP | Distance=494 | [2 + 92 i + 5 j + 494 k] ^ 5 = [1542554878922 + 25465372908092 i + 752527008005 j + 19383372651494 k]
BICP | Distance=494 | [2 + 92 i + 17 j + 494 k] ^ 5 = [4104109317482 + 25237898268092 i + 3576953125217 j + 19130353671494 k]
BICP | Distance=494 | [2 + 92 i + 55 j + 494 k] ^ 5 = [12055950210922 + 23259552224092 i + 12187180997255 j + 16298030663494 k]
BICP | Distance=494 | [2 + 92 i + 67 j + 494 k] ^ 5 = [14482851329482 + 22240744352092 i + 14713690554467 j + 14775308459494 k]
BICP | Distance=494 | [2 + 95 i + 8 j + 494 k] ^ 5 = [2227581238922 + 26127877352495 i + 1415031452408 j + 18698346291494 k]
BICP | Distance=494 | [2 + 95 i + 58 j + 494 k] ^ 5 = [13028139750922 + 23655831793495 i + 12583460566658 j + 15325841123494 k]
BICP | Distance=494 | [2 + 494 i + 97 j + 0 k] ^ 5 = [734168793642 + 40975656215494 i + 31116442052897 j + -485775433520 k]
BICP | Distance=494 | [2 + 97 i + 494 j + 0 k] ^ 5 = [734168793642 + 31116442052897 i + 40975656215494 j + -485775433520 k]
BICP | Distance=494 | [2 + 494 i + 103 j + 0 k] ^ 5 = [751979505642 + 42481563839494 i + 33345268204103 j + -518265734480 k]
BICP | Distance=494 | [2 + 103 i + 494 j + 0 k] ^ 5 = [751979505642 + 33345268204103 i + 42481563839494 j + -518265734480 k]
BICP | Distance=494 | [2 + 120 i + 33 j + 494 k] ^ 5 = [9314113078922 + 30476069130120 i + 5763223230033 j + 11611814451494 k]
BICP | Distance=494 | [2 + 120 i + 83 j + 494 k] ^ 5 = [22212891690922 + 25320659846120 i + 14248288619283 j + 6141089183494 k]
BICP | Distance=494 | [494 + 2 i + 121 j + 0 k] ^ 5 = [12294695959494 + 383285065642 i + 31729127716121 j + 548464705360 k]
BICP | Distance=494 | [494 + 2 i + 129 j + 0 k] ^ 5 = [10038271919494 + 354626545642 i + 33205389480129 j + 579628754640 k]
BICP | Distance=494 | [2 + 130 i + 17 j + 494 k] ^ 5 = [5300440626922 + 33055693957130 i + 2391039264217 j + 9542521079494 k]
BICP | Distance=494 | [2 + 130 i + 67 j + 494 k] ^ 5 = [19450857514922 + 28978462773130 i + 10527606203467 j + 5764920447494 k]
BICP | Distance=494 | [2 + 494 i + 147 j + 0 k] ^ 5 = [916586365642 + 56617191059494 i + 51587942742147 j + -771612725520 k]
BICP | Distance=494 | [2 + 147 i + 494 j + 0 k] ^ 5 = [916586365642 + 51587942742147 i + 56617191059494 j + -771612725520 k]
BICP | Distance=494 | [2 + 158 i + 33 j + 494 k] ^ 5 = [11451820145482 + 36199315687158 i + 3146377949033 j + 107249243494 k]
BICP | Distance=494 | [2 + 494 i + 353 j + 0 k] ^ 5 = [2575325145642 + 217980804119494 i + 217925185400353 j + -2571374194480 k]
BICP | Distance=494 | [2 + 353 i + 494 j + 0 k] ^ 5 = [2575325145642 + 217925185400353 i + 217980804119494 j + -2571374194480 k]
BICP | Distance=494 | [2 + 494 i + 397 j + 0 k] ^ 5 = [3151645725642 + 280765185779494 i + 280756634938397 j + -3150761185520 k]
BICP | Distance=494 | [2 + 397 i + 494 j + 0 k] ^ 5 = [3151645725642 + 280756634938397 i + 280765185779494 j + -3150761185520 k]
BICP | Distance=494 | [3 + 0 i + 2 j + 494 k] ^ 5 = [893281575603 + -14466750480 i + 595647949642 j + 29425490627494 k]
BICP | Distance=494 | [494 + 3 i + 0 j + 2 k] ^ 9 = [1750741307693270860110494 + 95769928259840851820163 i + -3101059481205753905760 j + 63783141659468495916242 k]
BICP | Distance=494 | [3 + 0 i + 64 j + 494 k] ^ 9 = [52656254828683473758643 + -87806834614352627205120 i + 1732787649611898668736064 j + 756412603297777440066494 k]
BICP | Distance=494 | [3 + 0 i + 436 j + 494 k] ^ 9 = [842386520436161504774643 + 458527244905757114493120 i + 5201474664892920381660436 j + 22821347624043709727922494 k]
BICP | Distance=494 | [3 + 494 i + 1 j + 3 k] ^ 9 = [94088913104602405130283 + 1747708149445090521423494 i + 36505224546395609435881 j + 94088913104602405130283 k]
BICP | Distance=494 | [3 + 1 i + 494 j + 3 k] ^ 9 = [94088913104602405130283 + 36505224546395609435881 i + 1747708149445090521423494 j + 94088913104602405130283 k]
BICP | Distance=494 | [3 + 2 i + 0 j + 494 k] ^ 5 = [893281575603 + 595647949642 i + -14466750480 j + 29425490627494 k]
BICP | Distance=494 | [3 + 494 i + 2 j + 0 k] ^ 9 = [95769928259840851820163 + 1750741307693270860110494 i + 63783141659468495916242 j + -3101059481205753905760 k]
BICP | Distance=494 | [3 + 2 i + 494 j + 0 k] ^ 9 = [95769928259840851820163 + 63783141659468495916242 i + 1750741307693270860110494 j + -3101059481205753905760 k]
BICP | Distance=494 | [3 + 2 i + 8 j + 494 k] ^ 5 = [930446725043 + 536860933642 i + 2366730784408 j + 29349044347494 k]
BICP | Distance=494 | [494 + 3 i + 2 j + 18 k] ^ 5 = [29796165167494 + 813364319883 i + 469769557642 j + 5386864746618 k]
BICP | Distance=494 | [3 + 2 i + 58 j + 494 k] ^ 5 = [1095423012043 + 132764449642 i + 16783292758658 j + 25402835899494 k]
BICP | Distance=494 | [494 + 3 i + 2 j + 68 k] ^ 5 = [35036131751494 + 660947812883 i + 162163809642 j + 21025770180868 k]
BICP | Distance=494 | [494 + 3 i + 3 j + 1 k] ^ 9 = [1747708149445090521423494 + 94088913104602405130283 i + 94088913104602405130283 j + 36505224546395609435881 k]
BICP | Distance=494 | [3 + 494 i + 3 j + 7 k] ^ 9 = [84452154985081363423563 + 1739838262072816701921494 i + 106000727353777553749083 j + 218386203554832887497327 k]
BICP | Distance=494 | [3 + 3 i + 494 j + 7 k] ^ 9 = [84452154985081363423563 + 106000727353777553749083 i + 1739838262072816701921494 j + 218386203554832887497327 k]
BICP | Distance=494 | [3 + 3 i + 7 j + 494 k] ^ 9 = [106000727353777553749083 + 84452154985081363423563 i + 218386203554832887497327 j + 1739838262072816701921494 k]
BICP | Distance=494 | [494 + 3 i + 4 j + 4 k] ^ 5 = [29409313877494 + 854664691883 i + 1162192131924 j + 1219431105044 k]
BICP | Distance=494 | [3 + 494 i + 4 j + 4 k] ^ 5 = [854664691883 + 29409313877494 i + 1219431105044 j + 1162192131924 k]
BICP | Distance=494 | [3 + 4 i + 494 j + 4 k] ^ 5 = [854664691883 + 1219431105044 i + 29409313877494 j + 1162192131924 k]
BICP | Distance=494 | [3 + 494 i + 4 j + 42 k] ^ 5 = [452776019283 + 27316196775494 i + 1441017594244 j + 12299419633842 k]
BICP | Distance=494 | [3 + 4 i + 494 j + 42 k] ^ 5 = [452776019283 + 1441017594244 i + 27316196775494 j + 12299419633842 k]
BICP | Distance=494 | [494 + 3 i + 5 j + 5 k] ^ 9 = [1750248204751263258549494 + 82812779270481154562283 i + 151997748470771655049565 j + 166891204864589978080205 k]
BICP | Distance=494 | [3 + 494 i + 5 j + 5 k] ^ 9 = [82812779270481154562283 + 1750248204751263258549494 i + 166891204864589978080205 j + 151997748470771655049565 k]
BICP | Distance=494 | [3 + 5 i + 494 j + 5 k] ^ 9 = [82812779270481154562283 + 166891204864589978080205 i + 1750248204751263258549494 j + 151997748470771655049565 k]
BICP | Distance=494 | [3 + 5 i + 33 j + 494 k] ^ 9 = [166345434314846319370203 + 90402106602536850363005 i + 1000849523980192923495033 j + 1474746404427226308657494 k]
BICP | Distance=494 | [494 + 3 i + 6 j + 40 k] ^ 5 = [31309903683494 + 345318272883 i + 1564950446046 j + 12098038210840 k]
BICP | Distance=494 | [494 + 3 i + 7 j + 3 k] ^ 9 = [1739838262072816701921494 + 84452154985081363423563 i + 218386203554832887497327 j + 106000727353777553749083 k]
BICP | Distance=494 | [3 + 7 i + 3 j + 494 k] ^ 9 = [106000727353777553749083 + 218386203554832887497327 i + 84452154985081363423563 j + 1739838262072816701921494 k]
BICP | Distance=494 | [3 + 7 i + 41 j + 494 k] ^ 9 = [218312988363527047763163 + 120623408913262865937967 i + 1210343239128219821895041 j + 1325216218914314504907494 k]
BICP | Distance=494 | [3 + 8 i + 2 j + 494 k] ^ 5 = [930446725043 + 2366730784408 i + 536860933642 j + 29349044347494 k]
BICP | Distance=494 | [3 + 494 i + 8 j + 30 k] ^ 5 = [298271816883 + 28412582835494 i + 2546542323128 j + 8821996380630 k]
BICP | Distance=494 | [3 + 8 i + 494 j + 30 k] ^ 5 = [298271816883 + 2546542323128 i + 28412582835494 j + 8821996380630 k]
BICP | Distance=494 | [3 + 8 i + 30 j + 494 k] ^ 9 = [206067822255070334095203 + 183804531275852683384808 i + 907447099306877090473230 j + 1514468792367450323382494 k]
BICP | Distance=494 | [3 + 16 i + 366 j + 494 k] ^ 7 = [-4703076919395312693 + -3948556838337105416 i + -31982530864046994366 j + -7732022566215270494 k]
BICP | Distance=494 | [3 + 494 i + 18 j + 2 k] ^ 5 = [813364319883 + 29796165167494 i + 5386864746618 j + 469769557642 k]
BICP | Distance=494 | [3 + 18 i + 494 j + 2 k] ^ 5 = [813364319883 + 5386864746618 i + 29796165167494 j + 469769557642 k]
BICP | Distance=494 | [494 + 3 i + 30 j + 8 k] ^ 5 = [28412582835494 + 298271816883 i + 8821996380630 j + 2546542323128 k]
BICP | Distance=494 | [3 + 30 i + 8 j + 494 k] ^ 9 = [206067822255070334095203 + 907447099306877090473230 i + 183804531275852683384808 j + 1514468792367450323382494 k]
BICP | Distance=494 | [3 + 33 i + 5 j + 494 k] ^ 9 = [166345434314846319370203 + 1000849523980192923495033 i + 90402106602536850363005 j + 1474746404427226308657494 k]
BICP | Distance=494 | [3 + 494 i + 40 j + 6 k] ^ 5 = [345318272883 + 31309903683494 i + 12098038210840 j + 1564950446046 k]
BICP | Distance=494 | [3 + 40 i + 494 j + 6 k] ^ 5 = [345318272883 + 12098038210840 i + 31309903683494 j + 1564950446046 k]
BICP | Distance=494 | [3 + 41 i + 7 j + 494 k] ^ 9 = [218312988363527047763163 + 1210343239128219821895041 i + 120623408913262865937967 j + 1325216218914314504907494 k]
BICP | Distance=494 | [494 + 3 i + 42 j + 4 k] ^ 5 = [27316196775494 + 452776019283 i + 12299419633842 j + 1441017594244 k]
BICP | Distance=494 | [3 + 58 i + 2 j + 494 k] ^ 5 = [1095423012043 + 16783292758658 i + 132764449642 j + 25402835899494 k]
BICP | Distance=494 | [3 + 64 i + 0 j + 494 k] ^ 9 = [52656254828683473758643 + 1732787649611898668736064 i + -87806834614352627205120 j + 756412603297777440066494 k]
BICP | Distance=494 | [3 + 494 i + 68 j + 2 k] ^ 5 = [660947812883 + 35036131751494 i + 21025770180868 j + 162163809642 k]
BICP | Distance=494 | [3 + 68 i + 494 j + 2 k] ^ 5 = [660947812883 + 21025770180868 i + 35036131751494 j + 162163809642 k]
BICP | Distance=494 | [3 + 366 i + 16 j + 494 k] ^ 7 = [-4703076919395312693 + -31982530864046994366 i + -3948556838337105416 j + -7732022566215270494 k]
BICP | Distance=494 | [3 + 436 i + 0 j + 494 k] ^ 9 = [842386520436161504774643 + 5201474664892920381660436 i + 458527244905757114493120 j + 22821347624043709727922494 k]
BICP | Distance=494 | [4 + 0 i + 1 j + 494 k] ^ 5 = [1191198285044 + -9644895520 i + 297882544521 j + 29437546697494 k]
BICP | Distance=494 | [4 + 0 i + 25 j + 494 k] ^ 9 = [118656376134417345078244 + -50790921005556425428800 i + 780436050692538153944425 j + 1595857678469293005234494 k]
BICP | Distance=494 | [4 + 0 i + 75 j + 494 k] ^ 9 = [50031733475460446598244 + -130694545467855268286400 i + 1900538420860386391333275 j + 415904085477839231754494 k]
BICP | Distance=494 | [494 + 4 i + 0 j + 77 k] ^ 9 = [3410528963585838098706494 + 219754982692727901277924 i + -186868466742006668498880 j + 3030528619856539587046877 k]
BICP | Distance=494 | [4 + 1 i + 0 j + 494 k] ^ 5 = [1191198285044 + 297882544521 i + -9644895520 j + 29437546697494 k]
BICP | Distance=494 | [4 + 1 i + 2 j + 494 k] ^ 5 = [1195904147044 + 278563941601 i + 586091381642 j + 29432840835494 k]
BICP | Distance=494 | [4 + 494 i + 1 j + 30 k] ^ 5 = [1092553688004 + 28320352139494 i + 579315280481 j + 8854342556630 k]
BICP | Distance=494 | [4 + 1 i + 494 j + 30 k] ^ 5 = [1092553688004 + 579315280481 i + 28320352139494 j + 8854342556630 k]
BICP | Distance=494 | [4 + 494 i + 1 j + 80 k] ^ 5 = [816557022004 + 21793176741494 i + 1002274923481 j + 22557646840880 k]
BICP | Distance=494 | [4 + 1 i + 494 j + 80 k] ^ 5 = [816557022004 + 1002274923481 i + 21793176741494 j + 22557646840880 k]
BICP | Distance=494 | [4 + 494 i + 1 j + 130 k] ^ 5 = [410087356004 + 9744442643494 i + 1342230016481 j + 33363891925130 k]
BICP | Distance=494 | [4 + 1 i + 494 j + 130 k] ^ 5 = [410087356004 + 1342230016481 i + 9744442643494 j + 33363891925130 k]
BICP | Distance=494 | [4 + 2 i + 1 j + 494 k] ^ 5 = [1195904147044 + 586091381642 i + 278563941601 j + 29432840835494 k]
BICP | Distance=494 | [494 + 4 i + 2 j + 31 k] ^ 5 = [30559508139494 + 1068914185924 i + 309244829642 j + 9318502605631 k]
BICP | Distance=494 | [4 + 2 i + 51 j + 494 k] ^ 5 = [1358429679044 + 71106417642 i + 14848580750851 j + 26320525847494 k]
BICP | Distance=494 | [494 + 4 i + 3 j + 4 k] ^ 5 = [29409313877494 + 1162192131924 i + 854664691883 j + 1219431105044 k]
BICP | Distance=494 | [4 + 3 i + 4 j + 494 k] ^ 5 = [1219431105044 + 854664691883 i + 1162192131924 j + 29409313877494 k]
BICP | Distance=494 | [4 + 3 i + 42 j + 494 k] ^ 5 = [1441017594244 + 452776019283 i + 12299419633842 j + 27316196775494 k]
BICP | Distance=494 | [4 + 494 i + 4 j + 3 k] ^ 5 = [1162192131924 + 29409313877494 i + 1219431105044 j + 854664691883 k]
BICP | Distance=494 | [4 + 4 i + 494 j + 3 k] ^ 5 = [1162192131924 + 1219431105044 i + 29409313877494 j + 854664691883 k]
BICP | Distance=494 | [4 + 4 i + 3 j + 494 k] ^ 5 = [1219431105044 + 1162192131924 i + 854664691883 j + 29409313877494 k]
BICP | Distance=494 | [4 + 494 i + 4 j + 5 k] ^ 5 = [1142441370004 + 29390495133494 i + 1238249849044 j + 1449968810045 k]
BICP | Distance=494 | [4 + 4 i + 494 j + 5 k] ^ 5 = [1142441370004 + 1238249849044 i + 29390495133494 j + 1449968810045 k]
BICP | Distance=494 | [4 + 4 i + 5 j + 494 k] ^ 5 = [1238249849044 + 1142441370004 i + 1449968810045 j + 29390495133494 k]
BICP | Distance=494 | [494 + 4 i + 5 j + 4 k] ^ 5 = [29390495133494 + 1142441370004 i + 1449968810045 j + 1238249849044 k]
BICP | Distance=494 | [4 + 5 i + 4 j + 494 k] ^ 5 = [1238249849044 + 1449968810045 i + 1142441370004 j + 29390495133494 k]
BICP | Distance=494 | [4 + 5 i + 6 j + 494 k] ^ 5 = [1261769751044 + 1429958770005 i + 1737486210046 j + 29366975231494 k]
BICP | Distance=494 | [4 + 494 i + 5 j + 8 k] ^ 5 = [1093364398004 + 29355499049494 i + 1563368851885 j + 2333234998408 k]
BICP | Distance=494 | [4 + 5 i + 494 j + 8 k] ^ 5 = [1093364398004 + 1563368851885 i + 29355499049494 j + 2333234998408 k]
BICP | Distance=494 | [4 + 5 i + 54 j + 494 k] ^ 5 = [1748552391044 + 868144281045 i + 15645618614254 j + 25930403135494 k]
BICP | Distance=494 | [4 + 494 i + 5 j + 58 k] ^ 5 = [403845732004 + 25419290151494 i + 1917498764885 j + 16752622422658 k]
BICP | Distance=494 | [4 + 5 i + 494 j + 58 k] ^ 5 = [403845732004 + 1917498764885 i + 25419290151494 j + 16752622422658 k]
BICP | Distance=494 | [4 + 6 i + 5 j + 494 k] ^ 5 = [1261769751044 + 1737486210046 i + 1429958770005 j + 29366975231494 k]
BICP | Distance=494 | [4 + 6 i + 7 j + 494 k] ^ 5 = [1289988459044 + 1717159292126 i + 2024686732167 j + 29338756523494 k]
BICP | Distance=494 | [4 + 6 i + 55 j + 494 k] ^ 5 = [1887613803044 + 1130515966046 i + 15907990299255 j + 25791341723494 k]
BICP | Distance=494 | [4 + 7 i + 6 j + 494 k] ^ 5 = [1289988459044 + 2024686732167 i + 1717159292126 j + 29338756523494 k]
BICP | Distance=494 | [494 + 4 i + 7 j + 12 k] ^ 9 = [1774813326802478902194494 + 85509307078781434910884 i + 201500602873623684078967 j + 396911492016207150261612 k]
BICP | Distance=494 | [494 + 4 i + 7 j + 40 k] ^ 5 = [31291197521494 + 557116942004 i + 1776749115167 j + 12116744372840 k]
BICP | Distance=494 | [494 + 4 i + 8 j + 5 k] ^ 5 = [29355499049494 + 1093364398004 i + 2333234998408 j + 1563368851885 k]
BICP | Distance=494 | [4 + 8 i + 9 j + 494 k] ^ 5 = [1360510533044 + 2290379358408 i + 2597906798449 j + 29268234449494 k]
BICP | Distance=494 | [4 + 9 i + 8 j + 494 k] ^ 5 = [1360510533044 + 2597906798449 i + 2290379358408 j + 29268234449494 k]
BICP | Distance=494 | [4 + 9 i + 58 j + 494 k] ^ 5 = [2331661995044 + 1906913589449 i + 16684387922658 j + 25347293531494 k]
BICP | Distance=494 | [4 + 9 i + 70 j + 494 k] ^ 9 = [339203954147228603652484 + 9631241195705811776649 i + 1802174180057700645649270 j + 580048121930693610150494 k]
BICP | Distance=494 | [4 + 494 i + 12 j + 7 k] ^ 9 = [85509307078781434910884 + 1774813326802478902194494 i + 396911492016207150261612 j + 201500602873623684078967 k]
BICP | Distance=494 | [4 + 12 i + 494 j + 7 k] ^ 9 = [85509307078781434910884 + 396911492016207150261612 i + 1774813326802478902194494 j + 201500602873623684078967 k]
BICP | Distance=494 | [4 + 25 i + 0 j + 494 k] ^ 9 = [118656376134417345078244 + 780436050692538153944425 i + -50790921005556425428800 j + 1595857678469293005234494 k]
BICP | Distance=494 | [4 + 25 i + 50 j + 494 k] ^ 9 = [674320851300665782578244 + 469308451847218271836825 i + 1300535423545312851210050 j + 1040193203303044567734494 k]
BICP | Distance=494 | [494 + 4 i + 30 j + 1 k] ^ 5 = [28320352139494 + 1092553688004 i + 8854342556630 j + 579315280481 k]
BICP | Distance=494 | [4 + 494 i + 31 j + 2 k] ^ 5 = [1068914185924 + 30559508139494 i + 9318502605631 j + 309244829642 k]
BICP | Distance=494 | [4 + 31 i + 494 j + 2 k] ^ 5 = [1068914185924 + 9318502605631 i + 30559508139494 j + 309244829642 k]
BICP | Distance=494 | [4 + 494 i + 40 j + 7 k] ^ 5 = [557116942004 + 31291197521494 i + 12116744372840 j + 1776749115167 k]
BICP | Distance=494 | [4 + 40 i + 494 j + 7 k] ^ 5 = [557116942004 + 12116744372840 i + 31291197521494 j + 1776749115167 k]
BICP | Distance=494 | [4 + 42 i + 3 j + 494 k] ^ 5 = [1441017594244 + 12299419633842 i + 452776019283 j + 27316196775494 k]
BICP | Distance=494 | [4 + 50 i + 25 j + 494 k] ^ 9 = [674320851300665782578244 + 1300535423545312851210050 i + 469308451847218271836825 j + 1040193203303044567734494 k]
BICP | Distance=494 | [4 + 50 i + 75 j + 494 k] ^ 9 = [1534799387695350157578244 + 427098190326278125352450 i + 1258325162024372704725675 j + 179714666908360192734494 k]
BICP | Distance=494 | [4 + 51 i + 2 j + 494 k] ^ 5 = [1358429679044 + 14848580750851 i + 71106417642 j + 26320525847494 k]
BICP | Distance=494 | [4 + 54 i + 5 j + 494 k] ^ 5 = [1748552391044 + 15645618614254 i + 868144281045 j + 25930403135494 k]
BICP | Distance=494 | [4 + 55 i + 6 j + 494 k] ^ 5 = [1887613803044 + 15907990299255 i + 1130515966046 j + 25791341723494 k]
BICP | Distance=494 | [494 + 4 i + 58 j + 5 k] ^ 5 = [25419290151494 + 403845732004 i + 16752622422658 j + 1917498764885 k]
BICP | Distance=494 | [4 + 58 i + 9 j + 494 k] ^ 5 = [2331661995044 + 16684387922658 i + 1906913589449 j + 25347293531494 k]
BICP | Distance=494 | [4 + 70 i + 9 j + 494 k] ^ 9 = [339203954147228603652484 + 1802174180057700645649270 i + 9631241195705811776649 j + 580048121930693610150494 k]
BICP | Distance=494 | [4 + 75 i + 0 j + 494 k] ^ 9 = [50031733475460446598244 + 1900538420860386391333275 i + -130694545467855268286400 j + 415904085477839231754494 k]
BICP | Distance=494 | [4 + 75 i + 50 j + 494 k] ^ 9 = [1534799387695350157578244 + 1258325162024372704725675 i + 427098190326278125352450 j + 179714666908360192734494 k]
BICP | Distance=494 | [4 + 494 i + 77 j + 0 k] ^ 9 = [219754982692727901277924 + 3410528963585838098706494 i + 3030528619856539587046877 j + -186868466742006668498880 k]
BICP | Distance=494 | [4 + 77 i + 494 j + 0 k] ^ 9 = [219754982692727901277924 + 3030528619856539587046877 i + 3410528963585838098706494 j + -186868466742006668498880 k]
BICP | Distance=494 | [494 + 4 i + 80 j + 1 k] ^ 5 = [21793176741494 + 816557022004 i + 22557646840880 j + 1002274923481 k]
BICP | Distance=494 | [494 + 4 i + 130 j + 1 k] ^ 5 = [9744442643494 + 410087356004 i + 33363891925130 j + 1342230016481 k]
BICP | Distance=494 | [5 + 494 i + 2 j + 8 k] ^ 9 = [150109330498951984562885 + 1730695223699076871086494 i + 83829225653662484940242 j + 248980318239998590288808 k]
BICP | Distance=494 | [5 + 2 i + 494 j + 8 k] ^ 9 = [150109330498951984562885 + 83829225653662484940242 i + 1730695223699076871086494 j + 248980318239998590288808 k]
BICP | Distance=494 | [5 + 494 i + 2 j + 42 k] ^ 5 = [1223180167005 + 27281947883494 i + 1072032990922 j + 12295551393842 k]
BICP | Distance=494 | [5 + 2 i + 494 j + 42 k] ^ 5 = [1223180167005 + 1072032990922 i + 27281947883494 j + 12295551393842 k]
BICP | Distance=494 | [5 + 494 i + 2 j + 92 k] ^ 5 = [752527008005 + 19383372651494 i + 1542554878922 j + 25465372908092 k]
BICP | Distance=494 | [5 + 2 i + 494 j + 92 k] ^ 5 = [752527008005 + 1542554878922 i + 19383372651494 j + 25465372908092 k]
BICP | Distance=494 | [494 + 5 i + 3 j + 5 k] ^ 9 = [1750248204751263258549494 + 151997748470771655049565 i + 82812779270481154562283 j + 166891204864589978080205 k]
BICP | Distance=494 | [5 + 3 i + 5 j + 494 k] ^ 9 = [166891204864589978080205 + 82812779270481154562283 i + 151997748470771655049565 j + 1750248204751263258549494 k]
BICP | Distance=494 | [5 + 494 i + 3 j + 33 k] ^ 9 = [90402106602536850363005 + 1474746404427226308657494 i + 166345434314846319370203 j + 1000849523980192923495033 k]
BICP | Distance=494 | [5 + 3 i + 494 j + 33 k] ^ 9 = [90402106602536850363005 + 166345434314846319370203 i + 1474746404427226308657494 j + 1000849523980192923495033 k]
BICP | Distance=494 | [494 + 5 i + 4 j + 4 k] ^ 5 = [29390495133494 + 1449968810045 i + 1142441370004 j + 1238249849044 k]
BICP | Distance=494 | [5 + 494 i + 4 j + 4 k] ^ 5 = [1449968810045 + 29390495133494 i + 1238249849044 j + 1142441370004 k]
BICP | Distance=494 | [5 + 4 i + 494 j + 4 k] ^ 5 = [1449968810045 + 1238249849044 i + 29390495133494 j + 1142441370004 k]
BICP | Distance=494 | [5 + 494 i + 4 j + 6 k] ^ 5 = [1429958770005 + 29366975231494 i + 1261769751044 j + 1737486210046 k]
BICP | Distance=494 | [5 + 4 i + 494 j + 6 k] ^ 5 = [1429958770005 + 1261769751044 i + 29366975231494 j + 1737486210046 k]
BICP | Distance=494 | [5 + 4 i + 8 j + 494 k] ^ 5 = [1563368851885 + 1093364398004 i + 2333234998408 j + 29355499049494 k]
BICP | Distance=494 | [5 + 494 i + 4 j + 54 k] ^ 5 = [868144281045 + 25930403135494 i + 1748552391044 j + 15645618614254 k]
BICP | Distance=494 | [5 + 4 i + 494 j + 54 k] ^ 5 = [868144281045 + 1748552391044 i + 25930403135494 j + 15645618614254 k]
BICP | Distance=494 | [5 + 4 i + 58 j + 494 k] ^ 5 = [1917498764885 + 403845732004 i + 16752622422658 j + 25419290151494 k]
BICP | Distance=494 | [5 + 494 i + 5 j + 3 k] ^ 9 = [151997748470771655049565 + 1750248204751263258549494 i + 166891204864589978080205 j + 82812779270481154562283 k]
BICP | Distance=494 | [5 + 5 i + 494 j + 3 k] ^ 9 = [151997748470771655049565 + 166891204864589978080205 i + 1750248204751263258549494 j + 82812779270481154562283 k]
BICP | Distance=494 | [5 + 5 i + 3 j + 494 k] ^ 9 = [166891204864589978080205 + 151997748470771655049565 i + 82812779270481154562283 j + 1750248204751263258549494 k]
BICP | Distance=494 | [494 + 5 i + 6 j + 4 k] ^ 5 = [29366975231494 + 1429958770005 i + 1737486210046 j + 1261769751044 k]
BICP | Distance=494 | [494 + 5 i + 6 j + 8 k] ^ 9 = [1754522982423506481462494 + 135177989026920716446565 i + 171473771350257453933366 j + 269760864713512514165288 k]
BICP | Distance=494 | [5 + 494 i + 7 j + 39 k] ^ 9 = [-2042450577253315335235 + 1382535562017343747923494 i + 281622444923363474790847 j + 1160681020259706998668239 k]
BICP | Distance=494 | [5 + 7 i + 494 j + 39 k] ^ 9 = [-2042450577253315335235 + 281622444923363474790847 i + 1382535562017343747923494 j + 1160681020259706998668239 k]
BICP | Distance=494 | [494 + 5 i + 8 j + 2 k] ^ 9 = [1730695223699076871086494 + 150109330498951984562885 i + 248980318239998590288808 j + 83829225653662484940242 k]
BICP | Distance=494 | [5 + 8 i + 4 j + 494 k] ^ 5 = [1563368851885 + 2333234998408 i + 1093364398004 j + 29355499049494 k]
BICP | Distance=494 | [5 + 494 i + 8 j + 6 k] ^ 9 = [135177989026920716446565 + 1754522982423506481462494 i + 269760864713512514165288 j + 171473771350257453933366 k]
BICP | Distance=494 | [5 + 8 i + 494 j + 6 k] ^ 9 = [135177989026920716446565 + 269760864713512514165288 i + 1754522982423506481462494 j + 171473771350257453933366 k]
BICP | Distance=494 | [5 + 8 i + 54 j + 494 k] ^ 5 = [2409482824885 + 1569142632408 i + 15587325522254 j + 25911274211494 k]
BICP | Distance=494 | [494 + 5 i + 9 j + 9 k] ^ 9 = [1748442707673342601107494 + 117660541169308022506685 i + 265091943522846733876449 j + 308026653021877626718929 k]
BICP | Distance=494 | [5 + 494 i + 9 j + 9 k] ^ 9 = [117660541169308022506685 + 1748442707673342601107494 i + 308026653021877626718929 j + 265091943522846733876449 k]
BICP | Distance=494 | [5 + 9 i + 494 j + 9 k] ^ 9 = [117660541169308022506685 + 308026653021877626718929 i + 1748442707673342601107494 j + 265091943522846733876449 k]
BICP | Distance=494 | [494 + 5 i + 9 j + 23 k] ^ 9 = [1868869285293396798837494 + 59503454486104623367325 i + 243150590909800147112769 j + 764296373859444891499823 k]
BICP | Distance=494 | [494 + 5 i + 17 j + 147 k] ^ 9 = [9050815357006742873169494 + -1514003054312094542852995 i + 1554070917940874388221417 j + 8988282243982186751943147 k]
BICP | Distance=494 | [494 + 5 i + 17 j + 397 k] ^ 9 = [175802858784855755055495494 + -21413108732585555988320995 i + 21413109596004064023089417 j + 175802859187632182403621397 k]
BICP | Distance=494 | [5 + 494 i + 23 j + 9 k] ^ 9 = [59503454486104623367325 + 1868869285293396798837494 i + 764296373859444891499823 j + 243150590909800147112769 k]
BICP | Distance=494 | [5 + 23 i + 494 j + 9 k] ^ 9 = [59503454486104623367325 + 764296373859444891499823 i + 1868869285293396798837494 j + 243150590909800147112769 k]
BICP | Distance=494 | [494 + 5 i + 33 j + 3 k] ^ 9 = [1474746404427226308657494 + 90402106602536850363005 i + 1000849523980192923495033 j + 166345434314846319370203 k]
BICP | Distance=494 | [494 + 5 i + 39 j + 7 k] ^ 9 = [1382535562017343747923494 + -2042450577253315335235 i + 1160681020259706998668239 j + 281622444923363474790847 k]
BICP | Distance=494 | [494 + 5 i + 42 j + 2 k] ^ 5 = [27281947883494 + 1223180167005 i + 12295551393842 j + 1072032990922 k]
BICP | Distance=494 | [5 + 42 i + 46 j + 494 k] ^ 5 = [5933427865885 + 11147279609842 i + 12387150210246 j + 24985440035494 k]
BICP | Distance=494 | [5 + 42 i + 96 j + 494 k] ^ 5 = [10378886792885 + 8435204293842 i + 24783980984496 j + 16957902123494 k]
BICP | Distance=494 | [5 + 46 i + 42 j + 494 k] ^ 5 = [5933427865885 + 12387150210246 i + 11147279609842 j + 24985440035494 k]
BICP | Distance=494 | [5 + 46 i + 92 j + 494 k] ^ 5 = [10870870852885 + 9600501194246 i + 23618684084092 j + 17449886183494 k]
BICP | Distance=494 | [494 + 5 i + 46 j + 244 k] ^ 9 = [28900234902740977014558494 + -15767080189660531927979995 i + 15771531392280148498820446 j + 28901325848674043668656244 k]
BICP | Distance=494 | [494 + 5 i + 46 j + 494 k] ^ 9 = [420882097314701080504134494 + -164828848713467388805697995 i + 164828848715801553978788446 j + 420882097314701080504134494 k]
BICP | Distance=494 | [5 + 494 i + 47 j + 67 k] ^ 9 = [-1405066708732901727560995 + 1142389854036115542135494 i + 1035989547258037516618247 j + 2197468335528847044349867 k]
BICP | Distance=494 | [5 + 47 i + 494 j + 67 k] ^ 9 = [-1405066708732901727560995 + 1035989547258037516618247 i + 1142389854036115542135494 j + 2197468335528847044349867 k]
BICP | Distance=494 | [494 + 5 i + 54 j + 4 k] ^ 5 = [25930403135494 + 868144281045 i + 15645618614254 j + 1748552391044 k]
BICP | Distance=494 | [5 + 54 i + 8 j + 494 k] ^ 5 = [2409482824885 + 15587325522254 i + 1569142632408 j + 25911274211494 k]
BICP | Distance=494 | [494 + 5 i + 54 j + 56 k] ^ 9 = [1777927559205735891414494 + -1410805160465900304707995 i + 2011556622017979555092454 j + 1547870442968375977610456 k]
BICP | Distance=494 | [5 + 54 i + 58 j + 494 k] ^ 5 = [8620701937885 + 13719216206254 i + 14959086806658 j + 22298165963494 k]
BICP | Distance=494 | [5 + 494 i + 56 j + 54 k] ^ 9 = [-1410805160465900304707995 + 1777927559205735891414494 i + 1547870442968375977610456 j + 2011556622017979555092454 k]
BICP | Distance=494 | [5 + 56 i + 494 j + 54 k] ^ 9 = [-1410805160465900304707995 + 1547870442968375977610456 i + 1777927559205735891414494 j + 2011556622017979555092454 k]
BICP | Distance=494 | [5 + 58 i + 4 j + 494 k] ^ 5 = [1917498764885 + 16752622422658 i + 403845732004 j + 25419290151494 k]
BICP | Distance=494 | [5 + 58 i + 54 j + 494 k] ^ 5 = [8620701937885 + 14959086806658 i + 13719216206254 j + 22298165963494 k]
BICP | Distance=494 | [494 + 5 i + 58 j + 78 k] ^ 9 = [2339432628040100453406494 + -2315211963649786861313995 i + 2718619621389735321973258 j + 2250029688274164586186878 k]
BICP | Distance=494 | [494 + 5 i + 67 j + 47 k] ^ 9 = [1142389854036115542135494 + -1405066708732901727560995 i + 2197468335528847044349867 j + 1035989547258037516618247 k]
BICP | Distance=494 | [5 + 494 i + 69 j + 71 k] ^ 9 = [-2360763373737520320404995 + 1497023143438616202993494 i + 1508375394151694437194669 j + 2881854928949550410730671 k]
BICP | Distance=494 | [5 + 69 i + 494 j + 71 k] ^ 9 = [-2360763373737520320404995 + 1508375394151694437194669 i + 1497023143438616202993494 j + 2881854928949550410730671 k]
BICP | Distance=494 | [494 + 5 i + 71 j + 69 k] ^ 9 = [1497023143438616202993494 + -2360763373737520320404995 i + 2881854928949550410730671 j + 1508375394151694437194669 k]
BICP | Distance=494 | [5 + 494 i + 78 j + 58 k] ^ 9 = [-2315211963649786861313995 + 2339432628040100453406494 i + 2250029688274164586186878 j + 2718619621389735321973258 k]
BICP | Distance=494 | [5 + 78 i + 494 j + 58 k] ^ 9 = [-2315211963649786861313995 + 2250029688274164586186878 i + 2339432628040100453406494 j + 2718619621389735321973258 k]
BICP | Distance=494 | [494 + 5 i + 79 j + 131 k] ^ 9 = [3750799769132995677303494 + -6698562185468961626864995 i + 6821579120830366095870679 j + 3814192303355445556827131 k]
BICP | Distance=494 | [494 + 5 i + 79 j + 381 k] ^ 9 = [112586007628016581222977494 + -106865323078341162209396995 i + 106865312082474339064338679 j + 112585988862258518317305381 k]
BICP | Distance=494 | [494 + 5 i + 92 j + 2 k] ^ 5 = [19383372651494 + 752527008005 i + 25465372908092 j + 1542554878922 k]
BICP | Distance=494 | [5 + 92 i + 46 j + 494 k] ^ 5 = [10870870852885 + 23618684084092 i + 9600501194246 j + 17449886183494 k]
BICP | Distance=494 | [5 + 92 i + 96 j + 494 k] ^ 5 = [20615958979885 + 18427147018092 i + 19667017618496 j + 10302908921494 k]
BICP | Distance=494 | [5 + 96 i + 42 j + 494 k] ^ 5 = [10378886792885 + 24783980984496 i + 8435204293842 j + 16957902123494 k]
BICP | Distance=494 | [5 + 96 i + 92 j + 494 k] ^ 5 = [20615958979885 + 19667017618496 i + 18427147018092 j + 10302908921494 k]
BICP | Distance=494 | [5 + 494 i + 131 j + 79 k] ^ 9 = [-6698562185468961626864995 + 3750799769132995677303494 i + 3814192303355445556827131 j + 6821579120830366095870679 k]
BICP | Distance=494 | [5 + 131 i + 494 j + 79 k] ^ 9 = [-6698562185468961626864995 + 3814192303355445556827131 i + 3750799769132995677303494 j + 6821579120830366095870679 k]
BICP | Distance=494 | [5 + 494 i + 147 j + 17 k] ^ 9 = [-1514003054312094542852995 + 9050815357006742873169494 i + 8988282243982186751943147 j + 1554070917940874388221417 k]
BICP | Distance=494 | [5 + 147 i + 494 j + 17 k] ^ 9 = [-1514003054312094542852995 + 8988282243982186751943147 i + 9050815357006742873169494 j + 1554070917940874388221417 k]
BICP | Distance=494 | [5 + 494 i + 244 j + 46 k] ^ 9 = [-15767080189660531927979995 + 28900234902740977014558494 i + 28901325848674043668656244 j + 15771531392280148498820446 k]
BICP | Distance=494 | [5 + 244 i + 494 j + 46 k] ^ 9 = [-15767080189660531927979995 + 28901325848674043668656244 i + 28900234902740977014558494 j + 15771531392280148498820446 k]
BICP | Distance=494 | [5 + 494 i + 381 j + 79 k] ^ 9 = [-106865323078341162209396995 + 112586007628016581222977494 i + 112585988862258518317305381 j + 106865312082474339064338679 k]
BICP | Distance=494 | [5 + 381 i + 494 j + 79 k] ^ 9 = [-106865323078341162209396995 + 112585988862258518317305381 i + 112586007628016581222977494 j + 106865312082474339064338679 k]
BICP | Distance=494 | [5 + 494 i + 397 j + 17 k] ^ 9 = [-21413108732585555988320995 + 175802858784855755055495494 i + 175802859187632182403621397 j + 21413109596004064023089417 k]
BICP | Distance=494 | [5 + 397 i + 494 j + 17 k] ^ 9 = [-21413108732585555988320995 + 175802859187632182403621397 i + 175802858784855755055495494 j + 21413109596004064023089417 k]
BICP | Distance=494 | [5 + 494 i + 494 j + 46 k] ^ 9 = [-164828848713467388805697995 + 420882097314701080504134494 i + 420882097314701080504134494 j + 164828848715801553978788446 k]
BICP | Distance=494 | [5 + 494 i + 494 j + 46 k] ^ 9 = [-164828848713467388805697995 + 420882097314701080504134494 i + 420882097314701080504134494 j + 164828848715801553978788446 k]
BICP | Distance=494 | [6 + 494 i + 0 j + 17 k] ^ 5 = [1773388346046 + 29028027119494 i + 245602197360 j + 5045586699217 k]
BICP | Distance=494 | [6 + 0 i + 494 j + 17 k] ^ 5 = [1773388346046 + 245602197360 i + 29028027119494 j + 5045586699217 k]
BICP | Distance=494 | [494 + 6 i + 0 j + 19 k] ^ 5 = [29811395523494 + 1801940558046 i + -275228681520 j + 5669320023619 k]
BICP | Distance=494 | [494 + 6 i + 0 j + 31 k] ^ 5 = [30536357319494 + 1828318946046 i + -450159930480 j + 9295351785631 k]
BICP | Distance=494 | [6 + 494 i + 0 j + 33 k] ^ 5 = [1738281962046 + 28066746591494 i + 475192214640 j + 9729994560033 k]
BICP | Distance=494 | [6 + 0 i + 494 j + 33 k] ^ 5 = [1738281962046 + 475192214640 i + 28066746591494 j + 9729994560033 k]
BICP | Distance=494 | [6 + 494 i + 0 j + 67 k] ^ 5 = [1589508230046 + 24016575947494 i + 951280209360 j + 19200276108467 k]
BICP | Distance=494 | [6 + 0 i + 494 j + 67 k] ^ 5 = [1589508230046 + 951280209360 i + 24016575947494 j + 19200276108467 k]
BICP | Distance=494 | [494 + 6 i + 0 j + 69 k] ^ 5 = [35169080427494 + 1995883670046 i + -1017512093520 j + 21330922282869 k]
BICP | Distance=494 | [494 + 6 i + 0 j + 81 k] ^ 5 = [37388425815494 + 2075558834046 i + -1203113742480 j + 25398050644881 k]
BICP | Distance=494 | [6 + 494 i + 0 j + 83 k] ^ 5 = [1484909078046 + 21192014363494 i + 1166643026640 j + 23301635169283 k]
BICP | Distance=494 | [6 + 0 i + 494 j + 83 k] ^ 5 = [1484909078046 + 1166643026640 i + 21192014363494 j + 23301635169283 k]
BICP | Distance=494 | [494 + 6 i + 0 j + 119 k] ^ 5 = [46935452031494 + 2414108282046 i + -1821150305520 j + 39538662492119 k]
BICP | Distance=494 | [494 + 6 i + 0 j + 131 k] ^ 5 = [50782561011494 + 2548700222046 i + -2028092754480 j + 44496984054131 k]
BICP | Distance=494 | [494 + 6 i + 0 j + 369 k] ^ 5 = [239244010551494 + 8323053842046 i + -8315763365520 j + 239214195288369 k]
BICP | Distance=494 | [494 + 6 i + 0 j + 381 k] ^ 5 = [256342837491494 + 8794329662046 i + -8789465814480 j + 256324931850381 k]
BICP | Distance=494 | [6 + 494 i + 2 j + 15 k] ^ 9 = [171050297393537257974966 + 1687270753682261758590494 i + 108135344821208477106002 j + 466853221500188090415615 k]
BICP | Distance=494 | [6 + 2 i + 494 j + 15 k] ^ 9 = [171050297393537257974966 + 108135344821208477106002 i + 1687270753682261758590494 j + 466853221500188090415615 k]
BICP | Distance=494 | [6 + 2 i + 17 j + 494 k] ^ 5 = [1856180255006 + 346149284842 i + 5025212544217 j + 29112696307494 k]
BICP | Distance=494 | [494 + 6 i + 3 j + 40 k] ^ 5 = [31309903683494 + 1564950446046 i + 345318272883 j + 12098038210840 k]
BICP | Distance=494 | [6 + 494 i + 4 j + 5 k] ^ 5 = [1737486210046 + 29366975231494 i + 1261769751044 j + 1429958770005 k]
BICP | Distance=494 | [6 + 4 i + 494 j + 5 k] ^ 5 = [1737486210046 + 1261769751044 i + 29366975231494 j + 1429958770005 k]
BICP | Distance=494 | [6 + 494 i + 4 j + 7 k] ^ 5 = [1717159292126 + 29338756523494 i + 1289988459044 j + 2024686732167 k]
BICP | Distance=494 | [6 + 4 i + 494 j + 7 k] ^ 5 = [1717159292126 + 1289988459044 i + 29338756523494 j + 2024686732167 k]
BICP | Distance=494 | [6 + 494 i + 4 j + 55 k] ^ 5 = [1130515966046 + 25791341723494 i + 1887613803044 j + 15907990299255 k]
BICP | Distance=494 | [6 + 4 i + 494 j + 55 k] ^ 5 = [1130515966046 + 1887613803044 i + 25791341723494 j + 15907990299255 k]
BICP | Distance=494 | [494 + 6 i + 5 j + 4 k] ^ 5 = [29366975231494 + 1737486210046 i + 1429958770005 j + 1261769751044 k]
BICP | Distance=494 | [494 + 6 i + 5 j + 8 k] ^ 9 = [1754522982423506481462494 + 171473771350257453933366 i + 135177989026920716446565 j + 269760864713512514165288 k]
BICP | Distance=494 | [494 + 6 i + 7 j + 4 k] ^ 5 = [29338756523494 + 1717159292126 i + 2024686732167 j + 1289988459044 k]
BICP | Distance=494 | [494 + 6 i + 7 j + 8 k] ^ 9 = [1749013656282177371262494 + 162710713969320442466166 i + 199006496292657179952967 j + 275270190854841624365288 k]
BICP | Distance=494 | [6 + 7 i + 24 j + 494 k] ^ 5 = [2163896487006 + 1709655882167 i + 7009874802024 j + 28725062315494 k]
BICP | Distance=494 | [494 + 6 i + 7 j + 28 k] ^ 9 = [1942281950672788491654494 + 104339688178802114952246 i + 153952250504019133608967 j + 934965049335237699811228 k]
BICP | Distance=494 | [494 + 6 i + 7 j + 60 k] ^ 9 = [2721916334963608521798494 + 33089426319106938373686 i + 112945401990229664517127 j + 2193235510358494800566460 k]
BICP | Distance=494 | [6 + 7 i + 74 j + 494 k] ^ 5 = [2766590299006 + 759769011167 i + 20946711636274 j + 22922537503494 k]
BICP | Distance=494 | [494 + 6 i + 7 j + 78 k] ^ 9 = [3457095825466617911382494 + 424851121986794995446 i + 103558017327928871862967 j + 3097055610238343074230078 k]
BICP | Distance=494 | [6 + 494 i + 8 j + 5 k] ^ 9 = [171473771350257453933366 + 1754522982423506481462494 i + 269760864713512514165288 j + 135177989026920716446565 k]
BICP | Distance=494 | [6 + 8 i + 494 j + 5 k] ^ 9 = [171473771350257453933366 + 269760864713512514165288 i + 1754522982423506481462494 j + 135177989026920716446565 k]
BICP | Distance=494 | [6 + 494 i + 8 j + 7 k] ^ 9 = [162710713969320442466166 + 1749013656282177371262494 i + 275270190854841624365288 j + 199006496292657179952967 k]
BICP | Distance=494 | [6 + 8 i + 494 j + 7 k] ^ 9 = [162710713969320442466166 + 275270190854841624365288 i + 1749013656282177371262494 j + 199006496292657179952967 k]
BICP | Distance=494 | [6 + 8 i + 33 j + 494 k] ^ 9 = [299179740920101939326006 + 125490709113407190674408 i + 983965995982456262940033 j + 1479699532227481068486494 k]
BICP | Distance=494 | [6 + 494 i + 9 j + 42 k] ^ 5 = [807525300126 + 27386759799494 i + 3166946827569 j + 12211981621842 k]
BICP | Distance=494 | [6 + 9 i + 494 j + 42 k] ^ 5 = [807525300126 + 3166946827569 i + 27386759799494 j + 12211981621842 k]
BICP | Distance=494 | [6 + 494 i + 12 j + 459 k] ^ 9 = [3545620595315903374644726 + 25736430802402506685374494 i + 3732276424930533477830412 j + 12291679064734758916812459 k]
BICP | Distance=494 | [6 + 12 i + 494 j + 459 k] ^ 9 = [3545620595315903374644726 + 3732276424930533477830412 i + 25736430802402506685374494 j + 12291679064734758916812459 k]
BICP | Distance=494 | [494 + 6 i + 15 j + 2 k] ^ 9 = [1687270753682261758590494 + 171050297393537257974966 i + 466853221500188090415615 j + 108135344821208477106002 k]
BICP | Distance=494 | [494 + 6 i + 17 j + 0 k] ^ 5 = [29028027119494 + 1773388346046 i + 5045586699217 j + 245602197360 k]
BICP | Distance=494 | [6 + 17 i + 2 j + 494 k] ^ 5 = [1856180255006 + 5025212544217 i + 346149284842 j + 29112696307494 k]
BICP | Distance=494 | [6 + 17 i + 24 j + 494 k] ^ 9 = [379416705697416156222006 + 431906505124075150130417 i + 677550199971788303484024 j + 1559936497004795285382494 k]
BICP | Distance=494 | [6 + 494 i + 19 j + 0 k] ^ 5 = [1801940558046 + 29811395523494 i + 5669320023619 j + -275228681520 k]
BICP | Distance=494 | [6 + 19 i + 494 j + 0 k] ^ 5 = [1801940558046 + 5669320023619 i + 29811395523494 j + -275228681520 k]
BICP | Distance=494 | [6 + 20 i + 21 j + 494 k] ^ 9 = [386161981315055185422006 + 537150883793994231307220 i + 572305821301869222307221 j + 1566681772622434314582494 k]
BICP | Distance=494 | [6 + 494 i + 20 j + 489 k] ^ 9 = [3392471195124958621158966 + 28182896833303006356102494 i + 9613353833004928615564820 j + 24318739709174063865264489 k]
BICP | Distance=494 | [6 + 20 i + 494 j + 489 k] ^ 9 = [3392471195124958621158966 + 9613353833004928615564820 i + 28182896833303006356102494 j + 24318739709174063865264489 k]
BICP | Distance=494 | [6 + 21 i + 20 j + 494 k] ^ 9 = [386161981315055185422006 + 572305821301869222307221 i + 537150883793994231307220 j + 1566681772622434314582494 k]
BICP | Distance=494 | [6 + 24 i + 7 j + 494 k] ^ 5 = [2163896487006 + 7009874802024 i + 1709655882167 j + 28725062315494 k]
BICP | Distance=494 | [6 + 24 i + 17 j + 494 k] ^ 9 = [379416705697416156222006 + 677550199971788303484024 i + 431906505124075150130417 j + 1559936497004795285382494 k]
BICP | Distance=494 | [6 + 494 i + 27 j + 440 k] ^ 9 = [5826235353928478858454966 + 23321011531797573753126494 i + 6970563209173117342039227 j + 4849289893391135732652440 k]
BICP | Distance=494 | [6 + 27 i + 494 j + 440 k] ^ 9 = [5826235353928478858454966 + 6970563209173117342039227 i + 23321011531797573753126494 j + 4849289893391135732652440 k]
BICP | Distance=494 | [6 + 494 i + 28 j + 7 k] ^ 9 = [104339688178802114952246 + 1942281950672788491654494 i + 934965049335237699811228 j + 153952250504019133608967 k]
BICP | Distance=494 | [6 + 28 i + 494 j + 7 k] ^ 9 = [104339688178802114952246 + 934965049335237699811228 i + 1942281950672788491654494 j + 153952250504019133608967 k]
BICP | Distance=494 | [6 + 494 i + 31 j + 0 k] ^ 5 = [1828318946046 + 30536357319494 i + 9295351785631 j + -450159930480 k]
BICP | Distance=494 | [6 + 31 i + 494 j + 0 k] ^ 5 = [1828318946046 + 9295351785631 i + 30536357319494 j + -450159930480 k]
BICP | Distance=494 | [494 + 6 i + 33 j + 0 k] ^ 5 = [28066746591494 + 1738281962046 i + 9729994560033 j + 475192214640 k]
BICP | Distance=494 | [6 + 33 i + 8 j + 494 k] ^ 9 = [299179740920101939326006 + 983965995982456262940033 i + 125490709113407190674408 j + 1479699532227481068486494 k]
BICP | Distance=494 | [6 + 494 i + 40 j + 3 k] ^ 5 = [1564950446046 + 31309903683494 i + 12098038210840 j + 345318272883 k]
BICP | Distance=494 | [6 + 40 i + 494 j + 3 k] ^ 5 = [1564950446046 + 12098038210840 i + 31309903683494 j + 345318272883 k]
BICP | Distance=494 | [494 + 6 i + 42 j + 9 k] ^ 5 = [27386759799494 + 807525300126 i + 12211981621842 j + 3166946827569 k]
BICP | Distance=494 | [494 + 6 i + 55 j + 4 k] ^ 5 = [25791341723494 + 1130515966046 i + 15907990299255 j + 1887613803044 k]
BICP | Distance=494 | [6 + 494 i + 60 j + 7 k] ^ 9 = [33089426319106938373686 + 2721916334963608521798494 i + 2193235510358494800566460 j + 112945401990229664517127 k]
BICP | Distance=494 | [6 + 60 i + 494 j + 7 k] ^ 9 = [33089426319106938373686 + 2193235510358494800566460 i + 2721916334963608521798494 j + 112945401990229664517127 k]
BICP | Distance=494 | [494 + 6 i + 67 j + 0 k] ^ 5 = [24016575947494 + 1589508230046 i + 19200276108467 j + 951280209360 k]
BICP | Distance=494 | [6 + 494 i + 69 j + 0 k] ^ 5 = [1995883670046 + 35169080427494 i + 21330922282869 j + -1017512093520 k]
BICP | Distance=494 | [6 + 69 i + 494 j + 0 k] ^ 5 = [1995883670046 + 21330922282869 i + 35169080427494 j + -1017512093520 k]
BICP | Distance=494 | [6 + 74 i + 7 j + 494 k] ^ 5 = [2766590299006 + 20946711636274 i + 759769011167 j + 22922537503494 k]
BICP | Distance=494 | [6 + 494 i + 78 j + 7 k] ^ 9 = [424851121986794995446 + 3457095825466617911382494 i + 3097055610238343074230078 j + 103558017327928871862967 k]
BICP | Distance=494 | [6 + 78 i + 494 j + 7 k] ^ 9 = [424851121986794995446 + 3097055610238343074230078 i + 3457095825466617911382494 j + 103558017327928871862967 k]
BICP | Distance=494 | [6 + 494 i + 81 j + 0 k] ^ 5 = [2075558834046 + 37388425815494 i + 25398050644881 j + -1203113742480 k]
BICP | Distance=494 | [6 + 81 i + 494 j + 0 k] ^ 5 = [2075558834046 + 25398050644881 i + 37388425815494 j + -1203113742480 k]
BICP | Distance=494 | [494 + 6 i + 83 j + 0 k] ^ 5 = [21192014363494 + 1484909078046 i + 23301635169283 j + 1166643026640 k]
BICP | Distance=494 | [6 + 494 i + 119 j + 0 k] ^ 5 = [2414108282046 + 46935452031494 i + 39538662492119 j + -1821150305520 k]
BICP | Distance=494 | [6 + 119 i + 494 j + 0 k] ^ 5 = [2414108282046 + 39538662492119 i + 46935452031494 j + -1821150305520 k]
BICP | Distance=494 | [6 + 494 i + 131 j + 0 k] ^ 5 = [2548700222046 + 50782561011494 i + 44496984054131 j + -2028092754480 k]
BICP | Distance=494 | [6 + 131 i + 494 j + 0 k] ^ 5 = [2548700222046 + 44496984054131 i + 50782561011494 j + -2028092754480 k]
BICP | Distance=494 | [6 + 494 i + 369 j + 0 k] ^ 5 = [8323053842046 + 239244010551494 i + 239214195288369 j + -8315763365520 k]
BICP | Distance=494 | [6 + 369 i + 494 j + 0 k] ^ 5 = [8323053842046 + 239214195288369 i + 239244010551494 j + -8315763365520 k]
BICP | Distance=494 | [6 + 494 i + 381 j + 0 k] ^ 5 = [8794329662046 + 256342837491494 i + 256324931850381 j + -8789465814480 k]
BICP | Distance=494 | [6 + 381 i + 494 j + 0 k] ^ 5 = [8794329662046 + 256324931850381 i + 256342837491494 j + -8789465814480 k]
BICP | Distance=494 | [494 + 6 i + 440 j + 27 k] ^ 9 = [23321011531797573753126494 + 5826235353928478858454966 i + 4849289893391135732652440 j + 6970563209173117342039227 k]
BICP | Distance=494 | [494 + 6 i + 459 j + 12 k] ^ 9 = [25736430802402506685374494 + 3545620595315903374644726 i + 12291679064734758916812459 j + 3732276424930533477830412 k]
BICP | Distance=494 | [494 + 6 i + 489 j + 20 k] ^ 9 = [28182896833303006356102494 + 3392471195124958621158966 i + 24318739709174063865264489 j + 9613353833004928615564820 k]
BICP | Distance=494 | [494 + 7 i + 2 j + 2 k] ^ 5 = [29360807603494 + 2073899403167 i + 561110113642 j + 628528601482 k]
BICP | Distance=494 | [7 + 494 i + 2 j + 2 k] ^ 5 = [2073899403167 + 29360807603494 i + 628528601482 j + 561110113642 k]
BICP | Distance=494 | [7 + 2 i + 494 j + 2 k] ^ 5 = [2073899403167 + 628528601482 i + 29360807603494 j + 561110113642 k]
BICP | Distance=494 | [7 + 2 i + 30 j + 494 k] ^ 5 = [2183125988447 + 78525897642 i + 8843653648630 j + 28396274459494 k]
BICP | Distance=494 | [494 + 7 i + 2 j + 32 k] ^ 3 = [121995494 + 4956137 i + 806122 j + 23496632 k]
BICP | Distance=494 | [494 + 7 i + 2 j + 56 k] ^ 3 = [125127494 + 4858217 i + 320842 j + 41206256 k]
BICP | Distance=494 | [494 + 7 i + 3 j + 3 k] ^ 9 = [1739838262072816701921494 + 218386203554832887497327 i + 84452154985081363423563 j + 106000727353777553749083 k]
BICP | Distance=494 | [7 + 494 i + 3 j + 3 k] ^ 9 = [218386203554832887497327 + 1739838262072816701921494 i + 106000727353777553749083 j + 84452154985081363423563 k]
BICP | Distance=494 | [7 + 3 i + 494 j + 3 k] ^ 9 = [218386203554832887497327 + 106000727353777553749083 i + 1739838262072816701921494 j + 84452154985081363423563 k]
BICP | Distance=494 | [7 + 494 i + 3 j + 41 k] ^ 9 = [120623408913262865937967 + 1325216218914314504907494 i + 218312988363527047763163 j + 1210343239128219821895041 k]
BICP | Distance=494 | [7 + 3 i + 494 j + 41 k] ^ 9 = [120623408913262865937967 + 218312988363527047763163 i + 1325216218914314504907494 j + 1210343239128219821895041 k]
BICP | Distance=494 | [7 + 494 i + 4 j + 6 k] ^ 5 = [2024686732167 + 29338756523494 i + 1289988459044 j + 1717159292126 k]
BICP | Distance=494 | [7 + 4 i + 494 j + 6 k] ^ 5 = [2024686732167 + 1289988459044 i + 29338756523494 j + 1717159292126 k]
BICP | Distance=494 | [494 + 7 i + 4 j + 12 k] ^ 9 = [1774813326802478902194494 + 201500602873623684078967 i + 85509307078781434910884 j + 396911492016207150261612 k]
BICP | Distance=494 | [494 + 7 i + 4 j + 40 k] ^ 5 = [31291197521494 + 1776749115167 i + 557116942004 j + 12116744372840 k]
BICP | Distance=494 | [7 + 5 i + 39 j + 494 k] ^ 9 = [281622444923363474790847 + -2042450577253315335235 i + 1160681020259706998668239 j + 1382535562017343747923494 k]
BICP | Distance=494 | [494 + 7 i + 6 j + 4 k] ^ 5 = [29338756523494 + 2024686732167 i + 1717159292126 j + 1289988459044 k]
BICP | Distance=494 | [494 + 7 i + 6 j + 8 k] ^ 9 = [1749013656282177371262494 + 199006496292657179952967 i + 162710713969320442466166 j + 275270190854841624365288 k]
BICP | Distance=494 | [7 + 494 i + 6 j + 24 k] ^ 5 = [1709655882167 + 28725062315494 i + 2163896487006 j + 7009874802024 k]
BICP | Distance=494 | [7 + 6 i + 494 j + 24 k] ^ 5 = [1709655882167 + 2163896487006 i + 28725062315494 j + 7009874802024 k]
BICP | Distance=494 | [494 + 7 i + 6 j + 28 k] ^ 9 = [1942281950672788491654494 + 153952250504019133608967 i + 104339688178802114952246 j + 934965049335237699811228 k]
BICP | Distance=494 | [494 + 7 i + 6 j + 60 k] ^ 9 = [2721916334963608521798494 + 112945401990229664517127 i + 33089426319106938373686 j + 2193235510358494800566460 k]
BICP | Distance=494 | [7 + 494 i + 6 j + 74 k] ^ 5 = [759769011167 + 22922537503494 i + 2766590299006 j + 20946711636274 k]
BICP | Distance=494 | [7 + 6 i + 494 j + 74 k] ^ 5 = [759769011167 + 2766590299006 i + 22922537503494 j + 20946711636274 k]
BICP | Distance=494 | [494 + 7 i + 6 j + 78 k] ^ 9 = [3457095825466617911382494 + 103558017327928871862967 i + 424851121986794995446 j + 3097055610238343074230078 k]
BICP | Distance=494 | [7 + 494 i + 8 j + 6 k] ^ 9 = [199006496292657179952967 + 1749013656282177371262494 i + 275270190854841624365288 j + 162710713969320442466166 k]
BICP | Distance=494 | [7 + 8 i + 494 j + 6 k] ^ 9 = [199006496292657179952967 + 275270190854841624365288 i + 1749013656282177371262494 j + 162710713969320442466166 k]
BICP | Distance=494 | [7 + 8 i + 8 j + 494 k] ^ 9 = [253680854714446024146007 + 225514203017408016436808 i + 225514203017408016436808 j + 1734882961730939484858494 k]
BICP | Distance=494 | [494 + 7 i + 8 j + 18 k] ^ 5 = [29688374491494 + 1749505170167 i + 2093099932408 j + 5494655422618 k]
BICP | Distance=494 | [494 + 7 i + 8 j + 68 k] ^ 5 = [34958876225494 + 982553667167 i + 1481337670408 j + 21103025706868 k]
BICP | Distance=494 | [494 + 7 i + 8 j + 118 k] ^ 5 = [46623349659494 + 396427514167 i + 1097839808408 j + 39227681391118 k]
BICP | Distance=494 | [7 + 494 i + 10 j + 46 k] ^ 5 = [881077947167 + 26986460375494 i + 3592284123410 j + 13312693430246 k]
BICP | Distance=494 | [7 + 10 i + 494 j + 46 k] ^ 5 = [881077947167 + 3592284123410 i + 26986460375494 j + 13312693430246 k]
BICP | Distance=494 | [7 + 494 i + 12 j + 4 k] ^ 9 = [201500602873623684078967 + 1774813326802478902194494 i + 396911492016207150261612 j + 85509307078781434910884 k]
BICP | Distance=494 | [7 + 12 i + 494 j + 4 k] ^ 9 = [201500602873623684078967 + 396911492016207150261612 i + 1774813326802478902194494 j + 85509307078781434910884 k]
BICP | Distance=494 | [7 + 17 i + 467 j + 494 k] ^ 9 = [1273848107067491678787007 + 7399344986878402978565417 i + 15904277154594489565269467 j + 25910865570859481345427494 k]
BICP | Distance=494 | [7 + 494 i + 18 j + 8 k] ^ 5 = [1749505170167 + 29688374491494 i + 5494655422618 j + 2093099932408 k]
BICP | Distance=494 | [7 + 18 i + 494 j + 8 k] ^ 5 = [1749505170167 + 5494655422618 i + 29688374491494 j + 2093099932408 k]
BICP | Distance=494 | [494 + 7 i + 20 j + 28 k] ^ 5 = [29877734865494 + 751663247167 i + 5571766611620 j + 8639170537228 k]
BICP | Distance=494 | [7 + 494 i + 22 j + 30 k] ^ 5 = [474526675167 + 28922923691494 i + 6931420159022 j + 8594747360630 k]
BICP | Distance=494 | [7 + 22 i + 494 j + 30 k] ^ 5 = [474526675167 + 6931420159022 i + 28922923691494 j + 8594747360630 k]
BICP | Distance=494 | [494 + 7 i + 24 j + 6 k] ^ 5 = [28725062315494 + 1709655882167 i + 7009874802024 j + 2163896487006 k]
BICP | Distance=494 | [7 + 494 i + 28 j + 6 k] ^ 9 = [153952250504019133608967 + 1942281950672788491654494 i + 934965049335237699811228 j + 104339688178802114952246 k]
BICP | Distance=494 | [7 + 28 i + 494 j + 6 k] ^ 9 = [153952250504019133608967 + 934965049335237699811228 i + 1942281950672788491654494 j + 104339688178802114952246 k]
BICP | Distance=494 | [7 + 494 i + 28 j + 20 k] ^ 5 = [751663247167 + 29877734865494 i + 8639170537228 j + 5571766611620 k]
BICP | Distance=494 | [7 + 28 i + 494 j + 20 k] ^ 5 = [751663247167 + 8639170537228 i + 29877734865494 j + 5571766611620 k]
BICP | Distance=494 | [7 + 30 i + 2 j + 494 k] ^ 5 = [2183125988447 + 8843653648630 i + 78525897642 j + 28396274459494 k]
BICP | Distance=494 | [494 + 7 i + 30 j + 22 k] ^ 5 = [28922923691494 + 474526675167 i + 8594747360630 j + 6931420159022 k]
BICP | Distance=494 | [7 + 494 i + 32 j + 2 k] ^ 3 = [-4956137 + -121995494 i + -23496632 j + -806122 k]
BICP | Distance=494 | [7 + 32 i + 494 j + 2 k] ^ 3 = [-4956137 + -23496632 i + -121995494 j + -806122 k]
BICP | Distance=494 | [7 + 39 i + 5 j + 494 k] ^ 9 = [281622444923363474790847 + 1160681020259706998668239 i + -2042450577253315335235 j + 1382535562017343747923494 k]
BICP | Distance=494 | [7 + 494 i + 40 j + 4 k] ^ 5 = [1776749115167 + 31291197521494 i + 12116744372840 j + 557116942004 k]
BICP | Distance=494 | [7 + 40 i + 494 j + 4 k] ^ 5 = [1776749115167 + 12116744372840 i + 31291197521494 j + 557116942004 k]
BICP | Distance=494 | [494 + 7 i + 41 j + 3 k] ^ 9 = [1325216218914314504907494 + 120623408913262865937967 i + 1210343239128219821895041 j + 218312988363527047763163 k]
BICP | Distance=494 | [494 + 7 i + 46 j + 10 k] ^ 5 = [26986460375494 + 881077947167 i + 13312693430246 j + 3592284123410 k]
BICP | Distance=494 | [7 + 494 i + 56 j + 2 k] ^ 3 = [-4858217 + -125127494 i + -41206256 j + -320842 k]
BICP | Distance=494 | [7 + 56 i + 494 j + 2 k] ^ 3 = [-4858217 + -41206256 i + -125127494 j + -320842 k]
BICP | Distance=494 | [7 + 494 i + 60 j + 6 k] ^ 9 = [112945401990229664517127 + 2721916334963608521798494 i + 2193235510358494800566460 j + 33089426319106938373686 k]
BICP | Distance=494 | [7 + 60 i + 494 j + 6 k] ^ 9 = [112945401990229664517127 + 2193235510358494800566460 i + 2721916334963608521798494 j + 33089426319106938373686 k]
BICP | Distance=494 | [7 + 494 i + 68 j + 8 k] ^ 5 = [982553667167 + 34958876225494 i + 21103025706868 j + 1481337670408 k]
BICP | Distance=494 | [7 + 68 i + 494 j + 8 k] ^ 5 = [982553667167 + 21103025706868 i + 34958876225494 j + 1481337670408 k]
BICP | Distance=494 | [494 + 7 i + 74 j + 6 k] ^ 5 = [22922537503494 + 759769011167 i + 20946711636274 j + 2766590299006 k]
BICP | Distance=494 | [7 + 494 i + 78 j + 6 k] ^ 9 = [103558017327928871862967 + 3457095825466617911382494 i + 3097055610238343074230078 j + 424851121986794995446 k]
BICP | Distance=494 | [7 + 78 i + 494 j + 6 k] ^ 9 = [103558017327928871862967 + 3097055610238343074230078 i + 3457095825466617911382494 j + 424851121986794995446 k]
BICP | Distance=494 | [7 + 494 i + 118 j + 8 k] ^ 5 = [396427514167 + 46623349659494 i + 39227681391118 j + 1097839808408 k]
BICP | Distance=494 | [7 + 118 i + 494 j + 8 k] ^ 5 = [396427514167 + 39227681391118 i + 46623349659494 j + 1097839808408 k]
BICP | Distance=494 | [7 + 467 i + 17 j + 494 k] ^ 9 = [1273848107067491678787007 + 15904277154594489565269467 i + 7399344986878402978565417 j + 25910865570859481345427494 k]
BICP | Distance=494 | [8 + 0 i + 17 j + 494 k] ^ 5 = [2366467793128 + -327603964480 i + 5058027860217 j + 29148159521494 k]
BICP | Distance=494 | [8 + 0 i + 33 j + 494 k] ^ 5 = [2319652881128 + -633850451520 i + 9754118649033 j + 28185693393494 k]
BICP | Distance=494 | [8 + 0 i + 67 j + 494 k] ^ 5 = [2121260705128 + -1268903180480 i + 19249027519467 j + 24130483949494 k]
BICP | Distance=494 | [8 + 0 i + 83 j + 494 k] ^ 5 = [1981775969128 + -1556180067520 i + 23361829508283 j + 21302365565494 k]
BICP | Distance=494 | [8 + 494 i + 1 j + 26 k] ^ 5 = [2278915828408 + 28533382319494 i + 792345460481 j + 7667980416226 k]
BICP | Distance=494 | [8 + 1 i + 494 j + 26 k] ^ 5 = [2278915828408 + 792345460481 i + 28533382319494 j + 7667980416226 k]
BICP | Distance=494 | [8 + 494 i + 1 j + 76 k] ^ 5 = [1865260862408 + 22476965781494 i + 1686063963481 j + 21508943000476 k]
BICP | Distance=494 | [8 + 1 i + 494 j + 76 k] ^ 5 = [1865260862408 + 1686063963481 i + 22476965781494 j + 21508943000476 k]
BICP | Distance=494 | [494 + 8 i + 2 j + 3 k] ^ 5 = [29349044347494 + 2366730784408 i + 536860933642 j + 930446725043 k]
BICP | Distance=494 | [8 + 494 i + 2 j + 5 k] ^ 9 = [248980318239998590288808 + 1730695223699076871086494 i + 83829225653662484940242 j + 150109330498951984562885 k]
BICP | Distance=494 | [8 + 2 i + 494 j + 5 k] ^ 9 = [248980318239998590288808 + 83829225653662484940242 i + 1730695223699076871086494 j + 150109330498951984562885 k]
BICP | Distance=494 | [494 + 8 i + 2 j + 19 k] ^ 5 = [29777110859494 + 2310122560408 i + 232953320842 j + 5703604687619 k]
BICP | Distance=494 | [8 + 494 i + 2 j + 33 k] ^ 5 = [2159100024408 + 28045923107494 i + 1212236681482 j + 9686153822033 k]
BICP | Distance=494 | [8 + 2 i + 494 j + 33 k] ^ 5 = [2159100024408 + 1212236681482 i + 28045923107494 j + 9686153822033 k]
BICP | Distance=494 | [8 + 494 i + 2 j + 45 k] ^ 5 = [2047669536408 + 26928364703494 i + 1425616170922 j + 13120040763245 k]
BICP | Distance=494 | [8 + 2 i + 494 j + 45 k] ^ 5 = [2047669536408 + 1425616170922 i + 26928364703494 j + 13120040763245 k]
BICP | Distance=494 | [8 + 494 i + 2 j + 83 k] ^ 5 = [1590943508408 + 21184795119494 i + 2049667869482 j + 23251888651283 k]
BICP | Distance=494 | [8 + 2 i + 494 j + 83 k] ^ 5 = [1590943508408 + 2049667869482 i + 21184795119494 j + 23251888651283 k]
BICP | Distance=494 | [8 + 494 i + 2 j + 95 k] ^ 5 = [1415031452408 + 18698346291494 i + 2227581238922 j + 26127877352495 k]
BICP | Distance=494 | [8 + 2 i + 494 j + 95 k] ^ 5 = [1415031452408 + 2227581238922 i + 18698346291494 j + 26127877352495 k]
BICP | Distance=494 | [8 + 494 i + 3 j + 2 k] ^ 5 = [2366730784408 + 29349044347494 i + 930446725043 j + 536860933642 k]
BICP | Distance=494 | [8 + 3 i + 494 j + 2 k] ^ 5 = [2366730784408 + 930446725043 i + 29349044347494 j + 536860933642 k]
BICP | Distance=494 | [8 + 3 i + 30 j + 494 k] ^ 5 = [2546542323128 + 298271816883 i + 8821996380630 j + 28412582835494 k]
BICP | Distance=494 | [8 + 494 i + 3 j + 30 k] ^ 9 = [183804531275852683384808 + 1514468792367450323382494 i + 206067822255070334095203 j + 907447099306877090473230 k]
BICP | Distance=494 | [8 + 3 i + 494 j + 30 k] ^ 9 = [183804531275852683384808 + 206067822255070334095203 i + 1514468792367450323382494 j + 907447099306877090473230 k]
BICP | Distance=494 | [494 + 8 i + 4 j + 5 k] ^ 5 = [29355499049494 + 2333234998408 i + 1093364398004 j + 1563368851885 k]
BICP | Distance=494 | [8 + 494 i + 4 j + 9 k] ^ 5 = [2290379358408 + 29268234449494 i + 1360510533044 j + 2597906798449 k]
BICP | Distance=494 | [8 + 4 i + 494 j + 9 k] ^ 5 = [2290379358408 + 1360510533044 i + 29268234449494 j + 2597906798449 k]
BICP | Distance=494 | [494 + 8 i + 5 j + 2 k] ^ 9 = [1730695223699076871086494 + 248980318239998590288808 i + 150109330498951984562885 j + 83829225653662484940242 k]
BICP | Distance=494 | [8 + 494 i + 5 j + 4 k] ^ 5 = [2333234998408 + 29355499049494 i + 1563368851885 j + 1093364398004 k]
BICP | Distance=494 | [8 + 5 i + 494 j + 4 k] ^ 5 = [2333234998408 + 1563368851885 i + 29355499049494 j + 1093364398004 k]
BICP | Distance=494 | [8 + 5 i + 6 j + 494 k] ^ 9 = [269760864713512514165288 + 135177989026920716446565 i + 171473771350257453933366 j + 1754522982423506481462494 k]
BICP | Distance=494 | [8 + 494 i + 5 j + 54 k] ^ 5 = [1569142632408 + 25911274211494 i + 2409482824885 j + 15587325522254 k]
BICP | Distance=494 | [8 + 5 i + 494 j + 54 k] ^ 5 = [1569142632408 + 2409482824885 i + 25911274211494 j + 15587325522254 k]
BICP | Distance=494 | [8 + 6 i + 5 j + 494 k] ^ 9 = [269760864713512514165288 + 171473771350257453933366 i + 135177989026920716446565 j + 1754522982423506481462494 k]
BICP | Distance=494 | [8 + 6 i + 7 j + 494 k] ^ 9 = [275270190854841624365288 + 162710713969320442466166 i + 199006496292657179952967 j + 1749013656282177371262494 k]
BICP | Distance=494 | [8 + 494 i + 6 j + 33 k] ^ 9 = [125490709113407190674408 + 1479699532227481068486494 i + 299179740920101939326006 j + 983965995982456262940033 k]
BICP | Distance=494 | [8 + 6 i + 494 j + 33 k] ^ 9 = [125490709113407190674408 + 299179740920101939326006 i + 1479699532227481068486494 j + 983965995982456262940033 k]
BICP | Distance=494 | [8 + 7 i + 6 j + 494 k] ^ 9 = [275270190854841624365288 + 199006496292657179952967 i + 162710713969320442466166 j + 1749013656282177371262494 k]
BICP | Distance=494 | [8 + 494 i + 7 j + 8 k] ^ 9 = [225514203017408016436808 + 1734882961730939484858494 i + 253680854714446024146007 j + 225514203017408016436808 k]
BICP | Distance=494 | [8 + 7 i + 494 j + 8 k] ^ 9 = [225514203017408016436808 + 253680854714446024146007 i + 1734882961730939484858494 j + 225514203017408016436808 k]
BICP | Distance=494 | [494 + 8 i + 7 j + 18 k] ^ 5 = [29688374491494 + 2093099932408 i + 1749505170167 j + 5494655422618 k]
BICP | Distance=494 | [494 + 8 i + 7 j + 68 k] ^ 5 = [34958876225494 + 1481337670408 i + 982553667167 j + 21103025706868 k]
BICP | Distance=494 | [494 + 8 i + 7 j + 118 k] ^ 5 = [46623349659494 + 1097839808408 i + 396427514167 j + 39227681391118 k]
BICP | Distance=494 | [494 + 8 i + 8 j + 7 k] ^ 9 = [1734882961730939484858494 + 225514203017408016436808 i + 225514203017408016436808 j + 253680854714446024146007 k]
BICP | Distance=494 | [494 + 8 i + 8 j + 257 k] ^ 9 = [37996250523484217192682494 + 686392290286237204808 i + 686392290286237204808 j + 37994272391221701077574257 k]
BICP | Distance=494 | [494 + 8 i + 9 j + 4 k] ^ 5 = [29268234449494 + 2290379358408 i + 2597906798449 j + 1360510533044 k]
BICP | Distance=494 | [8 + 15 i + 64 j + 494 k] ^ 9 = [574332013967815716742088 + 32984959320381007191615 i + 1655640797889751892457664 j + 778833105130325569554494 k]
BICP | Distance=494 | [8 + 17 i + 0 j + 494 k] ^ 5 = [2366467793128 + 5058027860217 i + -327603964480 j + 29148159521494 k]
BICP | Distance=494 | [8 + 494 i + 18 j + 7 k] ^ 5 = [2093099932408 + 29688374491494 i + 5494655422618 j + 1749505170167 k]
BICP | Distance=494 | [8 + 18 i + 494 j + 7 k] ^ 5 = [2093099932408 + 5494655422618 i + 29688374491494 j + 1749505170167 k]
BICP | Distance=494 | [8 + 494 i + 19 j + 2 k] ^ 5 = [2310122560408 + 29777110859494 i + 5703604687619 j + 232953320842 k]
BICP | Distance=494 | [8 + 19 i + 494 j + 2 k] ^ 5 = [2310122560408 + 5703604687619 i + 29777110859494 j + 232953320842 k]
BICP | Distance=494 | [494 + 8 i + 26 j + 1 k] ^ 5 = [28533382319494 + 2278915828408 i + 7667980416226 j + 792345460481 k]
BICP | Distance=494 | [8 + 30 i + 3 j + 494 k] ^ 5 = [2546542323128 + 8821996380630 i + 298271816883 j + 28412582835494 k]
BICP | Distance=494 | [494 + 8 i + 30 j + 3 k] ^ 9 = [1514468792367450323382494 + 183804531275852683384808 i + 907447099306877090473230 j + 206067822255070334095203 k]
BICP | Distance=494 | [8 + 33 i + 0 j + 494 k] ^ 5 = [2319652881128 + 9754118649033 i + -633850451520 j + 28185693393494 k]
BICP | Distance=494 | [494 + 8 i + 33 j + 2 k] ^ 5 = [28045923107494 + 2159100024408 i + 9686153822033 j + 1212236681482 k]
BICP | Distance=494 | [494 + 8 i + 33 j + 6 k] ^ 9 = [1479699532227481068486494 + 125490709113407190674408 i + 983965995982456262940033 j + 299179740920101939326006 k]
BICP | Distance=494 | [8 + 34 i + 59 j + 494 k] ^ 9 = [1038707603616120608057768 + 438309042254272840227634 i + 1324810346650884400000859 j + 806669377872012729558494 k]
BICP | Distance=494 | [494 + 8 i + 45 j + 2 k] ^ 5 = [26928364703494 + 2047669536408 i + 13120040763245 j + 1425616170922 k]
BICP | Distance=494 | [494 + 8 i + 54 j + 5 k] ^ 5 = [25911274211494 + 1569142632408 i + 15587325522254 j + 2409482824885 k]
BICP | Distance=494 | [8 + 59 i + 34 j + 494 k] ^ 9 = [1038707603616120608057768 + 1324810346650884400000859 i + 438309042254272840227634 j + 806669377872012729558494 k]
BICP | Distance=494 | [8 + 64 i + 15 j + 494 k] ^ 9 = [574332013967815716742088 + 1655640797889751892457664 i + 32984959320381007191615 j + 778833105130325569554494 k]
BICP | Distance=494 | [8 + 67 i + 0 j + 494 k] ^ 5 = [2121260705128 + 19249027519467 i + -1268903180480 j + 24130483949494 k]
BICP | Distance=494 | [8 + 494 i + 68 j + 7 k] ^ 5 = [1481337670408 + 34958876225494 i + 21103025706868 j + 982553667167 k]
BICP | Distance=494 | [8 + 68 i + 494 j + 7 k] ^ 5 = [1481337670408 + 21103025706868 i + 34958876225494 j + 982553667167 k]
BICP | Distance=494 | [494 + 8 i + 76 j + 1 k] ^ 5 = [22476965781494 + 1865260862408 i + 21508943000476 j + 1686063963481 k]
BICP | Distance=494 | [8 + 494 i + 81 j + 476 k] ^ 9 = [13063580634929118228604808 + 34163699456859632803482494 i + 32891688839367116041767681 j + 3977472744859033229940476 k]
BICP | Distance=494 | [8 + 81 i + 494 j + 476 k] ^ 9 = [13063580634929118228604808 + 32891688839367116041767681 i + 34163699456859632803482494 j + 3977472744859033229940476 k]
BICP | Distance=494 | [8 + 83 i + 0 j + 494 k] ^ 5 = [1981775969128 + 23361829508283 i + -1556180067520 j + 21302365565494 k]
BICP | Distance=494 | [494 + 8 i + 83 j + 2 k] ^ 5 = [21184795119494 + 1590943508408 i + 23251888651283 j + 2049667869482 k]
BICP | Distance=494 | [494 + 8 i + 95 j + 2 k] ^ 5 = [18698346291494 + 1415031452408 i + 26127877352495 j + 2227581238922 k]
BICP | Distance=494 | [8 + 494 i + 118 j + 7 k] ^ 5 = [1097839808408 + 46623349659494 i + 39227681391118 j + 396427514167 k]
BICP | Distance=494 | [8 + 118 i + 494 j + 7 k] ^ 5 = [1097839808408 + 39227681391118 i + 46623349659494 j + 396427514167 k]
BICP | Distance=494 | [8 + 494 i + 257 j + 8 k] ^ 9 = [686392290286237204808 + 37996250523484217192682494 i + 37994272391221701077574257 j + 686392290286237204808 k]
BICP | Distance=494 | [8 + 257 i + 494 j + 8 k] ^ 9 = [686392290286237204808 + 37994272391221701077574257 i + 37996250523484217192682494 j + 686392290286237204808 k]
BICP | Distance=494 | [494 + 8 i + 476 j + 81 k] ^ 9 = [34163699456859632803482494 + 13063580634929118228604808 i + 3977472744859033229940476 j + 32891688839367116041767681 k]
BICP | Distance=494 | [9 + 0 i + 46 j + 494 k] ^ 9 = [219812943715841056950729 + -201610170803270271313440 i + 1364087264378419168551646 j + 1238837200615413599070494 k]
BICP | Distance=494 | [494 + 9 i + 0 j + 94 k] ^ 9 = [4294412480480990492742494 + 603878620738780721406249 i + -551045092953875835425760 j + 4037037592473222340546894 k]
BICP | Distance=494 | [9 + 494 i + 1 j + 67 k] ^ 9 = [115413140534567072391489 + 656689046366563583013494 i + 287661604896679085669161 j + 1760794439545591400485867 k]
BICP | Distance=494 | [9 + 1 i + 494 j + 67 k] ^ 9 = [115413140534567072391489 + 287661604896679085669161 i + 656689046366563583013494 j + 1760794439545591400485867 k]
BICP | Distance=494 | [9 + 494 i + 4 j + 8 k] ^ 5 = [2597906798449 + 29268234449494 i + 1360510533044 j + 2290379358408 k]
BICP | Distance=494 | [9 + 4 i + 494 j + 8 k] ^ 5 = [2597906798449 + 1360510533044 i + 29268234449494 j + 2290379358408 k]
BICP | Distance=494 | [9 + 494 i + 4 j + 58 k] ^ 5 = [1906913589449 + 25347293531494 i + 2331661995044 j + 16684387922658 k]
BICP | Distance=494 | [9 + 4 i + 494 j + 58 k] ^ 5 = [1906913589449 + 2331661995044 i + 25347293531494 j + 16684387922658 k]
BICP | Distance=494 | [9 + 494 i + 4 j + 70 k] ^ 9 = [9631241195705811776649 + 580048121930693610150494 i + 339203954147228603652484 j + 1802174180057700645649270 k]
BICP | Distance=494 | [9 + 4 i + 494 j + 70 k] ^ 9 = [9631241195705811776649 + 339203954147228603652484 i + 580048121930693610150494 j + 1802174180057700645649270 k]
BICP | Distance=494 | [494 + 9 i + 5 j + 9 k] ^ 9 = [1748442707673342601107494 + 265091943522846733876449 i + 117660541169308022506685 j + 308026653021877626718929 k]
BICP | Distance=494 | [9 + 5 i + 9 j + 494 k] ^ 9 = [308026653021877626718929 + 117660541169308022506685 i + 265091943522846733876449 j + 1748442707673342601107494 k]
BICP | Distance=494 | [494 + 9 i + 5 j + 23 k] ^ 9 = [1868869285293396798837494 + 243150590909800147112769 i + 59503454486104623367325 j + 764296373859444891499823 k]
BICP | Distance=494 | [9 + 6 i + 42 j + 494 k] ^ 5 = [3166946827569 + 807525300126 i + 12211981621842 j + 27386759799494 k]
BICP | Distance=494 | [494 + 9 i + 8 j + 4 k] ^ 5 = [29268234449494 + 2597906798449 i + 2290379358408 j + 1360510533044 k]
BICP | Distance=494 | [9 + 494 i + 9 j + 5 k] ^ 9 = [265091943522846733876449 + 1748442707673342601107494 i + 308026653021877626718929 j + 117660541169308022506685 k]
BICP | Distance=494 | [9 + 9 i + 494 j + 5 k] ^ 9 = [265091943522846733876449 + 308026653021877626718929 i + 1748442707673342601107494 j + 117660541169308022506685 k]
BICP | Distance=494 | [9 + 9 i + 5 j + 494 k] ^ 9 = [308026653021877626718929 + 265091943522846733876449 i + 117660541169308022506685 j + 1748442707673342601107494 k]
BICP | Distance=494 | [9 + 494 i + 23 j + 5 k] ^ 9 = [243150590909800147112769 + 1868869285293396798837494 i + 764296373859444891499823 j + 59503454486104623367325 k]
BICP | Distance=494 | [9 + 23 i + 494 j + 5 k] ^ 9 = [243150590909800147112769 + 764296373859444891499823 i + 1868869285293396798837494 j + 59503454486104623367325 k]
BICP | Distance=494 | [9 + 42 i + 6 j + 494 k] ^ 5 = [3166946827569 + 12211981621842 i + 807525300126 j + 27386759799494 k]
BICP | Distance=494 | [9 + 46 i + 0 j + 494 k] ^ 9 = [219812943715841056950729 + 1364087264378419168551646 i + -201610170803270271313440 j + 1238837200615413599070494 k]
BICP | Distance=494 | [494 + 9 i + 58 j + 4 k] ^ 5 = [25347293531494 + 1906913589449 i + 16684387922658 j + 2331661995044 k]
BICP | Distance=494 | [494 + 9 i + 67 j + 1 k] ^ 9 = [656689046366563583013494 + 115413140534567072391489 i + 1760794439545591400485867 j + 287661604896679085669161 k]
BICP | Distance=494 | [494 + 9 i + 70 j + 4 k] ^ 9 = [580048121930693610150494 + 9631241195705811776649 i + 1802174180057700645649270 j + 339203954147228603652484 k]
BICP | Distance=494 | [9 + 494 i + 94 j + 0 k] ^ 9 = [603878620738780721406249 + 4294412480480990492742494 i + 4037037592473222340546894 j + -551045092953875835425760 k]
BICP | Distance=494 | [9 + 94 i + 494 j + 0 k] ^ 9 = [603878620738780721406249 + 4037037592473222340546894 i + 4294412480480990492742494 j + -551045092953875835425760 k]
BICP | Distance=494 | [10 + 1 i + 2 j + 494 k] ^ 5 = [2984580803410 + 250228376521 i + 572846477642 j + 29534299599494 k]
BICP | Distance=494 | [10 + 2 i + 1 j + 494 k] ^ 5 = [2984580803410 + 572846477642 i + 250228376521 j + 29534299599494 k]
BICP | Distance=494 | [10 + 7 i + 46 j + 494 k] ^ 5 = [3592284123410 + 881077947167 i + 13312693430246 j + 26986460375494 k]
BICP | Distance=494 | [10 + 17 i + 46 j + 494 k] ^ 9 = [615251810666042607262810 + 195519388523814095168417 i + 1248745634057776967540446 j + 1235875752614234943078494 k]
BICP | Distance=494 | [10 + 21 i + 42 j + 494 k] ^ 9 = [673680553608348550462810 + 335053251841347944545221 i + 1109211770740243118163642 j + 1294304495556540886278494 k]
BICP | Distance=494 | [10 + 42 i + 21 j + 494 k] ^ 9 = [673680553608348550462810 + 1109211770740243118163642 i + 335053251841347944545221 j + 1294304495556540886278494 k]
BICP | Distance=494 | [10 + 46 i + 7 j + 494 k] ^ 5 = [3592284123410 + 13312693430246 i + 881077947167 j + 26986460375494 k]
BICP | Distance=494 | [10 + 46 i + 17 j + 494 k] ^ 9 = [615251810666042607262810 + 1248745634057776967540446 i + 195519388523814095168417 j + 1235875752614234943078494 k]
BICP | Distance=494 | [10 + 96 i + 467 j + 494 k] ^ 9 = [2509376675803635090358810 + 38061556471279420075072896 i + 30087705991337408097744467 j + 9870628096832075428302494 k]
BICP | Distance=494 | [10 + 467 i + 96 j + 494 k] ^ 9 = [2509376675803635090358810 + 30087705991337408097744467 i + 38061556471279420075072896 j + 9870628096832075428302494 k]
BICP | Distance=494 | [12 + 4 i + 7 j + 494 k] ^ 9 = [396911492016207150261612 + 85509307078781434910884 i + 201500602873623684078967 j + 1774813326802478902194494 k]
BICP | Distance=494 | [12 + 6 i + 459 j + 494 k] ^ 9 = [3732276424930533477830412 + 3545620595315903374644726 i + 12291679064734758916812459 j + 25736430802402506685374494 k]
BICP | Distance=494 | [12 + 7 i + 4 j + 494 k] ^ 9 = [396911492016207150261612 + 201500602873623684078967 i + 85509307078781434910884 j + 1774813326802478902194494 k]
BICP | Distance=494 | [12 + 459 i + 6 j + 494 k] ^ 9 = [3732276424930533477830412 + 12291679064734758916812459 i + 3545620595315903374644726 j + 25736430802402506685374494 k]
BICP | Distance=494 | [15 + 494 i + 2 j + 6 k] ^ 9 = [466853221500188090415615 + 1687270753682261758590494 i + 108135344821208477106002 j + 171050297393537257974966 k]
BICP | Distance=494 | [15 + 2 i + 494 j + 6 k] ^ 9 = [466853221500188090415615 + 108135344821208477106002 i + 1687270753682261758590494 j + 171050297393537257974966 k]
BICP | Distance=494 | [494 + 15 i + 6 j + 2 k] ^ 9 = [1687270753682261758590494 + 466853221500188090415615 i + 171050297393537257974966 j + 108135344821208477106002 k]
BICP | Distance=494 | [15 + 494 i + 8 j + 64 k] ^ 9 = [32984959320381007191615 + 778833105130325569554494 i + 574332013967815716742088 j + 1655640797889751892457664 k]
BICP | Distance=494 | [15 + 8 i + 494 j + 64 k] ^ 9 = [32984959320381007191615 + 574332013967815716742088 i + 778833105130325569554494 j + 1655640797889751892457664 k]
BICP | Distance=494 | [15 + 17 i + 29 j + 494 k] ^ 9 = [673314494049176181365415 + 282927335537751851417417 i + 766998381199378357426229 j + 1574183376332013350301494 k]
BICP | Distance=494 | [15 + 21 i + 33 j + 494 k] ^ 9 = [750302655532190259245415 + 353027527378838710834221 i + 837098573040465216843033 j + 1497195214848999272421494 k]
BICP | Distance=494 | [15 + 29 i + 17 j + 494 k] ^ 9 = [673314494049176181365415 + 766998381199378357426229 i + 282927335537751851417417 j + 1574183376332013350301494 k]
BICP | Distance=494 | [15 + 33 i + 21 j + 494 k] ^ 9 = [750302655532190259245415 + 837098573040465216843033 i + 353027527378838710834221 j + 1497195214848999272421494 k]
BICP | Distance=494 | [15 + 42 i + 54 j + 494 k] ^ 9 = [1288453029757967067020415 + 533075638807885129827642 i + 1017146684469511635836454 j + 959044840623222464646494 k]
BICP | Distance=494 | [15 + 46 i + 58 j + 494 k] ^ 9 = [1406374930489621406780415 + 524102107740481175684446 i + 1008173153402107681693258 j + 841122939891568124886494 k]
BICP | Distance=494 | [15 + 54 i + 42 j + 494 k] ^ 9 = [1288453029757967067020415 + 1017146684469511635836454 i + 533075638807885129827642 j + 959044840623222464646494 k]
BICP | Distance=494 | [15 + 58 i + 46 j + 494 k] ^ 9 = [1406374930489621406780415 + 1008173153402107681693258 i + 524102107740481175684446 j + 841122939891568124886494 k]
BICP | Distance=494 | [494 + 15 i + 64 j + 8 k] ^ 9 = [778833105130325569554494 + 32984959320381007191615 i + 1655640797889751892457664 j + 574332013967815716742088 k]
BICP | Distance=494 | [15 + 67 i + 79 j + 494 k] ^ 9 = [2002328662516978196405415 + 214120734410240187757867 i + 698191780071866693766679 j + 245169207864211335261494 k]
BICP | Distance=494 | [15 + 71 i + 83 j + 494 k] ^ 9 = [2097202425898525166045415 + 104502884496744211014671 i + 588573930158370717023483 j + 150295444482664365621494 k]
BICP | Distance=494 | [15 + 79 i + 67 j + 494 k] ^ 9 = [2002328662516978196405415 + 698191780071866693766679 i + 214120734410240187757867 j + 245169207864211335261494 k]
BICP | Distance=494 | [15 + 83 i + 71 j + 494 k] ^ 9 = [2097202425898525166045415 + 588573930158370717023483 i + 104502884496744211014671 j + 150295444482664365621494 k]
BICP | Distance=494 | [16 + 494 i + 3 j + 366 k] ^ 7 = [3948556838337105416 + 7732022566215270494 i + 4703076919395312693 j + 31982530864046994366 k]
BICP | Distance=494 | [16 + 3 i + 494 j + 366 k] ^ 7 = [3948556838337105416 + 4703076919395312693 i + 7732022566215270494 j + 31982530864046994366 k]
BICP | Distance=494 | [494 + 16 i + 366 j + 3 k] ^ 7 = [-7732022566215270494 + -3948556838337105416 i + -31982530864046994366 j + -4703076919395312693 k]
BICP | Distance=494 | [17 + 494 i + 0 j + 6 k] ^ 5 = [5045586699217 + 29028027119494 i + 245602197360 j + 1773388346046 k]
BICP | Distance=494 | [17 + 0 i + 494 j + 6 k] ^ 5 = [5045586699217 + 245602197360 i + 29028027119494 j + 1773388346046 k]
BICP | Distance=494 | [494 + 17 i + 0 j + 8 k] ^ 5 = [29148159521494 + 5058027860217 i + -327603964480 j + 2366467793128 k]
BICP | Distance=494 | [494 + 17 i + 2 j + 2 k] ^ 9 = [1678143736421121282702494 + 534630544108100093504417 i + 44322244296646763473682 j + 79143210845058514967762 k]
BICP | Distance=494 | [17 + 494 i + 2 j + 2 k] ^ 9 = [534630544108100093504417 + 1678143736421121282702494 i + 79143210845058514967762 j + 44322244296646763473682 k]
BICP | Distance=494 | [17 + 2 i + 494 j + 2 k] ^ 9 = [534630544108100093504417 + 79143210845058514967762 i + 1678143736421121282702494 j + 44322244296646763473682 k]
BICP | Distance=494 | [494 + 17 i + 2 j + 6 k] ^ 5 = [29112696307494 + 5025212544217 i + 346149284842 j + 1856180255006 k]
BICP | Distance=494 | [17 + 494 i + 2 j + 30 k] ^ 5 = [4795042232217 + 28011802955494 i + 1801888062922 j + 8723689328630 k]
BICP | Distance=494 | [17 + 2 i + 494 j + 30 k] ^ 5 = [4795042232217 + 1801888062922 i + 28011802955494 j + 8723689328630 k]
BICP | Distance=494 | [17 + 494 i + 2 j + 42 k] ^ 5 = [4631015816217 + 26985492383494 i + 2272667405482 j + 12158069613842 k]
BICP | Distance=494 | [17 + 2 i + 494 j + 42 k] ^ 5 = [4631015816217 + 2272667405482 i + 26985492383494 j + 12158069613842 k]
BICP | Distance=494 | [17 + 494 i + 2 j + 80 k] ^ 5 = [3883521673217 + 21528297867494 i + 3687480094922 j + 22334378242880 k]
BICP | Distance=494 | [17 + 2 i + 494 j + 80 k] ^ 5 = [3883521673217 + 3687480094922 i + 21528297867494 j + 22334378242880 k]
BICP | Distance=494 | [17 + 494 i + 2 j + 92 k] ^ 5 = [3576953125217 + 19130353671494 i + 4104109317482 j + 25237898268092 k]
BICP | Distance=494 | [17 + 2 i + 494 j + 92 k] ^ 5 = [3576953125217 + 4104109317482 i + 19130353671494 j + 25237898268092 k]
BICP | Distance=494 | [17 + 494 i + 2 j + 130 k] ^ 5 = [2391039264217 + 9542521079494 i + 5300440626922 j + 33055693957130 k]
BICP | Distance=494 | [17 + 2 i + 494 j + 130 k] ^ 5 = [2391039264217 + 5300440626922 i + 9542521079494 j + 33055693957130 k]
BICP | Distance=494 | [494 + 17 i + 5 j + 147 k] ^ 9 = [9050815357006742873169494 + 1554070917940874388221417 i + -1514003054312094542852995 j + 8988282243982186751943147 k]
BICP | Distance=494 | [494 + 17 i + 5 j + 397 k] ^ 9 = [175802858784855755055495494 + 21413109596004064023089417 i + -21413108732585555988320995 j + 175802859187632182403621397 k]
BICP | Distance=494 | [494 + 17 i + 6 j + 0 k] ^ 5 = [29028027119494 + 5045586699217 i + 1773388346046 j + 245602197360 k]
BICP | Distance=494 | [17 + 494 i + 6 j + 2 k] ^ 5 = [5025212544217 + 29112696307494 i + 1856180255006 j + 346149284842 k]
BICP | Distance=494 | [17 + 6 i + 494 j + 2 k] ^ 5 = [5025212544217 + 1856180255006 i + 29112696307494 j + 346149284842 k]
BICP | Distance=494 | [17 + 494 i + 6 j + 24 k] ^ 9 = [431906505124075150130417 + 1559936497004795285382494 i + 379416705697416156222006 j + 677550199971788303484024 k]
BICP | Distance=494 | [17 + 6 i + 494 j + 24 k] ^ 9 = [431906505124075150130417 + 379416705697416156222006 i + 1559936497004795285382494 j + 677550199971788303484024 k]
BICP | Distance=494 | [17 + 494 i + 7 j + 467 k] ^ 9 = [7399344986878402978565417 + 25910865570859481345427494 i + 1273848107067491678787007 j + 15904277154594489565269467 k]
BICP | Distance=494 | [17 + 7 i + 494 j + 467 k] ^ 9 = [7399344986878402978565417 + 1273848107067491678787007 i + 25910865570859481345427494 j + 15904277154594489565269467 k]
BICP | Distance=494 | [17 + 494 i + 8 j + 0 k] ^ 5 = [5058027860217 + 29148159521494 i + 2366467793128 j + -327603964480 k]
BICP | Distance=494 | [17 + 8 i + 494 j + 0 k] ^ 5 = [5058027860217 + 2366467793128 i + 29148159521494 j + -327603964480 k]
BICP | Distance=494 | [17 + 494 i + 10 j + 46 k] ^ 9 = [195519388523814095168417 + 1235875752614234943078494 i + 615251810666042607262810 j + 1248745634057776967540446 k]
BICP | Distance=494 | [17 + 10 i + 494 j + 46 k] ^ 9 = [195519388523814095168417 + 615251810666042607262810 i + 1235875752614234943078494 j + 1248745634057776967540446 k]
BICP | Distance=494 | [17 + 494 i + 15 j + 29 k] ^ 9 = [282927335537751851417417 + 1574183376332013350301494 i + 673314494049176181365415 j + 766998381199378357426229 k]
BICP | Distance=494 | [17 + 15 i + 494 j + 29 k] ^ 9 = [282927335537751851417417 + 673314494049176181365415 i + 1574183376332013350301494 j + 766998381199378357426229 k]
BICP | Distance=494 | [494 + 17 i + 17 j + 31 k] ^ 9 = [1910723239349741372769494 + 306971197698991090210217 i + 306971197698991090210217 j + 1119214682483296957308631 k]
BICP | Distance=494 | [494 + 17 i + 20 j + 28 k] ^ 9 = [1840230191305600195554494 + 274277112765306180296417 i + 423074015757888027223220 j + 1033975712056555868738428 k]
BICP | Distance=494 | [494 + 17 i + 24 j + 6 k] ^ 9 = [1559936497004795285382494 + 431906505124075150130417 i + 677550199971788303484024 j + 379416705697416156222006 k]
BICP | Distance=494 | [17 + 494 i + 28 j + 20 k] ^ 9 = [274277112765306180296417 + 1840230191305600195554494 i + 1033975712056555868738428 j + 423074015757888027223220 k]
BICP | Distance=494 | [17 + 28 i + 494 j + 20 k] ^ 9 = [274277112765306180296417 + 1033975712056555868738428 i + 1840230191305600195554494 j + 423074015757888027223220 k]
BICP | Distance=494 | [494 + 17 i + 29 j + 15 k] ^ 9 = [1574183376332013350301494 + 282927335537751851417417 i + 766998381199378357426229 j + 673314494049176181365415 k]
BICP | Distance=494 | [494 + 17 i + 30 j + 2 k] ^ 5 = [28011802955494 + 4795042232217 i + 8723689328630 j + 1801888062922 k]
BICP | Distance=494 | [17 + 494 i + 31 j + 17 k] ^ 9 = [306971197698991090210217 + 1910723239349741372769494 i + 1119214682483296957308631 j + 306971197698991090210217 k]
BICP | Distance=494 | [17 + 31 i + 494 j + 17 k] ^ 9 = [306971197698991090210217 + 1119214682483296957308631 i + 1910723239349741372769494 j + 306971197698991090210217 k]
BICP | Distance=494 | [494 + 17 i + 42 j + 2 k] ^ 5 = [26985492383494 + 4631015816217 i + 12158069613842 j + 2272667405482 k]
BICP | Distance=494 | [494 + 17 i + 46 j + 10 k] ^ 9 = [1235875752614234943078494 + 195519388523814095168417 i + 1248745634057776967540446 j + 615251810666042607262810 k]
BICP | Distance=494 | [494 + 17 i + 80 j + 2 k] ^ 5 = [21528297867494 + 3883521673217 i + 22334378242880 j + 3687480094922 k]
BICP | Distance=494 | [494 + 17 i + 92 j + 2 k] ^ 5 = [19130353671494 + 3576953125217 i + 25237898268092 j + 4104109317482 k]
BICP | Distance=494 | [494 + 17 i + 130 j + 2 k] ^ 5 = [9542521079494 + 2391039264217 i + 33055693957130 j + 5300440626922 k]
BICP | Distance=494 | [17 + 494 i + 147 j + 5 k] ^ 9 = [1554070917940874388221417 + 9050815357006742873169494 i + 8988282243982186751943147 j + -1514003054312094542852995 k]
BICP | Distance=494 | [17 + 147 i + 494 j + 5 k] ^ 9 = [1554070917940874388221417 + 8988282243982186751943147 i + 9050815357006742873169494 j + -1514003054312094542852995 k]
BICP | Distance=494 | [17 + 494 i + 397 j + 5 k] ^ 9 = [21413109596004064023089417 + 175802858784855755055495494 i + 175802859187632182403621397 j + -21413108732585555988320995 k]
BICP | Distance=494 | [17 + 397 i + 494 j + 5 k] ^ 9 = [21413109596004064023089417 + 175802859187632182403621397 i + 175802858784855755055495494 j + -21413108732585555988320995 k]
BICP | Distance=494 | [494 + 17 i + 467 j + 7 k] ^ 9 = [25910865570859481345427494 + 7399344986878402978565417 i + 15904277154594489565269467 j + 1273848107067491678787007 k]
BICP | Distance=494 | [18 + 2 i + 3 j + 494 k] ^ 5 = [5386864746618 + 469769557642 i + 813364319883 j + 29796165167494 k]
BICP | Distance=494 | [18 + 3 i + 2 j + 494 k] ^ 5 = [5386864746618 + 813364319883 i + 469769557642 j + 29796165167494 k]
BICP | Distance=494 | [18 + 7 i + 8 j + 494 k] ^ 5 = [5494655422618 + 1749505170167 i + 2093099932408 j + 29688374491494 k]
BICP | Distance=494 | [18 + 8 i + 7 j + 494 k] ^ 5 = [5494655422618 + 2093099932408 i + 1749505170167 j + 29688374491494 k]
BICP | Distance=494 | [18 + 58 i + 467 j + 494 k] ^ 9 = [3254432595968409574981218 + 23607044971354044499621258 i + 18810335506703867635338467 j + 18507180374358159683310494 k]
BICP | Distance=494 | [18 + 467 i + 58 j + 494 k] ^ 9 = [3254432595968409574981218 + 18810335506703867635338467 i + 23607044971354044499621258 j + 18507180374358159683310494 k]
BICP | Distance=494 | [19 + 0 i + 6 j + 494 k] ^ 5 = [5669320023619 + -275228681520 i + 1801940558046 j + 29811395523494 k]
BICP | Distance=494 | [19 + 1 i + 467 j + 494 k] ^ 9 = [7493018001512775708790219 + 2191967793219143752390201 i + 14968071167360139487905467 j + 27113938542954983139279494 k]
BICP | Distance=494 | [19 + 2 i + 8 j + 494 k] ^ 5 = [5703604687619 + 232953320842 i + 2310122560408 j + 29777110859494 k]
BICP | Distance=494 | [19 + 6 i + 0 j + 494 k] ^ 5 = [5669320023619 + 1801940558046 i + -275228681520 j + 29811395523494 k]
BICP | Distance=494 | [19 + 8 i + 2 j + 494 k] ^ 5 = [5703604687619 + 2310122560408 i + 232953320842 j + 29777110859494 k]
BICP | Distance=494 | [19 + 83 i + 467 j + 494 k] ^ 9 = [4384240501892000149092619 + 32403932440038888296692283 i + 23668051327440054574401467 j + 11602795526683717678389494 k]
BICP | Distance=494 | [19 + 467 i + 1 j + 494 k] ^ 9 = [7493018001512775708790219 + 14968071167360139487905467 i + 2191967793219143752390201 j + 27113938542954983139279494 k]
BICP | Distance=494 | [19 + 467 i + 83 j + 494 k] ^ 9 = [4384240501892000149092619 + 23668051327440054574401467 i + 32403932440038888296692283 j + 11602795526683717678389494 k]
BICP | Distance=494 | [20 + 494 i + 1 j + 46 k] ^ 5 = [5517368361620 + 26424920955494 i + 2474746464481 j + 13279157230246 k]
BICP | Distance=494 | [20 + 1 i + 494 j + 46 k] ^ 5 = [5517368361620 + 2474746464481 i + 26424920955494 j + 13279157230246 k]
BICP | Distance=494 | [20 + 494 i + 1 j + 96 k] ^ 5 = [4374202495620 + 18120634373494 i + 4674817291481 j + 26115292314496 k]
BICP | Distance=494 | [20 + 1 i + 494 j + 96 k] ^ 5 = [4374202495620 + 4674817291481 i + 18120634373494 j + 26115292314496 k]
BICP | Distance=494 | [20 + 494 i + 2 j + 33 k] ^ 5 = [5619531601620 + 27658219775494 i + 2155471242922 j + 9548178698033 k]
BICP | Distance=494 | [20 + 2 i + 494 j + 33 k] ^ 5 = [5619531601620 + 2155471242922 i + 27658219775494 j + 9548178698033 k]
BICP | Distance=494 | [20 + 494 i + 2 j + 83 k] ^ 5 = [4546026117620 + 20843271507494 i + 4372506454922 j + 22996882687283 k]
BICP | Distance=494 | [20 + 2 i + 494 j + 83 k] ^ 5 = [4546026117620 + 4372506454922 i + 20843271507494 j + 22996882687283 k]
BICP | Distance=494 | [20 + 494 i + 6 j + 21 k] ^ 9 = [537150883793994231307220 + 1566681772622434314582494 i + 386161981315055185422006 j + 572305821301869222307221 k]
BICP | Distance=494 | [20 + 6 i + 494 j + 21 k] ^ 9 = [537150883793994231307220 + 386161981315055185422006 i + 1566681772622434314582494 j + 572305821301869222307221 k]
BICP | Distance=494 | [20 + 6 i + 489 j + 494 k] ^ 9 = [9613353833004928615564820 + 3392471195124958621158966 i + 24318739709174063865264489 j + 28182896833303006356102494 k]
BICP | Distance=494 | [494 + 20 i + 7 j + 28 k] ^ 5 = [29877734865494 + 5571766611620 i + 751663247167 j + 8639170537228 k]
BICP | Distance=494 | [494 + 20 i + 17 j + 28 k] ^ 9 = [1840230191305600195554494 + 423074015757888027223220 i + 274277112765306180296417 j + 1033975712056555868738428 k]
BICP | Distance=494 | [494 + 20 i + 21 j + 6 k] ^ 9 = [1566681772622434314582494 + 537150883793994231307220 i + 572305821301869222307221 j + 386161981315055185422006 k]
BICP | Distance=494 | [20 + 494 i + 28 j + 7 k] ^ 5 = [5571766611620 + 29877734865494 i + 8639170537228 j + 751663247167 k]
BICP | Distance=494 | [20 + 28 i + 494 j + 7 k] ^ 5 = [5571766611620 + 8639170537228 i + 29877734865494 j + 751663247167 k]
BICP | Distance=494 | [20 + 494 i + 28 j + 17 k] ^ 9 = [423074015757888027223220 + 1840230191305600195554494 i + 1033975712056555868738428 j + 274277112765306180296417 k]
BICP | Distance=494 | [20 + 28 i + 494 j + 17 k] ^ 9 = [423074015757888027223220 + 1033975712056555868738428 i + 1840230191305600195554494 j + 274277112765306180296417 k]
BICP | Distance=494 | [494 + 20 i + 33 j + 2 k] ^ 5 = [27658219775494 + 5619531601620 i + 9548178698033 j + 2155471242922 k]
BICP | Distance=494 | [494 + 20 i + 46 j + 1 k] ^ 5 = [26424920955494 + 5517368361620 i + 13279157230246 j + 2474746464481 k]
BICP | Distance=494 | [494 + 20 i + 83 j + 2 k] ^ 5 = [20843271507494 + 4546026117620 i + 22996882687283 j + 4372506454922 k]
BICP | Distance=494 | [494 + 20 i + 96 j + 1 k] ^ 5 = [18120634373494 + 4374202495620 i + 26115292314496 j + 4674817291481 k]
BICP | Distance=494 | [20 + 489 i + 6 j + 494 k] ^ 9 = [9613353833004928615564820 + 24318739709174063865264489 i + 3392471195124958621158966 j + 28182896833303006356102494 k]
BICP | Distance=494 | [21 + 494 i + 0 j + 2 k] ^ 5 = [6229914087621 + 28883505443494 i + 101080521360 j + 589060957642 k]
BICP | Distance=494 | [21 + 0 i + 494 j + 2 k] ^ 5 = [6229914087621 + 101080521360 i + 28883505443494 j + 589060957642 k]
BICP | Distance=494 | [494 + 21 i + 2 j + 0 k] ^ 5 = [28883505443494 + 6229914087621 i + 589060957642 j + 101080521360 k]
BICP | Distance=494 | [21 + 494 i + 6 j + 20 k] ^ 9 = [572305821301869222307221 + 1566681772622434314582494 i + 386161981315055185422006 j + 537150883793994231307220 k]
BICP | Distance=494 | [21 + 6 i + 494 j + 20 k] ^ 9 = [572305821301869222307221 + 386161981315055185422006 i + 1566681772622434314582494 j + 537150883793994231307220 k]
BICP | Distance=494 | [21 + 494 i + 10 j + 42 k] ^ 9 = [335053251841347944545221 + 1294304495556540886278494 i + 673680553608348550462810 j + 1109211770740243118163642 k]
BICP | Distance=494 | [21 + 10 i + 494 j + 42 k] ^ 9 = [335053251841347944545221 + 673680553608348550462810 i + 1294304495556540886278494 j + 1109211770740243118163642 k]
BICP | Distance=494 | [21 + 494 i + 15 j + 33 k] ^ 9 = [353027527378838710834221 + 1497195214848999272421494 i + 750302655532190259245415 j + 837098573040465216843033 k]
BICP | Distance=494 | [21 + 15 i + 494 j + 33 k] ^ 9 = [353027527378838710834221 + 750302655532190259245415 i + 1497195214848999272421494 j + 837098573040465216843033 k]
BICP | Distance=494 | [494 + 21 i + 20 j + 6 k] ^ 9 = [1566681772622434314582494 + 572305821301869222307221 i + 537150883793994231307220 j + 386161981315055185422006 k]
BICP | Distance=494 | [494 + 21 i + 33 j + 15 k] ^ 9 = [1497195214848999272421494 + 353027527378838710834221 i + 837098573040465216843033 j + 750302655532190259245415 k]
BICP | Distance=494 | [494 + 21 i + 42 j + 10 k] ^ 9 = [1294304495556540886278494 + 335053251841347944545221 i + 1109211770740243118163642 j + 673680553608348550462810 k]
BICP | Distance=494 | [22 + 7 i + 30 j + 494 k] ^ 5 = [6931420159022 + 474526675167 i + 8594747360630 j + 28922923691494 k]
BICP | Distance=494 | [22 + 30 i + 7 j + 494 k] ^ 5 = [6931420159022 + 8594747360630 i + 474526675167 j + 28922923691494 k]
BICP | Distance=494 | [22 + 80 i + 467 j + 494 k] ^ 9 = [5194427888941355881302022 + 31174464173379562495317680 i + 22052789437486088454480467 j + 11838174789545247123054494 k]
BICP | Distance=494 | [22 + 467 i + 80 j + 494 k] ^ 9 = [5194427888941355881302022 + 22052789437486088454480467 i + 31174464173379562495317680 j + 11838174789545247123054494 k]
BICP | Distance=494 | [23 + 5 i + 9 j + 494 k] ^ 9 = [764296373859444891499823 + 59503454486104623367325 i + 243150590909800147112769 j + 1868869285293396798837494 k]
BICP | Distance=494 | [23 + 9 i + 5 j + 494 k] ^ 9 = [764296373859444891499823 + 243150590909800147112769 i + 59503454486104623367325 j + 1868869285293396798837494 k]
BICP | Distance=494 | [24 + 494 i + 1 j + 42 k] ^ 5 = [6703730502024 + 26637951135494 i + 2687776644481 j + 12092795089842 k]
BICP | Distance=494 | [24 + 1 i + 494 j + 42 k] ^ 5 = [6703730502024 + 2687776644481 i + 26637951135494 j + 12092795089842 k]
BICP | Distance=494 | [24 + 494 i + 1 j + 92 k] ^ 5 = [5422906336024 + 18804423413494 i + 5358606331481 j + 25066588474092 k]
BICP | Distance=494 | [24 + 1 i + 494 j + 92 k] ^ 5 = [5422906336024 + 5358606331481 i + 18804423413494 j + 25066588474092 k]
BICP | Distance=494 | [24 + 494 i + 6 j + 7 k] ^ 5 = [7009874802024 + 28725062315494 i + 2163896487006 j + 1709655882167 k]
BICP | Distance=494 | [24 + 6 i + 494 j + 7 k] ^ 5 = [7009874802024 + 2163896487006 i + 28725062315494 j + 1709655882167 k]
BICP | Distance=494 | [24 + 494 i + 6 j + 17 k] ^ 9 = [677550199971788303484024 + 1559936497004795285382494 i + 379416705697416156222006 j + 431906505124075150130417 k]
BICP | Distance=494 | [24 + 6 i + 494 j + 17 k] ^ 9 = [677550199971788303484024 + 379416705697416156222006 i + 1559936497004795285382494 j + 431906505124075150130417 k]
BICP | Distance=494 | [494 + 24 i + 7 j + 6 k] ^ 5 = [28725062315494 + 7009874802024 i + 1709655882167 j + 2163896487006 k]
BICP | Distance=494 | [494 + 24 i + 17 j + 6 k] ^ 9 = [1559936497004795285382494 + 677550199971788303484024 i + 431906505124075150130417 j + 379416705697416156222006 k]
BICP | Distance=494 | [494 + 24 i + 42 j + 1 k] ^ 5 = [26637951135494 + 6703730502024 i + 12092795089842 j + 2687776644481 k]
BICP | Distance=494 | [494 + 24 i + 92 j + 1 k] ^ 5 = [18804423413494 + 5422906336024 i + 25066588474092 j + 5358606331481 k]
BICP | Distance=494 | [494 + 25 i + 0 j + 4 k] ^ 9 = [1595857678469293005234494 + 780436050692538153944425 i + -50790921005556425428800 j + 118656376134417345078244 k]
BICP | Distance=494 | [25 + 494 i + 4 j + 0 k] ^ 9 = [780436050692538153944425 + 1595857678469293005234494 i + 118656376134417345078244 j + -50790921005556425428800 k]
BICP | Distance=494 | [25 + 4 i + 494 j + 0 k] ^ 9 = [780436050692538153944425 + 118656376134417345078244 i + 1595857678469293005234494 j + -50790921005556425428800 k]
BICP | Distance=494 | [25 + 494 i + 4 j + 50 k] ^ 9 = [469308451847218271836825 + 1040193203303044567734494 i + 674320851300665782578244 j + 1300535423545312851210050 k]
BICP | Distance=494 | [25 + 4 i + 494 j + 50 k] ^ 9 = [469308451847218271836825 + 674320851300665782578244 i + 1040193203303044567734494 j + 1300535423545312851210050 k]
BICP | Distance=494 | [494 + 25 i + 50 j + 4 k] ^ 9 = [1040193203303044567734494 + 469308451847218271836825 i + 1300535423545312851210050 j + 674320851300665782578244 k]
BICP | Distance=494 | [26 + 494 i + 1 j + 8 k] ^ 5 = [7667980416226 + 28533382319494 i + 792345460481 j + 2278915828408 k]
BICP | Distance=494 | [26 + 1 i + 494 j + 8 k] ^ 5 = [7667980416226 + 792345460481 i + 28533382319494 j + 2278915828408 k]
BICP | Distance=494 | [26 + 494 i + 1 j + 58 k] ^ 5 = [6924250000226 + 24634976691494 i + 3844074873481 j + 16449953862658 k]
BICP | Distance=494 | [26 + 1 i + 494 j + 58 k] ^ 5 = [6924250000226 + 3844074873481 i + 24634976691494 j + 16449953862658 k]
BICP | Distance=494 | [26 + 494 i + 1 j + 158 k] ^ 5 = [2693993268226 + 358875335494 i + 8977851049481 j + 36723156731158 k]
BICP | Distance=494 | [26 + 1 i + 494 j + 158 k] ^ 5 = [2693993268226 + 8977851049481 i + 358875335494 j + 36723156731158 k]
BICP | Distance=494 | [494 + 26 i + 8 j + 1 k] ^ 5 = [28533382319494 + 7667980416226 i + 2278915828408 j + 792345460481 k]
BICP | Distance=494 | [494 + 26 i + 33 j + 56 k] ^ 9 = [2404291583352033987534494 + 37012496843329540400426 i + 563738964708749709984033 j + 2174234467114674073730456 k]
BICP | Distance=494 | [26 + 494 i + 56 j + 33 k] ^ 9 = [37012496843329540400426 + 2404291583352033987534494 i + 2174234467114674073730456 j + 563738964708749709984033 k]
BICP | Distance=494 | [26 + 56 i + 494 j + 33 k] ^ 9 = [37012496843329540400426 + 2174234467114674073730456 i + 2404291583352033987534494 j + 563738964708749709984033 k]
BICP | Distance=494 | [494 + 26 i + 58 j + 1 k] ^ 5 = [24634976691494 + 6924250000226 i + 16449953862658 j + 3844074873481 k]
BICP | Distance=494 | [494 + 26 i + 158 j + 1 k] ^ 5 = [358875335494 + 2693993268226 i + 36723156731158 j + 8977851049481 k]
BICP | Distance=494 | [27 + 6 i + 440 j + 494 k] ^ 9 = [6970563209173117342039227 + 5826235353928478858454966 i + 4849289893391135732652440 j + 23321011531797573753126494 k]
BICP | Distance=494 | [27 + 440 i + 6 j + 494 k] ^ 9 = [6970563209173117342039227 + 4849289893391135732652440 i + 5826235353928478858454966 j + 23321011531797573753126494 k]
BICP | Distance=494 | [28 + 6 i + 7 j + 494 k] ^ 9 = [934965049335237699811228 + 104339688178802114952246 i + 153952250504019133608967 j + 1942281950672788491654494 k]
BICP | Distance=494 | [28 + 7 i + 6 j + 494 k] ^ 9 = [934965049335237699811228 + 153952250504019133608967 i + 104339688178802114952246 j + 1942281950672788491654494 k]
BICP | Distance=494 | [28 + 7 i + 20 j + 494 k] ^ 5 = [8639170537228 + 751663247167 i + 5571766611620 j + 29877734865494 k]
BICP | Distance=494 | [28 + 17 i + 20 j + 494 k] ^ 9 = [1033975712056555868738428 + 274277112765306180296417 i + 423074015757888027223220 j + 1840230191305600195554494 k]
BICP | Distance=494 | [28 + 20 i + 7 j + 494 k] ^ 5 = [8639170537228 + 5571766611620 i + 751663247167 j + 29877734865494 k]
BICP | Distance=494 | [28 + 20 i + 17 j + 494 k] ^ 9 = [1033975712056555868738428 + 423074015757888027223220 i + 274277112765306180296417 j + 1840230191305600195554494 k]
BICP | Distance=494 | [28 + 70 i + 467 j + 494 k] ^ 9 = [6737631716468604767894428 + 27649330639982480323935670 i + 18268235912636251720692467 j + 13647824442008276657838494 k]
BICP | Distance=494 | [28 + 467 i + 70 j + 494 k] ^ 9 = [6737631716468604767894428 + 18268235912636251720692467 i + 27649330639982480323935670 j + 13647824442008276657838494 k]
BICP | Distance=494 | [29 + 494 i + 0 j + 2 k] ^ 5 = [8574921851629 + 28402580635494 i + 139358170640 j + 583209253642 k]
BICP | Distance=494 | [29 + 0 i + 494 j + 2 k] ^ 5 = [8574921851629 + 139358170640 i + 28402580635494 j + 583209253642 k]
BICP | Distance=494 | [494 + 29 i + 2 j + 0 k] ^ 5 = [28402580635494 + 8574921851629 i + 583209253642 j + 139358170640 k]
BICP | Distance=494 | [29 + 494 i + 15 j + 17 k] ^ 9 = [766998381199378357426229 + 1574183376332013350301494 i + 673314494049176181365415 j + 282927335537751851417417 k]
BICP | Distance=494 | [29 + 15 i + 494 j + 17 k] ^ 9 = [766998381199378357426229 + 673314494049176181365415 i + 1574183376332013350301494 j + 282927335537751851417417 k]
BICP | Distance=494 | [494 + 29 i + 17 j + 15 k] ^ 9 = [1574183376332013350301494 + 766998381199378357426229 i + 282927335537751851417417 j + 673314494049176181365415 k]
BICP | Distance=494 | [494 + 29 i + 30 j + 56 k] ^ 9 = [2417437814939364531654494 + 262696621306399736887229 i + 338054840245679513497230 j + 2187380698702004617850456 k]
BICP | Distance=494 | [29 + 494 i + 56 j + 30 k] ^ 9 = [262696621306399736887229 + 2417437814939364531654494 i + 2187380698702004617850456 j + 338054840245679513497230 k]
BICP | Distance=494 | [29 + 56 i + 494 j + 30 k] ^ 9 = [262696621306399736887229 + 2187380698702004617850456 i + 2417437814939364531654494 j + 338054840245679513497230 k]
BICP | Distance=494 | [30 + 494 i + 1 j + 4 k] ^ 5 = [8854342556630 + 28320352139494 i + 579315280481 j + 1092553688004 k]
BICP | Distance=494 | [30 + 1 i + 494 j + 4 k] ^ 5 = [8854342556630 + 579315280481 i + 28320352139494 j + 1092553688004 k]
BICP | Distance=494 | [30 + 494 i + 1 j + 54 k] ^ 5 = [8101799040630 + 24905773371494 i + 4114871553481 j + 15272404822254 k]
BICP | Distance=494 | [30 + 1 i + 494 j + 54 k] ^ 5 = [8101799040630 + 4114871553481 i + 24905773371494 j + 15272404822254 k]
BICP | Distance=494 | [494 + 30 i + 2 j + 7 k] ^ 5 = [28396274459494 + 8843653648630 i + 78525897642 j + 2183125988447 k]
BICP | Distance=494 | [30 + 494 i + 2 j + 17 k] ^ 5 = [8723689328630 + 28011802955494 i + 1801888062922 j + 4795042232217 k]
BICP | Distance=494 | [30 + 2 i + 494 j + 17 k] ^ 5 = [8723689328630 + 1801888062922 i + 28011802955494 j + 4795042232217 k]
BICP | Distance=494 | [30 + 494 i + 2 j + 67 k] ^ 5 = [7572764344630 + 23097399323494 i + 5256581550922 j + 18645135571467 k]
BICP | Distance=494 | [30 + 2 i + 494 j + 67 k] ^ 5 = [7572764344630 + 5256581550922 i + 23097399323494 j + 18645135571467 k]
BICP | Distance=494 | [494 + 30 i + 3 j + 8 k] ^ 5 = [28412582835494 + 8821996380630 i + 298271816883 j + 2546542323128 k]
BICP | Distance=494 | [30 + 494 i + 3 j + 8 k] ^ 9 = [907447099306877090473230 + 1514468792367450323382494 i + 206067822255070334095203 j + 183804531275852683384808 k]
BICP | Distance=494 | [30 + 3 i + 494 j + 8 k] ^ 9 = [907447099306877090473230 + 206067822255070334095203 i + 1514468792367450323382494 j + 183804531275852683384808 k]
BICP | Distance=494 | [494 + 30 i + 4 j + 1 k] ^ 5 = [28320352139494 + 8854342556630 i + 1092553688004 j + 579315280481 k]
BICP | Distance=494 | [30 + 494 i + 7 j + 2 k] ^ 5 = [8843653648630 + 28396274459494 i + 2183125988447 j + 78525897642 k]
BICP | Distance=494 | [30 + 7 i + 494 j + 2 k] ^ 5 = [8843653648630 + 2183125988447 i + 28396274459494 j + 78525897642 k]
BICP | Distance=494 | [494 + 30 i + 7 j + 22 k] ^ 5 = [28922923691494 + 8594747360630 i + 474526675167 j + 6931420159022 k]
BICP | Distance=494 | [30 + 494 i + 8 j + 3 k] ^ 5 = [8821996380630 + 28412582835494 i + 2546542323128 j + 298271816883 k]
BICP | Distance=494 | [30 + 8 i + 494 j + 3 k] ^ 5 = [8821996380630 + 2546542323128 i + 28412582835494 j + 298271816883 k]
BICP | Distance=494 | [494 + 30 i + 8 j + 3 k] ^ 9 = [1514468792367450323382494 + 907447099306877090473230 i + 183804531275852683384808 j + 206067822255070334095203 k]
BICP | Distance=494 | [494 + 30 i + 17 j + 2 k] ^ 5 = [28011802955494 + 8723689328630 i + 4795042232217 j + 1801888062922 k]
BICP | Distance=494 | [30 + 494 i + 22 j + 7 k] ^ 5 = [8594747360630 + 28922923691494 i + 6931420159022 j + 474526675167 k]
BICP | Distance=494 | [30 + 22 i + 494 j + 7 k] ^ 5 = [8594747360630 + 6931420159022 i + 28922923691494 j + 474526675167 k]
BICP | Distance=494 | [494 + 30 i + 29 j + 56 k] ^ 9 = [2417437814939364531654494 + 338054840245679513497230 i + 262696621306399736887229 j + 2187380698702004617850456 k]
BICP | Distance=494 | [494 + 30 i + 33 j + 78 k] ^ 9 = [3318892570234504443726494 + 47039382982242686281230 i + 356368274757705774378033 j + 3229489630468568576506878 k]
BICP | Distance=494 | [494 + 30 i + 54 j + 1 k] ^ 5 = [24905773371494 + 8101799040630 i + 15272404822254 j + 4114871553481 k]
BICP | Distance=494 | [30 + 494 i + 56 j + 29 k] ^ 9 = [338054840245679513497230 + 2417437814939364531654494 i + 2187380698702004617850456 j + 262696621306399736887229 k]
BICP | Distance=494 | [30 + 56 i + 494 j + 29 k] ^ 9 = [338054840245679513497230 + 2187380698702004617850456 i + 2417437814939364531654494 j + 262696621306399736887229 k]
BICP | Distance=494 | [494 + 30 i + 67 j + 2 k] ^ 5 = [23097399323494 + 7572764344630 i + 18645135571467 j + 5256581550922 k]
BICP | Distance=494 | [30 + 494 i + 78 j + 33 k] ^ 9 = [47039382982242686281230 + 3318892570234504443726494 i + 3229489630468568576506878 j + 356368274757705774378033 k]
BICP | Distance=494 | [30 + 78 i + 494 j + 33 k] ^ 9 = [47039382982242686281230 + 3229489630468568576506878 i + 3318892570234504443726494 j + 356368274757705774378033 k]
BICP | Distance=494 | [31 + 0 i + 6 j + 494 k] ^ 5 = [9295351785631 + -450159930480 i + 1828318946046 j + 30536357319494 k]
BICP | Distance=494 | [31 + 2 i + 4 j + 494 k] ^ 5 = [9318502605631 + 309244829642 i + 1068914185924 j + 30559508139494 k]
BICP | Distance=494 | [31 + 4 i + 2 j + 494 k] ^ 5 = [9318502605631 + 1068914185924 i + 309244829642 j + 30559508139494 k]
BICP | Distance=494 | [31 + 6 i + 0 j + 494 k] ^ 5 = [9295351785631 + 1828318946046 i + -450159930480 j + 30536357319494 k]
BICP | Distance=494 | [31 + 17 i + 17 j + 494 k] ^ 9 = [1119214682483296957308631 + 306971197698991090210217 i + 306971197698991090210217 j + 1910723239349741372769494 k]
BICP | Distance=494 | [31 + 49 i + 67 j + 494 k] ^ 9 = [1834357239289709268790231 + 53892862173697099450249 i + 978605454196740417001867 j + 1067885785210027547259494 k]
BICP | Distance=494 | [31 + 67 i + 49 j + 494 k] ^ 9 = [1834357239289709268790231 + 978605454196740417001867 i + 53892862173697099450249 j + 1067885785210027547259494 k]
BICP | Distance=494 | [31 + 67 i + 467 j + 494 k] ^ 9 = [7643190028543711398372631 + 26653996242967777147139467 i + 16886223608751468553389467 j + 14025850373758076931705494 k]
BICP | Distance=494 | [31 + 467 i + 67 j + 494 k] ^ 9 = [7643190028543711398372631 + 16886223608751468553389467 i + 26653996242967777147139467 j + 14025850373758076931705494 k]
BICP | Distance=494 | [32 + 2 i + 7 j + 494 k] ^ 3 = [23496632 + 806122 i + 4956137 j + 121995494 k]
BICP | Distance=494 | [32 + 7 i + 2 j + 494 k] ^ 3 = [23496632 + 4956137 i + 806122 j + 121995494 k]
BICP | Distance=494 | [32 + 92 i + 467 j + 494 k] ^ 9 = [9293781400512282523195232 + 34056304252833096680772092 i + 21301534010758507827450467 j + 5574395716754394100794494 k]
BICP | Distance=494 | [32 + 467 i + 92 j + 494 k] ^ 9 = [9293781400512282523195232 + 21301534010758507827450467 i + 34056304252833096680772092 j + 5574395716754394100794494 k]
BICP | Distance=494 | [33 + 494 i + 0 j + 6 k] ^ 5 = [9729994560033 + 28066746591494 i + 475192214640 j + 1738281962046 k]
BICP | Distance=494 | [33 + 0 i + 494 j + 6 k] ^ 5 = [9729994560033 + 475192214640 i + 28066746591494 j + 1738281962046 k]
BICP | Distance=494 | [494 + 33 i + 0 j + 8 k] ^ 5 = [28185693393494 + 9754118649033 i + -633850451520 j + 2319652881128 k]
BICP | Distance=494 | [33 + 494 i + 2 j + 8 k] ^ 5 = [9686153822033 + 28045923107494 i + 1212236681482 j + 2159100024408 k]
BICP | Distance=494 | [33 + 2 i + 494 j + 8 k] ^ 5 = [9686153822033 + 1212236681482 i + 28045923107494 j + 2159100024408 k]
BICP | Distance=494 | [33 + 494 i + 2 j + 20 k] ^ 5 = [9548178698033 + 27658219775494 i + 2155471242922 j + 5619531601620 k]
BICP | Distance=494 | [33 + 2 i + 494 j + 20 k] ^ 5 = [9548178698033 + 2155471242922 i + 27658219775494 j + 5619531601620 k]
BICP | Distance=494 | [33 + 494 i + 2 j + 58 k] ^ 5 = [8657889181033 + 24196643519494 i + 5061516269482 j + 16184942978658 k]
BICP | Distance=494 | [33 + 2 i + 494 j + 58 k] ^ 5 = [8657889181033 + 5061516269482 i + 24196643519494 j + 16184942978658 k]
BICP | Distance=494 | [33 + 494 i + 2 j + 70 k] ^ 5 = [8235268789033 + 22412372963494 i + 5941607910922 j + 19307640015870 k]
BICP | Distance=494 | [33 + 2 i + 494 j + 70 k] ^ 5 = [8235268789033 + 5941607910922 i + 22412372963494 j + 19307640015870 k]
BICP | Distance=494 | [33 + 494 i + 2 j + 120 k] ^ 5 = [5763223230033 + 11611814451494 i + 9314113078922 j + 30476069130120 k]
BICP | Distance=494 | [33 + 2 i + 494 j + 120 k] ^ 5 = [5763223230033 + 9314113078922 i + 11611814451494 j + 30476069130120 k]
BICP | Distance=494 | [33 + 494 i + 2 j + 158 k] ^ 5 = [3146377949033 + 107249243494 i + 11451820145482 j + 36199315687158 k]
BICP | Distance=494 | [33 + 2 i + 494 j + 158 k] ^ 5 = [3146377949033 + 11451820145482 i + 107249243494 j + 36199315687158 k]
BICP | Distance=494 | [33 + 494 i + 3 j + 5 k] ^ 9 = [1000849523980192923495033 + 1474746404427226308657494 i + 166345434314846319370203 j + 90402106602536850363005 k]
BICP | Distance=494 | [33 + 3 i + 494 j + 5 k] ^ 9 = [1000849523980192923495033 + 166345434314846319370203 i + 1474746404427226308657494 j + 90402106602536850363005 k]
BICP | Distance=494 | [494 + 33 i + 5 j + 3 k] ^ 9 = [1474746404427226308657494 + 1000849523980192923495033 i + 90402106602536850363005 j + 166345434314846319370203 k]
BICP | Distance=494 | [494 + 33 i + 6 j + 0 k] ^ 5 = [28066746591494 + 9729994560033 i + 1738281962046 j + 475192214640 k]
BICP | Distance=494 | [33 + 494 i + 6 j + 8 k] ^ 9 = [983965995982456262940033 + 1479699532227481068486494 i + 299179740920101939326006 j + 125490709113407190674408 k]
BICP | Distance=494 | [33 + 6 i + 494 j + 8 k] ^ 9 = [983965995982456262940033 + 299179740920101939326006 i + 1479699532227481068486494 j + 125490709113407190674408 k]
BICP | Distance=494 | [33 + 494 i + 8 j + 0 k] ^ 5 = [9754118649033 + 28185693393494 i + 2319652881128 j + -633850451520 k]
BICP | Distance=494 | [33 + 8 i + 494 j + 0 k] ^ 5 = [9754118649033 + 2319652881128 i + 28185693393494 j + -633850451520 k]
BICP | Distance=494 | [494 + 33 i + 8 j + 2 k] ^ 5 = [28045923107494 + 9686153822033 i + 2159100024408 j + 1212236681482 k]
BICP | Distance=494 | [494 + 33 i + 8 j + 6 k] ^ 9 = [1479699532227481068486494 + 983965995982456262940033 i + 125490709113407190674408 j + 299179740920101939326006 k]
BICP | Distance=494 | [33 + 494 i + 15 j + 21 k] ^ 9 = [837098573040465216843033 + 1497195214848999272421494 i + 750302655532190259245415 j + 353027527378838710834221 k]
BICP | Distance=494 | [33 + 15 i + 494 j + 21 k] ^ 9 = [837098573040465216843033 + 750302655532190259245415 i + 1497195214848999272421494 j + 353027527378838710834221 k]
BICP | Distance=494 | [494 + 33 i + 20 j + 2 k] ^ 5 = [27658219775494 + 9548178698033 i + 5619531601620 j + 2155471242922 k]
BICP | Distance=494 | [494 + 33 i + 21 j + 15 k] ^ 9 = [1497195214848999272421494 + 837098573040465216843033 i + 353027527378838710834221 j + 750302655532190259245415 k]
BICP | Distance=494 | [494 + 33 i + 26 j + 56 k] ^ 9 = [2404291583352033987534494 + 563738964708749709984033 i + 37012496843329540400426 j + 2174234467114674073730456 k]
BICP | Distance=494 | [494 + 33 i + 30 j + 78 k] ^ 9 = [3318892570234504443726494 + 356368274757705774378033 i + 47039382982242686281230 j + 3229489630468568576506878 k]
BICP | Distance=494 | [494 + 33 i + 33 j + 81 k] ^ 9 = [3463639361364651059367494 + 193752480537522923907033 i + 193752480537522923907033 j + 3407212771291446352741881 k]
BICP | Distance=494 | [33 + 494 i + 56 j + 26 k] ^ 9 = [563738964708749709984033 + 2404291583352033987534494 i + 2174234467114674073730456 j + 37012496843329540400426 k]
BICP | Distance=494 | [33 + 56 i + 494 j + 26 k] ^ 9 = [563738964708749709984033 + 2174234467114674073730456 i + 2404291583352033987534494 j + 37012496843329540400426 k]
BICP | Distance=494 | [494 + 33 i + 58 j + 2 k] ^ 5 = [24196643519494 + 8657889181033 i + 16184942978658 j + 5061516269482 k]
BICP | Distance=494 | [494 + 33 i + 70 j + 2 k] ^ 5 = [22412372963494 + 8235268789033 i + 19307640015870 j + 5941607910922 k]
BICP | Distance=494 | [33 + 494 i + 78 j + 30 k] ^ 9 = [356368274757705774378033 + 3318892570234504443726494 i + 3229489630468568576506878 j + 47039382982242686281230 k]
BICP | Distance=494 | [33 + 78 i + 494 j + 30 k] ^ 9 = [356368274757705774378033 + 3229489630468568576506878 i + 3318892570234504443726494 j + 47039382982242686281230 k]
BICP | Distance=494 | [33 + 494 i + 81 j + 33 k] ^ 9 = [193752480537522923907033 + 3463639361364651059367494 i + 3407212771291446352741881 j + 193752480537522923907033 k]
BICP | Distance=494 | [33 + 81 i + 494 j + 33 k] ^ 9 = [193752480537522923907033 + 3407212771291446352741881 i + 3463639361364651059367494 j + 193752480537522923907033 k]
BICP | Distance=494 | [494 + 33 i + 120 j + 2 k] ^ 5 = [11611814451494 + 5763223230033 i + 30476069130120 j + 9314113078922 k]
BICP | Distance=494 | [494 + 33 i + 158 j + 2 k] ^ 5 = [107249243494 + 3146377949033 i + 36199315687158 j + 11451820145482 k]
BICP | Distance=494 | [34 + 494 i + 8 j + 59 k] ^ 9 = [438309042254272840227634 + 806669377872012729558494 i + 1038707603616120608057768 j + 1324810346650884400000859 k]
BICP | Distance=494 | [34 + 8 i + 494 j + 59 k] ^ 9 = [438309042254272840227634 + 1038707603616120608057768 i + 806669377872012729558494 j + 1324810346650884400000859 k]
BICP | Distance=494 | [494 + 34 i + 59 j + 8 k] ^ 9 = [806669377872012729558494 + 438309042254272840227634 i + 1324810346650884400000859 j + 1038707603616120608057768 k]
BICP | Distance=494 | [35 + 54 i + 58 j + 494 k] ^ 9 = [1941750425919465991098035 + 379279604384535687140454 i + 599935776431936605477258 j + 1295724346455460173678494 k]
BICP | Distance=494 | [35 + 58 i + 54 j + 494 k] ^ 9 = [1941750425919465991098035 + 599935776431936605477258 i + 379279604384535687140454 j + 1295724346455460173678494 k]
BICP | Distance=494 | [35 + 67 i + 71 j + 494 k] ^ 9 = [2200226989919163922791035 + 217293072420147475849867 i + 437949244467548394186671 j + 1037247782455762241985494 k]
BICP | Distance=494 | [35 + 71 i + 67 j + 494 k] ^ 9 = [2200226989919163922791035 + 437949244467548394186671 i + 217293072420147475849867 j + 1037247782455762241985494 k]
BICP | Distance=494 | [494 + 39 i + 5 j + 7 k] ^ 9 = [1382535562017343747923494 + 1160681020259706998668239 i + -2042450577253315335235 j + 281622444923363474790847 k]
BICP | Distance=494 | [39 + 494 i + 7 j + 5 k] ^ 9 = [1160681020259706998668239 + 1382535562017343747923494 i + 281622444923363474790847 j + -2042450577253315335235 k]
BICP | Distance=494 | [39 + 7 i + 494 j + 5 k] ^ 9 = [1160681020259706998668239 + 281622444923363474790847 i + 1382535562017343747923494 j + -2042450577253315335235 k]
BICP | Distance=494 | [40 + 3 i + 6 j + 494 k] ^ 5 = [12098038210840 + 345318272883 i + 1564950446046 j + 31309903683494 k]
BICP | Distance=494 | [40 + 4 i + 7 j + 494 k] ^ 5 = [12116744372840 + 557116942004 i + 1776749115167 j + 31291197521494 k]
BICP | Distance=494 | [40 + 6 i + 3 j + 494 k] ^ 5 = [12098038210840 + 1564950446046 i + 345318272883 j + 31309903683494 k]
BICP | Distance=494 | [40 + 7 i + 4 j + 494 k] ^ 5 = [12116744372840 + 1776749115167 i + 557116942004 j + 31291197521494 k]
BICP | Distance=494 | [40 + 54 i + 467 j + 494 k] ^ 9 = [10630815214412019939957640 + 22825035840642077902340454 i + 12612415315835596951932467 j + 16637580046707099059718494 k]
BICP | Distance=494 | [40 + 467 i + 54 j + 494 k] ^ 9 = [10630815214412019939957640 + 12612415315835596951932467 i + 22825035840642077902340454 j + 16637580046707099059718494 k]
BICP | Distance=494 | [41 + 494 i + 3 j + 7 k] ^ 9 = [1210343239128219821895041 + 1325216218914314504907494 i + 218312988363527047763163 j + 120623408913262865937967 k]
BICP | Distance=494 | [41 + 3 i + 494 j + 7 k] ^ 9 = [1210343239128219821895041 + 218312988363527047763163 i + 1325216218914314504907494 j + 120623408913262865937967 k]
BICP | Distance=494 | [494 + 41 i + 7 j + 3 k] ^ 9 = [1325216218914314504907494 + 1210343239128219821895041 i + 120623408913262865937967 j + 218312988363527047763163 k]
BICP | Distance=494 | [42 + 494 i + 1 j + 24 k] ^ 5 = [12092795089842 + 26637951135494 i + 2687776644481 j + 6703730502024 k]
BICP | Distance=494 | [42 + 1 i + 494 j + 24 k] ^ 5 = [12092795089842 + 2687776644481 i + 26637951135494 j + 6703730502024 k]
BICP | Distance=494 | [42 + 494 i + 1 j + 74 k] ^ 5 = [10481895473842 + 20962434323494 i + 7516617241481 j + 20007599336274 k]
BICP | Distance=494 | [42 + 1 i + 494 j + 74 k] ^ 5 = [10481895473842 + 7516617241481 i + 20962434323494 j + 20007599336274 k]
BICP | Distance=494 | [42 + 494 i + 2 j + 5 k] ^ 5 = [12295551393842 + 27281947883494 i + 1072032990922 j + 1223180167005 k]
BICP | Distance=494 | [42 + 2 i + 494 j + 5 k] ^ 5 = [12295551393842 + 1072032990922 i + 27281947883494 j + 1223180167005 k]
BICP | Distance=494 | [42 + 494 i + 2 j + 17 k] ^ 5 = [12158069613842 + 26985492383494 i + 2272667405482 j + 4631015816217 k]
BICP | Distance=494 | [42 + 2 i + 494 j + 17 k] ^ 5 = [12158069613842 + 2272667405482 i + 26985492383494 j + 4631015816217 k]
BICP | Distance=494 | [42 + 494 i + 2 j + 55 k] ^ 5 = [11144626409842 + 23827254395494 i + 5986436622922 j + 15073273506255 k]
BICP | Distance=494 | [42 + 2 i + 494 j + 55 k] ^ 5 = [11144626409842 + 5986436622922 i + 23827254395494 j + 15073273506255 k]
BICP | Distance=494 | [42 + 494 i + 2 j + 67 k] ^ 5 = [10643898797842 + 22142202071494 i + 7115957717482 j + 18170952595467 k]
BICP | Distance=494 | [42 + 2 i + 494 j + 67 k] ^ 5 = [10643898797842 + 7115957717482 i + 22142202071494 j + 18170952595467 k]
BICP | Distance=494 | [494 + 42 i + 3 j + 4 k] ^ 5 = [27316196775494 + 12299419633842 i + 452776019283 j + 1441017594244 k]
BICP | Distance=494 | [42 + 494 i + 4 j + 3 k] ^ 5 = [12299419633842 + 27316196775494 i + 1441017594244 j + 452776019283 k]
BICP | Distance=494 | [42 + 4 i + 494 j + 3 k] ^ 5 = [12299419633842 + 1441017594244 i + 27316196775494 j + 452776019283 k]
BICP | Distance=494 | [494 + 42 i + 5 j + 2 k] ^ 5 = [27281947883494 + 12295551393842 i + 1223180167005 j + 1072032990922 k]
BICP | Distance=494 | [42 + 494 i + 5 j + 46 k] ^ 5 = [11147279609842 + 24985440035494 i + 5933427865885 j + 12387150210246 k]
BICP | Distance=494 | [42 + 5 i + 494 j + 46 k] ^ 5 = [11147279609842 + 5933427865885 i + 24985440035494 j + 12387150210246 k]
BICP | Distance=494 | [42 + 494 i + 5 j + 96 k] ^ 5 = [8435204293842 + 16957902123494 i + 10378886792885 j + 24783980984496 k]
BICP | Distance=494 | [42 + 5 i + 494 j + 96 k] ^ 5 = [8435204293842 + 10378886792885 i + 16957902123494 j + 24783980984496 k]
BICP | Distance=494 | [494 + 42 i + 6 j + 9 k] ^ 5 = [27386759799494 + 12211981621842 i + 807525300126 j + 3166946827569 k]
BICP | Distance=494 | [42 + 494 i + 9 j + 6 k] ^ 5 = [12211981621842 + 27386759799494 i + 3166946827569 j + 807525300126 k]
BICP | Distance=494 | [42 + 9 i + 494 j + 6 k] ^ 5 = [12211981621842 + 3166946827569 i + 27386759799494 j + 807525300126 k]
BICP | Distance=494 | [42 + 494 i + 10 j + 21 k] ^ 9 = [1109211770740243118163642 + 1294304495556540886278494 i + 673680553608348550462810 j + 335053251841347944545221 k]
BICP | Distance=494 | [42 + 10 i + 494 j + 21 k] ^ 9 = [1109211770740243118163642 + 673680553608348550462810 i + 1294304495556540886278494 j + 335053251841347944545221 k]
BICP | Distance=494 | [42 + 494 i + 15 j + 54 k] ^ 9 = [533075638807885129827642 + 959044840623222464646494 i + 1288453029757967067020415 j + 1017146684469511635836454 k]
BICP | Distance=494 | [42 + 15 i + 494 j + 54 k] ^ 9 = [533075638807885129827642 + 1288453029757967067020415 i + 959044840623222464646494 j + 1017146684469511635836454 k]
BICP | Distance=494 | [494 + 42 i + 17 j + 2 k] ^ 5 = [26985492383494 + 12158069613842 i + 4631015816217 j + 2272667405482 k]
BICP | Distance=494 | [494 + 42 i + 21 j + 10 k] ^ 9 = [1294304495556540886278494 + 1109211770740243118163642 i + 335053251841347944545221 j + 673680553608348550462810 k]
BICP | Distance=494 | [494 + 42 i + 24 j + 1 k] ^ 5 = [26637951135494 + 12092795089842 i + 6703730502024 j + 2687776644481 k]
BICP | Distance=494 | [494 + 42 i + 42 j + 131 k] ^ 9 = [7244261347072200963558494 + 61508467680702234502842 i + 61508467680702234502842 j + 7307653881294650843082131 k]
BICP | Distance=494 | [494 + 42 i + 46 j + 5 k] ^ 5 = [24985440035494 + 11147279609842 i + 12387150210246 j + 5933427865885 k]
BICP | Distance=494 | [494 + 42 i + 54 j + 15 k] ^ 9 = [959044840623222464646494 + 533075638807885129827642 i + 1017146684469511635836454 j + 1288453029757967067020415 k]
BICP | Distance=494 | [494 + 42 i + 55 j + 2 k] ^ 5 = [23827254395494 + 11144626409842 i + 15073273506255 j + 5986436622922 k]
BICP | Distance=494 | [494 + 42 i + 67 j + 2 k] ^ 5 = [22142202071494 + 10643898797842 i + 18170952595467 j + 7115957717482 k]
BICP | Distance=494 | [42 + 494 i + 69 j + 476 k] ^ 9 = [21981137702376499378611642 + 20235535506158462422014494 i + 22934943842247765020445669 j + 5104581693635251856784476 k]
BICP | Distance=494 | [42 + 69 i + 494 j + 476 k] ^ 9 = [21981137702376499378611642 + 22934943842247765020445669 i + 20235535506158462422014494 j + 5104581693635251856784476 k]
BICP | Distance=494 | [494 + 42 i + 74 j + 1 k] ^ 5 = [20962434323494 + 10481895473842 i + 20007599336274 j + 7516617241481 k]
BICP | Distance=494 | [494 + 42 i + 96 j + 5 k] ^ 5 = [16957902123494 + 8435204293842 i + 24783980984496 j + 10378886792885 k]
BICP | Distance=494 | [42 + 494 i + 131 j + 42 k] ^ 9 = [61508467680702234502842 + 7244261347072200963558494 i + 7307653881294650843082131 j + 61508467680702234502842 k]
BICP | Distance=494 | [42 + 131 i + 494 j + 42 k] ^ 9 = [61508467680702234502842 + 7307653881294650843082131 i + 7244261347072200963558494 j + 61508467680702234502842 k]
BICP | Distance=494 | [494 + 42 i + 476 j + 69 k] ^ 9 = [20235535506158462422014494 + 21981137702376499378611642 i + 5104581693635251856784476 j + 22934943842247765020445669 k]
BICP | Distance=494 | [44 + 76 i + 467 j + 494 k] ^ 9 = [11495203968952329715778444 + 29010642056648256692536876 i + 14073476208460694539074467 j + 9121000049608670227962494 k]
BICP | Distance=494 | [44 + 467 i + 76 j + 494 k] ^ 9 = [11495203968952329715778444 + 14073476208460694539074467 i + 29010642056648256692536876 j + 9121000049608670227962494 k]
BICP | Distance=494 | [45 + 494 i + 2 j + 8 k] ^ 5 = [13120040763245 + 26928364703494 i + 1425616170922 j + 2047669536408 k]
BICP | Distance=494 | [45 + 2 i + 494 j + 8 k] ^ 5 = [13120040763245 + 1425616170922 i + 26928364703494 j + 2047669536408 k]
BICP | Distance=494 | [45 + 494 i + 2 j + 58 k] ^ 5 = [11807130854245 + 23142228035494 i + 6671462982922 j + 15735777950658 k]
BICP | Distance=494 | [45 + 2 i + 494 j + 58 k] ^ 5 = [11807130854245 + 6671462982922 i + 23142228035494 j + 15735777950658 k]
BICP | Distance=494 | [494 + 45 i + 8 j + 2 k] ^ 5 = [26928364703494 + 13120040763245 i + 2047669536408 j + 1425616170922 k]
BICP | Distance=494 | [494 + 45 i + 58 j + 2 k] ^ 5 = [23142228035494 + 11807130854245 i + 15735777950658 j + 6671462982922 k]
BICP | Distance=494 | [494 + 46 i + 0 j + 9 k] ^ 9 = [1238837200615413599070494 + 1364087264378419168551646 i + -201610170803270271313440 j + 219812943715841056950729 k]
BICP | Distance=494 | [46 + 494 i + 1 j + 20 k] ^ 5 = [13279157230246 + 26424920955494 i + 2474746464481 j + 5517368361620 k]
BICP | Distance=494 | [46 + 1 i + 494 j + 20 k] ^ 5 = [13279157230246 + 2474746464481 i + 26424920955494 j + 5517368361620 k]
BICP | Distance=494 | [46 + 494 i + 1 j + 70 k] ^ 5 = [11659444514246 + 21233231003494 i + 7787413921481 j + 18830050295870 k]
BICP | Distance=494 | [46 + 1 i + 494 j + 70 k] ^ 5 = [11659444514246 + 7787413921481 i + 21233231003494 j + 18830050295870 k]
BICP | Distance=494 | [46 + 494 i + 1 j + 120 k] ^ 5 = [8407802298246 + 10563572351494 i + 12587386828481 j + 29630903930120 k]
BICP | Distance=494 | [46 + 1 i + 494 j + 120 k] ^ 5 = [8407802298246 + 12587386828481 i + 10563572351494 j + 29630903930120 k]
BICP | Distance=494 | [46 + 494 i + 5 j + 42 k] ^ 5 = [12387150210246 + 24985440035494 i + 5933427865885 j + 11147279609842 k]
BICP | Distance=494 | [46 + 5 i + 494 j + 42 k] ^ 5 = [12387150210246 + 5933427865885 i + 24985440035494 j + 11147279609842 k]
BICP | Distance=494 | [46 + 494 i + 5 j + 92 k] ^ 5 = [9600501194246 + 17449886183494 i + 10870870852885 j + 23618684084092 k]
BICP | Distance=494 | [46 + 5 i + 494 j + 92 k] ^ 5 = [9600501194246 + 10870870852885 i + 17449886183494 j + 23618684084092 k]
BICP | Distance=494 | [494 + 46 i + 5 j + 244 k] ^ 9 = [28900234902740977014558494 + 15771531392280148498820446 i + -15767080189660531927979995 j + 28901325848674043668656244 k]
BICP | Distance=494 | [494 + 46 i + 5 j + 494 k] ^ 9 = [420882097314701080504134494 + 164828848715801553978788446 i + -164828848713467388805697995 j + 420882097314701080504134494 k]
BICP | Distance=494 | [494 + 46 i + 7 j + 10 k] ^ 5 = [26986460375494 + 13312693430246 i + 881077947167 j + 3592284123410 k]
BICP | Distance=494 | [46 + 494 i + 9 j + 0 k] ^ 9 = [1364087264378419168551646 + 1238837200615413599070494 i + 219812943715841056950729 j + -201610170803270271313440 k]
BICP | Distance=494 | [46 + 9 i + 494 j + 0 k] ^ 9 = [1364087264378419168551646 + 219812943715841056950729 i + 1238837200615413599070494 j + -201610170803270271313440 k]
BICP | Distance=494 | [46 + 494 i + 10 j + 7 k] ^ 5 = [13312693430246 + 26986460375494 i + 3592284123410 j + 881077947167 k]
BICP | Distance=494 | [46 + 10 i + 494 j + 7 k] ^ 5 = [13312693430246 + 3592284123410 i + 26986460375494 j + 881077947167 k]
BICP | Distance=494 | [46 + 494 i + 10 j + 17 k] ^ 9 = [1248745634057776967540446 + 1235875752614234943078494 i + 615251810666042607262810 j + 195519388523814095168417 k]
BICP | Distance=494 | [46 + 10 i + 494 j + 17 k] ^ 9 = [1248745634057776967540446 + 615251810666042607262810 i + 1235875752614234943078494 j + 195519388523814095168417 k]
BICP | Distance=494 | [46 + 494 i + 15 j + 58 k] ^ 9 = [524102107740481175684446 + 841122939891568124886494 i + 1406374930489621406780415 j + 1008173153402107681693258 k]
BICP | Distance=494 | [46 + 15 i + 494 j + 58 k] ^ 9 = [524102107740481175684446 + 1406374930489621406780415 i + 841122939891568124886494 j + 1008173153402107681693258 k]
BICP | Distance=494 | [494 + 46 i + 17 j + 10 k] ^ 9 = [1235875752614234943078494 + 1248745634057776967540446 i + 195519388523814095168417 j + 615251810666042607262810 k]
BICP | Distance=494 | [494 + 46 i + 20 j + 1 k] ^ 5 = [26424920955494 + 13279157230246 i + 5517368361620 j + 2474746464481 k]
BICP | Distance=494 | [494 + 46 i + 42 j + 5 k] ^ 5 = [24985440035494 + 12387150210246 i + 11147279609842 j + 5933427865885 k]
BICP | Distance=494 | [494 + 46 i + 58 j + 15 k] ^ 9 = [841122939891568124886494 + 524102107740481175684446 i + 1008173153402107681693258 j + 1406374930489621406780415 k]
BICP | Distance=494 | [494 + 46 i + 70 j + 1 k] ^ 5 = [21233231003494 + 11659444514246 i + 18830050295870 j + 7787413921481 k]
BICP | Distance=494 | [494 + 46 i + 92 j + 5 k] ^ 5 = [17449886183494 + 9600501194246 i + 23618684084092 j + 10870870852885 k]
BICP | Distance=494 | [494 + 46 i + 120 j + 1 k] ^ 5 = [10563572351494 + 8407802298246 i + 29630903930120 j + 12587386828481 k]
BICP | Distance=494 | [46 + 494 i + 244 j + 5 k] ^ 9 = [15771531392280148498820446 + 28900234902740977014558494 i + 28901325848674043668656244 j + -15767080189660531927979995 k]
BICP | Distance=494 | [46 + 244 i + 494 j + 5 k] ^ 9 = [15771531392280148498820446 + 28901325848674043668656244 i + 28900234902740977014558494 j + -15767080189660531927979995 k]
BICP | Distance=494 | [46 + 494 i + 494 j + 5 k] ^ 9 = [164828848715801553978788446 + 420882097314701080504134494 i + 420882097314701080504134494 j + -164828848713467388805697995 k]
BICP | Distance=494 | [46 + 494 i + 494 j + 5 k] ^ 9 = [164828848715801553978788446 + 420882097314701080504134494 i + 420882097314701080504134494 j + -164828848713467388805697995 k]
BICP | Distance=494 | [47 + 0 i + 2 j + 494 k] ^ 5 = [14247303113647 + -228688941520 i + 627909321642 j + 32089596071494 k]
BICP | Distance=494 | [47 + 2 i + 0 j + 494 k] ^ 5 = [14247303113647 + 627909321642 i + -228688941520 j + 32089596071494 k]
BICP | Distance=494 | [47 + 5 i + 67 j + 494 k] ^ 9 = [1035989547258037516618247 + -1405066708732901727560995 i + 2197468335528847044349867 j + 1142389854036115542135494 k]
BICP | Distance=494 | [47 + 67 i + 5 j + 494 k] ^ 9 = [1035989547258037516618247 + 2197468335528847044349867 i + -1405066708732901727560995 j + 1142389854036115542135494 k]
BICP | Distance=494 | [49 + 494 i + 31 j + 67 k] ^ 9 = [53892862173697099450249 + 1067885785210027547259494 i + 1834357239289709268790231 j + 978605454196740417001867 k]
BICP | Distance=494 | [49 + 31 i + 494 j + 67 k] ^ 9 = [53892862173697099450249 + 1834357239289709268790231 i + 1067885785210027547259494 j + 978605454196740417001867 k]
BICP | Distance=494 | [494 + 49 i + 67 j + 31 k] ^ 9 = [1067885785210027547259494 + 53892862173697099450249 i + 978605454196740417001867 j + 1834357239289709268790231 k]
BICP | Distance=494 | [50 + 494 i + 4 j + 25 k] ^ 9 = [1300535423545312851210050 + 1040193203303044567734494 i + 674320851300665782578244 j + 469308451847218271836825 k]
BICP | Distance=494 | [50 + 4 i + 494 j + 25 k] ^ 9 = [1300535423545312851210050 + 674320851300665782578244 i + 1040193203303044567734494 j + 469308451847218271836825 k]
BICP | Distance=494 | [50 + 494 i + 4 j + 75 k] ^ 9 = [427098190326278125352450 + 179714666908360192734494 i + 1534799387695350157578244 j + 1258325162024372704725675 k]
BICP | Distance=494 | [50 + 4 i + 494 j + 75 k] ^ 9 = [427098190326278125352450 + 1534799387695350157578244 i + 179714666908360192734494 j + 1258325162024372704725675 k]
BICP | Distance=494 | [494 + 50 i + 25 j + 4 k] ^ 9 = [1040193203303044567734494 + 1300535423545312851210050 i + 469308451847218271836825 j + 674320851300665782578244 k]
BICP | Distance=494 | [494 + 50 i + 75 j + 4 k] ^ 9 = [179714666908360192734494 + 427098190326278125352450 i + 1258325162024372704725675 j + 1534799387695350157578244 k]
BICP | Distance=494 | [494 + 51 i + 2 j + 4 k] ^ 5 = [26320525847494 + 14848580750851 i + 71106417642 j + 1358429679044 k]
BICP | Distance=494 | [51 + 494 i + 4 j + 2 k] ^ 5 = [14848580750851 + 26320525847494 i + 1358429679044 j + 71106417642 k]
BICP | Distance=494 | [51 + 4 i + 494 j + 2 k] ^ 5 = [14848580750851 + 1358429679044 i + 26320525847494 j + 71106417642 k]
BICP | Distance=494 | [53 + 0 i + 2 j + 494 k] ^ 5 = [16143869514853 + -258511642480 i + 636724677642 j + 32820319883494 k]
BICP | Distance=494 | [53 + 2 i + 0 j + 494 k] ^ 5 = [16143869514853 + 636724677642 i + -258511642480 j + 32820319883494 k]
BICP | Distance=494 | [54 + 494 i + 1 j + 30 k] ^ 5 = [15272404822254 + 24905773371494 i + 4114871553481 j + 8101799040630 k]
BICP | Distance=494 | [54 + 1 i + 494 j + 30 k] ^ 5 = [15272404822254 + 4114871553481 i + 24905773371494 j + 8101799040630 k]
BICP | Distance=494 | [54 + 494 i + 1 j + 80 k] ^ 5 = [13006095206254 + 18650940023494 i + 10248727396481 j + 20767884074880 k]
BICP | Distance=494 | [54 + 1 i + 494 j + 80 k] ^ 5 = [13006095206254 + 10248727396481 i + 18650940023494 j + 20767884074880 k]
BICP | Distance=494 | [54 + 494 i + 1 j + 130 k] ^ 5 = [8838030090254 + 7088237975494 i + 15707213689481 j + 30579119909130 k]
BICP | Distance=494 | [54 + 1 i + 494 j + 130 k] ^ 5 = [8838030090254 + 15707213689481 i + 7088237975494 j + 30579119909130 k]
BICP | Distance=494 | [54 + 494 i + 4 j + 5 k] ^ 5 = [15645618614254 + 25930403135494 i + 1748552391044 j + 868144281045 k]
BICP | Distance=494 | [54 + 4 i + 494 j + 5 k] ^ 5 = [15645618614254 + 1748552391044 i + 25930403135494 j + 868144281045 k]
BICP | Distance=494 | [494 + 54 i + 5 j + 4 k] ^ 5 = [25930403135494 + 15645618614254 i + 868144281045 j + 1748552391044 k]
BICP | Distance=494 | [54 + 494 i + 5 j + 8 k] ^ 5 = [15587325522254 + 25911274211494 i + 2409482824885 j + 1569142632408 k]
BICP | Distance=494 | [54 + 5 i + 494 j + 8 k] ^ 5 = [15587325522254 + 2409482824885 i + 25911274211494 j + 1569142632408 k]
BICP | Distance=494 | [494 + 54 i + 5 j + 56 k] ^ 9 = [1777927559205735891414494 + 2011556622017979555092454 i + -1410805160465900304707995 j + 1547870442968375977610456 k]
BICP | Distance=494 | [54 + 494 i + 5 j + 58 k] ^ 5 = [13719216206254 + 22298165963494 i + 8620701937885 j + 14959086806658 k]
BICP | Distance=494 | [54 + 5 i + 494 j + 58 k] ^ 5 = [13719216206254 + 8620701937885 i + 22298165963494 j + 14959086806658 k]
BICP | Distance=494 | [494 + 54 i + 8 j + 5 k] ^ 5 = [25911274211494 + 15587325522254 i + 1569142632408 j + 2409482824885 k]
BICP | Distance=494 | [54 + 494 i + 15 j + 42 k] ^ 9 = [1017146684469511635836454 + 959044840623222464646494 i + 1288453029757967067020415 j + 533075638807885129827642 k]
BICP | Distance=494 | [54 + 15 i + 494 j + 42 k] ^ 9 = [1017146684469511635836454 + 1288453029757967067020415 i + 959044840623222464646494 j + 533075638807885129827642 k]
BICP | Distance=494 | [494 + 54 i + 30 j + 1 k] ^ 5 = [24905773371494 + 15272404822254 i + 8101799040630 j + 4114871553481 k]
BICP | Distance=494 | [54 + 494 i + 35 j + 58 k] ^ 9 = [379279604384535687140454 + 1295724346455460173678494 i + 1941750425919465991098035 j + 599935776431936605477258 k]
BICP | Distance=494 | [54 + 35 i + 494 j + 58 k] ^ 9 = [379279604384535687140454 + 1941750425919465991098035 i + 1295724346455460173678494 j + 599935776431936605477258 k]
BICP | Distance=494 | [54 + 494 i + 40 j + 467 k] ^ 9 = [22825035840642077902340454 + 16637580046707099059718494 i + 10630815214412019939957640 j + 12612415315835596951932467 k]
BICP | Distance=494 | [54 + 40 i + 494 j + 467 k] ^ 9 = [22825035840642077902340454 + 10630815214412019939957640 i + 16637580046707099059718494 j + 12612415315835596951932467 k]
BICP | Distance=494 | [494 + 54 i + 42 j + 15 k] ^ 9 = [959044840623222464646494 + 1017146684469511635836454 i + 533075638807885129827642 j + 1288453029757967067020415 k]
BICP | Distance=494 | [54 + 494 i + 56 j + 5 k] ^ 9 = [2011556622017979555092454 + 1777927559205735891414494 i + 1547870442968375977610456 j + -1410805160465900304707995 k]
BICP | Distance=494 | [54 + 56 i + 494 j + 5 k] ^ 9 = [2011556622017979555092454 + 1547870442968375977610456 i + 1777927559205735891414494 j + -1410805160465900304707995 k]
BICP | Distance=494 | [494 + 54 i + 58 j + 5 k] ^ 5 = [22298165963494 + 13719216206254 i + 14959086806658 j + 8620701937885 k]
BICP | Distance=494 | [494 + 54 i + 58 j + 35 k] ^ 9 = [1295724346455460173678494 + 379279604384535687140454 i + 599935776431936605477258 j + 1941750425919465991098035 k]
BICP | Distance=494 | [494 + 54 i + 80 j + 1 k] ^ 5 = [18650940023494 + 13006095206254 i + 20767884074880 j + 10248727396481 k]
BICP | Distance=494 | [494 + 54 i + 130 j + 1 k] ^ 5 = [7088237975494 + 8838030090254 i + 30579119909130 j + 15707213689481 k]
BICP | Distance=494 | [494 + 54 i + 467 j + 40 k] ^ 9 = [16637580046707099059718494 + 22825035840642077902340454 i + 12612415315835596951932467 j + 10630815214412019939957640 k]
BICP | Distance=494 | [55 + 494 i + 2 j + 42 k] ^ 5 = [15073273506255 + 23827254395494 i + 5986436622922 j + 11144626409842 k]
BICP | Distance=494 | [55 + 2 i + 494 j + 42 k] ^ 5 = [15073273506255 + 5986436622922 i + 23827254395494 j + 11144626409842 k]
BICP | Distance=494 | [55 + 494 i + 2 j + 92 k] ^ 5 = [12187180997255 + 16298030663494 i + 12055950210922 j + 23259552224092 k]
BICP | Distance=494 | [55 + 2 i + 494 j + 92 k] ^ 5 = [12187180997255 + 12055950210922 i + 16298030663494 j + 23259552224092 k]
BICP | Distance=494 | [55 + 494 i + 4 j + 6 k] ^ 5 = [15907990299255 + 25791341723494 i + 1887613803044 j + 1130515966046 k]
BICP | Distance=494 | [55 + 4 i + 494 j + 6 k] ^ 5 = [15907990299255 + 1887613803044 i + 25791341723494 j + 1130515966046 k]
BICP | Distance=494 | [494 + 55 i + 6 j + 4 k] ^ 5 = [25791341723494 + 15907990299255 i + 1130515966046 j + 1887613803044 k]
BICP | Distance=494 | [494 + 55 i + 42 j + 2 k] ^ 5 = [23827254395494 + 15073273506255 i + 11144626409842 j + 5986436622922 k]
BICP | Distance=494 | [494 + 55 i + 92 j + 2 k] ^ 5 = [16298030663494 + 12187180997255 i + 23259552224092 j + 12055950210922 k]
BICP | Distance=494 | [56 + 2 i + 7 j + 494 k] ^ 3 = [41206256 + 320842 i + 4858217 j + 125127494 k]
BICP | Distance=494 | [56 + 5 i + 54 j + 494 k] ^ 9 = [1547870442968375977610456 + -1410805160465900304707995 i + 2011556622017979555092454 j + 1777927559205735891414494 k]
BICP | Distance=494 | [56 + 7 i + 2 j + 494 k] ^ 3 = [41206256 + 4858217 i + 320842 j + 125127494 k]
BICP | Distance=494 | [56 + 26 i + 33 j + 494 k] ^ 9 = [2174234467114674073730456 + 37012496843329540400426 i + 563738964708749709984033 j + 2404291583352033987534494 k]
BICP | Distance=494 | [56 + 29 i + 30 j + 494 k] ^ 9 = [2187380698702004617850456 + 262696621306399736887229 i + 338054840245679513497230 j + 2417437814939364531654494 k]
BICP | Distance=494 | [56 + 30 i + 29 j + 494 k] ^ 9 = [2187380698702004617850456 + 338054840245679513497230 i + 262696621306399736887229 j + 2417437814939364531654494 k]
BICP | Distance=494 | [56 + 33 i + 26 j + 494 k] ^ 9 = [2174234467114674073730456 + 563738964708749709984033 i + 37012496843329540400426 j + 2404291583352033987534494 k]
BICP | Distance=494 | [56 + 54 i + 5 j + 494 k] ^ 9 = [1547870442968375977610456 + 2011556622017979555092454 i + -1410805160465900304707995 j + 1777927559205735891414494 k]
BICP | Distance=494 | [56 + 83 i + 476 j + 494 k] ^ 9 = [18098839542298856720534456 + 31419994279158636134336483 i + 12447524994206029426356476 j + 4453874740187313443610494 k]
BICP | Distance=494 | [56 + 476 i + 83 j + 494 k] ^ 9 = [18098839542298856720534456 + 12447524994206029426356476 i + 31419994279158636134336483 j + 4453874740187313443610494 k]
BICP | Distance=494 | [57 + 58 i + 58 j + 494 k] ^ 9 = [2613869549244034724984457 + 284971980403451402941258 i + 284971980403451402941258 j + 2067407987053017173910494 k]
BICP | Distance=494 | [57 + 67 i + 67 j + 494 k] ^ 9 = [2730079459871818749527457 + 194788755421981404685867 i + 194788755421981404685867 j + 1951198076425233149367494 k]
BICP | Distance=494 | [58 + 494 i + 1 j + 26 k] ^ 5 = [16449953862658 + 24634976691494 i + 3844074873481 j + 6924250000226 k]
BICP | Distance=494 | [58 + 1 i + 494 j + 26 k] ^ 5 = [16449953862658 + 3844074873481 i + 24634976691494 j + 6924250000226 k]
BICP | Distance=494 | [58 + 494 i + 1 j + 76 k] ^ 5 = [14192457346658 + 18863970203494 i + 10461757576481 j + 19581521934476 k]
BICP | Distance=494 | [58 + 1 i + 494 j + 76 k] ^ 5 = [14192457346658 + 10461757576481 i + 18863970203494 j + 19581521934476 k]
BICP | Distance=494 | [494 + 58 i + 2 j + 3 k] ^ 5 = [25402835899494 + 16783292758658 i + 132764449642 j + 1095423012043 k]
BICP | Distance=494 | [58 + 494 i + 2 j + 33 k] ^ 5 = [16184942978658 + 24196643519494 i + 5061516269482 j + 8657889181033 k]
BICP | Distance=494 | [58 + 2 i + 494 j + 33 k] ^ 5 = [16184942978658 + 5061516269482 i + 24196643519494 j + 8657889181033 k]
BICP | Distance=494 | [58 + 494 i + 2 j + 45 k] ^ 5 = [15735777950658 + 23142228035494 i + 6671462982922 j + 11807130854245 k]
BICP | Distance=494 | [58 + 2 i + 494 j + 45 k] ^ 5 = [15735777950658 + 6671462982922 i + 23142228035494 j + 11807130854245 k]
BICP | Distance=494 | [58 + 494 i + 2 j + 83 k] ^ 5 = [13526274562658 + 17690920631494 i + 11567239157482 j + 21053328360283 k]
BICP | Distance=494 | [58 + 2 i + 494 j + 83 k] ^ 5 = [13526274562658 + 11567239157482 i + 17690920631494 j + 21053328360283 k]
BICP | Distance=494 | [58 + 494 i + 2 j + 95 k] ^ 5 = [12583460566658 + 15325841123494 i + 13028139750922 j + 23655831793495 k]
BICP | Distance=494 | [58 + 2 i + 494 j + 95 k] ^ 5 = [12583460566658 + 13028139750922 i + 15325841123494 j + 23655831793495 k]
BICP | Distance=494 | [58 + 494 i + 3 j + 2 k] ^ 5 = [16783292758658 + 25402835899494 i + 1095423012043 j + 132764449642 k]
BICP | Distance=494 | [58 + 3 i + 494 j + 2 k] ^ 5 = [16783292758658 + 1095423012043 i + 25402835899494 j + 132764449642 k]
BICP | Distance=494 | [494 + 58 i + 4 j + 5 k] ^ 5 = [25419290151494 + 16752622422658 i + 403845732004 j + 1917498764885 k]
BICP | Distance=494 | [58 + 494 i + 4 j + 9 k] ^ 5 = [16684387922658 + 25347293531494 i + 2331661995044 j + 1906913589449 k]
BICP | Distance=494 | [58 + 4 i + 494 j + 9 k] ^ 5 = [16684387922658 + 2331661995044 i + 25347293531494 j + 1906913589449 k]
BICP | Distance=494 | [58 + 494 i + 5 j + 4 k] ^ 5 = [16752622422658 + 25419290151494 i + 1917498764885 j + 403845732004 k]
BICP | Distance=494 | [58 + 5 i + 494 j + 4 k] ^ 5 = [16752622422658 + 1917498764885 i + 25419290151494 j + 403845732004 k]
BICP | Distance=494 | [58 + 494 i + 5 j + 54 k] ^ 5 = [14959086806658 + 22298165963494 i + 8620701937885 j + 13719216206254 k]
BICP | Distance=494 | [58 + 5 i + 494 j + 54 k] ^ 5 = [14959086806658 + 8620701937885 i + 22298165963494 j + 13719216206254 k]
BICP | Distance=494 | [494 + 58 i + 5 j + 78 k] ^ 9 = [2339432628040100453406494 + 2718619621389735321973258 i + -2315211963649786861313995 j + 2250029688274164586186878 k]
BICP | Distance=494 | [494 + 58 i + 9 j + 4 k] ^ 5 = [25347293531494 + 16684387922658 i + 1906913589449 j + 2331661995044 k]
BICP | Distance=494 | [58 + 494 i + 15 j + 46 k] ^ 9 = [1008173153402107681693258 + 841122939891568124886494 i + 1406374930489621406780415 j + 524102107740481175684446 k]
BICP | Distance=494 | [58 + 15 i + 494 j + 46 k] ^ 9 = [1008173153402107681693258 + 1406374930489621406780415 i + 841122939891568124886494 j + 524102107740481175684446 k]
BICP | Distance=494 | [58 + 494 i + 18 j + 467 k] ^ 9 = [23607044971354044499621258 + 18507180374358159683310494 i + 3254432595968409574981218 j + 18810335506703867635338467 k]
BICP | Distance=494 | [58 + 18 i + 494 j + 467 k] ^ 9 = [23607044971354044499621258 + 3254432595968409574981218 i + 18507180374358159683310494 j + 18810335506703867635338467 k]
BICP | Distance=494 | [494 + 58 i + 26 j + 1 k] ^ 5 = [24634976691494 + 16449953862658 i + 6924250000226 j + 3844074873481 k]
BICP | Distance=494 | [494 + 58 i + 33 j + 2 k] ^ 5 = [24196643519494 + 16184942978658 i + 8657889181033 j + 5061516269482 k]
BICP | Distance=494 | [58 + 494 i + 35 j + 54 k] ^ 9 = [599935776431936605477258 + 1295724346455460173678494 i + 1941750425919465991098035 j + 379279604384535687140454 k]
BICP | Distance=494 | [58 + 35 i + 494 j + 54 k] ^ 9 = [599935776431936605477258 + 1941750425919465991098035 i + 1295724346455460173678494 j + 379279604384535687140454 k]
BICP | Distance=494 | [494 + 58 i + 45 j + 2 k] ^ 5 = [23142228035494 + 15735777950658 i + 11807130854245 j + 6671462982922 k]
BICP | Distance=494 | [494 + 58 i + 46 j + 15 k] ^ 9 = [841122939891568124886494 + 1008173153402107681693258 i + 524102107740481175684446 j + 1406374930489621406780415 k]
BICP | Distance=494 | [494 + 58 i + 54 j + 5 k] ^ 5 = [22298165963494 + 14959086806658 i + 13719216206254 j + 8620701937885 k]
BICP | Distance=494 | [494 + 58 i + 54 j + 35 k] ^ 9 = [1295724346455460173678494 + 599935776431936605477258 i + 379279604384535687140454 j + 1941750425919465991098035 k]
BICP | Distance=494 | [58 + 494 i + 57 j + 58 k] ^ 9 = [284971980403451402941258 + 2067407987053017173910494 i + 2613869549244034724984457 j + 284971980403451402941258 k]
BICP | Distance=494 | [58 + 57 i + 494 j + 58 k] ^ 9 = [284971980403451402941258 + 2613869549244034724984457 i + 2067407987053017173910494 j + 284971980403451402941258 k]
BICP | Distance=494 | [494 + 58 i + 58 j + 57 k] ^ 9 = [2067407987053017173910494 + 284971980403451402941258 i + 284971980403451402941258 j + 2613869549244034724984457 k]
BICP | Distance=494 | [494 + 58 i + 76 j + 1 k] ^ 5 = [18863970203494 + 14192457346658 i + 19581521934476 j + 10461757576481 k]
BICP | Distance=494 | [58 + 494 i + 78 j + 5 k] ^ 9 = [2718619621389735321973258 + 2339432628040100453406494 i + 2250029688274164586186878 j + -2315211963649786861313995 k]
BICP | Distance=494 | [58 + 78 i + 494 j + 5 k] ^ 9 = [2718619621389735321973258 + 2250029688274164586186878 i + 2339432628040100453406494 j + -2315211963649786861313995 k]
BICP | Distance=494 | [494 + 58 i + 83 j + 2 k] ^ 5 = [17690920631494 + 13526274562658 i + 21053328360283 j + 11567239157482 k]
BICP | Distance=494 | [494 + 58 i + 95 j + 2 k] ^ 5 = [15325841123494 + 12583460566658 i + 23655831793495 j + 13028139750922 k]
BICP | Distance=494 | [494 + 58 i + 467 j + 18 k] ^ 9 = [18507180374358159683310494 + 23607044971354044499621258 i + 18810335506703867635338467 j + 3254432595968409574981218 k]
BICP | Distance=494 | [59 + 494 i + 8 j + 34 k] ^ 9 = [1324810346650884400000859 + 806669377872012729558494 i + 1038707603616120608057768 j + 438309042254272840227634 k]
BICP | Distance=494 | [59 + 8 i + 494 j + 34 k] ^ 9 = [1324810346650884400000859 + 1038707603616120608057768 i + 806669377872012729558494 j + 438309042254272840227634 k]
BICP | Distance=494 | [494 + 59 i + 34 j + 8 k] ^ 9 = [806669377872012729558494 + 1324810346650884400000859 i + 438309042254272840227634 j + 1038707603616120608057768 k]
BICP | Distance=494 | [60 + 1 i + 2 j + 494 k] ^ 5 = [18396794497660 + 30567399521 i + 501551485642 j + 33786881995494 k]
BICP | Distance=494 | [60 + 2 i + 1 j + 494 k] ^ 5 = [18396794497660 + 501551485642 i + 30567399521 j + 33786881995494 k]
BICP | Distance=494 | [60 + 6 i + 7 j + 494 k] ^ 9 = [2193235510358494800566460 + 33089426319106938373686 i + 112945401990229664517127 j + 2721916334963608521798494 k]
BICP | Distance=494 | [60 + 7 i + 6 j + 494 k] ^ 9 = [2193235510358494800566460 + 112945401990229664517127 i + 33089426319106938373686 j + 2721916334963608521798494 k]
BICP | Distance=494 | [494 + 64 i + 0 j + 3 k] ^ 9 = [756412603297777440066494 + 1732787649611898668736064 i + -87806834614352627205120 j + 52656254828683473758643 k]
BICP | Distance=494 | [64 + 494 i + 3 j + 0 k] ^ 9 = [1732787649611898668736064 + 756412603297777440066494 i + 52656254828683473758643 j + -87806834614352627205120 k]
BICP | Distance=494 | [64 + 3 i + 494 j + 0 k] ^ 9 = [1732787649611898668736064 + 52656254828683473758643 i + 756412603297777440066494 j + -87806834614352627205120 k]
BICP | Distance=494 | [64 + 494 i + 8 j + 15 k] ^ 9 = [1655640797889751892457664 + 778833105130325569554494 i + 574332013967815716742088 j + 32984959320381007191615 k]
BICP | Distance=494 | [64 + 8 i + 494 j + 15 k] ^ 9 = [1655640797889751892457664 + 574332013967815716742088 i + 778833105130325569554494 j + 32984959320381007191615 k]
BICP | Distance=494 | [494 + 64 i + 15 j + 8 k] ^ 9 = [778833105130325569554494 + 1655640797889751892457664 i + 32984959320381007191615 j + 574332013967815716742088 k]
BICP | Distance=494 | [67 + 494 i + 0 j + 6 k] ^ 5 = [19200276108467 + 24016575947494 i + 951280209360 j + 1589508230046 k]
BICP | Distance=494 | [67 + 0 i + 494 j + 6 k] ^ 5 = [19200276108467 + 951280209360 i + 24016575947494 j + 1589508230046 k]
BICP | Distance=494 | [494 + 67 i + 0 j + 8 k] ^ 5 = [24130483949494 + 19249027519467 i + -1268903180480 j + 2121260705128 k]
BICP | Distance=494 | [67 + 494 i + 1 j + 9 k] ^ 9 = [1760794439545591400485867 + 656689046366563583013494 i + 287661604896679085669161 j + 115413140534567072391489 k]
BICP | Distance=494 | [67 + 1 i + 494 j + 9 k] ^ 9 = [1760794439545591400485867 + 287661604896679085669161 i + 656689046366563583013494 j + 115413140534567072391489 k]
BICP | Distance=494 | [67 + 494 i + 2 j + 30 k] ^ 5 = [18645135571467 + 23097399323494 i + 5256581550922 j + 7572764344630 k]
BICP | Distance=494 | [67 + 2 i + 494 j + 30 k] ^ 5 = [18645135571467 + 5256581550922 i + 23097399323494 j + 7572764344630 k]
BICP | Distance=494 | [67 + 494 i + 2 j + 42 k] ^ 5 = [18170952595467 + 22142202071494 i + 7115957717482 j + 10643898797842 k]
BICP | Distance=494 | [67 + 2 i + 494 j + 42 k] ^ 5 = [18170952595467 + 7115957717482 i + 22142202071494 j + 10643898797842 k]
BICP | Distance=494 | [67 + 494 i + 2 j + 80 k] ^ 5 = [15759043062467 + 17027885735494 i + 12785805282922 j + 19687690158880 k]
BICP | Distance=494 | [67 + 2 i + 494 j + 80 k] ^ 5 = [15759043062467 + 12785805282922 i + 17027885735494 j + 19687690158880 k]
BICP | Distance=494 | [67 + 494 i + 2 j + 92 k] ^ 5 = [14713690554467 + 14775308459494 i + 14482851329482 j + 22240744352092 k]
BICP | Distance=494 | [67 + 2 i + 494 j + 92 k] ^ 5 = [14713690554467 + 14482851329482 i + 14775308459494 j + 22240744352092 k]
BICP | Distance=494 | [67 + 494 i + 2 j + 130 k] ^ 5 = [10527606203467 + 5764920447494 i + 19450857514922 j + 28978462773130 k]
BICP | Distance=494 | [67 + 2 i + 494 j + 130 k] ^ 5 = [10527606203467 + 19450857514922 i + 5764920447494 j + 28978462773130 k]
BICP | Distance=494 | [494 + 67 i + 5 j + 47 k] ^ 9 = [1142389854036115542135494 + 2197468335528847044349867 i + -1405066708732901727560995 j + 1035989547258037516618247 k]
BICP | Distance=494 | [494 + 67 i + 6 j + 0 k] ^ 5 = [24016575947494 + 19200276108467 i + 1589508230046 j + 951280209360 k]
BICP | Distance=494 | [67 + 494 i + 8 j + 0 k] ^ 5 = [19249027519467 + 24130483949494 i + 2121260705128 j + -1268903180480 k]
BICP | Distance=494 | [67 + 8 i + 494 j + 0 k] ^ 5 = [19249027519467 + 2121260705128 i + 24130483949494 j + -1268903180480 k]
BICP | Distance=494 | [494 + 67 i + 9 j + 1 k] ^ 9 = [656689046366563583013494 + 1760794439545591400485867 i + 115413140534567072391489 j + 287661604896679085669161 k]
BICP | Distance=494 | [67 + 494 i + 15 j + 79 k] ^ 9 = [214120734410240187757867 + 245169207864211335261494 i + 2002328662516978196405415 j + 698191780071866693766679 k]
BICP | Distance=494 | [67 + 15 i + 494 j + 79 k] ^ 9 = [214120734410240187757867 + 2002328662516978196405415 i + 245169207864211335261494 j + 698191780071866693766679 k]
BICP | Distance=494 | [494 + 67 i + 30 j + 2 k] ^ 5 = [23097399323494 + 18645135571467 i + 7572764344630 j + 5256581550922 k]
BICP | Distance=494 | [67 + 494 i + 31 j + 49 k] ^ 9 = [978605454196740417001867 + 1067885785210027547259494 i + 1834357239289709268790231 j + 53892862173697099450249 k]
BICP | Distance=494 | [67 + 31 i + 494 j + 49 k] ^ 9 = [978605454196740417001867 + 1834357239289709268790231 i + 1067885785210027547259494 j + 53892862173697099450249 k]
BICP | Distance=494 | [67 + 494 i + 31 j + 467 k] ^ 9 = [26653996242967777147139467 + 14025850373758076931705494 i + 7643190028543711398372631 j + 16886223608751468553389467 k]
BICP | Distance=494 | [67 + 31 i + 494 j + 467 k] ^ 9 = [26653996242967777147139467 + 7643190028543711398372631 i + 14025850373758076931705494 j + 16886223608751468553389467 k]
BICP | Distance=494 | [67 + 494 i + 35 j + 71 k] ^ 9 = [217293072420147475849867 + 1037247782455762241985494 i + 2200226989919163922791035 j + 437949244467548394186671 k]
BICP | Distance=494 | [67 + 35 i + 494 j + 71 k] ^ 9 = [217293072420147475849867 + 2200226989919163922791035 i + 1037247782455762241985494 j + 437949244467548394186671 k]
BICP | Distance=494 | [494 + 67 i + 42 j + 2 k] ^ 5 = [22142202071494 + 18170952595467 i + 10643898797842 j + 7115957717482 k]
BICP | Distance=494 | [67 + 494 i + 47 j + 5 k] ^ 9 = [2197468335528847044349867 + 1142389854036115542135494 i + 1035989547258037516618247 j + -1405066708732901727560995 k]
BICP | Distance=494 | [67 + 47 i + 494 j + 5 k] ^ 9 = [2197468335528847044349867 + 1035989547258037516618247 i + 1142389854036115542135494 j + -1405066708732901727560995 k]
BICP | Distance=494 | [494 + 67 i + 49 j + 31 k] ^ 9 = [1067885785210027547259494 + 978605454196740417001867 i + 53892862173697099450249 j + 1834357239289709268790231 k]
BICP | Distance=494 | [67 + 494 i + 57 j + 67 k] ^ 9 = [194788755421981404685867 + 1951198076425233149367494 i + 2730079459871818749527457 j + 194788755421981404685867 k]
BICP | Distance=494 | [67 + 57 i + 494 j + 67 k] ^ 9 = [194788755421981404685867 + 2730079459871818749527457 i + 1951198076425233149367494 j + 194788755421981404685867 k]
BICP | Distance=494 | [494 + 67 i + 67 j + 57 k] ^ 9 = [1951198076425233149367494 + 194788755421981404685867 i + 194788755421981404685867 j + 2730079459871818749527457 k]
BICP | Distance=494 | [494 + 67 i + 71 j + 35 k] ^ 9 = [1037247782455762241985494 + 217293072420147475849867 i + 437949244467548394186671 j + 2200226989919163922791035 k]
BICP | Distance=494 | [494 + 67 i + 79 j + 15 k] ^ 9 = [245169207864211335261494 + 214120734410240187757867 i + 698191780071866693766679 j + 2002328662516978196405415 k]
BICP | Distance=494 | [494 + 67 i + 80 j + 2 k] ^ 5 = [17027885735494 + 15759043062467 i + 19687690158880 j + 12785805282922 k]
BICP | Distance=494 | [494 + 67 i + 92 j + 2 k] ^ 5 = [14775308459494 + 14713690554467 i + 22240744352092 j + 14482851329482 k]
BICP | Distance=494 | [494 + 67 i + 130 j + 2 k] ^ 5 = [5764920447494 + 10527606203467 i + 28978462773130 j + 19450857514922 k]
BICP | Distance=494 | [494 + 67 i + 467 j + 31 k] ^ 9 = [14025850373758076931705494 + 26653996242967777147139467 i + 16886223608751468553389467 j + 7643190028543711398372631 k]
BICP | Distance=494 | [68 + 2 i + 3 j + 494 k] ^ 5 = [21025770180868 + 162163809642 i + 660947812883 j + 35036131751494 k]
BICP | Distance=494 | [68 + 3 i + 2 j + 494 k] ^ 5 = [21025770180868 + 660947812883 i + 162163809642 j + 35036131751494 k]
BICP | Distance=494 | [68 + 7 i + 8 j + 494 k] ^ 5 = [21103025706868 + 982553667167 i + 1481337670408 j + 34958876225494 k]
BICP | Distance=494 | [68 + 8 i + 7 j + 494 k] ^ 5 = [21103025706868 + 1481337670408 i + 982553667167 j + 34958876225494 k]
BICP | Distance=494 | [69 + 0 i + 6 j + 494 k] ^ 5 = [21330922282869 + -1017512093520 i + 1995883670046 j + 35169080427494 k]
BICP | Distance=494 | [69 + 5 i + 71 j + 494 k] ^ 9 = [1508375394151694437194669 + -2360763373737520320404995 i + 2881854928949550410730671 j + 1497023143438616202993494 k]
BICP | Distance=494 | [69 + 6 i + 0 j + 494 k] ^ 5 = [21330922282869 + 1995883670046 i + -1017512093520 j + 35169080427494 k]
BICP | Distance=494 | [69 + 42 i + 476 j + 494 k] ^ 9 = [22934943842247765020445669 + 21981137702376499378611642 i + 5104581693635251856784476 j + 20235535506158462422014494 k]
BICP | Distance=494 | [69 + 71 i + 5 j + 494 k] ^ 9 = [1508375394151694437194669 + 2881854928949550410730671 i + -2360763373737520320404995 j + 1497023143438616202993494 k]
BICP | Distance=494 | [69 + 476 i + 42 j + 494 k] ^ 9 = [22934943842247765020445669 + 5104581693635251856784476 i + 21981137702376499378611642 j + 20235535506158462422014494 k]
BICP | Distance=494 | [70 + 494 i + 1 j + 46 k] ^ 5 = [18830050295870 + 21233231003494 i + 7787413921481 j + 11659444514246 k]
BICP | Distance=494 | [70 + 1 i + 494 j + 46 k] ^ 5 = [18830050295870 + 7787413921481 i + 21233231003494 j + 11659444514246 k]
BICP | Distance=494 | [70 + 494 i + 1 j + 96 k] ^ 5 = [15138458679870 + 13437926471494 i + 15461740948481 j + 22900247548496 k]
BICP | Distance=494 | [70 + 1 i + 494 j + 96 k] ^ 5 = [15138458679870 + 15461740948481 i + 13437926471494 j + 22900247548496 k]
BICP | Distance=494 | [70 + 494 i + 2 j + 33 k] ^ 5 = [19307640015870 + 22412372963494 i + 5941607910922 j + 8235268789033 k]
BICP | Distance=494 | [70 + 2 i + 494 j + 33 k] ^ 5 = [19307640015870 + 5941607910922 i + 22412372963494 j + 8235268789033 k]
BICP | Distance=494 | [70 + 494 i + 2 j + 83 k] ^ 5 = [16155322631870 + 16055696195494 i + 13757994822922 j + 20083969728283 k]
BICP | Distance=494 | [70 + 2 i + 494 j + 83 k] ^ 5 = [16155322631870 + 13757994822922 i + 16055696195494 j + 20083969728283 k]
BICP | Distance=494 | [70 + 494 i + 4 j + 9 k] ^ 9 = [1802174180057700645649270 + 580048121930693610150494 i + 339203954147228603652484 j + 9631241195705811776649 k]
BICP | Distance=494 | [70 + 4 i + 494 j + 9 k] ^ 9 = [1802174180057700645649270 + 339203954147228603652484 i + 580048121930693610150494 j + 9631241195705811776649 k]
BICP | Distance=494 | [494 + 70 i + 9 j + 4 k] ^ 9 = [580048121930693610150494 + 1802174180057700645649270 i + 9631241195705811776649 j + 339203954147228603652484 k]
BICP | Distance=494 | [70 + 494 i + 28 j + 467 k] ^ 9 = [27649330639982480323935670 + 13647824442008276657838494 i + 6737631716468604767894428 j + 18268235912636251720692467 k]
BICP | Distance=494 | [70 + 28 i + 494 j + 467 k] ^ 9 = [27649330639982480323935670 + 6737631716468604767894428 i + 13647824442008276657838494 j + 18268235912636251720692467 k]
BICP | Distance=494 | [494 + 70 i + 33 j + 2 k] ^ 5 = [22412372963494 + 19307640015870 i + 8235268789033 j + 5941607910922 k]
BICP | Distance=494 | [494 + 70 i + 46 j + 1 k] ^ 5 = [21233231003494 + 18830050295870 i + 11659444514246 j + 7787413921481 k]
BICP | Distance=494 | [494 + 70 i + 83 j + 2 k] ^ 5 = [16055696195494 + 16155322631870 i + 20083969728283 j + 13757994822922 k]
BICP | Distance=494 | [494 + 70 i + 96 j + 1 k] ^ 5 = [13437926471494 + 15138458679870 i + 22900247548496 j + 15461740948481 k]
BICP | Distance=494 | [494 + 70 i + 467 j + 28 k] ^ 9 = [13647824442008276657838494 + 27649330639982480323935670 i + 18268235912636251720692467 j + 6737631716468604767894428 k]
BICP | Distance=494 | [71 + 494 i + 0 j + 2 k] ^ 5 = [20267824776871 + 23400590551494 i + 335294813360 j + 521959561642 k]
BICP | Distance=494 | [71 + 0 i + 494 j + 2 k] ^ 5 = [20267824776871 + 335294813360 i + 23400590551494 j + 521959561642 k]
BICP | Distance=494 | [494 + 71 i + 2 j + 0 k] ^ 5 = [23400590551494 + 20267824776871 i + 521959561642 j + 335294813360 k]
BICP | Distance=494 | [494 + 71 i + 5 j + 69 k] ^ 9 = [1497023143438616202993494 + 2881854928949550410730671 i + -2360763373737520320404995 j + 1508375394151694437194669 k]
BICP | Distance=494 | [71 + 494 i + 15 j + 83 k] ^ 9 = [104502884496744211014671 + 150295444482664365621494 i + 2097202425898525166045415 j + 588573930158370717023483 k]
BICP | Distance=494 | [71 + 15 i + 494 j + 83 k] ^ 9 = [104502884496744211014671 + 2097202425898525166045415 i + 150295444482664365621494 j + 588573930158370717023483 k]
BICP | Distance=494 | [71 + 494 i + 35 j + 67 k] ^ 9 = [437949244467548394186671 + 1037247782455762241985494 i + 2200226989919163922791035 j + 217293072420147475849867 k]
BICP | Distance=494 | [71 + 35 i + 494 j + 67 k] ^ 9 = [437949244467548394186671 + 2200226989919163922791035 i + 1037247782455762241985494 j + 217293072420147475849867 k]
BICP | Distance=494 | [494 + 71 i + 67 j + 35 k] ^ 9 = [1037247782455762241985494 + 437949244467548394186671 i + 217293072420147475849867 j + 2200226989919163922791035 k]
BICP | Distance=494 | [71 + 494 i + 69 j + 5 k] ^ 9 = [2881854928949550410730671 + 1497023143438616202993494 i + 1508375394151694437194669 j + -2360763373737520320404995 k]
BICP | Distance=494 | [71 + 69 i + 494 j + 5 k] ^ 9 = [2881854928949550410730671 + 1508375394151694437194669 i + 1497023143438616202993494 j + -2360763373737520320404995 k]
BICP | Distance=494 | [494 + 71 i + 83 j + 15 k] ^ 9 = [150295444482664365621494 + 104502884496744211014671 i + 588573930158370717023483 j + 2097202425898525166045415 k]
BICP | Distance=494 | [74 + 494 i + 1 j + 42 k] ^ 5 = [20007599336274 + 20962434323494 i + 7516617241481 j + 10481895473842 k]
BICP | Distance=494 | [74 + 1 i + 494 j + 42 k] ^ 5 = [20007599336274 + 7516617241481 i + 20962434323494 j + 10481895473842 k]
BICP | Distance=494 | [74 + 494 i + 1 j + 92 k] ^ 5 = [16324820820274 + 13650956651494 i + 15674771128481 j + 21713885408092 k]
BICP | Distance=494 | [74 + 1 i + 494 j + 92 k] ^ 5 = [16324820820274 + 15674771128481 i + 13650956651494 j + 21713885408092 k]
BICP | Distance=494 | [74 + 494 i + 6 j + 7 k] ^ 5 = [20946711636274 + 22922537503494 i + 2766590299006 j + 759769011167 k]
BICP | Distance=494 | [74 + 6 i + 494 j + 7 k] ^ 5 = [20946711636274 + 2766590299006 i + 22922537503494 j + 759769011167 k]
BICP | Distance=494 | [494 + 74 i + 7 j + 6 k] ^ 5 = [22922537503494 + 20946711636274 i + 759769011167 j + 2766590299006 k]
BICP | Distance=494 | [494 + 74 i + 42 j + 1 k] ^ 5 = [20962434323494 + 20007599336274 i + 10481895473842 j + 7516617241481 k]
BICP | Distance=494 | [494 + 74 i + 92 j + 1 k] ^ 5 = [13650956651494 + 16324820820274 i + 21713885408092 j + 15674771128481 k]
BICP | Distance=494 | [494 + 75 i + 0 j + 4 k] ^ 9 = [415904085477839231754494 + 1900538420860386391333275 i + -130694545467855268286400 j + 50031733475460446598244 k]
BICP | Distance=494 | [75 + 494 i + 4 j + 0 k] ^ 9 = [1900538420860386391333275 + 415904085477839231754494 i + 50031733475460446598244 j + -130694545467855268286400 k]
BICP | Distance=494 | [75 + 4 i + 494 j + 0 k] ^ 9 = [1900538420860386391333275 + 50031733475460446598244 i + 415904085477839231754494 j + -130694545467855268286400 k]
BICP | Distance=494 | [75 + 494 i + 4 j + 50 k] ^ 9 = [1258325162024372704725675 + 179714666908360192734494 i + 1534799387695350157578244 j + 427098190326278125352450 k]
BICP | Distance=494 | [75 + 4 i + 494 j + 50 k] ^ 9 = [1258325162024372704725675 + 1534799387695350157578244 i + 179714666908360192734494 j + 427098190326278125352450 k]
BICP | Distance=494 | [494 + 75 i + 50 j + 4 k] ^ 9 = [179714666908360192734494 + 1258325162024372704725675 i + 427098190326278125352450 j + 1534799387695350157578244 k]
BICP | Distance=494 | [76 + 494 i + 1 j + 8 k] ^ 5 = [21508943000476 + 22476965781494 i + 1686063963481 j + 1865260862408 k]
BICP | Distance=494 | [76 + 1 i + 494 j + 8 k] ^ 5 = [21508943000476 + 1686063963481 i + 22476965781494 j + 1865260862408 k]
BICP | Distance=494 | [76 + 494 i + 1 j + 58 k] ^ 5 = [19581521934476 + 18863970203494 i + 10461757576481 j + 14192457346658 k]
BICP | Distance=494 | [76 + 1 i + 494 j + 58 k] ^ 5 = [19581521934476 + 10461757576481 i + 18863970203494 j + 14192457346658 k]
BICP | Distance=494 | [494 + 76 i + 8 j + 1 k] ^ 5 = [22476965781494 + 21508943000476 i + 1865260862408 j + 1686063963481 k]
BICP | Distance=494 | [76 + 494 i + 44 j + 467 k] ^ 9 = [29010642056648256692536876 + 9121000049608670227962494 i + 11495203968952329715778444 j + 14073476208460694539074467 k]
BICP | Distance=494 | [76 + 44 i + 494 j + 467 k] ^ 9 = [29010642056648256692536876 + 11495203968952329715778444 i + 9121000049608670227962494 j + 14073476208460694539074467 k]
BICP | Distance=494 | [494 + 76 i + 58 j + 1 k] ^ 5 = [18863970203494 + 19581521934476 i + 14192457346658 j + 10461757576481 k]
BICP | Distance=494 | [494 + 76 i + 467 j + 44 k] ^ 9 = [9121000049608670227962494 + 29010642056648256692536876 i + 14073476208460694539074467 j + 11495203968952329715778444 k]
BICP | Distance=494 | [77 + 0 i + 4 j + 494 k] ^ 9 = [3030528619856539587046877 + -186868466742006668498880 i + 219754982692727901277924 j + 3410528963585838098706494 k]
BICP | Distance=494 | [77 + 4 i + 0 j + 494 k] ^ 9 = [3030528619856539587046877 + 219754982692727901277924 i + -186868466742006668498880 j + 3410528963585838098706494 k]
BICP | Distance=494 | [78 + 5 i + 58 j + 494 k] ^ 9 = [2250029688274164586186878 + -2315211963649786861313995 i + 2718619621389735321973258 j + 2339432628040100453406494 k]
BICP | Distance=494 | [78 + 6 i + 7 j + 494 k] ^ 9 = [3097055610238343074230078 + 424851121986794995446 i + 103558017327928871862967 j + 3457095825466617911382494 k]
BICP | Distance=494 | [78 + 7 i + 6 j + 494 k] ^ 9 = [3097055610238343074230078 + 103558017327928871862967 i + 424851121986794995446 j + 3457095825466617911382494 k]
BICP | Distance=494 | [78 + 30 i + 33 j + 494 k] ^ 9 = [3229489630468568576506878 + 47039382982242686281230 i + 356368274757705774378033 j + 3318892570234504443726494 k]
BICP | Distance=494 | [78 + 33 i + 30 j + 494 k] ^ 9 = [3229489630468568576506878 + 356368274757705774378033 i + 47039382982242686281230 j + 3318892570234504443726494 k]
BICP | Distance=494 | [78 + 58 i + 5 j + 494 k] ^ 9 = [2250029688274164586186878 + 2718619621389735321973258 i + -2315211963649786861313995 j + 2339432628040100453406494 k]
BICP | Distance=494 | [79 + 494 i + 0 j + 2 k] ^ 5 = [22321250540879 + 21987456127494 i + 371201262640 j + 504524449642 k]
BICP | Distance=494 | [79 + 0 i + 494 j + 2 k] ^ 5 = [22321250540879 + 371201262640 i + 21987456127494 j + 504524449642 k]
BICP | Distance=494 | [494 + 79 i + 2 j + 0 k] ^ 5 = [21987456127494 + 22321250540879 i + 504524449642 j + 371201262640 k]
BICP | Distance=494 | [494 + 79 i + 5 j + 131 k] ^ 9 = [3750799769132995677303494 + 6821579120830366095870679 i + -6698562185468961626864995 j + 3814192303355445556827131 k]
BICP | Distance=494 | [494 + 79 i + 5 j + 381 k] ^ 9 = [112586007628016581222977494 + 106865312082474339064338679 i + -106865323078341162209396995 j + 112585988862258518317305381 k]
BICP | Distance=494 | [79 + 494 i + 15 j + 67 k] ^ 9 = [698191780071866693766679 + 245169207864211335261494 i + 2002328662516978196405415 j + 214120734410240187757867 k]
BICP | Distance=494 | [79 + 15 i + 494 j + 67 k] ^ 9 = [698191780071866693766679 + 2002328662516978196405415 i + 245169207864211335261494 j + 214120734410240187757867 k]
BICP | Distance=494 | [494 + 79 i + 67 j + 15 k] ^ 9 = [245169207864211335261494 + 698191780071866693766679 i + 214120734410240187757867 j + 2002328662516978196405415 k]
BICP | Distance=494 | [79 + 494 i + 131 j + 5 k] ^ 9 = [6821579120830366095870679 + 3750799769132995677303494 i + 3814192303355445556827131 j + -6698562185468961626864995 k]
BICP | Distance=494 | [79 + 131 i + 494 j + 5 k] ^ 9 = [6821579120830366095870679 + 3814192303355445556827131 i + 3750799769132995677303494 j + -6698562185468961626864995 k]
BICP | Distance=494 | [79 + 494 i + 381 j + 5 k] ^ 9 = [106865312082474339064338679 + 112586007628016581222977494 i + 112585988862258518317305381 j + -106865323078341162209396995 k]
BICP | Distance=494 | [79 + 381 i + 494 j + 5 k] ^ 9 = [106865312082474339064338679 + 112585988862258518317305381 i + 112586007628016581222977494 j + -106865323078341162209396995 k]
BICP | Distance=494 | [80 + 494 i + 1 j + 4 k] ^ 5 = [22557646840880 + 21793176741494 i + 1002274923481 j + 816557022004 k]
BICP | Distance=494 | [80 + 1 i + 494 j + 4 k] ^ 5 = [22557646840880 + 1002274923481 i + 21793176741494 j + 816557022004 k]
BICP | Distance=494 | [80 + 494 i + 1 j + 54 k] ^ 5 = [20767884074880 + 18650940023494 i + 10248727396481 j + 13006095206254 k]
BICP | Distance=494 | [80 + 1 i + 494 j + 54 k] ^ 5 = [20767884074880 + 10248727396481 i + 18650940023494 j + 13006095206254 k]
BICP | Distance=494 | [80 + 494 i + 2 j + 17 k] ^ 5 = [22334378242880 + 21528297867494 i + 3687480094922 j + 3883521673217 k]
BICP | Distance=494 | [80 + 2 i + 494 j + 17 k] ^ 5 = [22334378242880 + 3687480094922 i + 21528297867494 j + 3883521673217 k]
BICP | Distance=494 | [80 + 494 i + 2 j + 67 k] ^ 5 = [19687690158880 + 17027885735494 i + 12785805282922 j + 15759043062467 k]
BICP | Distance=494 | [80 + 2 i + 494 j + 67 k] ^ 5 = [19687690158880 + 12785805282922 i + 17027885735494 j + 15759043062467 k]
BICP | Distance=494 | [494 + 80 i + 4 j + 1 k] ^ 5 = [21793176741494 + 22557646840880 i + 816557022004 j + 1002274923481 k]
BICP | Distance=494 | [494 + 80 i + 17 j + 2 k] ^ 5 = [21528297867494 + 22334378242880 i + 3883521673217 j + 3687480094922 k]
BICP | Distance=494 | [80 + 494 i + 22 j + 467 k] ^ 9 = [31174464173379562495317680 + 11838174789545247123054494 i + 5194427888941355881302022 j + 22052789437486088454480467 k]
BICP | Distance=494 | [80 + 22 i + 494 j + 467 k] ^ 9 = [31174464173379562495317680 + 5194427888941355881302022 i + 11838174789545247123054494 j + 22052789437486088454480467 k]
BICP | Distance=494 | [494 + 80 i + 54 j + 1 k] ^ 5 = [18650940023494 + 20767884074880 i + 13006095206254 j + 10248727396481 k]
BICP | Distance=494 | [494 + 80 i + 67 j + 2 k] ^ 5 = [17027885735494 + 19687690158880 i + 15759043062467 j + 12785805282922 k]
BICP | Distance=494 | [494 + 80 i + 467 j + 22 k] ^ 9 = [11838174789545247123054494 + 31174464173379562495317680 i + 22052789437486088454480467 j + 5194427888941355881302022 k]
BICP | Distance=494 | [81 + 0 i + 6 j + 494 k] ^ 5 = [25398050644881 + -1203113742480 i + 2075558834046 j + 37388425815494 k]
BICP | Distance=494 | [81 + 6 i + 0 j + 494 k] ^ 5 = [25398050644881 + 2075558834046 i + -1203113742480 j + 37388425815494 k]
BICP | Distance=494 | [81 + 8 i + 476 j + 494 k] ^ 9 = [32891688839367116041767681 + 13063580634929118228604808 i + 3977472744859033229940476 j + 34163699456859632803482494 k]
BICP | Distance=494 | [81 + 33 i + 33 j + 494 k] ^ 9 = [3407212771291446352741881 + 193752480537522923907033 i + 193752480537522923907033 j + 3463639361364651059367494 k]
BICP | Distance=494 | [81 + 217 i + 217 j + 494 k] ^ 9 = [784943362464360174805881 + 4206027635762566803147217 i + 4206027635762566803147217 j + 6085908770191737237303494 k]
BICP | Distance=494 | [81 + 476 i + 8 j + 494 k] ^ 9 = [32891688839367116041767681 + 3977472744859033229940476 i + 13063580634929118228604808 j + 34163699456859632803482494 k]
BICP | Distance=494 | [83 + 494 i + 0 j + 6 k] ^ 5 = [23301635169283 + 21192014363494 i + 1166643026640 j + 1484909078046 k]
BICP | Distance=494 | [83 + 0 i + 494 j + 6 k] ^ 5 = [23301635169283 + 1166643026640 i + 21192014363494 j + 1484909078046 k]
BICP | Distance=494 | [494 + 83 i + 0 j + 8 k] ^ 5 = [21302365565494 + 23361829508283 i + -1556180067520 j + 1981775969128 k]
BICP | Distance=494 | [83 + 494 i + 2 j + 8 k] ^ 5 = [23251888651283 + 21184795119494 i + 2049667869482 j + 1590943508408 k]
BICP | Distance=494 | [83 + 2 i + 494 j + 8 k] ^ 5 = [23251888651283 + 2049667869482 i + 21184795119494 j + 1590943508408 k]
BICP | Distance=494 | [83 + 494 i + 2 j + 20 k] ^ 5 = [22996882687283 + 20843271507494 i + 4372506454922 j + 4546026117620 k]
BICP | Distance=494 | [83 + 2 i + 494 j + 20 k] ^ 5 = [22996882687283 + 4372506454922 i + 20843271507494 j + 4546026117620 k]
BICP | Distance=494 | [83 + 494 i + 2 j + 58 k] ^ 5 = [21053328360283 + 17690920631494 i + 11567239157482 j + 13526274562658 k]
BICP | Distance=494 | [83 + 2 i + 494 j + 58 k] ^ 5 = [21053328360283 + 11567239157482 i + 17690920631494 j + 13526274562658 k]
BICP | Distance=494 | [83 + 494 i + 2 j + 70 k] ^ 5 = [20083969728283 + 16055696195494 i + 13757994822922 j + 16155322631870 k]
BICP | Distance=494 | [83 + 2 i + 494 j + 70 k] ^ 5 = [20083969728283 + 13757994822922 i + 16055696195494 j + 16155322631870 k]
BICP | Distance=494 | [83 + 494 i + 2 j + 120 k] ^ 5 = [14248288619283 + 6141089183494 i + 22212891690922 j + 25320659846120 k]
BICP | Distance=494 | [83 + 2 i + 494 j + 120 k] ^ 5 = [14248288619283 + 22212891690922 i + 6141089183494 j + 25320659846120 k]
BICP | Distance=494 | [494 + 83 i + 6 j + 0 k] ^ 5 = [21192014363494 + 23301635169283 i + 1484909078046 j + 1166643026640 k]
BICP | Distance=494 | [83 + 494 i + 8 j + 0 k] ^ 5 = [23361829508283 + 21302365565494 i + 1981775969128 j + -1556180067520 k]
BICP | Distance=494 | [83 + 8 i + 494 j + 0 k] ^ 5 = [23361829508283 + 1981775969128 i + 21302365565494 j + -1556180067520 k]
BICP | Distance=494 | [494 + 83 i + 8 j + 2 k] ^ 5 = [21184795119494 + 23251888651283 i + 1590943508408 j + 2049667869482 k]
BICP | Distance=494 | [83 + 494 i + 15 j + 71 k] ^ 9 = [588573930158370717023483 + 150295444482664365621494 i + 2097202425898525166045415 j + 104502884496744211014671 k]
BICP | Distance=494 | [83 + 15 i + 494 j + 71 k] ^ 9 = [588573930158370717023483 + 2097202425898525166045415 i + 150295444482664365621494 j + 104502884496744211014671 k]
BICP | Distance=494 | [83 + 494 i + 19 j + 467 k] ^ 9 = [32403932440038888296692283 + 11602795526683717678389494 i + 4384240501892000149092619 j + 23668051327440054574401467 k]
BICP | Distance=494 | [83 + 19 i + 494 j + 467 k] ^ 9 = [32403932440038888296692283 + 4384240501892000149092619 i + 11602795526683717678389494 j + 23668051327440054574401467 k]
BICP | Distance=494 | [494 + 83 i + 20 j + 2 k] ^ 5 = [20843271507494 + 22996882687283 i + 4546026117620 j + 4372506454922 k]
BICP | Distance=494 | [83 + 494 i + 56 j + 476 k] ^ 9 = [31419994279158636134336483 + 4453874740187313443610494 i + 18098839542298856720534456 j + 12447524994206029426356476 k]
BICP | Distance=494 | [83 + 56 i + 494 j + 476 k] ^ 9 = [31419994279158636134336483 + 18098839542298856720534456 i + 4453874740187313443610494 j + 12447524994206029426356476 k]
BICP | Distance=494 | [494 + 83 i + 58 j + 2 k] ^ 5 = [17690920631494 + 21053328360283 i + 13526274562658 j + 11567239157482 k]
BICP | Distance=494 | [494 + 83 i + 70 j + 2 k] ^ 5 = [16055696195494 + 20083969728283 i + 16155322631870 j + 13757994822922 k]
BICP | Distance=494 | [494 + 83 i + 71 j + 15 k] ^ 9 = [150295444482664365621494 + 588573930158370717023483 i + 104502884496744211014671 j + 2097202425898525166045415 k]
BICP | Distance=494 | [494 + 83 i + 83 j + 381 k] ^ 9 = [150328692013686313677891494 + 164169638048891056283 i + 164169638048891056283 j + 150329109316403255413905381 k]
BICP | Distance=494 | [494 + 83 i + 120 j + 2 k] ^ 5 = [6141089183494 + 14248288619283 i + 25320659846120 j + 22212891690922 k]
BICP | Distance=494 | [83 + 494 i + 381 j + 83 k] ^ 9 = [164169638048891056283 + 150328692013686313677891494 i + 150329109316403255413905381 j + 164169638048891056283 k]
BICP | Distance=494 | [83 + 381 i + 494 j + 83 k] ^ 9 = [164169638048891056283 + 150329109316403255413905381 i + 150328692013686313677891494 j + 164169638048891056283 k]
BICP | Distance=494 | [494 + 83 i + 467 j + 19 k] ^ 9 = [11602795526683717678389494 + 32403932440038888296692283 i + 23668051327440054574401467 j + 4384240501892000149092619 k]
BICP | Distance=494 | [494 + 83 i + 476 j + 56 k] ^ 9 = [4453874740187313443610494 + 31419994279158636134336483 i + 12447524994206029426356476 j + 18098839542298856720534456 k]
BICP | Distance=494 | [92 + 494 i + 1 j + 24 k] ^ 5 = [25066588474092 + 18804423413494 i + 5358606331481 j + 5422906336024 k]
BICP | Distance=494 | [92 + 1 i + 494 j + 24 k] ^ 5 = [25066588474092 + 5358606331481 i + 18804423413494 j + 5422906336024 k]
BICP | Distance=494 | [92 + 494 i + 1 j + 74 k] ^ 5 = [21713885408092 + 13650956651494 i + 15674771128481 j + 16324820820274 k]
BICP | Distance=494 | [92 + 1 i + 494 j + 74 k] ^ 5 = [21713885408092 + 15674771128481 i + 13650956651494 j + 16324820820274 k]
BICP | Distance=494 | [92 + 494 i + 2 j + 5 k] ^ 5 = [25465372908092 + 19383372651494 i + 1542554878922 j + 752527008005 k]
BICP | Distance=494 | [92 + 2 i + 494 j + 5 k] ^ 5 = [25465372908092 + 1542554878922 i + 19383372651494 j + 752527008005 k]
BICP | Distance=494 | [92 + 494 i + 2 j + 17 k] ^ 5 = [25237898268092 + 19130353671494 i + 4104109317482 j + 3576953125217 k]
BICP | Distance=494 | [92 + 2 i + 494 j + 17 k] ^ 5 = [25237898268092 + 4104109317482 i + 19130353671494 j + 3576953125217 k]
BICP | Distance=494 | [92 + 494 i + 2 j + 55 k] ^ 5 = [23259552224092 + 16298030663494 i + 12055950210922 j + 12187180997255 k]
BICP | Distance=494 | [92 + 2 i + 494 j + 55 k] ^ 5 = [23259552224092 + 12055950210922 i + 16298030663494 j + 12187180997255 k]
BICP | Distance=494 | [92 + 494 i + 2 j + 67 k] ^ 5 = [22240744352092 + 14775308459494 i + 14482851329482 j + 14713690554467 k]
BICP | Distance=494 | [92 + 2 i + 494 j + 67 k] ^ 5 = [22240744352092 + 14482851329482 i + 14775308459494 j + 14713690554467 k]
BICP | Distance=494 | [494 + 92 i + 5 j + 2 k] ^ 5 = [19383372651494 + 25465372908092 i + 752527008005 j + 1542554878922 k]
BICP | Distance=494 | [92 + 494 i + 5 j + 46 k] ^ 5 = [23618684084092 + 17449886183494 i + 10870870852885 j + 9600501194246 k]
BICP | Distance=494 | [92 + 5 i + 494 j + 46 k] ^ 5 = [23618684084092 + 10870870852885 i + 17449886183494 j + 9600501194246 k]
BICP | Distance=494 | [92 + 494 i + 5 j + 96 k] ^ 5 = [18427147018092 + 10302908921494 i + 20615958979885 j + 19667017618496 k]
BICP | Distance=494 | [92 + 5 i + 494 j + 96 k] ^ 5 = [18427147018092 + 20615958979885 i + 10302908921494 j + 19667017618496 k]
BICP | Distance=494 | [494 + 92 i + 17 j + 2 k] ^ 5 = [19130353671494 + 25237898268092 i + 3576953125217 j + 4104109317482 k]
BICP | Distance=494 | [494 + 92 i + 24 j + 1 k] ^ 5 = [18804423413494 + 25066588474092 i + 5422906336024 j + 5358606331481 k]
BICP | Distance=494 | [92 + 494 i + 32 j + 467 k] ^ 9 = [34056304252833096680772092 + 5574395716754394100794494 i + 9293781400512282523195232 j + 21301534010758507827450467 k]
BICP | Distance=494 | [92 + 32 i + 494 j + 467 k] ^ 9 = [34056304252833096680772092 + 9293781400512282523195232 i + 5574395716754394100794494 j + 21301534010758507827450467 k]
BICP | Distance=494 | [494 + 92 i + 46 j + 5 k] ^ 5 = [17449886183494 + 23618684084092 i + 9600501194246 j + 10870870852885 k]
BICP | Distance=494 | [494 + 92 i + 55 j + 2 k] ^ 5 = [16298030663494 + 23259552224092 i + 12187180997255 j + 12055950210922 k]
BICP | Distance=494 | [494 + 92 i + 67 j + 2 k] ^ 5 = [14775308459494 + 22240744352092 i + 14713690554467 j + 14482851329482 k]
BICP | Distance=494 | [494 + 92 i + 74 j + 1 k] ^ 5 = [13650956651494 + 21713885408092 i + 16324820820274 j + 15674771128481 k]
BICP | Distance=494 | [494 + 92 i + 96 j + 5 k] ^ 5 = [10302908921494 + 18427147018092 i + 19667017618496 j + 20615958979885 k]
BICP | Distance=494 | [494 + 92 i + 467 j + 32 k] ^ 9 = [5574395716754394100794494 + 34056304252833096680772092 i + 21301534010758507827450467 j + 9293781400512282523195232 k]
BICP | Distance=494 | [93 + 217 i + 283 j + 494 k] ^ 9 = [4146151024226054486413893 + 5243591805587340898167217 i + 12647493867685096776237283 j + 527793701051135259177494 k]
BICP | Distance=494 | [93 + 283 i + 217 j + 494 k] ^ 9 = [4146151024226054486413893 + 12647493867685096776237283 i + 5243591805587340898167217 j + 527793701051135259177494 k]
BICP | Distance=494 | [94 + 0 i + 9 j + 494 k] ^ 9 = [4037037592473222340546894 + -551045092953875835425760 i + 603878620738780721406249 j + 4294412480480990492742494 k]
BICP | Distance=494 | [94 + 9 i + 0 j + 494 k] ^ 9 = [4037037592473222340546894 + 603878620738780721406249 i + -551045092953875835425760 j + 4294412480480990492742494 k]
BICP | Distance=494 | [94 + 217 i + 226 j + 494 k] ^ 9 = [2623015429911874516642894 + 3975114042724015503234217 i + 5130037756416672060066226 j + 5708434643042338316646494 k]
BICP | Distance=494 | [94 + 226 i + 217 j + 494 k] ^ 9 = [2623015429911874516642894 + 5130037756416672060066226 i + 3975114042724015503234217 j + 5708434643042338316646494 k]
BICP | Distance=494 | [94 + 245 i + 254 j + 494 k] ^ 9 = [5958563869481512511842894 + 8189167752345986589966245 i + 9344091466038643146798254 j + 2372886203472700321446494 k]
BICP | Distance=494 | [94 + 246 i + 255 j + 494 k] ^ 9 = [6155430828992440497442894 + 8350170674762847193206246 i + 9505094388455503750038255 j + 2176019243961772335846494 k]
BICP | Distance=494 | [94 + 254 i + 245 j + 494 k] ^ 9 = [5958563869481512511842894 + 9344091466038643146798254 i + 8189167752345986589966245 j + 2372886203472700321446494 k]
BICP | Distance=494 | [94 + 255 i + 246 j + 494 k] ^ 9 = [6155430828992440497442894 + 9505094388455503750038255 i + 8350170674762847193206246 j + 2176019243961772335846494 k]
BICP | Distance=494 | [95 + 494 i + 2 j + 8 k] ^ 5 = [26127877352495 + 18698346291494 i + 2227581238922 j + 1415031452408 k]
BICP | Distance=494 | [95 + 2 i + 494 j + 8 k] ^ 5 = [26127877352495 + 2227581238922 i + 18698346291494 j + 1415031452408 k]
BICP | Distance=494 | [95 + 494 i + 2 j + 58 k] ^ 5 = [23655831793495 + 15325841123494 i + 13028139750922 j + 12583460566658 k]
BICP | Distance=494 | [95 + 2 i + 494 j + 58 k] ^ 5 = [23655831793495 + 13028139750922 i + 15325841123494 j + 12583460566658 k]
BICP | Distance=494 | [494 + 95 i + 8 j + 2 k] ^ 5 = [18698346291494 + 26127877352495 i + 1415031452408 j + 2227581238922 k]
BICP | Distance=494 | [494 + 95 i + 58 j + 2 k] ^ 5 = [15325841123494 + 23655831793495 i + 12583460566658 j + 13028139750922 k]
BICP | Distance=494 | [96 + 494 i + 1 j + 20 k] ^ 5 = [26115292314496 + 18120634373494 i + 4674817291481 j + 4374202495620 k]
BICP | Distance=494 | [96 + 1 i + 494 j + 20 k] ^ 5 = [26115292314496 + 4674817291481 i + 18120634373494 j + 4374202495620 k]
BICP | Distance=494 | [96 + 494 i + 1 j + 70 k] ^ 5 = [22900247548496 + 13437926471494 i + 15461740948481 j + 15138458679870 k]
BICP | Distance=494 | [96 + 1 i + 494 j + 70 k] ^ 5 = [22900247548496 + 15461740948481 i + 13437926471494 j + 15138458679870 k]
BICP | Distance=494 | [96 + 494 i + 1 j + 120 k] ^ 5 = [16302240782496 + 3802309869494 i + 25218335055481 j + 23472846564120 k]
BICP | Distance=494 | [96 + 1 i + 494 j + 120 k] ^ 5 = [16302240782496 + 25218335055481 i + 3802309869494 j + 23472846564120 k]
BICP | Distance=494 | [96 + 494 i + 5 j + 42 k] ^ 5 = [24783980984496 + 16957902123494 i + 10378886792885 j + 8435204293842 k]
BICP | Distance=494 | [96 + 5 i + 494 j + 42 k] ^ 5 = [24783980984496 + 10378886792885 i + 16957902123494 j + 8435204293842 k]
BICP | Distance=494 | [96 + 494 i + 5 j + 92 k] ^ 5 = [19667017618496 + 10302908921494 i + 20615958979885 j + 18427147018092 k]
BICP | Distance=494 | [96 + 5 i + 494 j + 92 k] ^ 5 = [19667017618496 + 20615958979885 i + 10302908921494 j + 18427147018092 k]
BICP | Distance=494 | [96 + 494 i + 10 j + 467 k] ^ 9 = [38061556471279420075072896 + 9870628096832075428302494 i + 2509376675803635090358810 j + 30087705991337408097744467 k]
BICP | Distance=494 | [96 + 10 i + 494 j + 467 k] ^ 9 = [38061556471279420075072896 + 2509376675803635090358810 i + 9870628096832075428302494 j + 30087705991337408097744467 k]
BICP | Distance=494 | [494 + 96 i + 20 j + 1 k] ^ 5 = [18120634373494 + 26115292314496 i + 4374202495620 j + 4674817291481 k]
BICP | Distance=494 | [494 + 96 i + 42 j + 5 k] ^ 5 = [16957902123494 + 24783980984496 i + 8435204293842 j + 10378886792885 k]
BICP | Distance=494 | [494 + 96 i + 70 j + 1 k] ^ 5 = [13437926471494 + 22900247548496 i + 15138458679870 j + 15461740948481 k]
BICP | Distance=494 | [494 + 96 i + 92 j + 5 k] ^ 5 = [10302908921494 + 19667017618496 i + 18427147018092 j + 20615958979885 k]
BICP | Distance=494 | [494 + 96 i + 120 j + 1 k] ^ 5 = [3802309869494 + 16302240782496 i + 23472846564120 j + 25218335055481 k]
BICP | Distance=494 | [494 + 96 i + 467 j + 10 k] ^ 9 = [9870628096832075428302494 + 38061556471279420075072896 i + 30087705991337408097744467 j + 2509376675803635090358810 k]
BICP | Distance=494 | [97 + 0 i + 2 j + 494 k] ^ 5 = [31116442052897 + -485775433520 i + 734168793642 j + 40975656215494 k]
BICP | Distance=494 | [97 + 2 i + 0 j + 494 k] ^ 5 = [31116442052897 + 734168793642 i + -485775433520 j + 40975656215494 k]
BICP | Distance=494 | [103 + 0 i + 2 j + 494 k] ^ 5 = [33345268204103 + -518265734480 i + 751979505642 j + 42481563839494 k]
BICP | Distance=494 | [103 + 2 i + 0 j + 494 k] ^ 5 = [33345268204103 + 751979505642 i + -518265734480 j + 42481563839494 k]
BICP | Distance=494 | [118 + 7 i + 8 j + 494 k] ^ 5 = [39227681391118 + 396427514167 i + 1097839808408 j + 46623349659494 k]
BICP | Distance=494 | [118 + 8 i + 7 j + 494 k] ^ 5 = [39227681391118 + 1097839808408 i + 396427514167 j + 46623349659494 k]
BICP | Distance=494 | [119 + 0 i + 6 j + 494 k] ^ 5 = [39538662492119 + -1821150305520 i + 2414108282046 j + 46935452031494 k]
BICP | Distance=494 | [119 + 6 i + 0 j + 494 k] ^ 5 = [39538662492119 + 2414108282046 i + -1821150305520 j + 46935452031494 k]
BICP | Distance=494 | [120 + 494 i + 1 j + 46 k] ^ 5 = [29630903930120 + 10563572351494 i + 12587386828481 j + 8407802298246 k]
BICP | Distance=494 | [120 + 1 i + 494 j + 46 k] ^ 5 = [29630903930120 + 12587386828481 i + 10563572351494 j + 8407802298246 k]
BICP | Distance=494 | [120 + 494 i + 1 j + 96 k] ^ 5 = [23472846564120 + 3802309869494 i + 25218335055481 j + 16302240782496 k]
BICP | Distance=494 | [120 + 1 i + 494 j + 96 k] ^ 5 = [23472846564120 + 25218335055481 i + 3802309869494 j + 16302240782496 k]
BICP | Distance=494 | [120 + 494 i + 2 j + 33 k] ^ 5 = [30476069130120 + 11611814451494 i + 9314113078922 j + 5763223230033 k]
BICP | Distance=494 | [120 + 2 i + 494 j + 33 k] ^ 5 = [30476069130120 + 9314113078922 i + 11611814451494 j + 5763223230033 k]
BICP | Distance=494 | [120 + 494 i + 2 j + 83 k] ^ 5 = [25320659846120 + 6141089183494 i + 22212891690922 j + 14248288619283 k]
BICP | Distance=494 | [120 + 2 i + 494 j + 83 k] ^ 5 = [25320659846120 + 22212891690922 i + 6141089183494 j + 14248288619283 k]
BICP | Distance=494 | [494 + 120 i + 33 j + 2 k] ^ 5 = [11611814451494 + 30476069130120 i + 5763223230033 j + 9314113078922 k]
BICP | Distance=494 | [494 + 120 i + 46 j + 1 k] ^ 5 = [10563572351494 + 29630903930120 i + 8407802298246 j + 12587386828481 k]
BICP | Distance=494 | [494 + 120 i + 83 j + 2 k] ^ 5 = [6141089183494 + 25320659846120 i + 14248288619283 j + 22212891690922 k]
BICP | Distance=494 | [494 + 120 i + 96 j + 1 k] ^ 5 = [3802309869494 + 23472846564120 i + 16302240782496 j + 25218335055481 k]
BICP | Distance=494 | [121 + 494 i + 0 j + 2 k] ^ 5 = [31729127716121 + 12294695959494 i + 548464705360 j + 383285065642 k]
BICP | Distance=494 | [121 + 0 i + 494 j + 2 k] ^ 5 = [31729127716121 + 548464705360 i + 12294695959494 j + 383285065642 k]
BICP | Distance=494 | [494 + 121 i + 2 j + 0 k] ^ 5 = [12294695959494 + 31729127716121 i + 383285065642 j + 548464705360 k]
BICP | Distance=494 | [129 + 494 i + 0 j + 2 k] ^ 5 = [33205389480129 + 10038271919494 i + 579628754640 j + 354626545642 k]
BICP | Distance=494 | [129 + 0 i + 494 j + 2 k] ^ 5 = [33205389480129 + 579628754640 i + 10038271919494 j + 354626545642 k]
BICP | Distance=494 | [494 + 129 i + 2 j + 0 k] ^ 5 = [10038271919494 + 33205389480129 i + 354626545642 j + 579628754640 k]
BICP | Distance=494 | [130 + 494 i + 1 j + 4 k] ^ 5 = [33363891925130 + 9744442643494 i + 1342230016481 j + 410087356004 k]
BICP | Distance=494 | [130 + 1 i + 494 j + 4 k] ^ 5 = [33363891925130 + 1342230016481 i + 9744442643494 j + 410087356004 k]
BICP | Distance=494 | [130 + 494 i + 1 j + 54 k] ^ 5 = [30579119909130 + 7088237975494 i + 15707213689481 j + 8838030090254 k]
BICP | Distance=494 | [130 + 1 i + 494 j + 54 k] ^ 5 = [30579119909130 + 15707213689481 i + 7088237975494 j + 8838030090254 k]
BICP | Distance=494 | [130 + 494 i + 2 j + 17 k] ^ 5 = [33055693957130 + 9542521079494 i + 5300440626922 j + 2391039264217 k]
BICP | Distance=494 | [130 + 2 i + 494 j + 17 k] ^ 5 = [33055693957130 + 5300440626922 i + 9542521079494 j + 2391039264217 k]
BICP | Distance=494 | [130 + 494 i + 2 j + 67 k] ^ 5 = [28978462773130 + 5764920447494 i + 19450857514922 j + 10527606203467 k]
BICP | Distance=494 | [130 + 2 i + 494 j + 67 k] ^ 5 = [28978462773130 + 19450857514922 i + 5764920447494 j + 10527606203467 k]
BICP | Distance=494 | [494 + 130 i + 4 j + 1 k] ^ 5 = [9744442643494 + 33363891925130 i + 410087356004 j + 1342230016481 k]
BICP | Distance=494 | [494 + 130 i + 17 j + 2 k] ^ 5 = [9542521079494 + 33055693957130 i + 2391039264217 j + 5300440626922 k]
BICP | Distance=494 | [494 + 130 i + 54 j + 1 k] ^ 5 = [7088237975494 + 30579119909130 i + 8838030090254 j + 15707213689481 k]
BICP | Distance=494 | [494 + 130 i + 67 j + 2 k] ^ 5 = [5764920447494 + 28978462773130 i + 10527606203467 j + 19450857514922 k]
BICP | Distance=494 | [131 + 0 i + 6 j + 494 k] ^ 5 = [44496984054131 + -2028092754480 i + 2548700222046 j + 50782561011494 k]
BICP | Distance=494 | [131 + 5 i + 79 j + 494 k] ^ 9 = [3814192303355445556827131 + -6698562185468961626864995 i + 6821579120830366095870679 j + 3750799769132995677303494 k]
BICP | Distance=494 | [131 + 6 i + 0 j + 494 k] ^ 5 = [44496984054131 + 2548700222046 i + -2028092754480 j + 50782561011494 k]
BICP | Distance=494 | [131 + 42 i + 42 j + 494 k] ^ 9 = [7307653881294650843082131 + 61508467680702234502842 i + 61508467680702234502842 j + 7244261347072200963558494 k]
BICP | Distance=494 | [131 + 79 i + 5 j + 494 k] ^ 9 = [3814192303355445556827131 + 6821579120830366095870679 i + -6698562185468961626864995 j + 3750799769132995677303494 k]
BICP | Distance=494 | [147 + 0 i + 2 j + 494 k] ^ 5 = [51587942742147 + -771612725520 i + 916586365642 j + 56617191059494 k]
BICP | Distance=494 | [147 + 2 i + 0 j + 494 k] ^ 5 = [51587942742147 + 916586365642 i + -771612725520 j + 56617191059494 k]
BICP | Distance=494 | [147 + 5 i + 17 j + 494 k] ^ 9 = [8988282243982186751943147 + -1514003054312094542852995 i + 1554070917940874388221417 j + 9050815357006742873169494 k]
BICP | Distance=494 | [147 + 17 i + 5 j + 494 k] ^ 9 = [8988282243982186751943147 + 1554070917940874388221417 i + -1514003054312094542852995 j + 9050815357006742873169494 k]
BICP | Distance=494 | [158 + 494 i + 1 j + 26 k] ^ 5 = [36723156731158 + 358875335494 i + 8977851049481 j + 2693993268226 k]
BICP | Distance=494 | [158 + 1 i + 494 j + 26 k] ^ 5 = [36723156731158 + 8977851049481 i + 358875335494 j + 2693993268226 k]
BICP | Distance=494 | [158 + 494 i + 2 j + 33 k] ^ 5 = [36199315687158 + 107249243494 i + 11451820145482 j + 3146377949033 k]
BICP | Distance=494 | [158 + 2 i + 494 j + 33 k] ^ 5 = [36199315687158 + 11451820145482 i + 107249243494 j + 3146377949033 k]
BICP | Distance=494 | [494 + 158 i + 26 j + 1 k] ^ 5 = [358875335494 + 36723156731158 i + 2693993268226 j + 8977851049481 k]
BICP | Distance=494 | [494 + 158 i + 33 j + 2 k] ^ 5 = [107249243494 + 36199315687158 i + 3146377949033 j + 11451820145482 k]
BICP | Distance=494 | [217 + 494 i + 81 j + 217 k] ^ 9 = [4206027635762566803147217 + 6085908770191737237303494 i + 784943362464360174805881 j + 4206027635762566803147217 k]
BICP | Distance=494 | [217 + 81 i + 494 j + 217 k] ^ 9 = [4206027635762566803147217 + 784943362464360174805881 i + 6085908770191737237303494 j + 4206027635762566803147217 k]
BICP | Distance=494 | [217 + 494 i + 93 j + 283 k] ^ 9 = [5243591805587340898167217 + 527793701051135259177494 i + 4146151024226054486413893 j + 12647493867685096776237283 k]
BICP | Distance=494 | [217 + 93 i + 494 j + 283 k] ^ 9 = [5243591805587340898167217 + 4146151024226054486413893 i + 527793701051135259177494 j + 12647493867685096776237283 k]
BICP | Distance=494 | [217 + 494 i + 94 j + 226 k] ^ 9 = [3975114042724015503234217 + 5708434643042338316646494 i + 2623015429911874516642894 j + 5130037756416672060066226 k]
BICP | Distance=494 | [217 + 94 i + 494 j + 226 k] ^ 9 = [3975114042724015503234217 + 2623015429911874516642894 i + 5708434643042338316646494 j + 5130037756416672060066226 k]
BICP | Distance=494 | [494 + 217 i + 217 j + 81 k] ^ 9 = [6085908770191737237303494 + 4206027635762566803147217 i + 4206027635762566803147217 j + 784943362464360174805881 k]
BICP | Distance=494 | [494 + 217 i + 226 j + 94 k] ^ 9 = [5708434643042338316646494 + 3975114042724015503234217 i + 5130037756416672060066226 j + 2623015429911874516642894 k]
BICP | Distance=494 | [494 + 217 i + 283 j + 93 k] ^ 9 = [527793701051135259177494 + 5243591805587340898167217 i + 12647493867685096776237283 j + 4146151024226054486413893 k]
BICP | Distance=494 | [226 + 494 i + 94 j + 217 k] ^ 9 = [5130037756416672060066226 + 5708434643042338316646494 i + 2623015429911874516642894 j + 3975114042724015503234217 k]
BICP | Distance=494 | [226 + 94 i + 494 j + 217 k] ^ 9 = [5130037756416672060066226 + 2623015429911874516642894 i + 5708434643042338316646494 j + 3975114042724015503234217 k]
BICP | Distance=494 | [494 + 226 i + 217 j + 94 k] ^ 9 = [5708434643042338316646494 + 5130037756416672060066226 i + 3975114042724015503234217 j + 2623015429911874516642894 k]
BICP | Distance=494 | [244 + 5 i + 46 j + 494 k] ^ 9 = [28901325848674043668656244 + -15767080189660531927979995 i + 15771531392280148498820446 j + 28900234902740977014558494 k]
BICP | Distance=494 | [244 + 46 i + 5 j + 494 k] ^ 9 = [28901325848674043668656244 + 15771531392280148498820446 i + -15767080189660531927979995 j + 28900234902740977014558494 k]
BICP | Distance=494 | [245 + 494 i + 94 j + 254 k] ^ 9 = [8189167752345986589966245 + 2372886203472700321446494 i + 5958563869481512511842894 j + 9344091466038643146798254 k]
BICP | Distance=494 | [245 + 94 i + 494 j + 254 k] ^ 9 = [8189167752345986589966245 + 5958563869481512511842894 i + 2372886203472700321446494 j + 9344091466038643146798254 k]
BICP | Distance=494 | [494 + 245 i + 254 j + 94 k] ^ 9 = [2372886203472700321446494 + 8189167752345986589966245 i + 9344091466038643146798254 j + 5958563869481512511842894 k]
BICP | Distance=494 | [246 + 494 i + 94 j + 255 k] ^ 9 = [8350170674762847193206246 + 2176019243961772335846494 i + 6155430828992440497442894 j + 9505094388455503750038255 k]
BICP | Distance=494 | [246 + 94 i + 494 j + 255 k] ^ 9 = [8350170674762847193206246 + 6155430828992440497442894 i + 2176019243961772335846494 j + 9505094388455503750038255 k]
BICP | Distance=494 | [494 + 246 i + 255 j + 94 k] ^ 9 = [2176019243961772335846494 + 8350170674762847193206246 i + 9505094388455503750038255 j + 6155430828992440497442894 k]
BICP | Distance=494 | [254 + 494 i + 94 j + 245 k] ^ 9 = [9344091466038643146798254 + 2372886203472700321446494 i + 5958563869481512511842894 j + 8189167752345986589966245 k]
BICP | Distance=494 | [254 + 94 i + 494 j + 245 k] ^ 9 = [9344091466038643146798254 + 5958563869481512511842894 i + 2372886203472700321446494 j + 8189167752345986589966245 k]
BICP | Distance=494 | [494 + 254 i + 245 j + 94 k] ^ 9 = [2372886203472700321446494 + 9344091466038643146798254 i + 8189167752345986589966245 j + 5958563869481512511842894 k]
BICP | Distance=494 | [255 + 494 i + 94 j + 246 k] ^ 9 = [9505094388455503750038255 + 2176019243961772335846494 i + 6155430828992440497442894 j + 8350170674762847193206246 k]
BICP | Distance=494 | [255 + 94 i + 494 j + 246 k] ^ 9 = [9505094388455503750038255 + 6155430828992440497442894 i + 2176019243961772335846494 j + 8350170674762847193206246 k]
BICP | Distance=494 | [494 + 255 i + 246 j + 94 k] ^ 9 = [2176019243961772335846494 + 9505094388455503750038255 i + 8350170674762847193206246 j + 6155430828992440497442894 k]
BICP | Distance=494 | [257 + 8 i + 8 j + 494 k] ^ 9 = [37994272391221701077574257 + 686392290286237204808 i + 686392290286237204808 j + 37996250523484217192682494 k]
BICP | Distance=494 | [283 + 494 i + 93 j + 217 k] ^ 9 = [12647493867685096776237283 + 527793701051135259177494 i + 4146151024226054486413893 j + 5243591805587340898167217 k]
BICP | Distance=494 | [283 + 93 i + 494 j + 217 k] ^ 9 = [12647493867685096776237283 + 4146151024226054486413893 i + 527793701051135259177494 j + 5243591805587340898167217 k]
BICP | Distance=494 | [494 + 283 i + 217 j + 93 k] ^ 9 = [527793701051135259177494 + 12647493867685096776237283 i + 5243591805587340898167217 j + 4146151024226054486413893 k]
BICP | Distance=494 | [353 + 0 i + 2 j + 494 k] ^ 5 = [217925185400353 + -2571374194480 i + 2575325145642 j + 217980804119494 k]
BICP | Distance=494 | [353 + 2 i + 0 j + 494 k] ^ 5 = [217925185400353 + 2575325145642 i + -2571374194480 j + 217980804119494 k]
BICP | Distance=494 | [366 + 494 i + 3 j + 16 k] ^ 7 = [31982530864046994366 + 7732022566215270494 i + 4703076919395312693 j + 3948556838337105416 k]
BICP | Distance=494 | [366 + 3 i + 494 j + 16 k] ^ 7 = [31982530864046994366 + 4703076919395312693 i + 7732022566215270494 j + 3948556838337105416 k]
BICP | Distance=494 | [494 + 366 i + 16 j + 3 k] ^ 7 = [-7732022566215270494 + -31982530864046994366 i + -3948556838337105416 j + -4703076919395312693 k]
BICP | Distance=494 | [369 + 0 i + 6 j + 494 k] ^ 5 = [239214195288369 + -8315763365520 i + 8323053842046 j + 239244010551494 k]
BICP | Distance=494 | [369 + 6 i + 0 j + 494 k] ^ 5 = [239214195288369 + 8323053842046 i + -8315763365520 j + 239244010551494 k]
BICP | Distance=494 | [381 + 0 i + 6 j + 494 k] ^ 5 = [256324931850381 + -8789465814480 i + 8794329662046 j + 256342837491494 k]
BICP | Distance=494 | [381 + 5 i + 79 j + 494 k] ^ 9 = [112585988862258518317305381 + -106865323078341162209396995 i + 106865312082474339064338679 j + 112586007628016581222977494 k]
BICP | Distance=494 | [381 + 6 i + 0 j + 494 k] ^ 5 = [256324931850381 + 8794329662046 i + -8789465814480 j + 256342837491494 k]
BICP | Distance=494 | [381 + 79 i + 5 j + 494 k] ^ 9 = [112585988862258518317305381 + 106865312082474339064338679 i + -106865323078341162209396995 j + 112586007628016581222977494 k]
BICP | Distance=494 | [381 + 83 i + 83 j + 494 k] ^ 9 = [150329109316403255413905381 + 164169638048891056283 i + 164169638048891056283 j + 150328692013686313677891494 k]
BICP | Distance=494 | [397 + 0 i + 2 j + 494 k] ^ 5 = [280756634938397 + -3150761185520 i + 3151645725642 j + 280765185779494 k]
BICP | Distance=494 | [397 + 2 i + 0 j + 494 k] ^ 5 = [280756634938397 + 3151645725642 i + -3150761185520 j + 280765185779494 k]
BICP | Distance=494 | [397 + 5 i + 17 j + 494 k] ^ 9 = [175802859187632182403621397 + -21413108732585555988320995 i + 21413109596004064023089417 j + 175802858784855755055495494 k]
BICP | Distance=494 | [397 + 17 i + 5 j + 494 k] ^ 9 = [175802859187632182403621397 + 21413109596004064023089417 i + -21413108732585555988320995 j + 175802858784855755055495494 k]
BICP | Distance=494 | [494 + 436 i + 0 j + 3 k] ^ 9 = [22821347624043709727922494 + 5201474664892920381660436 i + 458527244905757114493120 j + 842386520436161504774643 k]
BICP | Distance=494 | [436 + 494 i + 3 j + 0 k] ^ 9 = [5201474664892920381660436 + 22821347624043709727922494 i + 842386520436161504774643 j + 458527244905757114493120 k]
BICP | Distance=494 | [436 + 3 i + 494 j + 0 k] ^ 9 = [5201474664892920381660436 + 842386520436161504774643 i + 22821347624043709727922494 j + 458527244905757114493120 k]
BICP | Distance=494 | [494 + 440 i + 6 j + 27 k] ^ 9 = [23321011531797573753126494 + 4849289893391135732652440 i + 5826235353928478858454966 j + 6970563209173117342039227 k]
BICP | Distance=494 | [440 + 494 i + 27 j + 6 k] ^ 9 = [4849289893391135732652440 + 23321011531797573753126494 i + 6970563209173117342039227 j + 5826235353928478858454966 k]
BICP | Distance=494 | [440 + 27 i + 494 j + 6 k] ^ 9 = [4849289893391135732652440 + 6970563209173117342039227 i + 23321011531797573753126494 j + 5826235353928478858454966 k]
BICP | Distance=494 | [494 + 459 i + 6 j + 12 k] ^ 9 = [25736430802402506685374494 + 12291679064734758916812459 i + 3545620595315903374644726 j + 3732276424930533477830412 k]
BICP | Distance=494 | [459 + 494 i + 12 j + 6 k] ^ 9 = [12291679064734758916812459 + 25736430802402506685374494 i + 3732276424930533477830412 j + 3545620595315903374644726 k]
BICP | Distance=494 | [459 + 12 i + 494 j + 6 k] ^ 9 = [12291679064734758916812459 + 3732276424930533477830412 i + 25736430802402506685374494 j + 3545620595315903374644726 k]
BICP | Distance=494 | [494 + 467 i + 1 j + 19 k] ^ 9 = [27113938542954983139279494 + 14968071167360139487905467 i + 2191967793219143752390201 j + 7493018001512775708790219 k]
BICP | Distance=494 | [467 + 494 i + 7 j + 17 k] ^ 9 = [15904277154594489565269467 + 25910865570859481345427494 i + 1273848107067491678787007 j + 7399344986878402978565417 k]
BICP | Distance=494 | [467 + 7 i + 494 j + 17 k] ^ 9 = [15904277154594489565269467 + 1273848107067491678787007 i + 25910865570859481345427494 j + 7399344986878402978565417 k]
BICP | Distance=494 | [467 + 494 i + 10 j + 96 k] ^ 9 = [30087705991337408097744467 + 9870628096832075428302494 i + 2509376675803635090358810 j + 38061556471279420075072896 k]
BICP | Distance=494 | [467 + 10 i + 494 j + 96 k] ^ 9 = [30087705991337408097744467 + 2509376675803635090358810 i + 9870628096832075428302494 j + 38061556471279420075072896 k]
BICP | Distance=494 | [494 + 467 i + 17 j + 7 k] ^ 9 = [25910865570859481345427494 + 15904277154594489565269467 i + 7399344986878402978565417 j + 1273848107067491678787007 k]
BICP | Distance=494 | [467 + 494 i + 18 j + 58 k] ^ 9 = [18810335506703867635338467 + 18507180374358159683310494 i + 3254432595968409574981218 j + 23607044971354044499621258 k]
BICP | Distance=494 | [467 + 18 i + 494 j + 58 k] ^ 9 = [18810335506703867635338467 + 3254432595968409574981218 i + 18507180374358159683310494 j + 23607044971354044499621258 k]
BICP | Distance=494 | [467 + 494 i + 19 j + 1 k] ^ 9 = [14968071167360139487905467 + 27113938542954983139279494 i + 7493018001512775708790219 j + 2191967793219143752390201 k]
BICP | Distance=494 | [467 + 19 i + 494 j + 1 k] ^ 9 = [14968071167360139487905467 + 7493018001512775708790219 i + 27113938542954983139279494 j + 2191967793219143752390201 k]
BICP | Distance=494 | [467 + 494 i + 19 j + 83 k] ^ 9 = [23668051327440054574401467 + 11602795526683717678389494 i + 4384240501892000149092619 j + 32403932440038888296692283 k]
BICP | Distance=494 | [467 + 19 i + 494 j + 83 k] ^ 9 = [23668051327440054574401467 + 4384240501892000149092619 i + 11602795526683717678389494 j + 32403932440038888296692283 k]
BICP | Distance=494 | [467 + 494 i + 22 j + 80 k] ^ 9 = [22052789437486088454480467 + 11838174789545247123054494 i + 5194427888941355881302022 j + 31174464173379562495317680 k]
BICP | Distance=494 | [467 + 22 i + 494 j + 80 k] ^ 9 = [22052789437486088454480467 + 5194427888941355881302022 i + 11838174789545247123054494 j + 31174464173379562495317680 k]
BICP | Distance=494 | [467 + 494 i + 28 j + 70 k] ^ 9 = [18268235912636251720692467 + 13647824442008276657838494 i + 6737631716468604767894428 j + 27649330639982480323935670 k]
BICP | Distance=494 | [467 + 28 i + 494 j + 70 k] ^ 9 = [18268235912636251720692467 + 6737631716468604767894428 i + 13647824442008276657838494 j + 27649330639982480323935670 k]
BICP | Distance=494 | [467 + 494 i + 31 j + 67 k] ^ 9 = [16886223608751468553389467 + 14025850373758076931705494 i + 7643190028543711398372631 j + 26653996242967777147139467 k]
BICP | Distance=494 | [467 + 31 i + 494 j + 67 k] ^ 9 = [16886223608751468553389467 + 7643190028543711398372631 i + 14025850373758076931705494 j + 26653996242967777147139467 k]
BICP | Distance=494 | [467 + 494 i + 32 j + 92 k] ^ 9 = [21301534010758507827450467 + 5574395716754394100794494 i + 9293781400512282523195232 j + 34056304252833096680772092 k]
BICP | Distance=494 | [467 + 32 i + 494 j + 92 k] ^ 9 = [21301534010758507827450467 + 9293781400512282523195232 i + 5574395716754394100794494 j + 34056304252833096680772092 k]
BICP | Distance=494 | [467 + 494 i + 40 j + 54 k] ^ 9 = [12612415315835596951932467 + 16637580046707099059718494 i + 10630815214412019939957640 j + 22825035840642077902340454 k]
BICP | Distance=494 | [467 + 40 i + 494 j + 54 k] ^ 9 = [12612415315835596951932467 + 10630815214412019939957640 i + 16637580046707099059718494 j + 22825035840642077902340454 k]
BICP | Distance=494 | [467 + 494 i + 44 j + 76 k] ^ 9 = [14073476208460694539074467 + 9121000049608670227962494 i + 11495203968952329715778444 j + 29010642056648256692536876 k]
BICP | Distance=494 | [467 + 44 i + 494 j + 76 k] ^ 9 = [14073476208460694539074467 + 11495203968952329715778444 i + 9121000049608670227962494 j + 29010642056648256692536876 k]
BICP | Distance=494 | [494 + 467 i + 54 j + 40 k] ^ 9 = [16637580046707099059718494 + 12612415315835596951932467 i + 22825035840642077902340454 j + 10630815214412019939957640 k]
BICP | Distance=494 | [494 + 467 i + 58 j + 18 k] ^ 9 = [18507180374358159683310494 + 18810335506703867635338467 i + 23607044971354044499621258 j + 3254432595968409574981218 k]
BICP | Distance=494 | [494 + 467 i + 67 j + 31 k] ^ 9 = [14025850373758076931705494 + 16886223608751468553389467 i + 26653996242967777147139467 j + 7643190028543711398372631 k]
BICP | Distance=494 | [494 + 467 i + 70 j + 28 k] ^ 9 = [13647824442008276657838494 + 18268235912636251720692467 i + 27649330639982480323935670 j + 6737631716468604767894428 k]
BICP | Distance=494 | [494 + 467 i + 76 j + 44 k] ^ 9 = [9121000049608670227962494 + 14073476208460694539074467 i + 29010642056648256692536876 j + 11495203968952329715778444 k]
BICP | Distance=494 | [494 + 467 i + 80 j + 22 k] ^ 9 = [11838174789545247123054494 + 22052789437486088454480467 i + 31174464173379562495317680 j + 5194427888941355881302022 k]
BICP | Distance=494 | [494 + 467 i + 83 j + 19 k] ^ 9 = [11602795526683717678389494 + 23668051327440054574401467 i + 32403932440038888296692283 j + 4384240501892000149092619 k]
BICP | Distance=494 | [494 + 467 i + 92 j + 32 k] ^ 9 = [5574395716754394100794494 + 21301534010758507827450467 i + 34056304252833096680772092 j + 9293781400512282523195232 k]
BICP | Distance=494 | [494 + 467 i + 96 j + 10 k] ^ 9 = [9870628096832075428302494 + 30087705991337408097744467 i + 38061556471279420075072896 j + 2509376675803635090358810 k]
BICP | Distance=494 | [494 + 476 i + 8 j + 81 k] ^ 9 = [34163699456859632803482494 + 3977472744859033229940476 i + 13063580634929118228604808 j + 32891688839367116041767681 k]
BICP | Distance=494 | [494 + 476 i + 42 j + 69 k] ^ 9 = [20235535506158462422014494 + 5104581693635251856784476 i + 21981137702376499378611642 j + 22934943842247765020445669 k]
BICP | Distance=494 | [476 + 494 i + 56 j + 83 k] ^ 9 = [12447524994206029426356476 + 4453874740187313443610494 i + 18098839542298856720534456 j + 31419994279158636134336483 k]
BICP | Distance=494 | [476 + 56 i + 494 j + 83 k] ^ 9 = [12447524994206029426356476 + 18098839542298856720534456 i + 4453874740187313443610494 j + 31419994279158636134336483 k]
BICP | Distance=494 | [476 + 494 i + 69 j + 42 k] ^ 9 = [5104581693635251856784476 + 20235535506158462422014494 i + 22934943842247765020445669 j + 21981137702376499378611642 k]
BICP | Distance=494 | [476 + 69 i + 494 j + 42 k] ^ 9 = [5104581693635251856784476 + 22934943842247765020445669 i + 20235535506158462422014494 j + 21981137702376499378611642 k]
BICP | Distance=494 | [476 + 494 i + 81 j + 8 k] ^ 9 = [3977472744859033229940476 + 34163699456859632803482494 i + 32891688839367116041767681 j + 13063580634929118228604808 k]
BICP | Distance=494 | [476 + 81 i + 494 j + 8 k] ^ 9 = [3977472744859033229940476 + 32891688839367116041767681 i + 34163699456859632803482494 j + 13063580634929118228604808 k]
BICP | Distance=494 | [494 + 476 i + 83 j + 56 k] ^ 9 = [4453874740187313443610494 + 12447524994206029426356476 i + 31419994279158636134336483 j + 18098839542298856720534456 k]
BICP | Distance=494 | [494 + 489 i + 6 j + 20 k] ^ 9 = [28182896833303006356102494 + 24318739709174063865264489 i + 3392471195124958621158966 j + 9613353833004928615564820 k]
BICP | Distance=494 | [489 + 494 i + 20 j + 6 k] ^ 9 = [24318739709174063865264489 + 28182896833303006356102494 i + 9613353833004928615564820 j + 3392471195124958621158966 k]
BICP | Distance=494 | [489 + 20 i + 494 j + 6 k] ^ 9 = [24318739709174063865264489 + 9613353833004928615564820 i + 28182896833303006356102494 j + 3392471195124958621158966 k]
BICP | Distance=494 | [494 + 5 i + 46 j + 494 k] ^ 9 = [420882097314701080504134494 + -164828848713467388805697995 i + 164828848715801553978788446 j + 420882097314701080504134494 k]
BICP | Distance=494 | [494 + 46 i + 5 j + 494 k] ^ 9 = [420882097314701080504134494 + 164828848715801553978788446 i + -164828848713467388805697995 j + 420882097314701080504134494 k]