BICP | Distance=477 | [477 + 0 i + 0 j + 8 k] ^ 9 = [1291354041647383118388477 + 0 i + 0 j + 193472244787314571064648 k]
BICP | Distance=477 | [477 + 0 i + 1 j + 3 k] ^ 9 = [1280014270243841188035477 + -1213917812079376227480 i + 24146407211160643638121 j + 72379848958149599040843 k]
BICP | Distance=477 | [0 + 477 i + 1 j + 39 k] ^ 9 = [-15044181731703236918520 + 978083868412285199343477 i + 19682005468621442994361 j + 882713220053666979751839 k]
BICP | Distance=477 | [0 + 1 i + 477 j + 39 k] ^ 9 = [-15044181731703236918520 + 19682005468621442994361 i + 978083868412285199343477 j + 882713220053666979751839 k]
BICP | Distance=477 | [477 + 0 i + 2 j + 8 k] ^ 9 = [1290540230743350739950477 + -6484586034033339338880 i + 48613622943470617396082 j + 193377129090598482214088 k]
BICP | Distance=477 | [477 + 0 i + 2 j + 76 k] ^ 9 = [2551014205403730075702477 + -72687019194030249996480 i + 84718709577935596485362 j + 2283152706206531318560876 k]
BICP | Distance=477 | [0 + 2 i + 82 j + 477 k] ^ 9 = [53016599927663627859360 + 11233215803030659185362 i + 1455496958006456067915682 j + 55914590262709286352477 k]
BICP | Distance=477 | [0 + 477 i + 3 j + 1 k] ^ 9 = [-1213917812079376227480 + 1280014270243841188035477 i + 72379848958149599040843 j + 24146407211160643638121 k]
BICP | Distance=477 | [0 + 3 i + 477 j + 1 k] ^ 9 = [-1213917812079376227480 + 72379848958149599040843 i + 1280014270243841188035477 j + 24146407211160643638121 k]
BICP | Distance=477 | [0 + 477 i + 3 j + 33 k] ^ 9 = [-38724968175056482164120 + 1063441474708548699747477 i + 62805156615691981421643 j + 761540486993927296689033 k]
BICP | Distance=477 | [0 + 3 i + 477 j + 33 k] ^ 9 = [-38724968175056482164120 + 62805156615691981421643 i + 1063441474708548699747477 j + 761540486993927296689033 k]
BICP | Distance=477 | [0 + 477 i + 3 j + 467 k] ^ 9 = [90315162842246376576120 + 20312804005835765054103477 i + 1060835813053349656505643 j + 16742222199851290029207467 k]
BICP | Distance=477 | [0 + 3 i + 477 j + 467 k] ^ 9 = [90315162842246376576120 + 1060835813053349656505643 i + 20312804005835765054103477 j + 16742222199851290029207467 k]
BICP | Distance=477 | [0 + 4 i + 6 j + 477 k] ^ 9 = [9693425050111619202240 + 95992282469505535789924 i + 144225726564791939889366 j + 1267893569649764933334477 k]
BICP | Distance=477 | [477 + 0 i + 4 j + 8 k] ^ 9 = [1288099397074699324908477 + -12964388823938412760320 i + 97179558587436044053924 j + 193091832123129230825288 k]
BICP | Distance=477 | [0 + 4 i + 42 j + 477 k] ^ 9 = [64270309474793431275840 + 75886927715244615853924 i + 938696102735118422343642 j + 928508410041443711478477 k]
BICP | Distance=477 | [0 + 6 i + 4 j + 477 k] ^ 9 = [9693425050111619202240 + 144225726564791939889366 i + 95992282469505535789924 j + 1267893569649764933334477 k]
BICP | Distance=477 | [477 + 0 i + 7 j + 73 k] ^ 9 = [2431066859566395345639477 + -241071522248311108071480 i + 285654945617109061512127 j + 2147459190900312715625473 k]
BICP | Distance=477 | [0 + 477 i + 8 j + 0 k] ^ 9 = [0 + 1291354041647383118388477 i + 193472244787314571064648 j + 0 k]
BICP | Distance=477 | [0 + 8 i + 477 j + 0 k] ^ 9 = [0 + 193472244787314571064648 i + 1291354041647383118388477 j + 0 k]
BICP | Distance=477 | [0 + 477 i + 8 j + 2 k] ^ 9 = [-6484586034033339338880 + 1290540230743350739950477 i + 193377129090598482214088 j + 48613622943470617396082 k]
BICP | Distance=477 | [0 + 8 i + 477 j + 2 k] ^ 9 = [-6484586034033339338880 + 193377129090598482214088 i + 1290540230743350739950477 j + 48613622943470617396082 k]
BICP | Distance=477 | [0 + 477 i + 8 j + 4 k] ^ 9 = [-12964388823938412760320 + 1288099397074699324908477 i + 193091832123129230825288 j + 97179558587436044053924 k]
BICP | Distance=477 | [0 + 8 i + 477 j + 4 k] ^ 9 = [-12964388823938412760320 + 193091832123129230825288 i + 1288099397074699324908477 j + 97179558587436044053924 k]
BICP | Distance=477 | [0 + 477 i + 8 j + 50 k] ^ 9 = [-149813696520873773366400 + 802049877801540367758477 i + 135646813653886227944648 j + 1093372744456646714914850 k]
BICP | Distance=477 | [0 + 8 i + 477 j + 50 k] ^ 9 = [-149813696520873773366400 + 135646813653886227944648 i + 802049877801540367758477 j + 1093372744456646714914850 k]
BICP | Distance=477 | [477 + 0 i + 33 j + 3 k] ^ 9 = [1063441474708548699747477 + -38724968175056482164120 i + 761540486993927296689033 j + 62805156615691981421643 k]
BICP | Distance=477 | [477 + 0 i + 39 j + 1 k] ^ 9 = [978083868412285199343477 + -15044181731703236918520 i + 882713220053666979751839 j + 19682005468621442994361 k]
BICP | Distance=477 | [0 + 42 i + 4 j + 477 k] ^ 9 = [64270309474793431275840 + 938696102735118422343642 i + 75886927715244615853924 j + 928508410041443711478477 k]
BICP | Distance=477 | [477 + 0 i + 50 j + 8 k] ^ 9 = [802049877801540367758477 + -149813696520873773366400 i + 1093372744456646714914850 j + 135646813653886227944648 k]
BICP | Distance=477 | [0 + 477 i + 73 j + 7 k] ^ 9 = [-241071522248311108071480 + 2431066859566395345639477 i + 2147459190900312715625473 j + 285654945617109061512127 k]
BICP | Distance=477 | [0 + 73 i + 477 j + 7 k] ^ 9 = [-241071522248311108071480 + 2147459190900312715625473 i + 2431066859566395345639477 j + 285654945617109061512127 k]
BICP | Distance=477 | [0 + 477 i + 76 j + 2 k] ^ 9 = [-72687019194030249996480 + 2551014205403730075702477 i + 2283152706206531318560876 j + 84718709577935596485362 k]
BICP | Distance=477 | [0 + 76 i + 477 j + 2 k] ^ 9 = [-72687019194030249996480 + 2283152706206531318560876 i + 2551014205403730075702477 j + 84718709577935596485362 k]
BICP | Distance=477 | [0 + 82 i + 2 j + 477 k] ^ 9 = [53016599927663627859360 + 1455496958006456067915682 i + 11233215803030659185362 j + 55914590262709286352477 k]
BICP | Distance=477 | [477 + 0 i + 467 j + 3 k] ^ 9 = [20312804005835765054103477 + 90315162842246376576120 i + 16742222199851290029207467 j + 1060835813053349656505643 k]
BICP | Distance=477 | [477 + 1 i + 0 j + 3 k] ^ 9 = [1280014270243841188035477 + 24146407211160643638121 i + -1213917812079376227480 j + 72379848958149599040843 k]
BICP | Distance=477 | [1 + 0 i + 39 j + 477 k] ^ 9 = [19682005468621442994361 + -15044181731703236918520 i + 882713220053666979751839 j + 978083868412285199343477 k]
BICP | Distance=477 | [1 + 477 i + 1 j + 4 k] ^ 9 = [22457908902062745798121 + 1275184228980457602123477 i + 25688679977163801192601 j + 96015458426521295524924 k]
BICP | Distance=477 | [1 + 1 i + 477 j + 4 k] ^ 9 = [22457908902062745798121 + 25688679977163801192601 i + 1275184228980457602123477 j + 96015458426521295524924 k]
BICP | Distance=477 | [1 + 1 i + 4 j + 477 k] ^ 9 = [25688679977163801192601 + 22457908902062745798121 i + 96015458426521295524924 j + 1275184228980457602123477 k]
BICP | Distance=477 | [477 + 1 i + 1 j + 24 k] ^ 9 = [1395655672582679202441477 + 15956921560743627292921 i + 15956921560743627292921 j + 592908143862706306563024 k]
BICP | Distance=477 | [477 + 1 i + 1 j + 74 k] ^ 9 = [2480703958122921455925477 + 6260125480917009028921 i + 6260125480917009028921 j + 2200573578174130442969474 k]
BICP | Distance=477 | [477 + 1 i + 1 j + 274 k] ^ 9 = [37995553142701054571661477 + 25930879214647372921 i + 25930879214647372921 j + 37994969772004863698595274 k]
BICP | Distance=477 | [1 + 477 i + 3 j + 0 k] ^ 9 = [24146407211160643638121 + 1280014270243841188035477 i + 72379848958149599040843 j + -1213917812079376227480 k]
BICP | Distance=477 | [1 + 3 i + 477 j + 0 k] ^ 9 = [24146407211160643638121 + 72379848958149599040843 i + 1280014270243841188035477 j + -1213917812079376227480 k]
BICP | Distance=477 | [1 + 477 i + 3 j + 18 k] ^ 9 = [1555828739346231366121 + 1215075234463029318807477 i + 76719558276227214905643 j + 427660845922176247031418 k]
BICP | Distance=477 | [1 + 3 i + 477 j + 18 k] ^ 9 = [1555828739346231366121 + 76719558276227214905643 i + 1215075234463029318807477 j + 427660845922176247031418 k]
BICP | Distance=477 | [1 + 477 i + 3 j + 468 k] ^ 9 = [438681780564643009194121 + 20330562963304602709407477 i + 1043076855584512001201643 j + 17090588817573686661825468 k]
BICP | Distance=477 | [1 + 3 i + 477 j + 468 k] ^ 9 = [438681780564643009194121 + 1043076855584512001201643 i + 20330562963304602709407477 j + 17090588817573686661825468 k]
BICP | Distance=477 | [477 + 1 i + 4 j + 1 k] ^ 9 = [1275184228980457602123477 + 22457908902062745798121 i + 96015458426521295524924 j + 25688679977163801192601 k]
BICP | Distance=477 | [1 + 4 i + 1 j + 477 k] ^ 9 = [25688679977163801192601 + 96015458426521295524924 i + 22457908902062745798121 j + 1275184228980457602123477 k]
BICP | Distance=477 | [1 + 5 i + 18 j + 477 k] ^ 9 = [59112374113152595959001 + 108512585645807960886125 i + 425180342818702715304618 j + 1209008932484474308995477 k]
BICP | Distance=477 | [1 + 477 i + 6 j + 9 k] ^ 9 = [2172924250238737456921 + 1269382732523211939705477 i + 147121419898962019984446 j + 214887166968076768105569 k]
BICP | Distance=477 | [1 + 6 i + 477 j + 9 k] ^ 9 = [2172924250238737456921 + 147121419898962019984446 i + 1269382732523211939705477 j + 214887166968076768105569 k]
BICP | Distance=477 | [1 + 7 i + 8 j + 477 k] ^ 9 = [46364672500532371543801 + 163983287606979395638207 i + 188510485866950711878928 j + 1256150040171683022327477 k]
BICP | Distance=477 | [1 + 7 i + 36 j + 477 k] ^ 9 = [117957210542029758036121 + 128085381310834773719647 i + 815101370851373013659436 j + 1014360075800720145675477 k]
BICP | Distance=477 | [1 + 8 i + 7 j + 477 k] ^ 9 = [46364672500532371543801 + 188510485866950711878928 i + 163983287606979395638207 j + 1256150040171683022327477 k]
BICP | Distance=477 | [1 + 8 i + 15 j + 477 k] ^ 9 = [71386683918117182115001 + 181169542910839400168528 i + 352523385553671276022215 j + 1221283242289438895151477 k]
BICP | Distance=477 | [477 + 1 i + 9 j + 6 k] ^ 9 = [1269382732523211939705477 + 2172924250238737456921 i + 214887166968076768105569 j + 147121419898962019984446 k]
BICP | Distance=477 | [1 + 477 i + 9 j + 440 k] ^ 9 = [1080124722430885159693321 + 18656431928609113095831477 i + 2323967459044771854225729 j + 8231143210308846509883440 k]
BICP | Distance=477 | [1 + 9 i + 477 j + 440 k] ^ 9 = [1080124722430885159693321 + 2323967459044771854225729 i + 18656431928609113095831477 j + 8231143210308846509883440 k]
BICP | Distance=477 | [1 + 14 i + 33 j + 477 k] ^ 9 = [199963129751005755848281 + 277827965733762120535814 i + 737007664812400297792233 j + 1029068417434945231827477 k]
BICP | Distance=477 | [1 + 14 i + 83 j + 477 k] ^ 9 = [375817102356870877059481 + 45191144294009621509814 i + 1418713605117528027135083 j + 19956836218125772059477 k]
BICP | Distance=477 | [1 + 15 i + 8 j + 477 k] ^ 9 = [71386683918117182115001 + 352523385553671276022215 i + 181169542910839400168528 j + 1221283242289438895151477 k]
BICP | Distance=477 | [477 + 1 i + 18 j + 3 k] ^ 9 = [1215075234463029318807477 + 1555828739346231366121 i + 427660845922176247031418 j + 76719558276227214905643 k]
BICP | Distance=477 | [1 + 18 i + 5 j + 477 k] ^ 9 = [59112374113152595959001 + 425180342818702715304618 i + 108512585645807960886125 j + 1209008932484474308995477 k]
BICP | Distance=477 | [1 + 477 i + 24 j + 1 k] ^ 9 = [15956921560743627292921 + 1395655672582679202441477 i + 592908143862706306563024 j + 15956921560743627292921 k]
BICP | Distance=477 | [1 + 24 i + 477 j + 1 k] ^ 9 = [15956921560743627292921 + 592908143862706306563024 i + 1395655672582679202441477 j + 15956921560743627292921 k]
BICP | Distance=477 | [1 + 33 i + 14 j + 477 k] ^ 9 = [199963129751005755848281 + 737007664812400297792233 i + 277827965733762120535814 j + 1029068417434945231827477 k]
BICP | Distance=477 | [1 + 36 i + 7 j + 477 k] ^ 9 = [117957210542029758036121 + 815101370851373013659436 i + 128085381310834773719647 j + 1014360075800720145675477 k]
BICP | Distance=477 | [1 + 36 i + 61 j + 477 k] ^ 9 = [765760315139323240071481 + 433145524453184260891836 i + 1030759224958353387753061 j + 409900049000578135071477 k]
BICP | Distance=477 | [1 + 39 i + 0 j + 477 k] ^ 9 = [19682005468621442994361 + 882713220053666979751839 i + -15044181731703236918520 j + 978083868412285199343477 k]
BICP | Distance=477 | [1 + 61 i + 36 j + 477 k] ^ 9 = [765760315139323240071481 + 1030759224958353387753061 i + 433145524453184260891836 j + 409900049000578135071477 k]
BICP | Distance=477 | [1 + 477 i + 74 j + 1 k] ^ 9 = [6260125480917009028921 + 2480703958122921455925477 i + 2200573578174130442969474 j + 6260125480917009028921 k]
BICP | Distance=477 | [1 + 74 i + 477 j + 1 k] ^ 9 = [6260125480917009028921 + 2200573578174130442969474 i + 2480703958122921455925477 j + 6260125480917009028921 k]
BICP | Distance=477 | [1 + 83 i + 14 j + 477 k] ^ 9 = [375817102356870877059481 + 1418713605117528027135083 i + 45191144294009621509814 j + 19956836218125772059477 k]
BICP | Distance=477 | [1 + 477 i + 274 j + 1 k] ^ 9 = [25930879214647372921 + 37995553142701054571661477 i + 37994969772004863698595274 j + 25930879214647372921 k]
BICP | Distance=477 | [1 + 274 i + 477 j + 1 k] ^ 9 = [25930879214647372921 + 37994969772004863698595274 i + 37995553142701054571661477 j + 25930879214647372921 k]
BICP | Distance=477 | [477 + 1 i + 440 j + 9 k] ^ 9 = [18656431928609113095831477 + 1080124722430885159693321 i + 8231143210308846509883440 j + 2323967459044771854225729 k]
BICP | Distance=477 | [477 + 1 i + 468 j + 3 k] ^ 9 = [20330562963304602709407477 + 438681780564643009194121 i + 17090588817573686661825468 j + 1043076855584512001201643 k]
BICP | Distance=477 | [477 + 2 i + 0 j + 8 k] ^ 9 = [1290540230743350739950477 + 48613622943470617396082 i + -6484586034033339338880 j + 193377129090598482214088 k]
BICP | Distance=477 | [477 + 2 i + 0 j + 76 k] ^ 9 = [2551014205403730075702477 + 84718709577935596485362 i + -72687019194030249996480 j + 2283152706206531318560876 k]
BICP | Distance=477 | [2 + 477 i + 0 j + 82 k] ^ 9 = [11233215803030659185362 + 55914590262709286352477 i + 53016599927663627859360 j + 1455496958006456067915682 k]
BICP | Distance=477 | [2 + 0 i + 477 j + 82 k] ^ 9 = [11233215803030659185362 + 53016599927663627859360 i + 55914590262709286352477 j + 1455496958006456067915682 k]
BICP | Distance=477 | [2 + 3 i + 7 j + 477 k] ^ 9 = [56388567193123794744602 + 66283787963670266859723 i + 165985790647393330796527 j + 1267734167731268824041477 k]
BICP | Distance=477 | [477 + 2 i + 3 j + 45 k] ^ 9 = [1699374058511132880243477 + 2452678057285335593162 i + 52065240382502354249883 j + 1177872941496893311222245 k]
BICP | Distance=477 | [477 + 2 i + 4 j + 8 k] ^ 9 = [1287667096576560897414477 + 35558654468575706910962 i + 90656863446079663645924 j + 196250263257388324750088 k]
BICP | Distance=477 | [2 + 477 i + 4 j + 14 k] ^ 9 = [24645722955252932426642 + 1241915857744157492712477 i + 105450342356137583283844 j + 332295438081477729730814 k]
BICP | Distance=477 | [2 + 4 i + 477 j + 14 k] ^ 9 = [24645722955252932426642 + 105450342356137583283844 i + 1241915857744157492712477 j + 332295438081477729730814 k]
BICP | Distance=477 | [477 + 2 i + 5 j + 7 k] ^ 9 = [1282841971856848198095477 + 34211515805626825835882 i + 115489122740985417584525 j + 172641393342297823455247 k]
BICP | Distance=477 | [2 + 7 i + 3 j + 477 k] ^ 9 = [56388567193123794744602 + 165985790647393330796527 i + 66283787963670266859723 j + 1267734167731268824041477 k]
BICP | Distance=477 | [2 + 477 i + 7 j + 5 k] ^ 9 = [34211515805626825835882 + 1282841971856848198095477 i + 172641393342297823455247 j + 115489122740985417584525 k]
BICP | Distance=477 | [2 + 7 i + 477 j + 5 k] ^ 9 = [34211515805626825835882 + 172641393342297823455247 i + 1282841971856848198095477 j + 115489122740985417584525 k]
BICP | Distance=477 | [2 + 477 i + 8 j + 0 k] ^ 9 = [48613622943470617396082 + 1290540230743350739950477 i + 193377129090598482214088 j + -6484586034033339338880 k]
BICP | Distance=477 | [2 + 8 i + 477 j + 0 k] ^ 9 = [48613622943470617396082 + 193377129090598482214088 i + 1290540230743350739950477 j + -6484586034033339338880 k]
BICP | Distance=477 | [2 + 477 i + 8 j + 4 k] ^ 9 = [35558654468575706910962 + 1287667096576560897414477 i + 196250263257388324750088 j + 90656863446079663645924 k]
BICP | Distance=477 | [2 + 8 i + 477 j + 4 k] ^ 9 = [35558654468575706910962 + 196250263257388324750088 i + 1287667096576560897414477 j + 90656863446079663645924 k]
BICP | Distance=477 | [477 + 2 i + 14 j + 4 k] ^ 9 = [1241915857744157492712477 + 24645722955252932426642 i + 332295438081477729730814 j + 105450342356137583283844 k]
BICP | Distance=477 | [2 + 23 i + 27 j + 477 k] ^ 9 = [282641749353446919744602 + 473931908055263712172223 i + 573633910738986776109027 j + 1041480985570945699041477 k]
BICP | Distance=477 | [2 + 23 i + 77 j + 477 k] ^ 9 = [592146884785739101314602 + 120367182036746961942623 i + 1310493282456050889619877 j + 154745674531069911861477 k]
BICP | Distance=477 | [2 + 27 i + 23 j + 477 k] ^ 9 = [282641749353446919744602 + 573633910738986776109027 i + 473931908055263712172223 j + 1041480985570945699041477 k]
BICP | Distance=477 | [2 + 27 i + 73 j + 477 k] ^ 9 = [669135046268753179194602 + 190467373877833821359427 i + 1240393090614964030203073 j + 231733836014083989741477 k]
BICP | Distance=477 | [2 + 477 i + 45 j + 3 k] ^ 9 = [2452678057285335593162 + 1699374058511132880243477 i + 1177872941496893311222245 j + 52065240382502354249883 k]
BICP | Distance=477 | [2 + 45 i + 477 j + 3 k] ^ 9 = [2452678057285335593162 + 1177872941496893311222245 i + 1699374058511132880243477 j + 52065240382502354249883 k]
BICP | Distance=477 | [2 + 48 i + 52 j + 477 k] ^ 9 = [880761972589530904119602 + 665579230904537393812848 i + 765281233588260457749652 j + 443360762334861714666477 k]
BICP | Distance=477 | [2 + 52 i + 48 j + 477 k] ^ 9 = [880761972589530904119602 + 765281233588260457749652 i + 665579230904537393812848 j + 443360762334861714666477 k]
BICP | Distance=477 | [2 + 73 i + 27 j + 477 k] ^ 9 = [669135046268753179194602 + 1240393090614964030203073 i + 190467373877833821359427 j + 231733836014083989741477 k]
BICP | Distance=477 | [2 + 477 i + 76 j + 0 k] ^ 9 = [84718709577935596485362 + 2551014205403730075702477 i + 2283152706206531318560876 j + -72687019194030249996480 k]
BICP | Distance=477 | [2 + 76 i + 477 j + 0 k] ^ 9 = [84718709577935596485362 + 2283152706206531318560876 i + 2551014205403730075702477 j + -72687019194030249996480 k]
BICP | Distance=477 | [2 + 77 i + 23 j + 477 k] ^ 9 = [592146884785739101314602 + 1310493282456050889619877 i + 120367182036746961942623 j + 154745674531069911861477 k]
BICP | Distance=477 | [477 + 2 i + 82 j + 0 k] ^ 9 = [55914590262709286352477 + 11233215803030659185362 i + 1455496958006456067915682 j + 53016599927663627859360 k]
BICP | Distance=477 | [3 + 0 i + 1 j + 477 k] ^ 9 = [72379848958149599040843 + -1213917812079376227480 i + 24146407211160643638121 j + 1280014270243841188035477 k]
BICP | Distance=477 | [3 + 0 i + 33 j + 477 k] ^ 9 = [62805156615691981421643 + -38724968175056482164120 i + 761540486993927296689033 j + 1063441474708548699747477 k]
BICP | Distance=477 | [3 + 0 i + 467 j + 477 k] ^ 9 = [1060835813053349656505643 + 90315162842246376576120 i + 16742222199851290029207467 j + 20312804005835765054103477 k]
BICP | Distance=477 | [3 + 1 i + 0 j + 477 k] ^ 9 = [72379848958149599040843 + 24146407211160643638121 i + -1213917812079376227480 j + 1280014270243841188035477 k]
BICP | Distance=477 | [3 + 1 i + 18 j + 477 k] ^ 9 = [76719558276227214905643 + 1555828739346231366121 i + 427660845922176247031418 j + 1215075234463029318807477 k]
BICP | Distance=477 | [3 + 1 i + 468 j + 477 k] ^ 9 = [1043076855584512001201643 + 438681780564643009194121 i + 17090588817573686661825468 j + 20330562963304602709407477 k]
BICP | Distance=477 | [3 + 477 i + 2 j + 7 k] ^ 9 = [66283787963670266859723 + 1267734167731268824041477 i + 56388567193123794744602 j + 165985790647393330796527 k]
BICP | Distance=477 | [3 + 2 i + 477 j + 7 k] ^ 9 = [66283787963670266859723 + 56388567193123794744602 i + 1267734167731268824041477 j + 165985790647393330796527 k]
BICP | Distance=477 | [477 + 3 i + 2 j + 45 k] ^ 9 = [1699374058511132880243477 + 52065240382502354249883 i + 2452678057285335593162 j + 1177872941496893311222245 k]
BICP | Distance=477 | [3 + 477 i + 3 j + 6 k] ^ 9 = [64825263526069905742683 + 1271437660230175373643477 i + 79265958981708903788043 j + 140881583330661424789566 k]
BICP | Distance=477 | [3 + 3 i + 477 j + 6 k] ^ 9 = [64825263526069905742683 + 79265958981708903788043 i + 1271437660230175373643477 j + 140881583330661424789566 k]
BICP | Distance=477 | [3 + 3 i + 6 j + 477 k] ^ 9 = [79265958981708903788043 + 64825263526069905742683 i + 140881583330661424789566 j + 1271437660230175373643477 k]
BICP | Distance=477 | [3 + 477 i + 3 j + 14 k] ^ 9 = [53794238497273662535323 + 1239614391512025233235477 i + 87465361006583800522443 j + 331402762853447545500614 k]
BICP | Distance=477 | [3 + 3 i + 477 j + 14 k] ^ 9 = [53794238497273662535323 + 87465361006583800522443 i + 1239614391512025233235477 j + 331402762853447545500614 k]
BICP | Distance=477 | [3 + 3 i + 14 j + 477 k] ^ 9 = [87465361006583800522443 + 53794238497273662535323 i + 331402762853447545500614 j + 1239614391512025233235477 k]
BICP | Distance=477 | [3 + 4 i + 7 j + 477 k] ^ 9 = [83124407766615609080043 + 87472271739915027132124 i + 163528591544506546179007 j + 1267579211445268668351477 k]
BICP | Distance=477 | [477 + 3 i + 6 j + 3 k] ^ 9 = [1271437660230175373643477 + 64825263526069905742683 i + 140881583330661424789566 j + 79265958981708903788043 k]
BICP | Distance=477 | [3 + 6 i + 3 j + 477 k] ^ 9 = [79265958981708903788043 + 140881583330661424789566 i + 64825263526069905742683 j + 1271437660230175373643477 k]
BICP | Distance=477 | [3 + 6 i + 35 j + 477 k] ^ 9 = [143075539429545703628043 + 82393343511819635355966 i + 792953093454416439802235 j + 1034054333139742634475477 k]
BICP | Distance=477 | [477 + 3 i + 7 j + 2 k] ^ 9 = [1267734167731268824041477 + 66283787963670266859723 i + 165985790647393330796527 j + 56388567193123794744602 k]
BICP | Distance=477 | [3 + 7 i + 4 j + 477 k] ^ 9 = [83124407766615609080043 + 163528591544506546179007 i + 87472271739915027132124 j + 1267579211445268668351477 k]
BICP | Distance=477 | [3 + 11 i + 36 j + 477 k] ^ 9 = [213417121125735319544523 + 181184680537537180183811 i + 799231107986111877449436 j + 1008349808396932367955477 k]
BICP | Distance=477 | [477 + 3 i + 14 j + 3 k] ^ 9 = [1239614391512025233235477 + 53794238497273662535323 i + 331402762853447545500614 j + 87465361006583800522443 k]
BICP | Distance=477 | [3 + 14 i + 3 j + 477 k] ^ 9 = [87465361006583800522443 + 331402762853447545500614 i + 53794238497273662535323 j + 1239614391512025233235477 k]
BICP | Distance=477 | [3 + 18 i + 1 j + 477 k] ^ 9 = [76719558276227214905643 + 427660845922176247031418 i + 1555828739346231366121 j + 1215075234463029318807477 k]
BICP | Distance=477 | [3 + 33 i + 0 j + 477 k] ^ 9 = [62805156615691981421643 + 761540486993927296689033 i + -38724968175056482164120 j + 1063441474708548699747477 k]
BICP | Distance=477 | [3 + 35 i + 6 j + 477 k] ^ 9 = [143075539429545703628043 + 792953093454416439802235 i + 82393343511819635355966 j + 1034054333139742634475477 k]
BICP | Distance=477 | [3 + 36 i + 11 j + 477 k] ^ 9 = [213417121125735319544523 + 799231107986111877449436 i + 181184680537537180183811 j + 1008349808396932367955477 k]
BICP | Distance=477 | [3 + 477 i + 45 j + 2 k] ^ 9 = [52065240382502354249883 + 1699374058511132880243477 i + 1177872941496893311222245 j + 2452678057285335593162 k]
BICP | Distance=477 | [3 + 45 i + 477 j + 2 k] ^ 9 = [52065240382502354249883 + 1177872941496893311222245 i + 1699374058511132880243477 j + 2452678057285335593162 k]
BICP | Distance=477 | [3 + 467 i + 0 j + 477 k] ^ 9 = [1060835813053349656505643 + 16742222199851290029207467 i + 90315162842246376576120 j + 20312804005835765054103477 k]
BICP | Distance=477 | [3 + 468 i + 1 j + 477 k] ^ 9 = [1043076855584512001201643 + 17090588817573686661825468 i + 438681780564643009194121 j + 20330562963304602709407477 k]
BICP | Distance=477 | [4 + 477 i + 0 j + 6 k] ^ 9 = [95992282469505535789924 + 1267893569649764933334477 i + 9693425050111619202240 j + 144225726564791939889366 k]
BICP | Distance=477 | [4 + 0 i + 477 j + 6 k] ^ 9 = [95992282469505535789924 + 9693425050111619202240 i + 1267893569649764933334477 j + 144225726564791939889366 k]
BICP | Distance=477 | [477 + 4 i + 0 j + 8 k] ^ 9 = [1288099397074699324908477 + 97179558587436044053924 i + -12964388823938412760320 j + 193091832123129230825288 k]
BICP | Distance=477 | [4 + 477 i + 0 j + 42 k] ^ 9 = [75886927715244615853924 + 928508410041443711478477 i + 64270309474793431275840 j + 938696102735118422343642 k]
BICP | Distance=477 | [4 + 0 i + 477 j + 42 k] ^ 9 = [75886927715244615853924 + 64270309474793431275840 i + 928508410041443711478477 j + 938696102735118422343642 k]
BICP | Distance=477 | [477 + 4 i + 1 j + 1 k] ^ 9 = [1275184228980457602123477 + 96015458426521295524924 i + 22457908902062745798121 j + 25688679977163801192601 k]
BICP | Distance=477 | [4 + 477 i + 1 j + 1 k] ^ 9 = [96015458426521295524924 + 1275184228980457602123477 i + 25688679977163801192601 j + 22457908902062745798121 k]
BICP | Distance=477 | [4 + 1 i + 477 j + 1 k] ^ 9 = [96015458426521295524924 + 25688679977163801192601 i + 1275184228980457602123477 j + 22457908902062745798121 k]
BICP | Distance=477 | [477 + 4 i + 2 j + 8 k] ^ 9 = [1287667096576560897414477 + 90656863446079663645924 i + 35558654468575706910962 j + 196250263257388324750088 k]
BICP | Distance=477 | [4 + 2 i + 14 j + 477 k] ^ 9 = [105450342356137583283844 + 24645722955252932426642 i + 332295438081477729730814 j + 1241915857744157492712477 k]
BICP | Distance=477 | [4 + 477 i + 3 j + 7 k] ^ 9 = [87472271739915027132124 + 1267579211445268668351477 i + 83124407766615609080043 j + 163528591544506546179007 k]
BICP | Distance=477 | [4 + 3 i + 477 j + 7 k] ^ 9 = [87472271739915027132124 + 83124407766615609080043 i + 1267579211445268668351477 j + 163528591544506546179007 k]
BICP | Distance=477 | [477 + 4 i + 4 j + 4 k] ^ 9 = [1275537130772425000332477 + 89956190070404230175524 i + 89956190070404230175524 j + 102642057398458194654244 k]
BICP | Distance=477 | [4 + 477 i + 4 j + 4 k] ^ 9 = [89956190070404230175524 + 1275537130772425000332477 i + 102642057398458194654244 j + 89956190070404230175524 k]
BICP | Distance=477 | [4 + 4 i + 477 j + 4 k] ^ 9 = [89956190070404230175524 + 102642057398458194654244 i + 1275537130772425000332477 j + 89956190070404230175524 k]
BICP | Distance=477 | [4 + 4 i + 4 j + 477 k] ^ 9 = [102642057398458194654244 + 89956190070404230175524 i + 89956190070404230175524 j + 1275537130772425000332477 k]
BICP | Distance=477 | [477 + 4 i + 4 j + 24 k] ^ 9 = [1391432806678928858532477 + 63653560157167412361124 i + 63653560157167412361124 j + 597131009766456650472024 k]
BICP | Distance=477 | [477 + 4 i + 4 j + 74 k] ^ 9 = [2478842203894168091538477 + 24954194531619753897124 i + 24954194531619753897124 j + 2202435332402883807356474 k]
BICP | Distance=477 | [477 + 4 i + 4 j + 274 k] ^ 9 = [37995537888722538391362477 + 102316203071533641124 i + 102316203071533641124 j + 37994985025983379878894274 k]
BICP | Distance=477 | [477 + 4 i + 5 j + 9 k] ^ 9 = [1287524979098909217855477 + 78874674375864581066524 i + 106884828729834953040365 j + 224852584711559476012929 k]
BICP | Distance=477 | [477 + 4 i + 6 j + 0 k] ^ 9 = [1267893569649764933334477 + 95992282469505535789924 i + 144225726564791939889366 j + 9693425050111619202240 k]
BICP | Distance=477 | [4 + 6 i + 6 j + 477 k] ^ 9 = [110244894717906317538244 + 134483383866204290541366 i + 134483383866204290541366 j + 1267934293452976877448477 k]
BICP | Distance=477 | [477 + 4 i + 6 j + 20 k] ^ 9 = [1351782147724249698270477 + 51732444542233873257124 i + 118729848011619015690966 j + 497291700893297841597620 k]
BICP | Distance=477 | [477 + 4 i + 7 j + 3 k] ^ 9 = [1267579211445268668351477 + 87472271739915027132124 i + 163528591544506546179007 j + 83124407766615609080043 k]
BICP | Distance=477 | [4 + 477 i + 8 j + 0 k] ^ 9 = [97179558587436044053924 + 1288099397074699324908477 i + 193091832123129230825288 j + -12964388823938412760320 k]
BICP | Distance=477 | [4 + 8 i + 477 j + 0 k] ^ 9 = [97179558587436044053924 + 193091832123129230825288 i + 1288099397074699324908477 j + -12964388823938412760320 k]
BICP | Distance=477 | [4 + 477 i + 8 j + 2 k] ^ 9 = [90656863446079663645924 + 1287667096576560897414477 i + 196250263257388324750088 j + 35558654468575706910962 k]
BICP | Distance=477 | [4 + 8 i + 477 j + 2 k] ^ 9 = [90656863446079663645924 + 196250263257388324750088 i + 1287667096576560897414477 j + 35558654468575706910962 k]
BICP | Distance=477 | [4 + 8 i + 36 j + 477 k] ^ 9 = [192508607711479240336804 + 106876110455956765168328 i + 806195697836771062922436 j + 1019534393634540860916477 k]
BICP | Distance=477 | [4 + 477 i + 9 j + 5 k] ^ 9 = [78874674375864581066524 + 1287524979098909217855477 i + 224852584711559476012929 j + 106884828729834953040365 k]
BICP | Distance=477 | [4 + 9 i + 477 j + 5 k] ^ 9 = [78874674375864581066524 + 224852584711559476012929 i + 1287524979098909217855477 j + 106884828729834953040365 k]
BICP | Distance=477 | [4 + 10 i + 64 j + 477 k] ^ 9 = [275673300351194119574884 + 34782750742082845230010 i + 1266567364629934330104064 j + 504534632673182151174477 k]
BICP | Distance=477 | [4 + 12 i + 14 j + 477 k] ^ 9 = [159890541301743473189284 + 259127618465838231592812 i + 310693569605336933638814 j + 1217430914605462360206477 k]
BICP | Distance=477 | [4 + 14 i + 2 j + 477 k] ^ 9 = [105450342356137583283844 + 332295438081477729730814 i + 24645722955252932426642 j + 1241915857744157492712477 k]
BICP | Distance=477 | [4 + 14 i + 12 j + 477 k] ^ 9 = [159890541301743473189284 + 310693569605336933638814 i + 259127618465838231592812 j + 1217430914605462360206477 k]
BICP | Distance=477 | [4 + 14 i + 60 j + 477 k] ^ 9 = [354993462045668798942884 + 107506458728789411475614 i + 1193843656643227763858460 j + 583854794367656830542477 k]
BICP | Distance=477 | [4 + 14 i + 62 j + 477 k] ^ 9 = [359865414689069644332484 + 96112460916805411282814 i + 1220562145893142663311662 j + 541336983256109890248477 k]
BICP | Distance=477 | [4 + 14 i + 462 j + 477 k] ^ 9 = [759431986702771462438084 + 4884164808435171653074814 i + 15173320239320493606342462 j + 19706891491441864624104477 k]
BICP | Distance=477 | [4 + 477 i + 20 j + 6 k] ^ 9 = [51732444542233873257124 + 1351782147724249698270477 i + 497291700893297841597620 j + 118729848011619015690966 k]
BICP | Distance=477 | [4 + 20 i + 477 j + 6 k] ^ 9 = [51732444542233873257124 + 497291700893297841597620 i + 1351782147724249698270477 j + 118729848011619015690966 k]
BICP | Distance=477 | [4 + 477 i + 24 j + 4 k] ^ 9 = [63653560157167412361124 + 1391432806678928858532477 i + 597131009766456650472024 j + 63653560157167412361124 k]
BICP | Distance=477 | [4 + 24 i + 477 j + 4 k] ^ 9 = [63653560157167412361124 + 597131009766456650472024 i + 1391432806678928858532477 j + 63653560157167412361124 k]
BICP | Distance=477 | [4 + 35 i + 39 j + 477 k] ^ 9 = [572943774813959807393884 + 599134070000195071084235 i + 702216045371822104249839 j + 801805107135947838993477 k]
BICP | Distance=477 | [4 + 36 i + 8 j + 477 k] ^ 9 = [192508607711479240336804 + 806195697836771062922436 i + 106876110455956765168328 j + 1019534393634540860916477 k]
BICP | Distance=477 | [4 + 39 i + 35 j + 477 k] ^ 9 = [572943774813959807393884 + 702216045371822104249839 i + 599134070000195071084235 j + 801805107135947838993477 k]
BICP | Distance=477 | [477 + 4 i + 42 j + 0 k] ^ 9 = [928508410041443711478477 + 75886927715244615853924 i + 938696102735118422343642 j + 64270309474793431275840 k]
BICP | Distance=477 | [4 + 477 i + 52 j + 436 k] ^ 9 = [6784477091751609751414564 + 19582789652871006760332477 i + 12520771104948568156816852 j + 2914617016456792295460436 k]
BICP | Distance=477 | [4 + 52 i + 477 j + 436 k] ^ 9 = [6784477091751609751414564 + 12520771104948568156816852 i + 19582789652871006760332477 j + 2914617016456792295460436 k]
BICP | Distance=477 | [4 + 60 i + 14 j + 477 k] ^ 9 = [354993462045668798942884 + 1193843656643227763858460 i + 107506458728789411475614 j + 583854794367656830542477 k]
BICP | Distance=477 | [4 + 62 i + 14 j + 477 k] ^ 9 = [359865414689069644332484 + 1220562145893142663311662 i + 96112460916805411282814 j + 541336983256109890248477 k]
BICP | Distance=477 | [4 + 64 i + 10 j + 477 k] ^ 9 = [275673300351194119574884 + 1266567364629934330104064 i + 34782750742082845230010 j + 504534632673182151174477 k]
BICP | Distance=477 | [4 + 477 i + 74 j + 4 k] ^ 9 = [24954194531619753897124 + 2478842203894168091538477 i + 2202435332402883807356474 j + 24954194531619753897124 k]
BICP | Distance=477 | [4 + 74 i + 477 j + 4 k] ^ 9 = [24954194531619753897124 + 2202435332402883807356474 i + 2478842203894168091538477 j + 24954194531619753897124 k]
BICP | Distance=477 | [4 + 477 i + 274 j + 4 k] ^ 9 = [102316203071533641124 + 37995537888722538391362477 i + 37994985025983379878894274 j + 102316203071533641124 k]
BICP | Distance=477 | [4 + 274 i + 477 j + 4 k] ^ 9 = [102316203071533641124 + 37994985025983379878894274 i + 37995537888722538391362477 j + 102316203071533641124 k]
BICP | Distance=477 | [477 + 4 i + 436 j + 52 k] ^ 9 = [19582789652871006760332477 + 6784477091751609751414564 i + 2914617016456792295460436 j + 12520771104948568156816852 k]
BICP | Distance=477 | [4 + 462 i + 14 j + 477 k] ^ 9 = [759431986702771462438084 + 15173320239320493606342462 i + 4884164808435171653074814 j + 19706891491441864624104477 k]
BICP | Distance=477 | [5 + 477 i + 1 j + 18 k] ^ 9 = [108512585645807960886125 + 1209008932484474308995477 i + 59112374113152595959001 j + 425180342818702715304618 k]
BICP | Distance=477 | [5 + 1 i + 477 j + 18 k] ^ 9 = [108512585645807960886125 + 59112374113152595959001 i + 1209008932484474308995477 j + 425180342818702715304618 k]
BICP | Distance=477 | [477 + 5 i + 2 j + 7 k] ^ 9 = [1282841971856848198095477 + 115489122740985417584525 i + 34211515805626825835882 j + 172641393342297823455247 k]
BICP | Distance=477 | [477 + 5 i + 4 j + 9 k] ^ 9 = [1287524979098909217855477 + 106884828729834953040365 i + 78874674375864581066524 j + 224852584711559476012929 k]
BICP | Distance=477 | [5 + 477 i + 5 j + 6 k] ^ 9 = [108211914968732629521005 + 1272000367135017138699477 i + 131963864051857231323965 j + 134430024160704645322686 k]
BICP | Distance=477 | [5 + 5 i + 477 j + 6 k] ^ 9 = [108211914968732629521005 + 131963864051857231323965 i + 1272000367135017138699477 j + 134430024160704645322686 k]
BICP | Distance=477 | [5 + 5 i + 6 j + 477 k] ^ 9 = [131963864051857231323965 + 108211914968732629521005 i + 134430024160704645322686 j + 1272000367135017138699477 k]
BICP | Distance=477 | [477 + 5 i + 6 j + 5 k] ^ 9 = [1272000367135017138699477 + 108211914968732629521005 i + 134430024160704645322686 j + 131963864051857231323965 k]
BICP | Distance=477 | [5 + 6 i + 5 j + 477 k] ^ 9 = [131963864051857231323965 + 134430024160704645322686 i + 108211914968732629521005 j + 1272000367135017138699477 k]
BICP | Distance=477 | [5 + 477 i + 7 j + 2 k] ^ 9 = [115489122740985417584525 + 1282841971856848198095477 i + 172641393342297823455247 j + 34211515805626825835882 k]
BICP | Distance=477 | [5 + 7 i + 477 j + 2 k] ^ 9 = [115489122740985417584525 + 172641393342297823455247 i + 1282841971856848198095477 j + 34211515805626825835882 k]
BICP | Distance=477 | [477 + 5 i + 7 j + 74 k] ^ 9 = [2475257229239636465061477 + -39195395714452193531875 i + 113713196247838832550607 j + 2203800047965913394138674 k]
BICP | Distance=477 | [477 + 5 i + 8 j + 9 k] ^ 9 = [1278845132070593567763477 + 91653719201527927586765 i + 175657619053038857440928 j + 231688342155739776646689 k]
BICP | Distance=477 | [5 + 477 i + 9 j + 4 k] ^ 9 = [106884828729834953040365 + 1287524979098909217855477 i + 224852584711559476012929 j + 78874674375864581066524 k]
BICP | Distance=477 | [5 + 9 i + 477 j + 4 k] ^ 9 = [106884828729834953040365 + 224852584711559476012929 i + 1287524979098909217855477 j + 78874674375864581066524 k]
BICP | Distance=477 | [5 + 477 i + 9 j + 8 k] ^ 9 = [91653719201527927586765 + 1278845132070593567763477 i + 231688342155739776646689 j + 175657619053038857440928 k]
BICP | Distance=477 | [5 + 9 i + 477 j + 8 k] ^ 9 = [91653719201527927586765 + 231688342155739776646689 i + 1278845132070593567763477 j + 175657619053038857440928 k]
BICP | Distance=477 | [477 + 5 i + 18 j + 1 k] ^ 9 = [1209008932484474308995477 + 108512585645807960886125 i + 425180342818702715304618 j + 59112374113152595959001 k]
BICP | Distance=477 | [477 + 5 i + 18 j + 251 k] ^ 9 = [28389073660548966913779477 + -4601007006178212878225875 i + 4602281698283392826022618 j + 28388088424552679592357251 k]
BICP | Distance=477 | [5 + 477 i + 26 j + 443 k] ^ 9 = [3669458519450724228072125 + 19054044192327404395593477 i + 6712537833908128550128226 j + 7952141205073191740253443 k]
BICP | Distance=477 | [5 + 26 i + 477 j + 443 k] ^ 9 = [3669458519450724228072125 + 6712537833908128550128226 i + 19054044192327404395593477 j + 7952141205073191740253443 k]
BICP | Distance=477 | [5 + 36 i + 83 j + 477 k] ^ 9 = [935175812215243917063485 + 47566422556235653033836 i + 1172063408404048180731083 j + 4251806900594014059477 k]
BICP | Distance=477 | [477 + 5 i + 43 j + 76 k] ^ 9 = [2082264025976399970309477 + -1304578610361070334855875 i + 1555607916952515486409843 j + 1945584959359906969806676 k]
BICP | Distance=477 | [5 + 477 i + 49 j + 82 k] ^ 9 = [-1356061205312273314457875 + 373060928484868083123477 i + 507171374072078673533449 j + 1918552097840194314898282 k]
BICP | Distance=477 | [5 + 49 i + 477 j + 82 k] ^ 9 = [-1356061205312273314457875 + 507171374072078673533449 i + 373060928484868083123477 j + 1918552097840194314898282 k]
BICP | Distance=477 | [5 + 58 i + 61 j + 477 k] ^ 9 = [1166573903722947626091485 + 570500390750588989423858 i + 649129440209694844341061 j + 235649898408297723087477 k]
BICP | Distance=477 | [5 + 61 i + 58 j + 477 k] ^ 9 = [1166573903722947626091485 + 649129440209694844341061 i + 570500390750588989423858 j + 235649898408297723087477 k]
BICP | Distance=477 | [5 + 64 i + 67 j + 477 k] ^ 9 = [1319401805039478358683485 + 486811454182776639981064 i + 565440503641882494898267 j + 82821997091766990495477 k]
BICP | Distance=477 | [5 + 67 i + 64 j + 477 k] ^ 9 = [1319401805039478358683485 + 565440503641882494898267 i + 486811454182776639981064 j + 82821997091766990495477 k]
BICP | Distance=477 | [5 + 477 i + 74 j + 7 k] ^ 9 = [-39195395714452193531875 + 2475257229239636465061477 i + 2203800047965913394138674 j + 113713196247838832550607 k]
BICP | Distance=477 | [5 + 74 i + 477 j + 7 k] ^ 9 = [-39195395714452193531875 + 2203800047965913394138674 i + 2475257229239636465061477 j + 113713196247838832550607 k]
BICP | Distance=477 | [5 + 477 i + 76 j + 43 k] ^ 9 = [-1304578610361070334855875 + 2082264025976399970309477 i + 1945584959359906969806676 j + 1555607916952515486409843 k]
BICP | Distance=477 | [5 + 76 i + 477 j + 43 k] ^ 9 = [-1304578610361070334855875 + 1945584959359906969806676 i + 2082264025976399970309477 j + 1555607916952515486409843 k]
BICP | Distance=477 | [477 + 5 i + 82 j + 49 k] ^ 9 = [373060928484868083123477 + -1356061205312273314457875 i + 1918552097840194314898282 j + 507171374072078673533449 k]
BICP | Distance=477 | [5 + 83 i + 36 j + 477 k] ^ 9 = [935175812215243917063485 + 1172063408404048180731083 i + 47566422556235653033836 j + 4251806900594014059477 k]
BICP | Distance=477 | [5 + 477 i + 251 j + 18 k] ^ 9 = [-4601007006178212878225875 + 28389073660548966913779477 i + 28388088424552679592357251 j + 4602281698283392826022618 k]
BICP | Distance=477 | [5 + 251 i + 477 j + 18 k] ^ 9 = [-4601007006178212878225875 + 28388088424552679592357251 i + 28389073660548966913779477 j + 4602281698283392826022618 k]
BICP | Distance=477 | [477 + 5 i + 443 j + 26 k] ^ 9 = [19054044192327404395593477 + 3669458519450724228072125 i + 7952141205073191740253443 j + 6712537833908128550128226 k]
BICP | Distance=477 | [6 + 477 i + 0 j + 4 k] ^ 9 = [144225726564791939889366 + 1267893569649764933334477 i + 9693425050111619202240 j + 95992282469505535789924 k]
BICP | Distance=477 | [6 + 0 i + 477 j + 4 k] ^ 9 = [144225726564791939889366 + 9693425050111619202240 i + 1267893569649764933334477 j + 95992282469505535789924 k]
BICP | Distance=477 | [6 + 1 i + 9 j + 477 k] ^ 9 = [147121419898962019984446 + 2172924250238737456921 i + 214887166968076768105569 j + 1269382732523211939705477 k]
BICP | Distance=477 | [477 + 6 i + 3 j + 3 k] ^ 9 = [1271437660230175373643477 + 140881583330661424789566 i + 64825263526069905742683 j + 79265958981708903788043 k]
BICP | Distance=477 | [6 + 477 i + 3 j + 3 k] ^ 9 = [140881583330661424789566 + 1271437660230175373643477 i + 79265958981708903788043 j + 64825263526069905742683 k]
BICP | Distance=477 | [6 + 3 i + 477 j + 3 k] ^ 9 = [140881583330661424789566 + 79265958981708903788043 i + 1271437660230175373643477 j + 64825263526069905742683 k]
BICP | Distance=477 | [6 + 477 i + 3 j + 35 k] ^ 9 = [82393343511819635355966 + 1034054333139742634475477 i + 143075539429545703628043 j + 792953093454416439802235 k]
BICP | Distance=477 | [6 + 3 i + 477 j + 35 k] ^ 9 = [82393343511819635355966 + 143075539429545703628043 i + 1034054333139742634475477 j + 792953093454416439802235 k]
BICP | Distance=477 | [477 + 6 i + 4 j + 0 k] ^ 9 = [1267893569649764933334477 + 144225726564791939889366 i + 95992282469505535789924 j + 9693425050111619202240 k]
BICP | Distance=477 | [6 + 477 i + 4 j + 6 k] ^ 9 = [134483383866204290541366 + 1267934293452976877448477 i + 110244894717906317538244 j + 134483383866204290541366 k]
BICP | Distance=477 | [6 + 4 i + 477 j + 6 k] ^ 9 = [134483383866204290541366 + 110244894717906317538244 i + 1267934293452976877448477 j + 134483383866204290541366 k]
BICP | Distance=477 | [477 + 6 i + 4 j + 20 k] ^ 9 = [1351782147724249698270477 + 118729848011619015690966 i + 51732444542233873257124 j + 497291700893297841597620 k]
BICP | Distance=477 | [477 + 6 i + 5 j + 5 k] ^ 9 = [1272000367135017138699477 + 134430024160704645322686 i + 108211914968732629521005 j + 131963864051857231323965 k]
BICP | Distance=477 | [6 + 477 i + 5 j + 5 k] ^ 9 = [134430024160704645322686 + 1272000367135017138699477 i + 131963864051857231323965 j + 108211914968732629521005 k]
BICP | Distance=477 | [6 + 5 i + 477 j + 5 k] ^ 9 = [134430024160704645322686 + 131963864051857231323965 i + 1272000367135017138699477 j + 108211914968732629521005 k]
BICP | Distance=477 | [477 + 6 i + 6 j + 4 k] ^ 9 = [1267934293452976877448477 + 134483383866204290541366 i + 134483383866204290541366 j + 110244894717906317538244 k]
BICP | Distance=477 | [477 + 6 i + 6 j + 8 k] ^ 9 = [1278446335076152557648477 + 125636945087100567229686 i + 125636945087100567229686 j + 206379951358545131804648 k]
BICP | Distance=477 | [6 + 477 i + 6 j + 10 k] ^ 9 = [119225425375299363976566 + 1260316581109059781062477 i + 166771628753783220577206 j + 225787209984204731658010 k]
BICP | Distance=477 | [6 + 6 i + 477 j + 10 k] ^ 9 = [119225425375299363976566 + 166771628753783220577206 i + 1260316581109059781062477 j + 225787209984204731658010 k]
BICP | Distance=477 | [6 + 6 i + 10 j + 477 k] ^ 9 = [166771628753783220577206 + 119225425375299363976566 i + 225787209984204731658010 j + 1260316581109059781062477 k]
BICP | Distance=477 | [477 + 6 i + 6 j + 30 k] ^ 9 = [1453746651489896739462477 + 85492104077323475805366 i + 85492104077323475805366 j + 759713123545480629495630 k]
BICP | Distance=477 | [477 + 6 i + 6 j + 80 k] ^ 9 = [2698749162413572337424477 + 33037230577538290197366 i + 33037230577538290197366 j + 2461809943529024858964080 k]
BICP | Distance=477 | [477 + 6 i + 6 j + 330 k] ^ 9 = [72582494565624076172934477 + 11049220559036757366 i + 11049220559036757366 j + 72582470024305015196706330 k]
BICP | Distance=477 | [6 + 7 i + 43 j + 477 k] ^ 9 = [226991811444138056754846 + 33427202869171969888207 i + 943752726468135714244243 j + 923057423239082653413477 k]
BICP | Distance=477 | [6 + 477 i + 8 j + 6 k] ^ 9 = [125636945087100567229686 + 1278446335076152557648477 i + 206379951358545131804648 j + 125636945087100567229686 k]
BICP | Distance=477 | [6 + 8 i + 477 j + 6 k] ^ 9 = [125636945087100567229686 + 206379951358545131804648 i + 1278446335076152557648477 j + 125636945087100567229686 k]
BICP | Distance=477 | [6 + 477 i + 8 j + 10 k] ^ 9 = [111645152152626578853366 + 1266630418008557325936477 i + 214560811189271229797288 j + 221789099564001035667610 k]
BICP | Distance=477 | [6 + 8 i + 477 j + 10 k] ^ 9 = [111645152152626578853366 + 214560811189271229797288 i + 1266630418008557325936477 j + 221789099564001035667610 k]
BICP | Distance=477 | [6 + 8 i + 14 j + 477 k] ^ 9 = [185423191785195019811766 + 155050293576581154466088 i + 314765032921129081522814 j + 1237253139971079394068477 k]
BICP | Distance=477 | [477 + 6 i + 8 j + 20 k] ^ 9 = [1344624026676411157254477 + 85311779695288383268566 i + 152309183164673525702408 j + 504449821941136382613620 k]
BICP | Distance=477 | [6 + 9 i + 1 j + 477 k] ^ 9 = [147121419898962019984446 + 214887166968076768105569 i + 2172924250238737456921 j + 1269382732523211939705477 k]
BICP | Distance=477 | [477 + 6 i + 10 j + 6 k] ^ 9 = [1260316581109059781062477 + 119225425375299363976566 i + 225787209984204731658010 j + 166771628753783220577206 k]
BICP | Distance=477 | [6 + 10 i + 6 j + 477 k] ^ 9 = [166771628753783220577206 + 225787209984204731658010 i + 119225425375299363976566 j + 1260316581109059781062477 k]
BICP | Distance=477 | [477 + 6 i + 10 j + 8 k] ^ 9 = [1266630418008557325936477 + 111645152152626578853366 i + 221789099564001035667610 j + 214560811189271229797288 k]
BICP | Distance=477 | [6 + 10 i + 432 j + 477 k] ^ 9 = [447567223823775810197046 + 3046396794534815533218010 i + 6329104248532183039476432 j + 17624675180427148337220477 k]
BICP | Distance=477 | [6 + 14 i + 8 j + 477 k] ^ 9 = [185423191785195019811766 + 314765032921129081522814 i + 155050293576581154466088 j + 1237253139971079394068477 k]
BICP | Distance=477 | [6 + 15 i + 43 j + 477 k] ^ 9 = [354422976965080673102046 + 183133892031083003728215 i + 906250160158182906565843 j + 905147263961037212157477 k]
BICP | Distance=477 | [6 + 18 i + 40 j + 477 k] ^ 9 = [386909672140175505893046 + 257119835269486623411618 i + 832264216919779286882440 j + 937633959136132044948477 k]
BICP | Distance=477 | [6 + 477 i + 20 j + 4 k] ^ 9 = [118729848011619015690966 + 1351782147724249698270477 i + 497291700893297841597620 j + 51732444542233873257124 k]
BICP | Distance=477 | [6 + 20 i + 477 j + 4 k] ^ 9 = [118729848011619015690966 + 497291700893297841597620 i + 1351782147724249698270477 j + 51732444542233873257124 k]
BICP | Distance=477 | [6 + 477 i + 20 j + 8 k] ^ 9 = [85311779695288383268566 + 1344624026676411157254477 i + 504449821941136382613620 j + 152309183164673525702408 k]
BICP | Distance=477 | [6 + 20 i + 477 j + 8 k] ^ 9 = [85311779695288383268566 + 504449821941136382613620 i + 1344624026676411157254477 j + 152309183164673525702408 k]
BICP | Distance=477 | [6 + 22 i + 36 j + 477 k] ^ 9 = [418376170698554893949046 + 359550865470918919887622 i + 729833186718346990406436 j + 969100457694511433004477 k]
BICP | Distance=477 | [6 + 477 i + 30 j + 6 k] ^ 9 = [85492104077323475805366 + 1453746651489896739462477 i + 759713123545480629495630 j + 85492104077323475805366 k]
BICP | Distance=477 | [6 + 30 i + 477 j + 6 k] ^ 9 = [85492104077323475805366 + 759713123545480629495630 i + 1453746651489896739462477 j + 85492104077323475805366 k]
BICP | Distance=477 | [6 + 32 i + 68 j + 477 k] ^ 9 = [788579339047653333789846 + 206788247230437325454432 i + 1117113770829401069810468 j + 361469895635567376378477 k]
BICP | Distance=477 | [477 + 6 i + 35 j + 3 k] ^ 9 = [1034054333139742634475477 + 82393343511819635355966 i + 792953093454416439802235 j + 143075539429545703628043 k]
BICP | Distance=477 | [6 + 36 i + 22 j + 477 k] ^ 9 = [418376170698554893949046 + 729833186718346990406436 i + 359550865470918919887622 j + 969100457694511433004477 k]
BICP | Distance=477 | [6 + 36 i + 72 j + 477 k] ^ 9 = [892512458156806816509846 + 189157932277347281378436 i + 1099483455876311025734472 j + 257536776526413893658477 k]
BICP | Distance=477 | [6 + 40 i + 18 j + 477 k] ^ 9 = [386909672140175505893046 + 832264216919779286882440 i + 257119835269486623411618 j + 937633959136132044948477 k]
BICP | Distance=477 | [6 + 43 i + 7 j + 477 k] ^ 9 = [226991811444138056754846 + 943752726468135714244243 i + 33427202869171969888207 j + 923057423239082653413477 k]
BICP | Distance=477 | [6 + 43 i + 15 j + 477 k] ^ 9 = [354422976965080673102046 + 906250160158182906565843 i + 183133892031083003728215 j + 905147263961037212157477 k]
BICP | Distance=477 | [6 + 68 i + 32 j + 477 k] ^ 9 = [788579339047653333789846 + 1117113770829401069810468 i + 206788247230437325454432 j + 361469895635567376378477 k]
BICP | Distance=477 | [6 + 72 i + 36 j + 477 k] ^ 9 = [892512458156806816509846 + 1099483455876311025734472 i + 189157932277347281378436 j + 257536776526413893658477 k]
BICP | Distance=477 | [6 + 477 i + 80 j + 6 k] ^ 9 = [33037230577538290197366 + 2698749162413572337424477 i + 2461809943529024858964080 j + 33037230577538290197366 k]
BICP | Distance=477 | [6 + 80 i + 477 j + 6 k] ^ 9 = [33037230577538290197366 + 2461809943529024858964080 i + 2698749162413572337424477 j + 33037230577538290197366 k]
BICP | Distance=477 | [6 + 89 i + 453 j + 477 k] ^ 9 = [891463510852910247676446 + 27523616427044959799964689 i + 22611995466909983449647453 j + 8757600235197566104053477 k]
BICP | Distance=477 | [6 + 115 i + 443 j + 477 k] ^ 9 = [1630636280320357185650046 + 32623292211207952048557115 i + 26379705786484840108725443 j + 3181038782403990034737477 k]
BICP | Distance=477 | [6 + 477 i + 330 j + 6 k] ^ 9 = [11049220559036757366 + 72582494565624076172934477 i + 72582470024305015196706330 j + 11049220559036757366 k]
BICP | Distance=477 | [6 + 330 i + 477 j + 6 k] ^ 9 = [11049220559036757366 + 72582470024305015196706330 i + 72582494565624076172934477 j + 11049220559036757366 k]
BICP | Distance=477 | [6 + 432 i + 10 j + 477 k] ^ 9 = [447567223823775810197046 + 6329104248532183039476432 i + 3046396794534815533218010 j + 17624675180427148337220477 k]
BICP | Distance=477 | [6 + 443 i + 115 j + 477 k] ^ 9 = [1630636280320357185650046 + 26379705786484840108725443 i + 32623292211207952048557115 j + 3181038782403990034737477 k]
BICP | Distance=477 | [6 + 453 i + 89 j + 477 k] ^ 9 = [891463510852910247676446 + 22611995466909983449647453 i + 27523616427044959799964689 j + 8757600235197566104053477 k]
BICP | Distance=477 | [477 + 7 i + 0 j + 73 k] ^ 9 = [2431066859566395345639477 + 285654945617109061512127 i + -241071522248311108071480 j + 2147459190900312715625473 k]
BICP | Distance=477 | [7 + 477 i + 1 j + 8 k] ^ 9 = [163983287606979395638207 + 1256150040171683022327477 i + 46364672500532371543801 j + 188510485866950711878928 k]
BICP | Distance=477 | [7 + 1 i + 477 j + 8 k] ^ 9 = [163983287606979395638207 + 46364672500532371543801 i + 1256150040171683022327477 j + 188510485866950711878928 k]
BICP | Distance=477 | [7 + 477 i + 1 j + 36 k] ^ 9 = [128085381310834773719647 + 1014360075800720145675477 i + 117957210542029758036121 j + 815101370851373013659436 k]
BICP | Distance=477 | [7 + 1 i + 477 j + 36 k] ^ 9 = [128085381310834773719647 + 117957210542029758036121 i + 1014360075800720145675477 j + 815101370851373013659436 k]
BICP | Distance=477 | [7 + 477 i + 2 j + 3 k] ^ 9 = [165985790647393330796527 + 1267734167731268824041477 i + 56388567193123794744602 j + 66283787963670266859723 k]
BICP | Distance=477 | [7 + 2 i + 477 j + 3 k] ^ 9 = [165985790647393330796527 + 56388567193123794744602 i + 1267734167731268824041477 j + 66283787963670266859723 k]
BICP | Distance=477 | [7 + 2 i + 5 j + 477 k] ^ 9 = [172641393342297823455247 + 34211515805626825835882 i + 115489122740985417584525 j + 1282841971856848198095477 k]
BICP | Distance=477 | [477 + 7 i + 3 j + 2 k] ^ 9 = [1267734167731268824041477 + 165985790647393330796527 i + 66283787963670266859723 j + 56388567193123794744602 k]
BICP | Distance=477 | [7 + 477 i + 3 j + 4 k] ^ 9 = [163528591544506546179007 + 1267579211445268668351477 i + 83124407766615609080043 j + 87472271739915027132124 k]
BICP | Distance=477 | [7 + 3 i + 477 j + 4 k] ^ 9 = [163528591544506546179007 + 83124407766615609080043 i + 1267579211445268668351477 j + 87472271739915027132124 k]
BICP | Distance=477 | [477 + 7 i + 4 j + 3 k] ^ 9 = [1267579211445268668351477 + 163528591544506546179007 i + 87472271739915027132124 j + 83124407766615609080043 k]
BICP | Distance=477 | [7 + 5 i + 2 j + 477 k] ^ 9 = [172641393342297823455247 + 115489122740985417584525 i + 34211515805626825835882 j + 1282841971856848198095477 k]
BICP | Distance=477 | [477 + 7 i + 5 j + 74 k] ^ 9 = [2475257229239636465061477 + 113713196247838832550607 i + -39195395714452193531875 j + 2203800047965913394138674 k]
BICP | Distance=477 | [7 + 477 i + 6 j + 43 k] ^ 9 = [33427202869171969888207 + 923057423239082653413477 i + 226991811444138056754846 j + 943752726468135714244243 k]
BICP | Distance=477 | [7 + 6 i + 477 j + 43 k] ^ 9 = [33427202869171969888207 + 226991811444138056754846 i + 923057423239082653413477 j + 943752726468135714244243 k]
BICP | Distance=477 | [477 + 7 i + 8 j + 1 k] ^ 9 = [1256150040171683022327477 + 163983287606979395638207 i + 188510485866950711878928 j + 46364672500532371543801 k]
BICP | Distance=477 | [7 + 8 i + 9 j + 477 k] ^ 9 = [195306217134936398780047 + 166385871460804152171728 i + 193487045114549081959569 j + 1261968764873868476847477 k]
BICP | Distance=477 | [477 + 7 i + 8 j + 77 k] ^ 9 = [2582045031247664864307477 + 3729428392382858607967 i + 83585404063505584751408 j + 2333106814074438458057477 k]
BICP | Distance=477 | [7 + 9 i + 8 j + 477 k] ^ 9 = [195306217134936398780047 + 193487045114549081959569 i + 166385871460804152171728 j + 1261968764873868476847477 k]
BICP | Distance=477 | [7 + 9 i + 10 j + 477 k] ^ 9 = [201804532566312914528047 + 186938267804728942313169 i + 214039441458473872101010 j + 1255470449442491961099477 k]
BICP | Distance=477 | [7 + 10 i + 9 j + 477 k] ^ 9 = [201804532566312914528047 + 214039441458473872101010 i + 186938267804728942313169 j + 1255470449442491961099477 k]
BICP | Distance=477 | [477 + 7 i + 14 j + 19 k] ^ 9 = [1312002633364041702351477 + 64206606569298588577567 i + 294555492744886788403814 j + 491895670185028521517819 k]
BICP | Distance=477 | [7 + 477 i + 19 j + 14 k] ^ 9 = [64206606569298588577567 + 1312002633364041702351477 i + 491895670185028521517819 j + 294555492744886788403814 k]
BICP | Distance=477 | [7 + 19 i + 477 j + 14 k] ^ 9 = [64206606569298588577567 + 491895670185028521517819 i + 1312002633364041702351477 j + 294555492744886788403814 k]
BICP | Distance=477 | [477 + 7 i + 36 j + 1 k] ^ 9 = [1014360075800720145675477 + 128085381310834773719647 i + 815101370851373013659436 j + 117957210542029758036121 k]
BICP | Distance=477 | [477 + 7 i + 43 j + 6 k] ^ 9 = [923057423239082653413477 + 33427202869171969888207 i + 943752726468135714244243 j + 226991811444138056754846 k]
BICP | Distance=477 | [7 + 477 i + 73 j + 0 k] ^ 9 = [285654945617109061512127 + 2431066859566395345639477 i + 2147459190900312715625473 j + -241071522248311108071480 k]
BICP | Distance=477 | [7 + 73 i + 477 j + 0 k] ^ 9 = [285654945617109061512127 + 2147459190900312715625473 i + 2431066859566395345639477 j + -241071522248311108071480 k]
BICP | Distance=477 | [7 + 477 i + 74 j + 5 k] ^ 9 = [113713196247838832550607 + 2475257229239636465061477 i + 2203800047965913394138674 j + -39195395714452193531875 k]
BICP | Distance=477 | [7 + 74 i + 477 j + 5 k] ^ 9 = [113713196247838832550607 + 2203800047965913394138674 i + 2475257229239636465061477 j + -39195395714452193531875 k]
BICP | Distance=477 | [7 + 477 i + 77 j + 8 k] ^ 9 = [3729428392382858607967 + 2582045031247664864307477 i + 2333106814074438458057477 j + 83585404063505584751408 k]
BICP | Distance=477 | [7 + 77 i + 477 j + 8 k] ^ 9 = [3729428392382858607967 + 2333106814074438458057477 i + 2582045031247664864307477 j + 83585404063505584751408 k]
BICP | Distance=477 | [8 + 0 i + 0 j + 477 k] ^ 9 = [193472244787314571064648 + 0 i + 0 j + 1291354041647383118388477 k]
BICP | Distance=477 | [8 + 0 i + 2 j + 477 k] ^ 9 = [193377129090598482214088 + -6484586034033339338880 i + 48613622943470617396082 j + 1290540230743350739950477 k]
BICP | Distance=477 | [8 + 0 i + 4 j + 477 k] ^ 9 = [193091832123129230825288 + -12964388823938412760320 i + 97179558587436044053924 j + 1288099397074699324908477 k]
BICP | Distance=477 | [8 + 0 i + 50 j + 477 k] ^ 9 = [135646813653886227944648 + -149813696520873773366400 i + 1093372744456646714914850 j + 802049877801540367758477 k]
BICP | Distance=477 | [8 + 477 i + 1 j + 7 k] ^ 9 = [188510485866950711878928 + 1256150040171683022327477 i + 46364672500532371543801 j + 163983287606979395638207 k]
BICP | Distance=477 | [8 + 1 i + 477 j + 7 k] ^ 9 = [188510485866950711878928 + 46364672500532371543801 i + 1256150040171683022327477 j + 163983287606979395638207 k]
BICP | Distance=477 | [8 + 477 i + 1 j + 15 k] ^ 9 = [181169542910839400168528 + 1221283242289438895151477 i + 71386683918117182115001 j + 352523385553671276022215 k]
BICP | Distance=477 | [8 + 1 i + 477 j + 15 k] ^ 9 = [181169542910839400168528 + 71386683918117182115001 i + 1221283242289438895151477 j + 352523385553671276022215 k]
BICP | Distance=477 | [8 + 2 i + 0 j + 477 k] ^ 9 = [193377129090598482214088 + 48613622943470617396082 i + -6484586034033339338880 j + 1290540230743350739950477 k]
BICP | Distance=477 | [8 + 2 i + 4 j + 477 k] ^ 9 = [196250263257388324750088 + 35558654468575706910962 i + 90656863446079663645924 j + 1287667096576560897414477 k]
BICP | Distance=477 | [8 + 4 i + 0 j + 477 k] ^ 9 = [193091832123129230825288 + 97179558587436044053924 i + -12964388823938412760320 j + 1288099397074699324908477 k]
BICP | Distance=477 | [8 + 4 i + 2 j + 477 k] ^ 9 = [196250263257388324750088 + 90656863446079663645924 i + 35558654468575706910962 j + 1287667096576560897414477 k]
BICP | Distance=477 | [8 + 477 i + 4 j + 36 k] ^ 9 = [106876110455956765168328 + 1019534393634540860916477 i + 192508607711479240336804 j + 806195697836771062922436 k]
BICP | Distance=477 | [8 + 4 i + 477 j + 36 k] ^ 9 = [106876110455956765168328 + 192508607711479240336804 i + 1019534393634540860916477 j + 806195697836771062922436 k]
BICP | Distance=477 | [477 + 8 i + 5 j + 9 k] ^ 9 = [1278845132070593567763477 + 175657619053038857440928 i + 91653719201527927586765 j + 231688342155739776646689 k]
BICP | Distance=477 | [8 + 6 i + 6 j + 477 k] ^ 9 = [206379951358545131804648 + 125636945087100567229686 i + 125636945087100567229686 j + 1278446335076152557648477 k]
BICP | Distance=477 | [8 + 6 i + 10 j + 477 k] ^ 9 = [214560811189271229797288 + 111645152152626578853366 i + 221789099564001035667610 j + 1266630418008557325936477 k]
BICP | Distance=477 | [8 + 477 i + 6 j + 14 k] ^ 9 = [155050293576581154466088 + 1237253139971079394068477 i + 185423191785195019811766 j + 314765032921129081522814 k]
BICP | Distance=477 | [8 + 6 i + 477 j + 14 k] ^ 9 = [155050293576581154466088 + 185423191785195019811766 i + 1237253139971079394068477 j + 314765032921129081522814 k]
BICP | Distance=477 | [477 + 8 i + 6 j + 20 k] ^ 9 = [1344624026676411157254477 + 152309183164673525702408 i + 85311779695288383268566 j + 504449821941136382613620 k]
BICP | Distance=477 | [477 + 8 i + 7 j + 1 k] ^ 9 = [1256150040171683022327477 + 188510485866950711878928 i + 163983287606979395638207 j + 46364672500532371543801 k]
BICP | Distance=477 | [8 + 477 i + 7 j + 9 k] ^ 9 = [166385871460804152171728 + 1261968764873868476847477 i + 195306217134936398780047 j + 193487045114549081959569 k]
BICP | Distance=477 | [8 + 7 i + 477 j + 9 k] ^ 9 = [166385871460804152171728 + 195306217134936398780047 i + 1261968764873868476847477 j + 193487045114549081959569 k]
BICP | Distance=477 | [477 + 8 i + 7 j + 77 k] ^ 9 = [2582045031247664864307477 + 83585404063505584751408 i + 3729428392382858607967 j + 2333106814074438458057477 k]
BICP | Distance=477 | [477 + 8 i + 8 j + 48 k] ^ 9 = [1748791261006144857684477 + 81531897626994412073288 i + 81531897626994412073288 j + 1281146660826893472393648 k]
BICP | Distance=477 | [8 + 477 i + 9 j + 5 k] ^ 9 = [175657619053038857440928 + 1278845132070593567763477 i + 231688342155739776646689 j + 91653719201527927586765 k]
BICP | Distance=477 | [8 + 9 i + 477 j + 5 k] ^ 9 = [175657619053038857440928 + 231688342155739776646689 i + 1278845132070593567763477 j + 91653719201527927586765 k]
BICP | Distance=477 | [477 + 8 i + 9 j + 7 k] ^ 9 = [1261968764873868476847477 + 166385871460804152171728 i + 193487045114549081959569 j + 195306217134936398780047 k]
BICP | Distance=477 | [8 + 477 i + 9 j + 11 k] ^ 9 = [151736964080317854449648 + 1261994914436801667795477 i + 248538559789531676614689 j + 235740863931828784303811 k]
BICP | Distance=477 | [8 + 9 i + 477 j + 11 k] ^ 9 = [151736964080317854449648 + 248538559789531676614689 i + 1261994914436801667795477 j + 235740863931828784303811 k]
BICP | Distance=477 | [8 + 10 i + 6 j + 477 k] ^ 9 = [214560811189271229797288 + 221789099564001035667610 i + 111645152152626578853366 j + 1266630418008557325936477 k]
BICP | Distance=477 | [8 + 10 i + 42 j + 477 k] ^ 9 = [311457869716740597158888 + 63016345831601309082010 i + 909136805076478604730042 j + 944204586046878021840477 k]
BICP | Distance=477 | [477 + 8 i + 11 j + 9 k] ^ 9 = [1261994914436801667795477 + 151736964080317854449648 i + 235740863931828784303811 j + 248538559789531676614689 k]
BICP | Distance=477 | [8 + 12 i + 436 j + 477 k] ^ 9 = [897645040624964715314888 + 3827035522487476527756012 i + 7291997016441518121780436 j + 17893832980170254577444477 k]
BICP | Distance=477 | [8 + 13 i + 39 j + 477 k] ^ 9 = [350002014674829434195888 + 137447692982317633726213 i + 834705457925762280085839 j + 982748731004966858877477 k]
BICP | Distance=477 | [477 + 8 i + 14 j + 6 k] ^ 9 = [1237253139971079394068477 + 155050293576581154466088 i + 314765032921129081522814 j + 185423191785195019811766 k]
BICP | Distance=477 | [8 + 14 i + 38 j + 477 k] ^ 9 = [361153170514827126422888 + 162963830701263493815614 i + 809189320206816419996438 j + 993899886844964551104477 k]
BICP | Distance=477 | [477 + 8 i + 15 j + 1 k] ^ 9 = [1221283242289438895151477 + 181169542910839400168528 i + 352523385553671276022215 j + 71386683918117182115001 k]
BICP | Distance=477 | [8 + 17 i + 35 j + 477 k] ^ 9 = [389403379589481215819888 + 241276686097344638419817 i + 730876464810735275392235 j + 1022150095919618640501477 k]
BICP | Distance=477 | [8 + 477 i + 20 j + 6 k] ^ 9 = [152309183164673525702408 + 1344624026676411157254477 i + 504449821941136382613620 j + 85311779695288383268566 k]
BICP | Distance=477 | [8 + 20 i + 477 j + 6 k] ^ 9 = [152309183164673525702408 + 504449821941136382613620 i + 1344624026676411157254477 j + 85311779695288383268566 k]
BICP | Distance=477 | [8 + 477 i + 20 j + 432 k] ^ 9 = [4003633216965095900339528 + 17604755448607815513084477 i + 4010780941522755631149620 j + 5595924070418174405136432 k]
BICP | Distance=477 | [8 + 20 i + 477 j + 432 k] ^ 9 = [4003633216965095900339528 + 4010780941522755631149620 i + 17604755448607815513084477 j + 5595924070418174405136432 k]
BICP | Distance=477 | [8 + 25 i + 25 j + 477 k] ^ 9 = [409211611143521774819648 + 471779523967886470774225 i + 471779523967886470774225 j + 1075614675291175914633477 k]
BICP | Distance=477 | [8 + 25 i + 75 j + 477 k] ^ 9 = [679688543398433814209648 + 14919044450631870907825 i + 1258105485428152359189075 j + 258008148056992781493477 k]
BICP | Distance=477 | [477 + 8 i + 32 j + 6 k] ^ 2 = [226477 + 7248 i + 30432 j + 6236 k]
BICP | Distance=477 | [8 + 35 i + 17 j + 477 k] ^ 9 = [389403379589481215819888 + 730876464810735275392235 i + 241276686097344638419817 j + 1022150095919618640501477 k]
BICP | Distance=477 | [477 + 8 i + 36 j + 4 k] ^ 9 = [1019534393634540860916477 + 106876110455956765168328 i + 806195697836771062922436 j + 192508607711479240336804 k]
BICP | Distance=477 | [8 + 38 i + 14 j + 477 k] ^ 9 = [361153170514827126422888 + 809189320206816419996438 i + 162963830701263493815614 j + 993899886844964551104477 k]
BICP | Distance=477 | [8 + 39 i + 13 j + 477 k] ^ 9 = [350002014674829434195888 + 834705457925762280085839 i + 137447692982317633726213 j + 982748731004966858877477 k]
BICP | Distance=477 | [8 + 42 i + 10 j + 477 k] ^ 9 = [311457869716740597158888 + 909136805076478604730042 i + 63016345831601309082010 j + 944204586046878021840477 k]
BICP | Distance=477 | [8 + 477 i + 48 j + 8 k] ^ 9 = [81531897626994412073288 + 1748791261006144857684477 i + 1281146660826893472393648 j + 81531897626994412073288 k]
BICP | Distance=477 | [8 + 48 i + 477 j + 8 k] ^ 9 = [81531897626994412073288 + 1281146660826893472393648 i + 1748791261006144857684477 j + 81531897626994412073288 k]
BICP | Distance=477 | [8 + 50 i + 0 j + 477 k] ^ 9 = [135646813653886227944648 + 1093372744456646714914850 i + -149813696520873773366400 j + 802049877801540367758477 k]
BICP | Distance=477 | [8 + 50 i + 50 j + 477 k] ^ 9 = [953253340888069361084648 + 636512264939392115048450 i + 636512264939392115048450 j + 531572945546628328368477 k]
BICP | Distance=477 | [8 + 75 i + 25 j + 477 k] ^ 9 = [679688543398433814209648 + 1258105485428152359189075 i + 14919044450631870907825 j + 258008148056992781493477 k]
BICP | Distance=477 | [8 + 75 i + 475 j + 477 k] ^ 9 = [5723662756799640975419648 + 27444848134934706145391475 i + 26274611871391307551641475 j + 9570731321044206714033477 k]
BICP | Distance=477 | [8 + 477 i + 77 j + 7 k] ^ 9 = [83585404063505584751408 + 2582045031247664864307477 i + 2333106814074438458057477 j + 3729428392382858607967 k]
BICP | Distance=477 | [8 + 77 i + 477 j + 7 k] ^ 9 = [83585404063505584751408 + 2333106814074438458057477 i + 2582045031247664864307477 j + 3729428392382858607967 k]
BICP | Distance=477 | [8 + 113 i + 439 j + 477 k] ^ 9 = [770277634279157632607888 + 30650078888311169087139113 i + 24152802796496692566021439 j + 3807698724814722401841477 k]
BICP | Distance=477 | [477 + 8 i + 432 j + 20 k] ^ 9 = [17604755448607815513084477 + 4003633216965095900339528 i + 5595924070418174405136432 j + 4010780941522755631149620 k]
BICP | Distance=477 | [8 + 436 i + 12 j + 477 k] ^ 9 = [897645040624964715314888 + 7291997016441518121780436 i + 3827035522487476527756012 j + 17893832980170254577444477 k]
BICP | Distance=477 | [8 + 439 i + 113 j + 477 k] ^ 9 = [770277634279157632607888 + 24152802796496692566021439 i + 30650078888311169087139113 j + 3807698724814722401841477 k]
BICP | Distance=477 | [8 + 475 i + 75 j + 477 k] ^ 9 = [5723662756799640975419648 + 26274611871391307551641475 i + 27444848134934706145391475 j + 9570731321044206714033477 k]
BICP | Distance=477 | [477 + 9 i + 1 j + 6 k] ^ 9 = [1269382732523211939705477 + 214887166968076768105569 i + 2172924250238737456921 j + 147121419898962019984446 k]
BICP | Distance=477 | [9 + 1 i + 440 j + 477 k] ^ 9 = [2323967459044771854225729 + 1080124722430885159693321 i + 8231143210308846509883440 j + 18656431928609113095831477 k]
BICP | Distance=477 | [9 + 4 i + 5 j + 477 k] ^ 9 = [224852584711559476012929 + 78874674375864581066524 i + 106884828729834953040365 j + 1287524979098909217855477 k]
BICP | Distance=477 | [9 + 5 i + 4 j + 477 k] ^ 9 = [224852584711559476012929 + 106884828729834953040365 i + 78874674375864581066524 j + 1287524979098909217855477 k]
BICP | Distance=477 | [9 + 5 i + 8 j + 477 k] ^ 9 = [231688342155739776646689 + 91653719201527927586765 i + 175657619053038857440928 j + 1278845132070593567763477 k]
BICP | Distance=477 | [9 + 477 i + 6 j + 1 k] ^ 9 = [214887166968076768105569 + 1269382732523211939705477 i + 147121419898962019984446 j + 2172924250238737456921 k]
BICP | Distance=477 | [9 + 6 i + 477 j + 1 k] ^ 9 = [214887166968076768105569 + 147121419898962019984446 i + 1269382732523211939705477 j + 2172924250238737456921 k]
BICP | Distance=477 | [9 + 477 i + 7 j + 8 k] ^ 9 = [193487045114549081959569 + 1261968764873868476847477 i + 195306217134936398780047 j + 166385871460804152171728 k]
BICP | Distance=477 | [9 + 7 i + 477 j + 8 k] ^ 9 = [193487045114549081959569 + 195306217134936398780047 i + 1261968764873868476847477 j + 166385871460804152171728 k]
BICP | Distance=477 | [9 + 477 i + 7 j + 10 k] ^ 9 = [186938267804728942313169 + 1255470449442491961099477 i + 201804532566312914528047 j + 214039441458473872101010 k]
BICP | Distance=477 | [9 + 7 i + 477 j + 10 k] ^ 9 = [186938267804728942313169 + 201804532566312914528047 i + 1255470449442491961099477 j + 214039441458473872101010 k]
BICP | Distance=477 | [9 + 8 i + 5 j + 477 k] ^ 9 = [231688342155739776646689 + 175657619053038857440928 i + 91653719201527927586765 j + 1278845132070593567763477 k]
BICP | Distance=477 | [477 + 9 i + 8 j + 7 k] ^ 9 = [1261968764873868476847477 + 193487045114549081959569 i + 166385871460804152171728 j + 195306217134936398780047 k]
BICP | Distance=477 | [9 + 8 i + 11 j + 477 k] ^ 9 = [248538559789531676614689 + 151736964080317854449648 i + 235740863931828784303811 j + 1261994914436801667795477 k]
BICP | Distance=477 | [477 + 9 i + 9 j + 30 k] ^ 9 = [1442288168161746843465477 + 127156443914981238044769 i + 127156443914981238044769 j + 771171606873630525492630 k]
BICP | Distance=477 | [477 + 9 i + 9 j + 48 k] ^ 9 = [1745554033810957224465477 + 91404438218794043698689 i + 91404438218794043698689 j + 1284383888022081105612648 k]
BICP | Distance=477 | [477 + 9 i + 9 j + 80 k] ^ 9 = [2693765501282162159793477 + 49025450228221449536769 i + 49025450228221449536769 j + 2466793604660435036595080 k]
BICP | Distance=477 | [477 + 9 i + 9 j + 330 k] ^ 9 = [72582490119973040840133477 + 15245132674644896769 i + 15245132674644896769 j + 72582474469956050529507330 k]
BICP | Distance=477 | [477 + 9 i + 10 j + 7 k] ^ 9 = [1255470449442491961099477 + 186938267804728942313169 i + 214039441458473872101010 j + 201804532566312914528047 k]
BICP | Distance=477 | [9 + 11 i + 8 j + 477 k] ^ 9 = [248538559789531676614689 + 235740863931828784303811 i + 151736964080317854449648 j + 1261994914436801667795477 k]
BICP | Distance=477 | [9 + 477 i + 30 j + 9 k] ^ 9 = [127156443914981238044769 + 1442288168161746843465477 i + 771171606873630525492630 j + 127156443914981238044769 k]
BICP | Distance=477 | [9 + 30 i + 477 j + 9 k] ^ 9 = [127156443914981238044769 + 771171606873630525492630 i + 1442288168161746843465477 j + 127156443914981238044769 k]
BICP | Distance=477 | [9 + 36 i + 43 j + 477 k] ^ 9 = [710508542073895856886849 + 511900928641591016567436 i + 707600218641601288704643 j + 790811042373419977431477 k]
BICP | Distance=477 | [9 + 43 i + 36 j + 477 k] ^ 9 = [710508542073895856886849 + 707600218641601288704643 i + 511900928641591016567436 j + 790811042373419977431477 k]
BICP | Distance=477 | [9 + 477 i + 48 j + 9 k] ^ 9 = [91404438218794043698689 + 1745554033810957224465477 i + 1284383888022081105612648 j + 91404438218794043698689 k]
BICP | Distance=477 | [9 + 48 i + 477 j + 9 k] ^ 9 = [91404438218794043698689 + 1284383888022081105612648 i + 1745554033810957224465477 j + 91404438218794043698689 k]
BICP | Distance=477 | [9 + 477 i + 80 j + 9 k] ^ 9 = [49025450228221449536769 + 2693765501282162159793477 i + 2466793604660435036595080 j + 49025450228221449536769 k]
BICP | Distance=477 | [9 + 80 i + 477 j + 9 k] ^ 9 = [49025450228221449536769 + 2466793604660435036595080 i + 2693765501282162159793477 j + 49025450228221449536769 k]
BICP | Distance=477 | [9 + 477 i + 330 j + 9 k] ^ 9 = [15245132674644896769 + 72582490119973040840133477 i + 72582474469956050529507330 j + 15245132674644896769 k]
BICP | Distance=477 | [9 + 330 i + 477 j + 9 k] ^ 9 = [15245132674644896769 + 72582474469956050529507330 i + 72582490119973040840133477 j + 15245132674644896769 k]
BICP | Distance=477 | [9 + 440 i + 1 j + 477 k] ^ 9 = [2323967459044771854225729 + 8231143210308846509883440 i + 1080124722430885159693321 j + 18656431928609113095831477 k]
BICP | Distance=477 | [10 + 477 i + 4 j + 64 k] ^ 9 = [34782750742082845230010 + 504534632673182151174477 i + 275673300351194119574884 j + 1266567364629934330104064 k]
BICP | Distance=477 | [10 + 4 i + 477 j + 64 k] ^ 9 = [34782750742082845230010 + 275673300351194119574884 i + 504534632673182151174477 j + 1266567364629934330104064 k]
BICP | Distance=477 | [477 + 10 i + 6 j + 6 k] ^ 9 = [1260316581109059781062477 + 225787209984204731658010 i + 119225425375299363976566 j + 166771628753783220577206 k]
BICP | Distance=477 | [10 + 477 i + 6 j + 6 k] ^ 9 = [225787209984204731658010 + 1260316581109059781062477 i + 166771628753783220577206 j + 119225425375299363976566 k]
BICP | Distance=477 | [10 + 6 i + 477 j + 6 k] ^ 9 = [225787209984204731658010 + 166771628753783220577206 i + 1260316581109059781062477 j + 119225425375299363976566 k]
BICP | Distance=477 | [477 + 10 i + 6 j + 8 k] ^ 9 = [1266630418008557325936477 + 221789099564001035667610 i + 111645152152626578853366 j + 214560811189271229797288 k]
BICP | Distance=477 | [10 + 477 i + 6 j + 432 k] ^ 9 = [3046396794534815533218010 + 17624675180427148337220477 i + 447567223823775810197046 j + 6329104248532183039476432 k]
BICP | Distance=477 | [10 + 6 i + 477 j + 432 k] ^ 9 = [3046396794534815533218010 + 447567223823775810197046 i + 17624675180427148337220477 j + 6329104248532183039476432 k]
BICP | Distance=477 | [10 + 477 i + 7 j + 9 k] ^ 9 = [214039441458473872101010 + 1255470449442491961099477 i + 201804532566312914528047 j + 186938267804728942313169 k]
BICP | Distance=477 | [10 + 7 i + 477 j + 9 k] ^ 9 = [214039441458473872101010 + 201804532566312914528047 i + 1255470449442491961099477 j + 186938267804728942313169 k]
BICP | Distance=477 | [10 + 477 i + 8 j + 6 k] ^ 9 = [221789099564001035667610 + 1266630418008557325936477 i + 214560811189271229797288 j + 111645152152626578853366 k]
BICP | Distance=477 | [10 + 8 i + 477 j + 6 k] ^ 9 = [221789099564001035667610 + 214560811189271229797288 i + 1266630418008557325936477 j + 111645152152626578853366 k]
BICP | Distance=477 | [10 + 477 i + 8 j + 42 k] ^ 9 = [63016345831601309082010 + 944204586046878021840477 i + 311457869716740597158888 j + 909136805076478604730042 k]
BICP | Distance=477 | [10 + 8 i + 477 j + 42 k] ^ 9 = [63016345831601309082010 + 311457869716740597158888 i + 944204586046878021840477 j + 909136805076478604730042 k]
BICP | Distance=477 | [477 + 10 i + 9 j + 7 k] ^ 9 = [1255470449442491961099477 + 214039441458473872101010 i + 186938267804728942313169 j + 201804532566312914528047 k]
BICP | Distance=477 | [477 + 10 i + 42 j + 8 k] ^ 9 = [944204586046878021840477 + 63016345831601309082010 i + 909136805076478604730042 j + 311457869716740597158888 k]
BICP | Distance=477 | [477 + 10 i + 64 j + 4 k] ^ 9 = [504534632673182151174477 + 34782750742082845230010 i + 1266567364629934330104064 j + 275673300351194119574884 k]
BICP | Distance=477 | [477 + 10 i + 432 j + 6 k] ^ 9 = [17624675180427148337220477 + 3046396794534815533218010 i + 6329104248532183039476432 j + 447567223823775810197046 k]
BICP | Distance=477 | [11 + 477 i + 3 j + 36 k] ^ 9 = [181184680537537180183811 + 1008349808396932367955477 i + 213417121125735319544523 j + 799231107986111877449436 k]
BICP | Distance=477 | [11 + 3 i + 477 j + 36 k] ^ 9 = [181184680537537180183811 + 213417121125735319544523 i + 1008349808396932367955477 j + 799231107986111877449436 k]
BICP | Distance=477 | [477 + 11 i + 8 j + 9 k] ^ 9 = [1261994914436801667795477 + 235740863931828784303811 i + 151736964080317854449648 j + 248538559789531676614689 k]
BICP | Distance=477 | [11 + 477 i + 9 j + 8 k] ^ 9 = [235740863931828784303811 + 1261994914436801667795477 i + 248538559789531676614689 j + 151736964080317854449648 k]
BICP | Distance=477 | [11 + 9 i + 477 j + 8 k] ^ 9 = [235740863931828784303811 + 248538559789531676614689 i + 1261994914436801667795477 j + 151736964080317854449648 k]
BICP | Distance=477 | [11 + 477 i + 14 j + 23 k] ^ 9 = [125578433067901761733811 + 1207243603148332553805477 i + 415735046281888138344614 j + 488363962330080418686623 k]
BICP | Distance=477 | [11 + 14 i + 477 j + 23 k] ^ 9 = [125578433067901761733811 + 415735046281888138344614 i + 1207243603148332553805477 j + 488363962330080418686623 k]
BICP | Distance=477 | [11 + 477 i + 14 j + 423 k] ^ 9 = [3961230666201917922133811 + 16475651721355591996605477 i + 1782461149441278836127014 j + 3961639376143826643333423 k]
BICP | Distance=477 | [11 + 14 i + 477 j + 423 k] ^ 9 = [3961230666201917922133811 + 1782461149441278836127014 i + 16475651721355591996605477 j + 3961639376143826643333423 k]
BICP | Distance=477 | [477 + 11 i + 23 j + 14 k] ^ 9 = [1207243603148332553805477 + 125578433067901761733811 i + 488363962330080418686623 j + 415735046281888138344614 k]
BICP | Distance=477 | [477 + 11 i + 36 j + 3 k] ^ 9 = [1008349808396932367955477 + 181184680537537180183811 i + 799231107986111877449436 j + 213417121125735319544523 k]
BICP | Distance=477 | [11 + 477 i + 39 j + 448 k] ^ 9 = [6383790237225421131223811 + 19290662037047678282235477 i + 10236323245433277314293839 j + 7596111278441631644367448 k]
BICP | Distance=477 | [11 + 39 i + 477 j + 448 k] ^ 9 = [6383790237225421131223811 + 10236323245433277314293839 i + 19290662037047678282235477 j + 7596111278441631644367448 k]
BICP | Distance=477 | [11 + 477 i + 64 j + 473 k] ^ 9 = [6702073399710572388073811 + 23906632781641558622685477 i + 22634622164149041860970664 j + 10338979980077579070471473 k]
BICP | Distance=477 | [11 + 64 i + 477 j + 473 k] ^ 9 = [6702073399710572388073811 + 22634622164149041860970664 i + 23906632781641558622685477 j + 10338979980077579070471473 k]
BICP | Distance=477 | [477 + 11 i + 423 j + 14 k] ^ 9 = [16475651721355591996605477 + 3961230666201917922133811 i + 3961639376143826643333423 j + 1782461149441278836127014 k]
BICP | Distance=477 | [477 + 11 i + 448 j + 39 k] ^ 9 = [19290662037047678282235477 + 6383790237225421131223811 i + 7596111278441631644367448 j + 10236323245433277314293839 k]
BICP | Distance=477 | [477 + 11 i + 473 j + 64 k] ^ 9 = [23906632781641558622685477 + 6702073399710572388073811 i + 10338979980077579070471473 j + 22634622164149041860970664 k]
BICP | Distance=477 | [12 + 477 i + 4 j + 14 k] ^ 9 = [259127618465838231592812 + 1217430914605462360206477 i + 159890541301743473189284 j + 310693569605336933638814 k]
BICP | Distance=477 | [12 + 4 i + 477 j + 14 k] ^ 9 = [259127618465838231592812 + 159890541301743473189284 i + 1217430914605462360206477 j + 310693569605336933638814 k]
BICP | Distance=477 | [12 + 477 i + 8 j + 436 k] ^ 9 = [3827035522487476527756012 + 17893832980170254577444477 i + 897645040624964715314888 j + 7291997016441518121780436 k]
BICP | Distance=477 | [12 + 8 i + 477 j + 436 k] ^ 9 = [3827035522487476527756012 + 897645040624964715314888 i + 17893832980170254577444477 j + 7291997016441518121780436 k]
BICP | Distance=477 | [477 + 12 i + 14 j + 4 k] ^ 9 = [1217430914605462360206477 + 259127618465838231592812 i + 310693569605336933638814 j + 159890541301743473189284 k]
BICP | Distance=477 | [477 + 12 i + 436 j + 8 k] ^ 9 = [17893832980170254577444477 + 3827035522487476527756012 i + 7291997016441518121780436 j + 897645040624964715314888 k]
BICP | Distance=477 | [13 + 477 i + 8 j + 39 k] ^ 9 = [137447692982317633726213 + 982748731004966858877477 i + 350002014674829434195888 j + 834705457925762280085839 k]
BICP | Distance=477 | [13 + 8 i + 477 j + 39 k] ^ 9 = [137447692982317633726213 + 350002014674829434195888 i + 982748731004966858877477 j + 834705457925762280085839 k]
BICP | Distance=477 | [477 + 13 i + 39 j + 8 k] ^ 9 = [982748731004966858877477 + 137447692982317633726213 i + 834705457925762280085839 j + 350002014674829434195888 k]
BICP | Distance=477 | [14 + 477 i + 1 j + 33 k] ^ 9 = [277827965733762120535814 + 1029068417434945231827477 i + 199963129751005755848281 j + 737007664812400297792233 k]
BICP | Distance=477 | [14 + 1 i + 477 j + 33 k] ^ 9 = [277827965733762120535814 + 199963129751005755848281 i + 1029068417434945231827477 j + 737007664812400297792233 k]
BICP | Distance=477 | [14 + 477 i + 1 j + 83 k] ^ 9 = [45191144294009621509814 + 19956836218125772059477 i + 375817102356870877059481 j + 1418713605117528027135083 k]
BICP | Distance=477 | [14 + 1 i + 477 j + 83 k] ^ 9 = [45191144294009621509814 + 375817102356870877059481 i + 19956836218125772059477 j + 1418713605117528027135083 k]
BICP | Distance=477 | [477 + 14 i + 2 j + 4 k] ^ 9 = [1241915857744157492712477 + 332295438081477729730814 i + 24645722955252932426642 j + 105450342356137583283844 k]
BICP | Distance=477 | [477 + 14 i + 3 j + 3 k] ^ 9 = [1239614391512025233235477 + 331402762853447545500614 i + 53794238497273662535323 j + 87465361006583800522443 k]
BICP | Distance=477 | [14 + 477 i + 3 j + 3 k] ^ 9 = [331402762853447545500614 + 1239614391512025233235477 i + 87465361006583800522443 j + 53794238497273662535323 k]
BICP | Distance=477 | [14 + 3 i + 477 j + 3 k] ^ 9 = [331402762853447545500614 + 87465361006583800522443 i + 1239614391512025233235477 j + 53794238497273662535323 k]
BICP | Distance=477 | [14 + 477 i + 4 j + 2 k] ^ 9 = [332295438081477729730814 + 1241915857744157492712477 i + 105450342356137583283844 j + 24645722955252932426642 k]
BICP | Distance=477 | [14 + 4 i + 477 j + 2 k] ^ 9 = [332295438081477729730814 + 105450342356137583283844 i + 1241915857744157492712477 j + 24645722955252932426642 k]
BICP | Distance=477 | [14 + 477 i + 4 j + 12 k] ^ 9 = [310693569605336933638814 + 1217430914605462360206477 i + 159890541301743473189284 j + 259127618465838231592812 k]
BICP | Distance=477 | [14 + 4 i + 477 j + 12 k] ^ 9 = [310693569605336933638814 + 159890541301743473189284 i + 1217430914605462360206477 j + 259127618465838231592812 k]
BICP | Distance=477 | [14 + 477 i + 4 j + 60 k] ^ 9 = [107506458728789411475614 + 583854794367656830542477 i + 354993462045668798942884 j + 1193843656643227763858460 k]
BICP | Distance=477 | [14 + 4 i + 477 j + 60 k] ^ 9 = [107506458728789411475614 + 354993462045668798942884 i + 583854794367656830542477 j + 1193843656643227763858460 k]
BICP | Distance=477 | [14 + 477 i + 4 j + 62 k] ^ 9 = [96112460916805411282814 + 541336983256109890248477 i + 359865414689069644332484 j + 1220562145893142663311662 k]
BICP | Distance=477 | [14 + 4 i + 477 j + 62 k] ^ 9 = [96112460916805411282814 + 359865414689069644332484 i + 541336983256109890248477 j + 1220562145893142663311662 k]
BICP | Distance=477 | [14 + 477 i + 4 j + 462 k] ^ 9 = [4884164808435171653074814 + 19706891491441864624104477 i + 759431986702771462438084 j + 15173320239320493606342462 k]
BICP | Distance=477 | [14 + 4 i + 477 j + 462 k] ^ 9 = [4884164808435171653074814 + 759431986702771462438084 i + 19706891491441864624104477 j + 15173320239320493606342462 k]
BICP | Distance=477 | [14 + 477 i + 6 j + 8 k] ^ 9 = [314765032921129081522814 + 1237253139971079394068477 i + 185423191785195019811766 j + 155050293576581154466088 k]
BICP | Distance=477 | [14 + 6 i + 477 j + 8 k] ^ 9 = [314765032921129081522814 + 185423191785195019811766 i + 1237253139971079394068477 j + 155050293576581154466088 k]
BICP | Distance=477 | [477 + 14 i + 7 j + 19 k] ^ 9 = [1312002633364041702351477 + 294555492744886788403814 i + 64206606569298588577567 j + 491895670185028521517819 k]
BICP | Distance=477 | [477 + 14 i + 8 j + 6 k] ^ 9 = [1237253139971079394068477 + 314765032921129081522814 i + 155050293576581154466088 j + 185423191785195019811766 k]
BICP | Distance=477 | [14 + 477 i + 8 j + 38 k] ^ 9 = [162963830701263493815614 + 993899886844964551104477 i + 361153170514827126422888 j + 809189320206816419996438 k]
BICP | Distance=477 | [14 + 8 i + 477 j + 38 k] ^ 9 = [162963830701263493815614 + 361153170514827126422888 i + 993899886844964551104477 j + 809189320206816419996438 k]
BICP | Distance=477 | [14 + 11 i + 23 j + 477 k] ^ 9 = [415735046281888138344614 + 125578433067901761733811 i + 488363962330080418686623 j + 1207243603148332553805477 k]
BICP | Distance=477 | [14 + 11 i + 423 j + 477 k] ^ 9 = [1782461149441278836127014 + 3961230666201917922133811 i + 3961639376143826643333423 j + 16475651721355591996605477 k]
BICP | Distance=477 | [477 + 14 i + 12 j + 4 k] ^ 9 = [1217430914605462360206477 + 310693569605336933638814 i + 259127618465838231592812 j + 159890541301743473189284 k]
BICP | Distance=477 | [14 + 477 i + 19 j + 7 k] ^ 9 = [294555492744886788403814 + 1312002633364041702351477 i + 491895670185028521517819 j + 64206606569298588577567 k]
BICP | Distance=477 | [14 + 19 i + 477 j + 7 k] ^ 9 = [294555492744886788403814 + 491895670185028521517819 i + 1312002633364041702351477 j + 64206606569298588577567 k]
BICP | Distance=477 | [14 + 23 i + 11 j + 477 k] ^ 9 = [415735046281888138344614 + 488363962330080418686623 i + 125578433067901761733811 j + 1207243603148332553805477 k]
BICP | Distance=477 | [477 + 14 i + 33 j + 1 k] ^ 9 = [1029068417434945231827477 + 277827965733762120535814 i + 737007664812400297792233 j + 199963129751005755848281 k]
BICP | Distance=477 | [477 + 14 i + 38 j + 8 k] ^ 9 = [993899886844964551104477 + 162963830701263493815614 i + 809189320206816419996438 j + 361153170514827126422888 k]
BICP | Distance=477 | [477 + 14 i + 60 j + 4 k] ^ 9 = [583854794367656830542477 + 107506458728789411475614 i + 1193843656643227763858460 j + 354993462045668798942884 k]
BICP | Distance=477 | [477 + 14 i + 62 j + 4 k] ^ 9 = [541336983256109890248477 + 96112460916805411282814 i + 1220562145893142663311662 j + 359865414689069644332484 k]
BICP | Distance=477 | [477 + 14 i + 83 j + 1 k] ^ 9 = [19956836218125772059477 + 45191144294009621509814 i + 1418713605117528027135083 j + 375817102356870877059481 k]
BICP | Distance=477 | [14 + 423 i + 11 j + 477 k] ^ 9 = [1782461149441278836127014 + 3961639376143826643333423 i + 3961230666201917922133811 j + 16475651721355591996605477 k]
BICP | Distance=477 | [477 + 14 i + 462 j + 4 k] ^ 9 = [19706891491441864624104477 + 4884164808435171653074814 i + 15173320239320493606342462 j + 759431986702771462438084 k]
BICP | Distance=477 | [15 + 477 i + 1 j + 8 k] ^ 9 = [352523385553671276022215 + 1221283242289438895151477 i + 71386683918117182115001 j + 181169542910839400168528 k]
BICP | Distance=477 | [15 + 1 i + 477 j + 8 k] ^ 9 = [352523385553671276022215 + 71386683918117182115001 i + 1221283242289438895151477 j + 181169542910839400168528 k]
BICP | Distance=477 | [15 + 477 i + 6 j + 43 k] ^ 9 = [183133892031083003728215 + 905147263961037212157477 i + 354422976965080673102046 j + 906250160158182906565843 k]
BICP | Distance=477 | [15 + 6 i + 477 j + 43 k] ^ 9 = [183133892031083003728215 + 354422976965080673102046 i + 905147263961037212157477 j + 906250160158182906565843 k]
BICP | Distance=477 | [477 + 15 i + 8 j + 1 k] ^ 9 = [1221283242289438895151477 + 352523385553671276022215 i + 181169542910839400168528 j + 71386683918117182115001 k]
BICP | Distance=477 | [477 + 15 i + 43 j + 6 k] ^ 9 = [905147263961037212157477 + 183133892031083003728215 i + 906250160158182906565843 j + 354422976965080673102046 k]
BICP | Distance=477 | [17 + 477 i + 8 j + 35 k] ^ 9 = [241276686097344638419817 + 1022150095919618640501477 i + 389403379589481215819888 j + 730876464810735275392235 k]
BICP | Distance=477 | [17 + 8 i + 477 j + 35 k] ^ 9 = [241276686097344638419817 + 389403379589481215819888 i + 1022150095919618640501477 j + 730876464810735275392235 k]
BICP | Distance=477 | [477 + 17 i + 35 j + 8 k] ^ 9 = [1022150095919618640501477 + 241276686097344638419817 i + 730876464810735275392235 j + 389403379589481215819888 k]
BICP | Distance=477 | [477 + 18 i + 1 j + 3 k] ^ 9 = [1215075234463029318807477 + 427660845922176247031418 i + 1555828739346231366121 j + 76719558276227214905643 k]
BICP | Distance=477 | [18 + 477 i + 1 j + 5 k] ^ 9 = [425180342818702715304618 + 1209008932484474308995477 i + 59112374113152595959001 j + 108512585645807960886125 k]
BICP | Distance=477 | [18 + 1 i + 477 j + 5 k] ^ 9 = [425180342818702715304618 + 59112374113152595959001 i + 1209008932484474308995477 j + 108512585645807960886125 k]
BICP | Distance=477 | [18 + 477 i + 3 j + 1 k] ^ 9 = [427660845922176247031418 + 1215075234463029318807477 i + 76719558276227214905643 j + 1555828739346231366121 k]
BICP | Distance=477 | [18 + 3 i + 477 j + 1 k] ^ 9 = [427660845922176247031418 + 76719558276227214905643 i + 1215075234463029318807477 j + 1555828739346231366121 k]
BICP | Distance=477 | [477 + 18 i + 5 j + 1 k] ^ 9 = [1209008932484474308995477 + 425180342818702715304618 i + 108512585645807960886125 j + 59112374113152595959001 k]
BICP | Distance=477 | [477 + 18 i + 5 j + 251 k] ^ 9 = [28389073660548966913779477 + 4602281698283392826022618 i + -4601007006178212878225875 j + 28388088424552679592357251 k]
BICP | Distance=477 | [18 + 477 i + 6 j + 40 k] ^ 9 = [257119835269486623411618 + 937633959136132044948477 i + 386909672140175505893046 j + 832264216919779286882440 k]
BICP | Distance=477 | [18 + 6 i + 477 j + 40 k] ^ 9 = [257119835269486623411618 + 386909672140175505893046 i + 937633959136132044948477 j + 832264216919779286882440 k]
BICP | Distance=477 | [477 + 18 i + 40 j + 6 k] ^ 9 = [937633959136132044948477 + 257119835269486623411618 i + 832264216919779286882440 j + 386909672140175505893046 k]
BICP | Distance=477 | [18 + 477 i + 251 j + 5 k] ^ 9 = [4602281698283392826022618 + 28389073660548966913779477 i + 28388088424552679592357251 j + -4601007006178212878225875 k]
BICP | Distance=477 | [18 + 251 i + 477 j + 5 k] ^ 9 = [4602281698283392826022618 + 28388088424552679592357251 i + 28389073660548966913779477 j + -4601007006178212878225875 k]
BICP | Distance=477 | [19 + 7 i + 14 j + 477 k] ^ 9 = [491895670185028521517819 + 64206606569298588577567 i + 294555492744886788403814 j + 1312002633364041702351477 k]
BICP | Distance=477 | [19 + 14 i + 7 j + 477 k] ^ 9 = [491895670185028521517819 + 294555492744886788403814 i + 64206606569298588577567 j + 1312002633364041702351477 k]
BICP | Distance=477 | [20 + 4 i + 6 j + 477 k] ^ 9 = [497291700893297841597620 + 51732444542233873257124 i + 118729848011619015690966 j + 1351782147724249698270477 k]
BICP | Distance=477 | [20 + 6 i + 4 j + 477 k] ^ 9 = [497291700893297841597620 + 118729848011619015690966 i + 51732444542233873257124 j + 1351782147724249698270477 k]
BICP | Distance=477 | [20 + 6 i + 8 j + 477 k] ^ 9 = [504449821941136382613620 + 85311779695288383268566 i + 152309183164673525702408 j + 1344624026676411157254477 k]
BICP | Distance=477 | [20 + 8 i + 6 j + 477 k] ^ 9 = [504449821941136382613620 + 152309183164673525702408 i + 85311779695288383268566 j + 1344624026676411157254477 k]
BICP | Distance=477 | [20 + 8 i + 432 j + 477 k] ^ 9 = [4010780941522755631149620 + 4003633216965095900339528 i + 5595924070418174405136432 j + 17604755448607815513084477 k]
BICP | Distance=477 | [20 + 432 i + 8 j + 477 k] ^ 9 = [4010780941522755631149620 + 5595924070418174405136432 i + 4003633216965095900339528 j + 17604755448607815513084477 k]
BICP | Distance=477 | [22 + 477 i + 6 j + 36 k] ^ 9 = [359550865470918919887622 + 969100457694511433004477 i + 418376170698554893949046 j + 729833186718346990406436 k]
BICP | Distance=477 | [22 + 6 i + 477 j + 36 k] ^ 9 = [359550865470918919887622 + 418376170698554893949046 i + 969100457694511433004477 j + 729833186718346990406436 k]
BICP | Distance=477 | [477 + 22 i + 36 j + 6 k] ^ 9 = [969100457694511433004477 + 359550865470918919887622 i + 729833186718346990406436 j + 418376170698554893949046 k]
BICP | Distance=477 | [23 + 477 i + 2 j + 27 k] ^ 9 = [473931908055263712172223 + 1041480985570945699041477 i + 282641749353446919744602 j + 573633910738986776109027 k]
BICP | Distance=477 | [23 + 2 i + 477 j + 27 k] ^ 9 = [473931908055263712172223 + 282641749353446919744602 i + 1041480985570945699041477 j + 573633910738986776109027 k]
BICP | Distance=477 | [23 + 477 i + 2 j + 77 k] ^ 9 = [120367182036746961942623 + 154745674531069911861477 i + 592146884785739101314602 j + 1310493282456050889619877 k]
BICP | Distance=477 | [23 + 2 i + 477 j + 77 k] ^ 9 = [120367182036746961942623 + 592146884785739101314602 i + 154745674531069911861477 j + 1310493282456050889619877 k]
BICP | Distance=477 | [477 + 23 i + 11 j + 14 k] ^ 9 = [1207243603148332553805477 + 488363962330080418686623 i + 125578433067901761733811 j + 415735046281888138344614 k]
BICP | Distance=477 | [23 + 477 i + 14 j + 11 k] ^ 9 = [488363962330080418686623 + 1207243603148332553805477 i + 415735046281888138344614 j + 125578433067901761733811 k]
BICP | Distance=477 | [23 + 14 i + 477 j + 11 k] ^ 9 = [488363962330080418686623 + 415735046281888138344614 i + 1207243603148332553805477 j + 125578433067901761733811 k]
BICP | Distance=477 | [477 + 23 i + 27 j + 2 k] ^ 9 = [1041480985570945699041477 + 473931908055263712172223 i + 573633910738986776109027 j + 282641749353446919744602 k]
BICP | Distance=477 | [477 + 23 i + 77 j + 2 k] ^ 9 = [154745674531069911861477 + 120367182036746961942623 i + 1310493282456050889619877 j + 592146884785739101314602 k]
BICP | Distance=477 | [24 + 1 i + 1 j + 477 k] ^ 9 = [592908143862706306563024 + 15956921560743627292921 i + 15956921560743627292921 j + 1395655672582679202441477 k]
BICP | Distance=477 | [24 + 4 i + 4 j + 477 k] ^ 9 = [597131009766456650472024 + 63653560157167412361124 i + 63653560157167412361124 j + 1391432806678928858532477 k]
BICP | Distance=477 | [25 + 477 i + 8 j + 25 k] ^ 9 = [471779523967886470774225 + 1075614675291175914633477 i + 409211611143521774819648 j + 471779523967886470774225 k]
BICP | Distance=477 | [25 + 8 i + 477 j + 25 k] ^ 9 = [471779523967886470774225 + 409211611143521774819648 i + 1075614675291175914633477 j + 471779523967886470774225 k]
BICP | Distance=477 | [25 + 477 i + 8 j + 75 k] ^ 9 = [14919044450631870907825 + 258008148056992781493477 i + 679688543398433814209648 j + 1258105485428152359189075 k]
BICP | Distance=477 | [25 + 8 i + 477 j + 75 k] ^ 9 = [14919044450631870907825 + 679688543398433814209648 i + 258008148056992781493477 j + 1258105485428152359189075 k]
BICP | Distance=477 | [477 + 25 i + 25 j + 8 k] ^ 9 = [1075614675291175914633477 + 471779523967886470774225 i + 471779523967886470774225 j + 409211611143521774819648 k]
BICP | Distance=477 | [477 + 25 i + 75 j + 8 k] ^ 9 = [258008148056992781493477 + 14919044450631870907825 i + 1258105485428152359189075 j + 679688543398433814209648 k]
BICP | Distance=477 | [26 + 5 i + 443 j + 477 k] ^ 9 = [6712537833908128550128226 + 3669458519450724228072125 i + 7952141205073191740253443 j + 19054044192327404395593477 k]
BICP | Distance=477 | [26 + 443 i + 5 j + 477 k] ^ 9 = [6712537833908128550128226 + 7952141205073191740253443 i + 3669458519450724228072125 j + 19054044192327404395593477 k]
BICP | Distance=477 | [27 + 477 i + 2 j + 23 k] ^ 9 = [573633910738986776109027 + 1041480985570945699041477 i + 282641749353446919744602 j + 473931908055263712172223 k]
BICP | Distance=477 | [27 + 2 i + 477 j + 23 k] ^ 9 = [573633910738986776109027 + 282641749353446919744602 i + 1041480985570945699041477 j + 473931908055263712172223 k]
BICP | Distance=477 | [27 + 477 i + 2 j + 73 k] ^ 9 = [190467373877833821359427 + 231733836014083989741477 i + 669135046268753179194602 j + 1240393090614964030203073 k]
BICP | Distance=477 | [27 + 2 i + 477 j + 73 k] ^ 9 = [190467373877833821359427 + 669135046268753179194602 i + 231733836014083989741477 j + 1240393090614964030203073 k]
BICP | Distance=477 | [477 + 27 i + 23 j + 2 k] ^ 9 = [1041480985570945699041477 + 573633910738986776109027 i + 473931908055263712172223 j + 282641749353446919744602 k]
BICP | Distance=477 | [477 + 27 i + 73 j + 2 k] ^ 9 = [231733836014083989741477 + 190467373877833821359427 i + 1240393090614964030203073 j + 669135046268753179194602 k]
BICP | Distance=477 | [30 + 6 i + 6 j + 477 k] ^ 9 = [759713123545480629495630 + 85492104077323475805366 i + 85492104077323475805366 j + 1453746651489896739462477 k]
BICP | Distance=477 | [30 + 9 i + 9 j + 477 k] ^ 9 = [771171606873630525492630 + 127156443914981238044769 i + 127156443914981238044769 j + 1442288168161746843465477 k]
BICP | Distance=477 | [32 + 477 i + 6 j + 68 k] ^ 9 = [206788247230437325454432 + 361469895635567376378477 i + 788579339047653333789846 j + 1117113770829401069810468 k]
BICP | Distance=477 | [32 + 6 i + 477 j + 68 k] ^ 9 = [206788247230437325454432 + 788579339047653333789846 i + 361469895635567376378477 j + 1117113770829401069810468 k]
BICP | Distance=477 | [477 + 32 i + 8 j + 6 k] ^ 2 = [226477 + 30432 i + 7248 j + 6236 k]
BICP | Distance=477 | [477 + 32 i + 68 j + 6 k] ^ 9 = [361469895635567376378477 + 206788247230437325454432 i + 1117113770829401069810468 j + 788579339047653333789846 k]
BICP | Distance=477 | [477 + 33 i + 0 j + 3 k] ^ 9 = [1063441474708548699747477 + 761540486993927296689033 i + -38724968175056482164120 j + 62805156615691981421643 k]
BICP | Distance=477 | [33 + 477 i + 1 j + 14 k] ^ 9 = [737007664812400297792233 + 1029068417434945231827477 i + 199963129751005755848281 j + 277827965733762120535814 k]
BICP | Distance=477 | [33 + 1 i + 477 j + 14 k] ^ 9 = [737007664812400297792233 + 199963129751005755848281 i + 1029068417434945231827477 j + 277827965733762120535814 k]
BICP | Distance=477 | [33 + 477 i + 3 j + 0 k] ^ 9 = [761540486993927296689033 + 1063441474708548699747477 i + 62805156615691981421643 j + -38724968175056482164120 k]
BICP | Distance=477 | [33 + 3 i + 477 j + 0 k] ^ 9 = [761540486993927296689033 + 62805156615691981421643 i + 1063441474708548699747477 j + -38724968175056482164120 k]
BICP | Distance=477 | [477 + 33 i + 14 j + 1 k] ^ 9 = [1029068417434945231827477 + 737007664812400297792233 i + 277827965733762120535814 j + 199963129751005755848281 k]
BICP | Distance=477 | [35 + 477 i + 3 j + 6 k] ^ 9 = [792953093454416439802235 + 1034054333139742634475477 i + 143075539429545703628043 j + 82393343511819635355966 k]
BICP | Distance=477 | [35 + 3 i + 477 j + 6 k] ^ 9 = [792953093454416439802235 + 143075539429545703628043 i + 1034054333139742634475477 j + 82393343511819635355966 k]
BICP | Distance=477 | [35 + 477 i + 4 j + 39 k] ^ 9 = [599134070000195071084235 + 801805107135947838993477 i + 572943774813959807393884 j + 702216045371822104249839 k]
BICP | Distance=477 | [35 + 4 i + 477 j + 39 k] ^ 9 = [599134070000195071084235 + 572943774813959807393884 i + 801805107135947838993477 j + 702216045371822104249839 k]
BICP | Distance=477 | [477 + 35 i + 6 j + 3 k] ^ 9 = [1034054333139742634475477 + 792953093454416439802235 i + 82393343511819635355966 j + 143075539429545703628043 k]
BICP | Distance=477 | [35 + 477 i + 8 j + 17 k] ^ 9 = [730876464810735275392235 + 1022150095919618640501477 i + 389403379589481215819888 j + 241276686097344638419817 k]
BICP | Distance=477 | [35 + 8 i + 477 j + 17 k] ^ 9 = [730876464810735275392235 + 389403379589481215819888 i + 1022150095919618640501477 j + 241276686097344638419817 k]
BICP | Distance=477 | [477 + 35 i + 17 j + 8 k] ^ 9 = [1022150095919618640501477 + 730876464810735275392235 i + 241276686097344638419817 j + 389403379589481215819888 k]
BICP | Distance=477 | [477 + 35 i + 39 j + 4 k] ^ 9 = [801805107135947838993477 + 599134070000195071084235 i + 702216045371822104249839 j + 572943774813959807393884 k]
BICP | Distance=477 | [36 + 477 i + 1 j + 7 k] ^ 9 = [815101370851373013659436 + 1014360075800720145675477 i + 117957210542029758036121 j + 128085381310834773719647 k]
BICP | Distance=477 | [36 + 1 i + 477 j + 7 k] ^ 9 = [815101370851373013659436 + 117957210542029758036121 i + 1014360075800720145675477 j + 128085381310834773719647 k]
BICP | Distance=477 | [36 + 477 i + 1 j + 61 k] ^ 9 = [433145524453184260891836 + 409900049000578135071477 i + 765760315139323240071481 j + 1030759224958353387753061 k]
BICP | Distance=477 | [36 + 1 i + 477 j + 61 k] ^ 9 = [433145524453184260891836 + 765760315139323240071481 i + 409900049000578135071477 j + 1030759224958353387753061 k]
BICP | Distance=477 | [36 + 477 i + 3 j + 11 k] ^ 9 = [799231107986111877449436 + 1008349808396932367955477 i + 213417121125735319544523 j + 181184680537537180183811 k]
BICP | Distance=477 | [36 + 3 i + 477 j + 11 k] ^ 9 = [799231107986111877449436 + 213417121125735319544523 i + 1008349808396932367955477 j + 181184680537537180183811 k]
BICP | Distance=477 | [36 + 477 i + 4 j + 8 k] ^ 9 = [806195697836771062922436 + 1019534393634540860916477 i + 192508607711479240336804 j + 106876110455956765168328 k]
BICP | Distance=477 | [36 + 4 i + 477 j + 8 k] ^ 9 = [806195697836771062922436 + 192508607711479240336804 i + 1019534393634540860916477 j + 106876110455956765168328 k]
BICP | Distance=477 | [36 + 477 i + 5 j + 83 k] ^ 9 = [47566422556235653033836 + 4251806900594014059477 i + 935175812215243917063485 j + 1172063408404048180731083 k]
BICP | Distance=477 | [36 + 5 i + 477 j + 83 k] ^ 9 = [47566422556235653033836 + 935175812215243917063485 i + 4251806900594014059477 j + 1172063408404048180731083 k]
BICP | Distance=477 | [36 + 477 i + 6 j + 22 k] ^ 9 = [729833186718346990406436 + 969100457694511433004477 i + 418376170698554893949046 j + 359550865470918919887622 k]
BICP | Distance=477 | [36 + 6 i + 477 j + 22 k] ^ 9 = [729833186718346990406436 + 418376170698554893949046 i + 969100457694511433004477 j + 359550865470918919887622 k]
BICP | Distance=477 | [36 + 477 i + 6 j + 72 k] ^ 9 = [189157932277347281378436 + 257536776526413893658477 i + 892512458156806816509846 j + 1099483455876311025734472 k]
BICP | Distance=477 | [36 + 6 i + 477 j + 72 k] ^ 9 = [189157932277347281378436 + 892512458156806816509846 i + 257536776526413893658477 j + 1099483455876311025734472 k]
BICP | Distance=477 | [477 + 36 i + 7 j + 1 k] ^ 9 = [1014360075800720145675477 + 815101370851373013659436 i + 128085381310834773719647 j + 117957210542029758036121 k]
BICP | Distance=477 | [477 + 36 i + 8 j + 4 k] ^ 9 = [1019534393634540860916477 + 806195697836771062922436 i + 106876110455956765168328 j + 192508607711479240336804 k]
BICP | Distance=477 | [36 + 477 i + 9 j + 43 k] ^ 9 = [511900928641591016567436 + 790811042373419977431477 i + 710508542073895856886849 j + 707600218641601288704643 k]
BICP | Distance=477 | [36 + 9 i + 477 j + 43 k] ^ 9 = [511900928641591016567436 + 710508542073895856886849 i + 790811042373419977431477 j + 707600218641601288704643 k]
BICP | Distance=477 | [477 + 36 i + 11 j + 3 k] ^ 9 = [1008349808396932367955477 + 799231107986111877449436 i + 181184680537537180183811 j + 213417121125735319544523 k]
BICP | Distance=477 | [477 + 36 i + 22 j + 6 k] ^ 9 = [969100457694511433004477 + 729833186718346990406436 i + 359550865470918919887622 j + 418376170698554893949046 k]
BICP | Distance=477 | [477 + 36 i + 43 j + 9 k] ^ 9 = [790811042373419977431477 + 511900928641591016567436 i + 707600218641601288704643 j + 710508542073895856886849 k]
BICP | Distance=477 | [477 + 36 i + 61 j + 1 k] ^ 9 = [409900049000578135071477 + 433145524453184260891836 i + 1030759224958353387753061 j + 765760315139323240071481 k]
BICP | Distance=477 | [477 + 36 i + 72 j + 6 k] ^ 9 = [257536776526413893658477 + 189157932277347281378436 i + 1099483455876311025734472 j + 892512458156806816509846 k]
BICP | Distance=477 | [477 + 36 i + 83 j + 5 k] ^ 9 = [4251806900594014059477 + 47566422556235653033836 i + 1172063408404048180731083 j + 935175812215243917063485 k]
BICP | Distance=477 | [38 + 477 i + 8 j + 14 k] ^ 9 = [809189320206816419996438 + 993899886844964551104477 i + 361153170514827126422888 j + 162963830701263493815614 k]
BICP | Distance=477 | [38 + 8 i + 477 j + 14 k] ^ 9 = [809189320206816419996438 + 361153170514827126422888 i + 993899886844964551104477 j + 162963830701263493815614 k]
BICP | Distance=477 | [477 + 38 i + 14 j + 8 k] ^ 9 = [993899886844964551104477 + 809189320206816419996438 i + 162963830701263493815614 j + 361153170514827126422888 k]
BICP | Distance=477 | [477 + 39 i + 0 j + 1 k] ^ 9 = [978083868412285199343477 + 882713220053666979751839 i + -15044181731703236918520 j + 19682005468621442994361 k]
BICP | Distance=477 | [39 + 477 i + 1 j + 0 k] ^ 9 = [882713220053666979751839 + 978083868412285199343477 i + 19682005468621442994361 j + -15044181731703236918520 k]
BICP | Distance=477 | [39 + 1 i + 477 j + 0 k] ^ 9 = [882713220053666979751839 + 19682005468621442994361 i + 978083868412285199343477 j + -15044181731703236918520 k]
BICP | Distance=477 | [39 + 477 i + 4 j + 35 k] ^ 9 = [702216045371822104249839 + 801805107135947838993477 i + 572943774813959807393884 j + 599134070000195071084235 k]
BICP | Distance=477 | [39 + 4 i + 477 j + 35 k] ^ 9 = [702216045371822104249839 + 572943774813959807393884 i + 801805107135947838993477 j + 599134070000195071084235 k]
BICP | Distance=477 | [39 + 477 i + 8 j + 13 k] ^ 9 = [834705457925762280085839 + 982748731004966858877477 i + 350002014674829434195888 j + 137447692982317633726213 k]
BICP | Distance=477 | [39 + 8 i + 477 j + 13 k] ^ 9 = [834705457925762280085839 + 350002014674829434195888 i + 982748731004966858877477 j + 137447692982317633726213 k]
BICP | Distance=477 | [39 + 11 i + 448 j + 477 k] ^ 9 = [10236323245433277314293839 + 6383790237225421131223811 i + 7596111278441631644367448 j + 19290662037047678282235477 k]
BICP | Distance=477 | [477 + 39 i + 13 j + 8 k] ^ 9 = [982748731004966858877477 + 834705457925762280085839 i + 137447692982317633726213 j + 350002014674829434195888 k]
BICP | Distance=477 | [477 + 39 i + 35 j + 4 k] ^ 9 = [801805107135947838993477 + 702216045371822104249839 i + 599134070000195071084235 j + 572943774813959807393884 k]
BICP | Distance=477 | [39 + 448 i + 11 j + 477 k] ^ 9 = [10236323245433277314293839 + 7596111278441631644367448 i + 6383790237225421131223811 j + 19290662037047678282235477 k]
BICP | Distance=477 | [40 + 477 i + 6 j + 18 k] ^ 9 = [832264216919779286882440 + 937633959136132044948477 i + 386909672140175505893046 j + 257119835269486623411618 k]
BICP | Distance=477 | [40 + 6 i + 477 j + 18 k] ^ 9 = [832264216919779286882440 + 386909672140175505893046 i + 937633959136132044948477 j + 257119835269486623411618 k]
BICP | Distance=477 | [477 + 40 i + 18 j + 6 k] ^ 9 = [937633959136132044948477 + 832264216919779286882440 i + 257119835269486623411618 j + 386909672140175505893046 k]
BICP | Distance=477 | [42 + 477 i + 0 j + 4 k] ^ 9 = [938696102735118422343642 + 928508410041443711478477 i + 64270309474793431275840 j + 75886927715244615853924 k]
BICP | Distance=477 | [42 + 0 i + 477 j + 4 k] ^ 9 = [938696102735118422343642 + 64270309474793431275840 i + 928508410041443711478477 j + 75886927715244615853924 k]
BICP | Distance=477 | [477 + 42 i + 4 j + 0 k] ^ 9 = [928508410041443711478477 + 938696102735118422343642 i + 75886927715244615853924 j + 64270309474793431275840 k]
BICP | Distance=477 | [42 + 477 i + 8 j + 10 k] ^ 9 = [909136805076478604730042 + 944204586046878021840477 i + 311457869716740597158888 j + 63016345831601309082010 k]
BICP | Distance=477 | [42 + 8 i + 477 j + 10 k] ^ 9 = [909136805076478604730042 + 311457869716740597158888 i + 944204586046878021840477 j + 63016345831601309082010 k]
BICP | Distance=477 | [477 + 42 i + 10 j + 8 k] ^ 9 = [944204586046878021840477 + 909136805076478604730042 i + 63016345831601309082010 j + 311457869716740597158888 k]
BICP | Distance=477 | [477 + 43 i + 5 j + 76 k] ^ 9 = [2082264025976399970309477 + 1555607916952515486409843 i + -1304578610361070334855875 j + 1945584959359906969806676 k]
BICP | Distance=477 | [43 + 477 i + 6 j + 7 k] ^ 9 = [943752726468135714244243 + 923057423239082653413477 i + 226991811444138056754846 j + 33427202869171969888207 k]
BICP | Distance=477 | [43 + 6 i + 477 j + 7 k] ^ 9 = [943752726468135714244243 + 226991811444138056754846 i + 923057423239082653413477 j + 33427202869171969888207 k]
BICP | Distance=477 | [43 + 477 i + 6 j + 15 k] ^ 9 = [906250160158182906565843 + 905147263961037212157477 i + 354422976965080673102046 j + 183133892031083003728215 k]
BICP | Distance=477 | [43 + 6 i + 477 j + 15 k] ^ 9 = [906250160158182906565843 + 354422976965080673102046 i + 905147263961037212157477 j + 183133892031083003728215 k]
BICP | Distance=477 | [477 + 43 i + 7 j + 6 k] ^ 9 = [923057423239082653413477 + 943752726468135714244243 i + 33427202869171969888207 j + 226991811444138056754846 k]
BICP | Distance=477 | [43 + 477 i + 9 j + 36 k] ^ 9 = [707600218641601288704643 + 790811042373419977431477 i + 710508542073895856886849 j + 511900928641591016567436 k]
BICP | Distance=477 | [43 + 9 i + 477 j + 36 k] ^ 9 = [707600218641601288704643 + 710508542073895856886849 i + 790811042373419977431477 j + 511900928641591016567436 k]
BICP | Distance=477 | [477 + 43 i + 15 j + 6 k] ^ 9 = [905147263961037212157477 + 906250160158182906565843 i + 183133892031083003728215 j + 354422976965080673102046 k]
BICP | Distance=477 | [477 + 43 i + 36 j + 9 k] ^ 9 = [790811042373419977431477 + 707600218641601288704643 i + 511900928641591016567436 j + 710508542073895856886849 k]
BICP | Distance=477 | [43 + 477 i + 76 j + 5 k] ^ 9 = [1555607916952515486409843 + 2082264025976399970309477 i + 1945584959359906969806676 j + -1304578610361070334855875 k]
BICP | Distance=477 | [43 + 76 i + 477 j + 5 k] ^ 9 = [1555607916952515486409843 + 1945584959359906969806676 i + 2082264025976399970309477 j + -1304578610361070334855875 k]
BICP | Distance=477 | [45 + 2 i + 3 j + 477 k] ^ 9 = [1177872941496893311222245 + 2452678057285335593162 i + 52065240382502354249883 j + 1699374058511132880243477 k]
BICP | Distance=477 | [45 + 3 i + 2 j + 477 k] ^ 9 = [1177872941496893311222245 + 52065240382502354249883 i + 2452678057285335593162 j + 1699374058511132880243477 k]
BICP | Distance=477 | [48 + 477 i + 2 j + 52 k] ^ 9 = [665579230904537393812848 + 443360762334861714666477 i + 880761972589530904119602 j + 765281233588260457749652 k]
BICP | Distance=477 | [48 + 2 i + 477 j + 52 k] ^ 9 = [665579230904537393812848 + 880761972589530904119602 i + 443360762334861714666477 j + 765281233588260457749652 k]
BICP | Distance=477 | [48 + 8 i + 8 j + 477 k] ^ 9 = [1281146660826893472393648 + 81531897626994412073288 i + 81531897626994412073288 j + 1748791261006144857684477 k]
BICP | Distance=477 | [48 + 9 i + 9 j + 477 k] ^ 9 = [1284383888022081105612648 + 91404438218794043698689 i + 91404438218794043698689 j + 1745554033810957224465477 k]
BICP | Distance=477 | [477 + 48 i + 52 j + 2 k] ^ 9 = [443360762334861714666477 + 665579230904537393812848 i + 765281233588260457749652 j + 880761972589530904119602 k]
BICP | Distance=477 | [49 + 5 i + 82 j + 477 k] ^ 9 = [507171374072078673533449 + -1356061205312273314457875 i + 1918552097840194314898282 j + 373060928484868083123477 k]
BICP | Distance=477 | [49 + 82 i + 5 j + 477 k] ^ 9 = [507171374072078673533449 + 1918552097840194314898282 i + -1356061205312273314457875 j + 373060928484868083123477 k]
BICP | Distance=477 | [477 + 50 i + 0 j + 8 k] ^ 9 = [802049877801540367758477 + 1093372744456646714914850 i + -149813696520873773366400 j + 135646813653886227944648 k]
BICP | Distance=477 | [50 + 477 i + 8 j + 0 k] ^ 9 = [1093372744456646714914850 + 802049877801540367758477 i + 135646813653886227944648 j + -149813696520873773366400 k]
BICP | Distance=477 | [50 + 8 i + 477 j + 0 k] ^ 9 = [1093372744456646714914850 + 135646813653886227944648 i + 802049877801540367758477 j + -149813696520873773366400 k]
BICP | Distance=477 | [50 + 477 i + 8 j + 50 k] ^ 9 = [636512264939392115048450 + 531572945546628328368477 i + 953253340888069361084648 j + 636512264939392115048450 k]
BICP | Distance=477 | [50 + 8 i + 477 j + 50 k] ^ 9 = [636512264939392115048450 + 953253340888069361084648 i + 531572945546628328368477 j + 636512264939392115048450 k]
BICP | Distance=477 | [477 + 50 i + 50 j + 8 k] ^ 9 = [531572945546628328368477 + 636512264939392115048450 i + 636512264939392115048450 j + 953253340888069361084648 k]
BICP | Distance=477 | [52 + 477 i + 2 j + 48 k] ^ 9 = [765281233588260457749652 + 443360762334861714666477 i + 880761972589530904119602 j + 665579230904537393812848 k]
BICP | Distance=477 | [52 + 2 i + 477 j + 48 k] ^ 9 = [765281233588260457749652 + 880761972589530904119602 i + 443360762334861714666477 j + 665579230904537393812848 k]
BICP | Distance=477 | [52 + 4 i + 436 j + 477 k] ^ 9 = [12520771104948568156816852 + 6784477091751609751414564 i + 2914617016456792295460436 j + 19582789652871006760332477 k]
BICP | Distance=477 | [477 + 52 i + 48 j + 2 k] ^ 9 = [443360762334861714666477 + 765281233588260457749652 i + 665579230904537393812848 j + 880761972589530904119602 k]
BICP | Distance=477 | [52 + 436 i + 4 j + 477 k] ^ 9 = [12520771104948568156816852 + 2914617016456792295460436 i + 6784477091751609751414564 j + 19582789652871006760332477 k]
BICP | Distance=477 | [58 + 477 i + 5 j + 61 k] ^ 9 = [570500390750588989423858 + 235649898408297723087477 i + 1166573903722947626091485 j + 649129440209694844341061 k]
BICP | Distance=477 | [58 + 5 i + 477 j + 61 k] ^ 9 = [570500390750588989423858 + 1166573903722947626091485 i + 235649898408297723087477 j + 649129440209694844341061 k]
BICP | Distance=477 | [477 + 58 i + 61 j + 5 k] ^ 9 = [235649898408297723087477 + 570500390750588989423858 i + 649129440209694844341061 j + 1166573903722947626091485 k]
BICP | Distance=477 | [60 + 477 i + 4 j + 14 k] ^ 9 = [1193843656643227763858460 + 583854794367656830542477 i + 354993462045668798942884 j + 107506458728789411475614 k]
BICP | Distance=477 | [60 + 4 i + 477 j + 14 k] ^ 9 = [1193843656643227763858460 + 354993462045668798942884 i + 583854794367656830542477 j + 107506458728789411475614 k]
BICP | Distance=477 | [477 + 60 i + 14 j + 4 k] ^ 9 = [583854794367656830542477 + 1193843656643227763858460 i + 107506458728789411475614 j + 354993462045668798942884 k]
BICP | Distance=477 | [61 + 477 i + 1 j + 36 k] ^ 9 = [1030759224958353387753061 + 409900049000578135071477 i + 765760315139323240071481 j + 433145524453184260891836 k]
BICP | Distance=477 | [61 + 1 i + 477 j + 36 k] ^ 9 = [1030759224958353387753061 + 765760315139323240071481 i + 409900049000578135071477 j + 433145524453184260891836 k]
BICP | Distance=477 | [61 + 477 i + 5 j + 58 k] ^ 9 = [649129440209694844341061 + 235649898408297723087477 i + 1166573903722947626091485 j + 570500390750588989423858 k]
BICP | Distance=477 | [61 + 5 i + 477 j + 58 k] ^ 9 = [649129440209694844341061 + 1166573903722947626091485 i + 235649898408297723087477 j + 570500390750588989423858 k]
BICP | Distance=477 | [477 + 61 i + 36 j + 1 k] ^ 9 = [409900049000578135071477 + 1030759224958353387753061 i + 433145524453184260891836 j + 765760315139323240071481 k]
BICP | Distance=477 | [477 + 61 i + 58 j + 5 k] ^ 9 = [235649898408297723087477 + 649129440209694844341061 i + 570500390750588989423858 j + 1166573903722947626091485 k]
BICP | Distance=477 | [62 + 477 i + 4 j + 14 k] ^ 9 = [1220562145893142663311662 + 541336983256109890248477 i + 359865414689069644332484 j + 96112460916805411282814 k]
BICP | Distance=477 | [62 + 4 i + 477 j + 14 k] ^ 9 = [1220562145893142663311662 + 359865414689069644332484 i + 541336983256109890248477 j + 96112460916805411282814 k]
BICP | Distance=477 | [477 + 62 i + 14 j + 4 k] ^ 9 = [541336983256109890248477 + 1220562145893142663311662 i + 96112460916805411282814 j + 359865414689069644332484 k]
BICP | Distance=477 | [64 + 477 i + 4 j + 10 k] ^ 9 = [1266567364629934330104064 + 504534632673182151174477 i + 275673300351194119574884 j + 34782750742082845230010 k]
BICP | Distance=477 | [64 + 4 i + 477 j + 10 k] ^ 9 = [1266567364629934330104064 + 275673300351194119574884 i + 504534632673182151174477 j + 34782750742082845230010 k]
BICP | Distance=477 | [64 + 477 i + 5 j + 67 k] ^ 9 = [486811454182776639981064 + 82821997091766990495477 i + 1319401805039478358683485 j + 565440503641882494898267 k]
BICP | Distance=477 | [64 + 5 i + 477 j + 67 k] ^ 9 = [486811454182776639981064 + 1319401805039478358683485 i + 82821997091766990495477 j + 565440503641882494898267 k]
BICP | Distance=477 | [477 + 64 i + 10 j + 4 k] ^ 9 = [504534632673182151174477 + 1266567364629934330104064 i + 34782750742082845230010 j + 275673300351194119574884 k]
BICP | Distance=477 | [64 + 11 i + 473 j + 477 k] ^ 9 = [22634622164149041860970664 + 6702073399710572388073811 i + 10338979980077579070471473 j + 23906632781641558622685477 k]
BICP | Distance=477 | [477 + 64 i + 67 j + 5 k] ^ 9 = [82821997091766990495477 + 486811454182776639981064 i + 565440503641882494898267 j + 1319401805039478358683485 k]
BICP | Distance=477 | [64 + 473 i + 11 j + 477 k] ^ 9 = [22634622164149041860970664 + 10338979980077579070471473 i + 6702073399710572388073811 j + 23906632781641558622685477 k]
BICP | Distance=477 | [67 + 477 i + 5 j + 64 k] ^ 9 = [565440503641882494898267 + 82821997091766990495477 i + 1319401805039478358683485 j + 486811454182776639981064 k]
BICP | Distance=477 | [67 + 5 i + 477 j + 64 k] ^ 9 = [565440503641882494898267 + 1319401805039478358683485 i + 82821997091766990495477 j + 486811454182776639981064 k]
BICP | Distance=477 | [477 + 67 i + 64 j + 5 k] ^ 9 = [82821997091766990495477 + 565440503641882494898267 i + 486811454182776639981064 j + 1319401805039478358683485 k]
BICP | Distance=477 | [68 + 477 i + 6 j + 32 k] ^ 9 = [1117113770829401069810468 + 361469895635567376378477 i + 788579339047653333789846 j + 206788247230437325454432 k]
BICP | Distance=477 | [68 + 6 i + 477 j + 32 k] ^ 9 = [1117113770829401069810468 + 788579339047653333789846 i + 361469895635567376378477 j + 206788247230437325454432 k]
BICP | Distance=477 | [477 + 68 i + 32 j + 6 k] ^ 9 = [361469895635567376378477 + 1117113770829401069810468 i + 206788247230437325454432 j + 788579339047653333789846 k]
BICP | Distance=477 | [72 + 477 i + 6 j + 36 k] ^ 9 = [1099483455876311025734472 + 257536776526413893658477 i + 892512458156806816509846 j + 189157932277347281378436 k]
BICP | Distance=477 | [72 + 6 i + 477 j + 36 k] ^ 9 = [1099483455876311025734472 + 892512458156806816509846 i + 257536776526413893658477 j + 189157932277347281378436 k]
BICP | Distance=477 | [477 + 72 i + 36 j + 6 k] ^ 9 = [257536776526413893658477 + 1099483455876311025734472 i + 189157932277347281378436 j + 892512458156806816509846 k]
BICP | Distance=477 | [73 + 0 i + 7 j + 477 k] ^ 9 = [2147459190900312715625473 + -241071522248311108071480 i + 285654945617109061512127 j + 2431066859566395345639477 k]
BICP | Distance=477 | [73 + 477 i + 2 j + 27 k] ^ 9 = [1240393090614964030203073 + 231733836014083989741477 i + 669135046268753179194602 j + 190467373877833821359427 k]
BICP | Distance=477 | [73 + 2 i + 477 j + 27 k] ^ 9 = [1240393090614964030203073 + 669135046268753179194602 i + 231733836014083989741477 j + 190467373877833821359427 k]
BICP | Distance=477 | [73 + 7 i + 0 j + 477 k] ^ 9 = [2147459190900312715625473 + 285654945617109061512127 i + -241071522248311108071480 j + 2431066859566395345639477 k]
BICP | Distance=477 | [477 + 73 i + 27 j + 2 k] ^ 9 = [231733836014083989741477 + 1240393090614964030203073 i + 190467373877833821359427 j + 669135046268753179194602 k]
BICP | Distance=477 | [74 + 1 i + 1 j + 477 k] ^ 9 = [2200573578174130442969474 + 6260125480917009028921 i + 6260125480917009028921 j + 2480703958122921455925477 k]
BICP | Distance=477 | [74 + 4 i + 4 j + 477 k] ^ 9 = [2202435332402883807356474 + 24954194531619753897124 i + 24954194531619753897124 j + 2478842203894168091538477 k]
BICP | Distance=477 | [74 + 5 i + 7 j + 477 k] ^ 9 = [2203800047965913394138674 + -39195395714452193531875 i + 113713196247838832550607 j + 2475257229239636465061477 k]
BICP | Distance=477 | [74 + 7 i + 5 j + 477 k] ^ 9 = [2203800047965913394138674 + 113713196247838832550607 i + -39195395714452193531875 j + 2475257229239636465061477 k]
BICP | Distance=477 | [75 + 477 i + 8 j + 25 k] ^ 9 = [1258105485428152359189075 + 258008148056992781493477 i + 679688543398433814209648 j + 14919044450631870907825 k]
BICP | Distance=477 | [75 + 8 i + 477 j + 25 k] ^ 9 = [1258105485428152359189075 + 679688543398433814209648 i + 258008148056992781493477 j + 14919044450631870907825 k]
BICP | Distance=477 | [75 + 477 i + 8 j + 475 k] ^ 9 = [27444848134934706145391475 + 9570731321044206714033477 i + 5723662756799640975419648 j + 26274611871391307551641475 k]
BICP | Distance=477 | [75 + 8 i + 477 j + 475 k] ^ 9 = [27444848134934706145391475 + 5723662756799640975419648 i + 9570731321044206714033477 j + 26274611871391307551641475 k]
BICP | Distance=477 | [477 + 75 i + 25 j + 8 k] ^ 9 = [258008148056992781493477 + 1258105485428152359189075 i + 14919044450631870907825 j + 679688543398433814209648 k]
BICP | Distance=477 | [477 + 75 i + 475 j + 8 k] ^ 9 = [9570731321044206714033477 + 27444848134934706145391475 i + 26274611871391307551641475 j + 5723662756799640975419648 k]
BICP | Distance=477 | [76 + 0 i + 2 j + 477 k] ^ 9 = [2283152706206531318560876 + -72687019194030249996480 i + 84718709577935596485362 j + 2551014205403730075702477 k]
BICP | Distance=477 | [76 + 2 i + 0 j + 477 k] ^ 9 = [2283152706206531318560876 + 84718709577935596485362 i + -72687019194030249996480 j + 2551014205403730075702477 k]
BICP | Distance=477 | [76 + 5 i + 43 j + 477 k] ^ 9 = [1945584959359906969806676 + -1304578610361070334855875 i + 1555607916952515486409843 j + 2082264025976399970309477 k]
BICP | Distance=477 | [76 + 43 i + 5 j + 477 k] ^ 9 = [1945584959359906969806676 + 1555607916952515486409843 i + -1304578610361070334855875 j + 2082264025976399970309477 k]
BICP | Distance=477 | [77 + 477 i + 2 j + 23 k] ^ 9 = [1310493282456050889619877 + 154745674531069911861477 i + 592146884785739101314602 j + 120367182036746961942623 k]
BICP | Distance=477 | [77 + 2 i + 477 j + 23 k] ^ 9 = [1310493282456050889619877 + 592146884785739101314602 i + 154745674531069911861477 j + 120367182036746961942623 k]
BICP | Distance=477 | [77 + 7 i + 8 j + 477 k] ^ 9 = [2333106814074438458057477 + 3729428392382858607967 i + 83585404063505584751408 j + 2582045031247664864307477 k]
BICP | Distance=477 | [77 + 8 i + 7 j + 477 k] ^ 9 = [2333106814074438458057477 + 83585404063505584751408 i + 3729428392382858607967 j + 2582045031247664864307477 k]
BICP | Distance=477 | [477 + 77 i + 23 j + 2 k] ^ 9 = [154745674531069911861477 + 1310493282456050889619877 i + 120367182036746961942623 j + 592146884785739101314602 k]
BICP | Distance=477 | [80 + 6 i + 6 j + 477 k] ^ 9 = [2461809943529024858964080 + 33037230577538290197366 i + 33037230577538290197366 j + 2698749162413572337424477 k]
BICP | Distance=477 | [80 + 9 i + 9 j + 477 k] ^ 9 = [2466793604660435036595080 + 49025450228221449536769 i + 49025450228221449536769 j + 2693765501282162159793477 k]
BICP | Distance=477 | [82 + 477 i + 0 j + 2 k] ^ 9 = [1455496958006456067915682 + 55914590262709286352477 i + 53016599927663627859360 j + 11233215803030659185362 k]
BICP | Distance=477 | [82 + 0 i + 477 j + 2 k] ^ 9 = [1455496958006456067915682 + 53016599927663627859360 i + 55914590262709286352477 j + 11233215803030659185362 k]
BICP | Distance=477 | [477 + 82 i + 2 j + 0 k] ^ 9 = [55914590262709286352477 + 1455496958006456067915682 i + 11233215803030659185362 j + 53016599927663627859360 k]
BICP | Distance=477 | [477 + 82 i + 5 j + 49 k] ^ 9 = [373060928484868083123477 + 1918552097840194314898282 i + -1356061205312273314457875 j + 507171374072078673533449 k]
BICP | Distance=477 | [82 + 477 i + 49 j + 5 k] ^ 9 = [1918552097840194314898282 + 373060928484868083123477 i + 507171374072078673533449 j + -1356061205312273314457875 k]
BICP | Distance=477 | [82 + 49 i + 477 j + 5 k] ^ 9 = [1918552097840194314898282 + 507171374072078673533449 i + 373060928484868083123477 j + -1356061205312273314457875 k]
BICP | Distance=477 | [83 + 477 i + 1 j + 14 k] ^ 9 = [1418713605117528027135083 + 19956836218125772059477 i + 375817102356870877059481 j + 45191144294009621509814 k]
BICP | Distance=477 | [83 + 1 i + 477 j + 14 k] ^ 9 = [1418713605117528027135083 + 375817102356870877059481 i + 19956836218125772059477 j + 45191144294009621509814 k]
BICP | Distance=477 | [83 + 477 i + 5 j + 36 k] ^ 9 = [1172063408404048180731083 + 4251806900594014059477 i + 935175812215243917063485 j + 47566422556235653033836 k]
BICP | Distance=477 | [83 + 5 i + 477 j + 36 k] ^ 9 = [1172063408404048180731083 + 935175812215243917063485 i + 4251806900594014059477 j + 47566422556235653033836 k]
BICP | Distance=477 | [477 + 83 i + 14 j + 1 k] ^ 9 = [19956836218125772059477 + 1418713605117528027135083 i + 45191144294009621509814 j + 375817102356870877059481 k]
BICP | Distance=477 | [477 + 83 i + 36 j + 5 k] ^ 9 = [4251806900594014059477 + 1172063408404048180731083 i + 47566422556235653033836 j + 935175812215243917063485 k]
BICP | Distance=477 | [89 + 477 i + 6 j + 453 k] ^ 9 = [27523616427044959799964689 + 8757600235197566104053477 i + 891463510852910247676446 j + 22611995466909983449647453 k]
BICP | Distance=477 | [89 + 6 i + 477 j + 453 k] ^ 9 = [27523616427044959799964689 + 891463510852910247676446 i + 8757600235197566104053477 j + 22611995466909983449647453 k]
BICP | Distance=477 | [477 + 89 i + 453 j + 6 k] ^ 9 = [8757600235197566104053477 + 27523616427044959799964689 i + 22611995466909983449647453 j + 891463510852910247676446 k]
BICP | Distance=477 | [113 + 477 i + 8 j + 439 k] ^ 9 = [30650078888311169087139113 + 3807698724814722401841477 i + 770277634279157632607888 j + 24152802796496692566021439 k]
BICP | Distance=477 | [113 + 8 i + 477 j + 439 k] ^ 9 = [30650078888311169087139113 + 770277634279157632607888 i + 3807698724814722401841477 j + 24152802796496692566021439 k]
BICP | Distance=477 | [477 + 113 i + 439 j + 8 k] ^ 9 = [3807698724814722401841477 + 30650078888311169087139113 i + 24152802796496692566021439 j + 770277634279157632607888 k]
BICP | Distance=477 | [115 + 477 i + 6 j + 443 k] ^ 9 = [32623292211207952048557115 + 3181038782403990034737477 i + 1630636280320357185650046 j + 26379705786484840108725443 k]
BICP | Distance=477 | [115 + 6 i + 477 j + 443 k] ^ 9 = [32623292211207952048557115 + 1630636280320357185650046 i + 3181038782403990034737477 j + 26379705786484840108725443 k]
BICP | Distance=477 | [477 + 115 i + 443 j + 6 k] ^ 9 = [3181038782403990034737477 + 32623292211207952048557115 i + 26379705786484840108725443 j + 1630636280320357185650046 k]
BICP | Distance=477 | [251 + 5 i + 18 j + 477 k] ^ 9 = [28388088424552679592357251 + -4601007006178212878225875 i + 4602281698283392826022618 j + 28389073660548966913779477 k]
BICP | Distance=477 | [251 + 18 i + 5 j + 477 k] ^ 9 = [28388088424552679592357251 + 4602281698283392826022618 i + -4601007006178212878225875 j + 28389073660548966913779477 k]
BICP | Distance=477 | [274 + 1 i + 1 j + 477 k] ^ 9 = [37994969772004863698595274 + 25930879214647372921 i + 25930879214647372921 j + 37995553142701054571661477 k]
BICP | Distance=477 | [274 + 4 i + 4 j + 477 k] ^ 9 = [37994985025983379878894274 + 102316203071533641124 i + 102316203071533641124 j + 37995537888722538391362477 k]
BICP | Distance=477 | [330 + 6 i + 6 j + 477 k] ^ 9 = [72582470024305015196706330 + 11049220559036757366 i + 11049220559036757366 j + 72582494565624076172934477 k]
BICP | Distance=477 | [330 + 9 i + 9 j + 477 k] ^ 9 = [72582474469956050529507330 + 15245132674644896769 i + 15245132674644896769 j + 72582490119973040840133477 k]
BICP | Distance=477 | [477 + 423 i + 11 j + 14 k] ^ 9 = [16475651721355591996605477 + 3961639376143826643333423 i + 3961230666201917922133811 j + 1782461149441278836127014 k]
BICP | Distance=477 | [423 + 477 i + 14 j + 11 k] ^ 9 = [3961639376143826643333423 + 16475651721355591996605477 i + 1782461149441278836127014 j + 3961230666201917922133811 k]
BICP | Distance=477 | [423 + 14 i + 477 j + 11 k] ^ 9 = [3961639376143826643333423 + 1782461149441278836127014 i + 16475651721355591996605477 j + 3961230666201917922133811 k]
BICP | Distance=477 | [432 + 477 i + 6 j + 10 k] ^ 9 = [6329104248532183039476432 + 17624675180427148337220477 i + 447567223823775810197046 j + 3046396794534815533218010 k]
BICP | Distance=477 | [432 + 6 i + 477 j + 10 k] ^ 9 = [6329104248532183039476432 + 447567223823775810197046 i + 17624675180427148337220477 j + 3046396794534815533218010 k]
BICP | Distance=477 | [477 + 432 i + 8 j + 20 k] ^ 9 = [17604755448607815513084477 + 5595924070418174405136432 i + 4003633216965095900339528 j + 4010780941522755631149620 k]
BICP | Distance=477 | [477 + 432 i + 10 j + 6 k] ^ 9 = [17624675180427148337220477 + 6329104248532183039476432 i + 3046396794534815533218010 j + 447567223823775810197046 k]
BICP | Distance=477 | [432 + 477 i + 20 j + 8 k] ^ 9 = [5595924070418174405136432 + 17604755448607815513084477 i + 4010780941522755631149620 j + 4003633216965095900339528 k]
BICP | Distance=477 | [432 + 20 i + 477 j + 8 k] ^ 9 = [5595924070418174405136432 + 4010780941522755631149620 i + 17604755448607815513084477 j + 4003633216965095900339528 k]
BICP | Distance=477 | [477 + 436 i + 4 j + 52 k] ^ 9 = [19582789652871006760332477 + 2914617016456792295460436 i + 6784477091751609751414564 j + 12520771104948568156816852 k]
BICP | Distance=477 | [436 + 477 i + 8 j + 12 k] ^ 9 = [7291997016441518121780436 + 17893832980170254577444477 i + 897645040624964715314888 j + 3827035522487476527756012 k]
BICP | Distance=477 | [436 + 8 i + 477 j + 12 k] ^ 9 = [7291997016441518121780436 + 897645040624964715314888 i + 17893832980170254577444477 j + 3827035522487476527756012 k]
BICP | Distance=477 | [477 + 436 i + 12 j + 8 k] ^ 9 = [17893832980170254577444477 + 7291997016441518121780436 i + 3827035522487476527756012 j + 897645040624964715314888 k]
BICP | Distance=477 | [436 + 477 i + 52 j + 4 k] ^ 9 = [2914617016456792295460436 + 19582789652871006760332477 i + 12520771104948568156816852 j + 6784477091751609751414564 k]
BICP | Distance=477 | [436 + 52 i + 477 j + 4 k] ^ 9 = [2914617016456792295460436 + 12520771104948568156816852 i + 19582789652871006760332477 j + 6784477091751609751414564 k]
BICP | Distance=477 | [439 + 477 i + 8 j + 113 k] ^ 9 = [24152802796496692566021439 + 3807698724814722401841477 i + 770277634279157632607888 j + 30650078888311169087139113 k]
BICP | Distance=477 | [439 + 8 i + 477 j + 113 k] ^ 9 = [24152802796496692566021439 + 770277634279157632607888 i + 3807698724814722401841477 j + 30650078888311169087139113 k]
BICP | Distance=477 | [477 + 439 i + 113 j + 8 k] ^ 9 = [3807698724814722401841477 + 24152802796496692566021439 i + 30650078888311169087139113 j + 770277634279157632607888 k]
BICP | Distance=477 | [477 + 440 i + 1 j + 9 k] ^ 9 = [18656431928609113095831477 + 8231143210308846509883440 i + 1080124722430885159693321 j + 2323967459044771854225729 k]
BICP | Distance=477 | [440 + 477 i + 9 j + 1 k] ^ 9 = [8231143210308846509883440 + 18656431928609113095831477 i + 2323967459044771854225729 j + 1080124722430885159693321 k]
BICP | Distance=477 | [440 + 9 i + 477 j + 1 k] ^ 9 = [8231143210308846509883440 + 2323967459044771854225729 i + 18656431928609113095831477 j + 1080124722430885159693321 k]
BICP | Distance=477 | [477 + 443 i + 5 j + 26 k] ^ 9 = [19054044192327404395593477 + 7952141205073191740253443 i + 3669458519450724228072125 j + 6712537833908128550128226 k]
BICP | Distance=477 | [443 + 477 i + 6 j + 115 k] ^ 9 = [26379705786484840108725443 + 3181038782403990034737477 i + 1630636280320357185650046 j + 32623292211207952048557115 k]
BICP | Distance=477 | [443 + 6 i + 477 j + 115 k] ^ 9 = [26379705786484840108725443 + 1630636280320357185650046 i + 3181038782403990034737477 j + 32623292211207952048557115 k]
BICP | Distance=477 | [443 + 477 i + 26 j + 5 k] ^ 9 = [7952141205073191740253443 + 19054044192327404395593477 i + 6712537833908128550128226 j + 3669458519450724228072125 k]
BICP | Distance=477 | [443 + 26 i + 477 j + 5 k] ^ 9 = [7952141205073191740253443 + 6712537833908128550128226 i + 19054044192327404395593477 j + 3669458519450724228072125 k]
BICP | Distance=477 | [477 + 443 i + 115 j + 6 k] ^ 9 = [3181038782403990034737477 + 26379705786484840108725443 i + 32623292211207952048557115 j + 1630636280320357185650046 k]
BICP | Distance=477 | [477 + 448 i + 11 j + 39 k] ^ 9 = [19290662037047678282235477 + 7596111278441631644367448 i + 6383790237225421131223811 j + 10236323245433277314293839 k]
BICP | Distance=477 | [448 + 477 i + 39 j + 11 k] ^ 9 = [7596111278441631644367448 + 19290662037047678282235477 i + 10236323245433277314293839 j + 6383790237225421131223811 k]
BICP | Distance=477 | [448 + 39 i + 477 j + 11 k] ^ 9 = [7596111278441631644367448 + 10236323245433277314293839 i + 19290662037047678282235477 j + 6383790237225421131223811 k]
BICP | Distance=477 | [453 + 477 i + 6 j + 89 k] ^ 9 = [22611995466909983449647453 + 8757600235197566104053477 i + 891463510852910247676446 j + 27523616427044959799964689 k]
BICP | Distance=477 | [453 + 6 i + 477 j + 89 k] ^ 9 = [22611995466909983449647453 + 891463510852910247676446 i + 8757600235197566104053477 j + 27523616427044959799964689 k]
BICP | Distance=477 | [477 + 453 i + 89 j + 6 k] ^ 9 = [8757600235197566104053477 + 22611995466909983449647453 i + 27523616427044959799964689 j + 891463510852910247676446 k]
BICP | Distance=477 | [462 + 477 i + 4 j + 14 k] ^ 9 = [15173320239320493606342462 + 19706891491441864624104477 i + 759431986702771462438084 j + 4884164808435171653074814 k]
BICP | Distance=477 | [462 + 4 i + 477 j + 14 k] ^ 9 = [15173320239320493606342462 + 759431986702771462438084 i + 19706891491441864624104477 j + 4884164808435171653074814 k]
BICP | Distance=477 | [477 + 462 i + 14 j + 4 k] ^ 9 = [19706891491441864624104477 + 15173320239320493606342462 i + 4884164808435171653074814 j + 759431986702771462438084 k]
BICP | Distance=477 | [477 + 467 i + 0 j + 3 k] ^ 9 = [20312804005835765054103477 + 16742222199851290029207467 i + 90315162842246376576120 j + 1060835813053349656505643 k]
BICP | Distance=477 | [467 + 477 i + 3 j + 0 k] ^ 9 = [16742222199851290029207467 + 20312804005835765054103477 i + 1060835813053349656505643 j + 90315162842246376576120 k]
BICP | Distance=477 | [467 + 3 i + 477 j + 0 k] ^ 9 = [16742222199851290029207467 + 1060835813053349656505643 i + 20312804005835765054103477 j + 90315162842246376576120 k]
BICP | Distance=477 | [477 + 468 i + 1 j + 3 k] ^ 9 = [20330562963304602709407477 + 17090588817573686661825468 i + 438681780564643009194121 j + 1043076855584512001201643 k]
BICP | Distance=477 | [468 + 477 i + 3 j + 1 k] ^ 9 = [17090588817573686661825468 + 20330562963304602709407477 i + 1043076855584512001201643 j + 438681780564643009194121 k]
BICP | Distance=477 | [468 + 3 i + 477 j + 1 k] ^ 9 = [17090588817573686661825468 + 1043076855584512001201643 i + 20330562963304602709407477 j + 438681780564643009194121 k]
BICP | Distance=477 | [477 + 473 i + 11 j + 64 k] ^ 9 = [23906632781641558622685477 + 10338979980077579070471473 i + 6702073399710572388073811 j + 22634622164149041860970664 k]
BICP | Distance=477 | [473 + 477 i + 64 j + 11 k] ^ 9 = [10338979980077579070471473 + 23906632781641558622685477 i + 22634622164149041860970664 j + 6702073399710572388073811 k]
BICP | Distance=477 | [473 + 64 i + 477 j + 11 k] ^ 9 = [10338979980077579070471473 + 22634622164149041860970664 i + 23906632781641558622685477 j + 6702073399710572388073811 k]
BICP | Distance=477 | [475 + 477 i + 8 j + 75 k] ^ 9 = [26274611871391307551641475 + 9570731321044206714033477 i + 5723662756799640975419648 j + 27444848134934706145391475 k]
BICP | Distance=477 | [475 + 8 i + 477 j + 75 k] ^ 9 = [26274611871391307551641475 + 5723662756799640975419648 i + 9570731321044206714033477 j + 27444848134934706145391475 k]
BICP | Distance=477 | [477 + 475 i + 75 j + 8 k] ^ 9 = [9570731321044206714033477 + 26274611871391307551641475 i + 27444848134934706145391475 j + 5723662756799640975419648 k]