BICP | Distance=512 | [0 + 512 i + 0 j + 6 k] ^ 5 = [0 + 35136057024512 i + 0 j + 2061018078816 k]
BICP | Distance=512 | [0 + 0 i + 512 j + 6 k] ^ 5 = [0 + 0 i + 35136057024512 j + 2061018078816 k]
BICP | Distance=512 | [0 + 0 i + 6 j + 512 k] ^ 5 = [0 + 0 i + 2061018078816 j + 35136057024512 k]
BICP | Distance=512 | [512 + 0 i + 0 j + 8 k] ^ 5 = [35270281920512 + 0 i + 0 j + 2750121279488 k]
BICP | Distance=512 | [0 + 512 i + 0 j + 16 k] ^ 3 = [0 + -133824512 i + 0 j + -12578816 k]
BICP | Distance=512 | [0 + 0 i + 512 j + 16 k] ^ 3 = [0 + 0 i + -133824512 j + -12578816 k]
BICP | Distance=512 | [0 + 0 i + 16 j + 512 k] ^ 3 = [0 + 0 i + 12578816 j + 133824512 k]
BICP | Distance=512 | [512 + 0 i + 0 j + 37 k] ^ 3 = [136320512 + 0 i + 0 j + 29148637 k]
BICP | Distance=512 | [0 + 512 i + 0 j + 41 k] ^ 9 = [0 + 1872163790726496877056512 i + 0 j + 1639262643128091905870441 k]
BICP | Distance=512 | [0 + 0 i + 512 j + 41 k] ^ 9 = [0 + 0 i + 1872163790726496877056512 j + 1639262643128091905870441 k]
BICP | Distance=512 | [0 + 0 i + 41 j + 512 k] ^ 9 = [0 + 0 i + 1639262643128091905870441 j + 1872163790726496877056512 k]
BICP | Distance=512 | [512 + 0 i + 0 j + 63 k] ^ 7 = [12230179782532992512 + 0 i + 0 j + 8551225533629116863 k]
BICP | Distance=512 | [0 + 512 i + 0 j + 84 k] ^ 9 = [0 + 291736223350572305088512 i + 0 j + 2709157003892272309469184 k]
BICP | Distance=512 | [0 + 0 i + 512 j + 84 k] ^ 9 = [0 + 0 i + 291736223350572305088512 j + 2709157003892272309469184 k]
BICP | Distance=512 | [0 + 0 i + 84 j + 512 k] ^ 9 = [0 + 0 i + 2709157003892272309469184 j + 291736223350572305088512 k]
BICP | Distance=512 | [512 + 0 i + 0 j + 87 k] ^ 9 = [5189955634243414817280512 + 0 i + 0 j + 4737578786034033713764887 k]
BICP | Distance=512 | [512 + 0 i + 0 j + 88 k] ^ 3 = [146112512 + 0 i + 0 j + 69887488 k]
BICP | Distance=512 | [0 + 1 i + 12 j + 512 k] ^ 9 = [7938155374384635002880 + 41846988645485769929281 i + 507348582939621285928812 j + 2369801362223591938560512 k]
BICP | Distance=512 | [512 + 0 i + 1 j + 66 k] ^ 9 = [3948825735091521467904512 + -49011289041776405667840 i + 63100964876675827091281 j + 3250697627470839194180466 k]
BICP | Distance=512 | [0 + 512 i + 1 j + 88 k] ^ 9 = [-46711684154155179540480 + 107298775039408925184512 i + 9912909320623157518081 j + 2754555019084844351851288 k]
BICP | Distance=512 | [0 + 1 i + 512 j + 88 k] ^ 9 = [-46711684154155179540480 + 9912909320623157518081 i + 107298775039408925184512 j + 2754555019084844351851288 k]
BICP | Distance=512 | [512 + 0 i + 2 j + 63 k] ^ 9 = [3804505429957676152320512 + -92667728031177259376640 i + 122395530293809561635122 j + 3063354307047374701863663 k]
BICP | Distance=512 | [512 + 0 i + 3 j + 4 k] ^ 9 = [2420173592537364349440512 + -7970482889337566085120 i + 127680938493209187839523 j + 169938585185897940665764 k]
BICP | Distance=512 | [0 + 512 i + 4 j + 3 k] ^ 9 = [-7970482889337566085120 + 2420173592537364349440512 i + 169938585185897940665764 j + 127680938493209187839523 k]
BICP | Distance=512 | [0 + 4 i + 512 j + 3 k] ^ 9 = [-7970482889337566085120 + 169938585185897940665764 i + 2420173592537364349440512 j + 127680938493209187839523 k]
BICP | Distance=512 | [0 + 512 i + 5 j + 6 k] ^ 5 = [-80527257600 + 35169599232512 i + 1716899011325 j + 2062197691566 k]
BICP | Distance=512 | [0 + 5 i + 512 j + 6 k] ^ 5 = [-80527257600 + 1716899011325 i + 35169599232512 j + 2062197691566 k]
BICP | Distance=512 | [0 + 5 i + 6 j + 512 k] ^ 5 = [80511897600 + 1716243741325 i + 2059838503566 j + 35102518016512 k]
BICP | Distance=512 | [512 + 0 i + 5 j + 8 k] ^ 5 = [35236704512512 + -107390156800 i + 1720175846325 j + 2748548312488 k]
BICP | Distance=512 | [512 + 0 i + 5 j + 12 k] ^ 3 = [134400512 + -184320 i + 3934195 j + 9438012 k]
BICP | Distance=512 | [0 + 512 i + 5 j + 34 k] ^ 3 = [522240 + -132480512 i + -3914945 j + -26701934 k]
BICP | Distance=512 | [0 + 5 i + 512 j + 34 k] ^ 3 = [522240 + -3914945 i + -132480512 j + -26701934 k]
BICP | Distance=512 | [0 + 512 i + 5 j + 34 k] ^ 9 = [-109498823215265675550720 + 2047459272708260261376512 i + 186732921974829256372085 j + 1389736613763921325916434 k]
BICP | Distance=512 | [0 + 5 i + 512 j + 34 k] ^ 9 = [-109498823215265675550720 + 186732921974829256372085 i + 2047459272708260261376512 j + 1389736613763921325916434 k]
BICP | Distance=512 | [0 + 5 i + 66 j + 512 k] ^ 3 = [1013760 + 3866695 i + 51612066 j + 127488512 k]
BICP | Distance=512 | [0 + 512 i + 5 j + 66 k] ^ 7 = [460931555946301440 + -6109116954213504512 i + -476228665809827705 j + -7649572431031162566 k]
BICP | Distance=512 | [0 + 5 i + 512 j + 66 k] ^ 7 = [460931555946301440 + -476228665809827705 i + -6109116954213504512 j + -7649572431031162566 k]
BICP | Distance=512 | [0 + 5 i + 184 j + 512 k] ^ 3 = [2826240 + 3424195 i + 138460184 j + 82176512 k]
BICP | Distance=512 | [512 + 0 i + 5 j + 238 k] ^ 3 = [221184512 + -3655680 i + 4781695 j + 200634238 k]
BICP | Distance=512 | [512 + 0 i + 5 j + 262 k] ^ 3 = [239616512 + -4024320 i + 4961695 j + 224010262 k]
BICP | Distance=512 | [512 + 0 i + 5 j + 488 k] ^ 3 = [499968512 + -7495680 i + 7504195 j + 499956488 k]
BICP | Distance=512 | [512 + 0 i + 5 j + 512 k] ^ 3 = [536832512 + -7864320 i + 7864195 j + 536832512 k]
BICP | Distance=512 | [512 + 0 i + 6 j + 0 k] ^ 5 = [35136057024512 + 0 i + 2061018078816 j + 0 k]
BICP | Distance=512 | [0 + 6 i + 0 j + 512 k] ^ 5 = [0 + 2061018078816 i + 0 j + 35136057024512 k]
BICP | Distance=512 | [512 + 0 i + 6 j + 5 k] ^ 5 = [35169599232512 + -80527257600 i + 2062197691566 j + 1716899011325 k]
BICP | Distance=512 | [0 + 6 i + 5 j + 512 k] ^ 5 = [80511897600 + 2059838503566 i + 1716243741325 j + 35102518016512 k]
BICP | Distance=512 | [0 + 6 i + 8 j + 512 k] ^ 9 = [31790898167734830366720 + 252940047293491332466176 i + 337930538586422296659968 j + 2384732646419189009088512 k]
BICP | Distance=512 | [512 + 0 i + 6 j + 25 k] ^ 5 = [35975572224512 + -403557888000 i + 2090519647566 j + 8623821006625 k]
BICP | Distance=512 | [0 + 6 i + 25 j + 512 k] ^ 5 = [401637888000 + 2031539947566 i + 8541912256625 j + 34298541824512 k]
BICP | Distance=512 | [512 + 0 i + 6 j + 75 k] ^ 5 = [42763693824512 + -1233713664000 i + 2327375947566 j + 26856711769875 k]
BICP | Distance=512 | [0 + 6 i + 75 j + 512 k] ^ 5 = [1181873664000 + 1796558647566 i + 24645175519875 j + 27670420224512 k]
BICP | Distance=512 | [512 + 0 i + 6 j + 125 k] ^ 5 = [56723937024512 + -2132989440000 i + 2805588547566 j + 48064098783125 k]
BICP | Distance=512 | [0 + 6 i + 125 j + 512 k] ^ 5 = [1892989440000 + 1331096047566 i + 37825505033125 j + 14798177024512 k]
BICP | Distance=512 | [512 + 0 i + 6 j + 375 k] ^ 5 = [274426977024512 + -9278968320000 i + 9289496047566 j + 274379640099375 k]
BICP | Distance=512 | [0 + 7 i + 38 j + 512 k] ^ 9 = [169645373227688791695360 + 251776798092201419582167 i + 1524484653648798843214838 j + 1933198666790017703424512 k]
BICP | Distance=512 | [512 + 0 i + 7 j + 84 k] ^ 9 = [4959557790188505917952512 + -465484200285746656788480 i + 536247085395667831436167 j + 4482253323687528616970484 k]
BICP | Distance=512 | [0 + 512 i + 8 j + 0 k] ^ 5 = [0 + 35270281920512 i + 2750121279488 j + 0 k]
BICP | Distance=512 | [0 + 8 i + 512 j + 0 k] ^ 5 = [0 + 2750121279488 i + 35270281920512 j + 0 k]
BICP | Distance=512 | [0 + 512 i + 8 j + 5 k] ^ 5 = [-107390156800 + 35236704512512 i + 2748548312488 j + 1720175846325 k]
BICP | Distance=512 | [0 + 8 i + 512 j + 5 k] ^ 5 = [-107390156800 + 2748548312488 i + 35236704512512 j + 1720175846325 k]
BICP | Distance=512 | [0 + 8 i + 6 j + 512 k] ^ 9 = [31790898167734830366720 + 337930538586422296659968 i + 252940047293491332466176 j + 2384732646419189009088512 k]
BICP | Distance=512 | [0 + 512 i + 8 j + 25 k] ^ 5 = [-535721984000 + 34431806720512 i + 2710812104488 j + 8561557781625 k]
BICP | Distance=512 | [0 + 8 i + 512 j + 25 k] ^ 5 = [-535721984000 + 2710812104488 i + 34431806720512 j + 8561557781625 k]
BICP | Distance=512 | [0 + 512 i + 8 j + 75 k] ^ 5 = [-1576445952000 + 27796005120512 i + 2397463704488 j + 24703737094875 k]
BICP | Distance=512 | [0 + 8 i + 512 j + 75 k] ^ 5 = [-1576445952000 + 2397463704488 i + 27796005120512 j + 24703737094875 k]
BICP | Distance=512 | [0 + 512 i + 8 j + 125 k] ^ 5 = [-2525009920000 + 14908401920512 i + 1776766904488 j + 37921857658125 k]
BICP | Distance=512 | [0 + 8 i + 512 j + 125 k] ^ 5 = [-2525009920000 + 1776766904488 i + 14908401920512 j + 37921857658125 k]
BICP | Distance=512 | [512 + 0 i + 9 j + 10 k] ^ 7 = [9237260087661312512 + -133029038016645120 i + 1139646508291534059 j + 1257566383241519410 k]
BICP | Distance=512 | [0 + 9 i + 20 j + 512 k] ^ 7 = [264368035815690240 + 1107233771715989559 i + 2491142046692488820 j + 8869669283073536512 k]
BICP | Distance=512 | [0 + 9 i + 30 j + 512 k] ^ 7 = [394019896437135360 + 1074944847622945059 i + 3700809522197908230 j + 8504422961045760512 k]
BICP | Distance=512 | [512 + 0 i + 9 j + 40 k] ^ 7 = [10354126276784640512 + -542279617692180480 i + 1237628065413167559 j + 5174870406469377640 k]
BICP | Distance=512 | [512 + 0 i + 9 j + 60 k] ^ 7 = [11876267023455744512 + -833827642909470720 i + 1370006382830345559 j + 8053828978370666460 k]
BICP | Distance=512 | [0 + 9 i + 70 j + 512 k] ^ 7 = [872356677700515840 + 821085034248589059 i + 7971949033746385870 j + 5666531196983552512 k]
BICP | Distance=512 | [0 + 9 i + 80 j + 512 k] ^ 7 = [976954045137960960 + 727924792944455559 i + 8830163100583555280 j + 4640680499700224512 k]
BICP | Distance=512 | [512 + 0 i + 9 j + 90 k] ^ 7 = [15439755997225728512 + -1320128678137006080 i + 1675127347120246059 j + 13079157346853274690 k]
BICP | Distance=512 | [0 + 512 i + 10 j + 9 k] ^ 7 = [133029038016645120 + -9237260087661312512 i + -1257566383241519410 j + -1139646508291534059 k]
BICP | Distance=512 | [0 + 10 i + 512 j + 9 k] ^ 7 = [133029038016645120 + -1257566383241519410 i + -9237260087661312512 j + -1139646508291534059 k]
BICP | Distance=512 | [0 + 12 i + 1 j + 512 k] ^ 9 = [7938155374384635002880 + 507348582939621285928812 i + 41846988645485769929281 j + 2369801362223591938560512 k]
BICP | Distance=512 | [0 + 512 i + 12 j + 5 k] ^ 3 = [184320 + -134400512 i + -9438012 j + -3934195 k]
BICP | Distance=512 | [0 + 12 i + 512 j + 5 k] ^ 3 = [184320 + -9438012 i + -134400512 j + -3934195 k]
BICP | Distance=512 | [0 + 512 i + 12 j + 40 k] ^ 7 = [696203360222576640 + -8153207368698560512 i + -1379521704698560512 j + -4931740796382576640 k]
BICP | Distance=512 | [0 + 12 i + 512 j + 40 k] ^ 7 = [696203360222576640 + -1379521704698560512 i + -8153207368698560512 j + -4931740796382576640 k]
BICP | Distance=512 | [0 + 512 i + 12 j + 60 k] ^ 7 = [1017392904756264960 + -6716127252171456512 i + -1209590548171456512 j + -7111472505396264960 k]
BICP | Distance=512 | [0 + 12 i + 512 j + 60 k] ^ 7 = [1017392904756264960 + -1209590548171456512 i + -6716127252171456512 j + -7111472505396264960 k]
BICP | Distance=512 | [0 + 512 i + 13 j + 20 k] ^ 7 = [383084581270343680 + -9051673708418432512 i + -1607084535727270613 j + -2527121793941843820 k]
BICP | Distance=512 | [0 + 13 i + 512 j + 20 k] ^ 7 = [383084581270343680 + -1607084535727270613 i + -9051673708418432512 j + -2527121793941843820 k]
BICP | Distance=512 | [0 + 512 i + 13 j + 30 k] ^ 7 = [570965816980715520 + -8682912315670656512 i + -1560355592998484113 j + -3754572795496940730 k]
BICP | Distance=512 | [0 + 13 i + 512 j + 30 k] ^ 7 = [570965816980715520 + -1560355592998484113 i + -8682912315670656512 j + -3754572795496940730 k]
BICP | Distance=512 | [0 + 512 i + 13 j + 70 k] ^ 7 = [1264266116545402880 + -5817141905848448512 i + -1192956157758192113 j + -8093551465044128370 k]
BICP | Distance=512 | [0 + 13 i + 512 j + 70 k] ^ 7 = [1264266116545402880 + -1192956157758192113 i + -5817141905848448512 j + -8093551465044128370 k]
BICP | Distance=512 | [0 + 512 i + 13 j + 80 k] ^ 7 = [1415922584767774720 + -4780947596405120512 i + -1058124913896832613 j + -8967492827180975280 k]
BICP | Distance=512 | [0 + 13 i + 512 j + 80 k] ^ 7 = [1415922584767774720 + -1058124913896832613 i + -4780947596405120512 j + -8967492827180975280 k]
BICP | Distance=512 | [512 + 0 i + 16 j + 0 k] ^ 3 = [133824512 + 0 i + 12578816 j + 0 k]
BICP | Distance=512 | [0 + 16 i + 0 j + 512 k] ^ 3 = [0 + 12578816 i + 0 j + 133824512 k]
BICP | Distance=512 | [512 + 0 i + 16 j + 25 k] ^ 3 = [134784512 + -1228800 i + 12608816 j + 19657225 k]
BICP | Distance=512 | [512 + 0 i + 16 j + 75 k] ^ 3 = [142464512 + -3686400 i + 12848816 j + 59346675 k]
BICP | Distance=512 | [512 + 0 i + 16 j + 125 k] ^ 3 = [157824512 + -6144000 i + 13328816 j + 100161125 k]
BICP | Distance=512 | [512 + 0 i + 16 j + 375 k] ^ 3 = [349824512 + -18432000 i + 19328816 j + 347358375 k]
BICP | Distance=512 | [0 + 20 i + 9 j + 512 k] ^ 7 = [264368035815690240 + 2491142046692488820 i + 1107233771715989559 j + 8869669283073536512 k]
BICP | Distance=512 | [512 + 0 i + 20 j + 13 k] ^ 7 = [9051673708418432512 + -383084581270343680 i + 2527121793941843820 j + 1607084535727270613 k]
BICP | Distance=512 | [0 + 512 i + 25 j + 6 k] ^ 5 = [-403557888000 + 35975572224512 i + 8623821006625 j + 2090519647566 k]
BICP | Distance=512 | [0 + 25 i + 512 j + 6 k] ^ 5 = [-403557888000 + 8623821006625 i + 35975572224512 j + 2090519647566 k]
BICP | Distance=512 | [0 + 25 i + 6 j + 512 k] ^ 5 = [401637888000 + 8541912256625 i + 2031539947566 j + 34298541824512 k]
BICP | Distance=512 | [512 + 0 i + 25 j + 8 k] ^ 5 = [34431806720512 + -535721984000 i + 8561557781625 j + 2710812104488 k]
BICP | Distance=512 | [0 + 512 i + 25 j + 16 k] ^ 3 = [1228800 + -134784512 i + -19657225 j + -12608816 k]
BICP | Distance=512 | [0 + 25 i + 512 j + 16 k] ^ 3 = [1228800 + -19657225 i + -134784512 j + -12608816 k]
BICP | Distance=512 | [0 + 512 i + 25 j + 34 k] ^ 7 = [1247588545160652800 + -8818795489583744512 i + -2981550665604143525 j + -4345487363263454934 k]
BICP | Distance=512 | [0 + 25 i + 512 j + 34 k] ^ 7 = [1247588545160652800 + -2981550665604143525 i + -8818795489583744512 j + -4345487363263454934 k]
BICP | Distance=512 | [512 + 0 i + 25 j + 38 k] ^ 9 = [2676669403648773735936512 + -644641439237644912435200 i + 1203153851598689316080425 j + 1588622944152434760157238 k]
BICP | Distance=512 | [0 + 512 i + 25 j + 84 k] ^ 9 = [-1160116968788453187993600 + 388467213957701380608512 i + 329473828392780649430425 j + 2917275360055953599421684 k]
BICP | Distance=512 | [0 + 25 i + 512 j + 84 k] ^ 9 = [-1160116968788453187993600 + 329473828392780649430425 i + 388467213957701380608512 j + 2917275360055953599421684 k]
BICP | Distance=512 | [0 + 25 i + 84 j + 512 k] ^ 9 = [1117710729777360195993600 + 300765275750246443430425 i + 2503727234421196710141684 j + 197548999351203629568512 k]
BICP | Distance=512 | [0 + 30 i + 9 j + 512 k] ^ 7 = [394019896437135360 + 3700809522197908230 i + 1074944847622945059 j + 8504422961045760512 k]
BICP | Distance=512 | [512 + 0 i + 30 j + 13 k] ^ 7 = [8682912315670656512 + -570965816980715520 i + 3754572795496940730 j + 1560355592998484113 k]
BICP | Distance=512 | [512 + 0 i + 34 j + 5 k] ^ 3 = [132480512 + -522240 i + 26701934 j + 3914945 k]
BICP | Distance=512 | [512 + 0 i + 34 j + 5 k] ^ 9 = [2047459272708260261376512 + -109498823215265675550720 i + 1389736613763921325916434 j + 186732921974829256372085 k]
BICP | Distance=512 | [512 + 0 i + 34 j + 25 k] ^ 7 = [8818795489583744512 + -1247588545160652800 i + 4345487363263454934 j + 2981550665604143525 k]
BICP | Distance=512 | [512 + 0 i + 34 j + 75 k] ^ 7 = [12496095847781504512 + -3983001388441958400 i + 5590561072587024934 j + 9835607222545555575 k]
BICP | Distance=512 | [0 + 512 i + 37 j + 0 k] ^ 3 = [0 + -136320512 i + -29148637 j + 0 k]
BICP | Distance=512 | [0 + 37 i + 512 j + 0 k] ^ 3 = [0 + -29148637 i + -136320512 j + 0 k]
BICP | Distance=512 | [0 + 512 i + 37 j + 50 k] ^ 3 = [5683200 + -132480512 i + -28871137 j + -39401950 k]
BICP | Distance=512 | [0 + 37 i + 512 j + 50 k] ^ 3 = [5683200 + -28871137 i + -132480512 j + -39401950 k]
BICP | Distance=512 | [0 + 38 i + 7 j + 512 k] ^ 9 = [169645373227688791695360 + 1524484653648798843214838 i + 251776798092201419582167 j + 1933198666790017703424512 k]
BICP | Distance=512 | [0 + 512 i + 38 j + 25 k] ^ 9 = [-644641439237644912435200 + 2676669403648773735936512 i + 1588622944152434760157238 j + 1203153851598689316080425 k]
BICP | Distance=512 | [0 + 38 i + 512 j + 25 k] ^ 9 = [-644641439237644912435200 + 1588622944152434760157238 i + 2676669403648773735936512 j + 1203153851598689316080425 k]
BICP | Distance=512 | [0 + 512 i + 38 j + 75 k] ^ 9 = [-1682621880635792209305600 + 966808238472243211776512 i + 753789938186387159317238 j + 3015701662161296413741275 k]
BICP | Distance=512 | [0 + 38 i + 512 j + 75 k] ^ 9 = [-1682621880635792209305600 + 753789938186387159317238 i + 966808238472243211776512 j + 3015701662161296413741275 k]
BICP | Distance=512 | [0 + 512 i + 40 j + 9 k] ^ 7 = [542279617692180480 + -10354126276784640512 i + -5174870406469377640 j + -1237628065413167559 k]
BICP | Distance=512 | [0 + 40 i + 512 j + 9 k] ^ 7 = [542279617692180480 + -5174870406469377640 i + -10354126276784640512 j + -1237628065413167559 k]
BICP | Distance=512 | [512 + 0 i + 40 j + 12 k] ^ 7 = [8153207368698560512 + -696203360222576640 i + 4931740796382576640 j + 1379521704698560512 k]
BICP | Distance=512 | [512 + 0 i + 40 j + 113 k] ^ 7 = [17673125958363008512 + -7637495030412943360 i + 8710848467856431640 j + 16397288403131132113 k]
BICP | Distance=512 | [512 + 0 i + 40 j + 137 k] ^ 7 = [22725479525770112512 + -9895976963658096640 i + 10630638330677471640 j + 21927092334654878137 k]
BICP | Distance=512 | [512 + 0 i + 40 j + 363 k] ^ 7 = [187760809217899904512 + -62174640573283983360 i + 62176647996860391640 j + 187761354237801267363 k]
BICP | Distance=512 | [512 + 0 i + 40 j + 387 k] ^ 7 = [227461702240121216512 + -73176124208929136640 i + 73176678885323511640 j + 227462079377588013387 k]
BICP | Distance=512 | [512 + 0 i + 40 j + 488 k] ^ 7 = [483244785807772352512 + -138881074925519503360 i + 138881075310640496640 j + 483244785520227647488 k]
BICP | Distance=512 | [512 + 0 i + 40 j + 512 k] ^ 7 = [571428780877400768512 + -160178685050764656640 i + 160178684886924656640 j + 571428780877400768512 k]
BICP | Distance=512 | [512 + 0 i + 41 j + 0 k] ^ 9 = [1872163790726496877056512 + 0 i + 1639262643128091905870441 j + 0 k]
BICP | Distance=512 | [0 + 41 i + 0 j + 512 k] ^ 9 = [0 + 1639262643128091905870441 i + 0 j + 1872163790726496877056512 k]
BICP | Distance=512 | [512 + 0 i + 41 j + 50 k] ^ 9 = [2617786100997245339136512 + -1390457387367198558412800 i + 2100706819058290188560441 j + 1923293251875053078410850 k]
BICP | Distance=512 | [0 + 41 i + 50 j + 512 k] ^ 9 = [1212570261854278494412800 + 1199721920731343198180441 i + 1581130987376384555410850 j + 1178415104951914814976512 k]
BICP | Distance=512 | [512 + 0 i + 41 j + 250 k] ^ 9 = [38840250099545128429056512 + -20404414817665596632064000 i + 20410803431517921473120441 j + 38839128903227426772054250 k]
BICP | Distance=512 | [512 + 0 i + 41 j + 500 k] ^ 9 = [523961630886625023085056512 + -199872227582676217264128000 i + 199872227582279566424870441 j + 523961630886365705919108500 k]
BICP | Distance=512 | [0 + 41 i + 500 j + 512 k] ^ 9 = [-1628536330243846735872000 + 25323357257222367386870441 i + 35303579931447182919108500 j + 34515341656491970669056512 k]
BICP | Distance=512 | [0 + 512 i + 45 j + 66 k] ^ 7 = [4258406626134312960 + -7361676600340608512 i + -4482001391610399345 j + -8577834407090734566 k]
BICP | Distance=512 | [0 + 45 i + 512 j + 66 k] ^ 7 = [4258406626134312960 + -4482001391610399345 i + -7361676600340608512 j + -8577834407090734566 k]
BICP | Distance=512 | [512 + 0 i + 50 j + 37 k] ^ 3 = [132480512 + -5683200 i + 39401950 j + 28871137 k]
BICP | Distance=512 | [0 + 512 i + 50 j + 41 k] ^ 9 = [-1390457387367198558412800 + 2617786100997245339136512 i + 1923293251875053078410850 j + 2100706819058290188560441 k]
BICP | Distance=512 | [0 + 50 i + 512 j + 41 k] ^ 9 = [-1390457387367198558412800 + 1923293251875053078410850 i + 2617786100997245339136512 j + 2100706819058290188560441 k]
BICP | Distance=512 | [0 + 50 i + 41 j + 512 k] ^ 9 = [1212570261854278494412800 + 1581130987376384555410850 i + 1199721920731343198180441 j + 1178415104951914814976512 k]
BICP | Distance=512 | [512 + 0 i + 50 j + 63 k] ^ 7 = [10131847926634112512 + -4741092570516019200 i + 7432383540323824550 j + 7391198038942059363 k]
BICP | Distance=512 | [512 + 0 i + 50 j + 87 k] ^ 9 = [3867796226648761075200512 + -3279869866894989317529600 i + 3698260572163849180810850 j + 3630006438681079190434887 k]
BICP | Distance=512 | [0 + 512 i + 55 j + 66 k] ^ 7 = [5272189435434915840 + -8001401315564160512 i + -5598638962126679755 j + -9047392215750520566 k]
BICP | Distance=512 | [0 + 55 i + 512 j + 66 k] ^ 7 = [5272189435434915840 + -5598638962126679755 i + -8001401315564160512 j + -9047392215750520566 k]
BICP | Distance=512 | [0 + 512 i + 60 j + 9 k] ^ 7 = [833827642909470720 + -11876267023455744512 i + -8053828978370666460 j + -1370006382830345559 k]
BICP | Distance=512 | [0 + 60 i + 512 j + 9 k] ^ 7 = [833827642909470720 + -8053828978370666460 i + -11876267023455744512 j + -1370006382830345559 k]
BICP | Distance=512 | [512 + 0 i + 60 j + 12 k] ^ 7 = [6716127252171456512 + -1017392904756264960 i + 7111472505396264960 j + 1209590548171456512 k]
BICP | Distance=512 | [512 + 0 i + 60 j + 113 k] ^ 7 = [15513886404395904512 + -11190548677997015040 i + 12696213625182047460 j + 14639776815691986113 k]
BICP | Distance=512 | [512 + 0 i + 60 j + 137 k] ^ 7 = [20211020126683008512 + -14514770506709544960 i + 15535546113013607460 j + 19705011745411524137 k]
BICP | Distance=512 | [512 + 0 i + 60 j + 363 k] ^ 7 = [177110554629052800512 + -92036885385903575040 i + 92038114775087987460 j + 177113024416179621363 k]
BICP | Distance=512 | [512 + 0 i + 60 j + 387 k] ^ 7 = [215261948115914112512 + -108398195368216104960 i + 108398204188582667460 j + 215262933294162159387 k]
BICP | Distance=512 | [512 + 0 i + 60 j + 488 k] ^ 7 = [462426635621485248512 + -206228161311056855040 i + 206228165489583144960 j + 462426637786514751488 k]
BICP | Distance=512 | [512 + 0 i + 60 j + 512 k] ^ 7 = [547980151310633664512 + -237965923427769384960 i + 237965920628409384960 j + 547980151310633664512 k]
BICP | Distance=512 | [0 + 512 i + 63 j + 0 k] ^ 7 = [0 + -12230179782532992512 i + -8551225533629116863 j + 0 k]
BICP | Distance=512 | [0 + 63 i + 512 j + 0 k] ^ 7 = [0 + -8551225533629116863 i + -12230179782532992512 j + 0 k]
BICP | Distance=512 | [0 + 512 i + 63 j + 2 k] ^ 9 = [-92667728031177259376640 + 3804505429957676152320512 i + 3063354307047374701863663 j + 122395530293809561635122 k]
BICP | Distance=512 | [0 + 63 i + 512 j + 2 k] ^ 9 = [-92667728031177259376640 + 3063354307047374701863663 i + 3804505429957676152320512 j + 122395530293809561635122 k]
BICP | Distance=512 | [0 + 512 i + 63 j + 50 k] ^ 7 = [4741092570516019200 + -10131847926634112512 i + -7391198038942059363 j + -7432383540323824550 k]
BICP | Distance=512 | [0 + 63 i + 512 j + 50 k] ^ 7 = [4741092570516019200 + -7391198038942059363 i + -10131847926634112512 j + -7432383540323824550 k]
BICP | Distance=512 | [0 + 512 i + 63 j + 100 k] ^ 7 = [8593593143592038400 + -4201816902937472512 i + -4041414682755886863 j + -12948889058556399100 k]
BICP | Distance=512 | [0 + 63 i + 512 j + 100 k] ^ 7 = [8593593143592038400 + -4041414682755886863 i + -4201816902937472512 j + -12948889058556399100 k]
BICP | Distance=512 | [0 + 512 i + 66 j + 1 k] ^ 9 = [-49011289041776405667840 + 3948825735091521467904512 i + 3250697627470839194180466 j + 63100964876675827091281 k]
BICP | Distance=512 | [0 + 66 i + 512 j + 1 k] ^ 9 = [-49011289041776405667840 + 3250697627470839194180466 i + 3948825735091521467904512 j + 63100964876675827091281 k]
BICP | Distance=512 | [0 + 66 i + 5 j + 512 k] ^ 3 = [1013760 + 51612066 i + 3866695 j + 127488512 k]
BICP | Distance=512 | [512 + 0 i + 66 j + 5 k] ^ 7 = [6109116954213504512 + -460931555946301440 i + 7649572431031162566 j + 476228665809827705 k]
BICP | Distance=512 | [512 + 0 i + 66 j + 45 k] ^ 7 = [7361676600340608512 + -4258406626134312960 i + 8577834407090734566 j + 4482001391610399345 k]
BICP | Distance=512 | [512 + 0 i + 66 j + 55 k] ^ 7 = [8001401315564160512 + -5272189435434915840 i + 9047392215750520566 j + 5598638962126679755 k]
BICP | Distance=512 | [512 + 0 i + 66 j + 95 k] ^ 7 = [12029332849145472512 + -9811408772886927360 i + 11940889192529236566 j + 10942273312600251395 k]
BICP | Distance=512 | [0 + 70 i + 9 j + 512 k] ^ 7 = [872356677700515840 + 7971949033746385870 i + 821085034248589059 j + 5666531196983552512 k]
BICP | Distance=512 | [512 + 0 i + 70 j + 13 k] ^ 7 = [5817141905848448512 + -1264266116545402880 i + 8093551465044128370 j + 1192956157758192113 k]
BICP | Distance=512 | [0 + 512 i + 75 j + 6 k] ^ 5 = [-1233713664000 + 42763693824512 i + 26856711769875 j + 2327375947566 k]
BICP | Distance=512 | [0 + 75 i + 512 j + 6 k] ^ 5 = [-1233713664000 + 26856711769875 i + 42763693824512 j + 2327375947566 k]
BICP | Distance=512 | [0 + 75 i + 6 j + 512 k] ^ 5 = [1181873664000 + 24645175519875 i + 1796558647566 j + 27670420224512 k]
BICP | Distance=512 | [512 + 0 i + 75 j + 8 k] ^ 5 = [27796005120512 + -1576445952000 i + 24703737094875 j + 2397463704488 k]
BICP | Distance=512 | [0 + 512 i + 75 j + 16 k] ^ 3 = [3686400 + -142464512 i + -59346675 j + -12848816 k]
BICP | Distance=512 | [0 + 75 i + 512 j + 16 k] ^ 3 = [3686400 + -59346675 i + -142464512 j + -12848816 k]
BICP | Distance=512 | [0 + 512 i + 75 j + 34 k] ^ 7 = [3983001388441958400 + -12496095847781504512 i + -9835607222545555575 j + -5590561072587024934 k]
BICP | Distance=512 | [0 + 75 i + 512 j + 34 k] ^ 7 = [3983001388441958400 + -9835607222545555575 i + -12496095847781504512 j + -5590561072587024934 k]
BICP | Distance=512 | [512 + 0 i + 75 j + 38 k] ^ 9 = [966808238472243211776512 + -1682621880635792209305600 i + 3015701662161296413741275 j + 753789938186387159317238 k]
BICP | Distance=512 | [0 + 512 i + 75 j + 84 k] ^ 9 = [-4002225885180075467980800 + 1255717071504108384768512 i + 1350076266317044607791275 j + 4679978747603974406541684 k]
BICP | Distance=512 | [0 + 75 i + 512 j + 84 k] ^ 9 = [-4002225885180075467980800 + 1350076266317044607791275 i + 1255717071504108384768512 j + 4679978747603974406541684 k]
BICP | Distance=512 | [0 + 80 i + 9 j + 512 k] ^ 7 = [976954045137960960 + 8830163100583555280 i + 727924792944455559 j + 4640680499700224512 k]
BICP | Distance=512 | [512 + 0 i + 80 j + 13 k] ^ 7 = [4780947596405120512 + -1415922584767774720 i + 8967492827180975280 j + 1058124913896832613 k]
BICP | Distance=512 | [512 + 0 i + 84 j + 0 k] ^ 9 = [291736223350572305088512 + 0 i + 2709157003892272309469184 j + 0 k]
BICP | Distance=512 | [0 + 84 i + 0 j + 512 k] ^ 9 = [0 + 2709157003892272309469184 i + 0 j + 291736223350572305088512 k]
BICP | Distance=512 | [0 + 512 i + 84 j + 7 k] ^ 9 = [-465484200285746656788480 + 4959557790188505917952512 i + 4482253323687528616970484 j + 536247085395667831436167 k]
BICP | Distance=512 | [0 + 84 i + 512 j + 7 k] ^ 9 = [-465484200285746656788480 + 4482253323687528616970484 i + 4959557790188505917952512 j + 536247085395667831436167 k]
BICP | Distance=512 | [512 + 0 i + 84 j + 25 k] ^ 9 = [388467213957701380608512 + -1160116968788453187993600 i + 2917275360055953599421684 j + 329473828392780649430425 k]
BICP | Distance=512 | [0 + 84 i + 25 j + 512 k] ^ 9 = [1117710729777360195993600 + 2503727234421196710141684 i + 300765275750246443430425 j + 197548999351203629568512 k]
BICP | Distance=512 | [512 + 0 i + 84 j + 75 k] ^ 9 = [1255717071504108384768512 + -4002225885180075467980800 i + 4679978747603974406541684 j + 1350076266317044607791275 k]
BICP | Distance=512 | [512 + 0 i + 84 j + 125 k] ^ 9 = [3512887058406919193088512 + -8514904111468645459968000 i + 8739681417004683620781684 j + 3595664714193129044652125 k]
BICP | Distance=512 | [512 + 0 i + 84 j + 375 k] ^ 9 = [116781661319716694297088512 + -132876597531045424379904000 i + 132876528063588653798781684 j + 116781644479559407071456375 k]
BICP | Distance=512 | [0 + 84 i + 375 j + 512 k] ^ 9 = [-16702815931393423620096000 + 9242767481968353710781684 i + 737455192256461821456375 j + 16183989394854700313088512 k]
BICP | Distance=512 | [0 + 512 i + 87 j + 0 k] ^ 9 = [0 + 5189955634243414817280512 i + 4737578786034033713764887 j + 0 k]
BICP | Distance=512 | [0 + 87 i + 512 j + 0 k] ^ 9 = [0 + 4737578786034033713764887 i + 5189955634243414817280512 j + 0 k]
BICP | Distance=512 | [0 + 512 i + 87 j + 50 k] ^ 9 = [-3279869866894989317529600 + 3867796226648761075200512 i + 3630006438681079190434887 j + 3698260572163849180810850 k]
BICP | Distance=512 | [0 + 87 i + 512 j + 50 k] ^ 9 = [-3279869866894989317529600 + 3630006438681079190434887 i + 3867796226648761075200512 j + 3698260572163849180810850 k]
BICP | Distance=512 | [0 + 512 i + 87 j + 500 k] ^ 9 = [12505218665319152584704000 + 54224474393201720609280512 i + 52933046379220855130764887 j + 10023380773844055423108500 k]
BICP | Distance=512 | [0 + 87 i + 512 j + 500 k] ^ 9 = [12505218665319152584704000 + 52933046379220855130764887 i + 54224474393201720609280512 j + 10023380773844055423108500 k]
BICP | Distance=512 | [0 + 512 i + 88 j + 0 k] ^ 3 = [0 + -146112512 i + -69887488 j + 0 k]
BICP | Distance=512 | [0 + 88 i + 512 j + 0 k] ^ 3 = [0 + -69887488 i + -146112512 j + 0 k]
BICP | Distance=512 | [512 + 0 i + 88 j + 1 k] ^ 9 = [107298775039408925184512 + -46711684154155179540480 i + 2754555019084844351851288 j + 9912909320623157518081 k]
BICP | Distance=512 | [0 + 512 i + 90 j + 9 k] ^ 7 = [1320128678137006080 + -15439755997225728512 i + -13079157346853274690 j + -1675127347120246059 k]
BICP | Distance=512 | [0 + 90 i + 512 j + 9 k] ^ 7 = [1320128678137006080 + -13079157346853274690 i + -15439755997225728512 j + -1675127347120246059 k]
BICP | Distance=512 | [0 + 512 i + 95 j + 66 k] ^ 7 = [9811408772886927360 + -12029332849145472512 i + -10942273312600251395 j + -11940889192529236566 k]
BICP | Distance=512 | [0 + 95 i + 512 j + 66 k] ^ 7 = [9811408772886927360 + -10942273312600251395 i + -12029332849145472512 j + -11940889192529236566 k]
BICP | Distance=512 | [512 + 0 i + 100 j + 63 k] ^ 7 = [4201816902937472512 + -8593593143592038400 i + 12948889058556399100 j + 4041414682755886863 k]
BICP | Distance=512 | [0 + 512 i + 113 j + 40 k] ^ 7 = [7637495030412943360 + -17673125958363008512 i + -16397288403131132113 j + -8710848467856431640 k]
BICP | Distance=512 | [0 + 113 i + 512 j + 40 k] ^ 7 = [7637495030412943360 + -16397288403131132113 i + -17673125958363008512 j + -8710848467856431640 k]
BICP | Distance=512 | [0 + 512 i + 113 j + 60 k] ^ 7 = [11190548677997015040 + -15513886404395904512 i + -14639776815691986113 j + -12696213625182047460 k]
BICP | Distance=512 | [0 + 113 i + 512 j + 60 k] ^ 7 = [11190548677997015040 + -14639776815691986113 i + -15513886404395904512 j + -12696213625182047460 k]
BICP | Distance=512 | [0 + 512 i + 125 j + 6 k] ^ 5 = [-2132989440000 + 56723937024512 i + 48064098783125 j + 2805588547566 k]
BICP | Distance=512 | [0 + 125 i + 512 j + 6 k] ^ 5 = [-2132989440000 + 48064098783125 i + 56723937024512 j + 2805588547566 k]
BICP | Distance=512 | [0 + 125 i + 6 j + 512 k] ^ 5 = [1892989440000 + 37825505033125 i + 1331096047566 j + 14798177024512 k]
BICP | Distance=512 | [512 + 0 i + 125 j + 8 k] ^ 5 = [14908401920512 + -2525009920000 i + 37921857658125 j + 1776766904488 k]
BICP | Distance=512 | [0 + 512 i + 125 j + 16 k] ^ 3 = [6144000 + -157824512 i + -100161125 j + -13328816 k]
BICP | Distance=512 | [0 + 125 i + 512 j + 16 k] ^ 3 = [6144000 + -100161125 i + -157824512 j + -13328816 k]
BICP | Distance=512 | [0 + 512 i + 125 j + 84 k] ^ 9 = [-8514904111468645459968000 + 3512887058406919193088512 i + 3595664714193129044652125 j + 8739681417004683620781684 k]
BICP | Distance=512 | [0 + 125 i + 512 j + 84 k] ^ 9 = [-8514904111468645459968000 + 3595664714193129044652125 i + 3512887058406919193088512 j + 8739681417004683620781684 k]
BICP | Distance=512 | [0 + 512 i + 137 j + 40 k] ^ 7 = [9895976963658096640 + -22725479525770112512 i + -21927092334654878137 j + -10630638330677471640 k]
BICP | Distance=512 | [0 + 137 i + 512 j + 40 k] ^ 7 = [9895976963658096640 + -21927092334654878137 i + -22725479525770112512 j + -10630638330677471640 k]
BICP | Distance=512 | [0 + 512 i + 137 j + 60 k] ^ 7 = [14514770506709544960 + -20211020126683008512 i + -19705011745411524137 j + -15535546113013607460 k]
BICP | Distance=512 | [0 + 137 i + 512 j + 60 k] ^ 7 = [14514770506709544960 + -19705011745411524137 i + -20211020126683008512 j + -15535546113013607460 k]
BICP | Distance=512 | [0 + 184 i + 5 j + 512 k] ^ 3 = [2826240 + 138460184 i + 3424195 j + 82176512 k]
BICP | Distance=512 | [512 + 0 i + 200 j + 88 k] ^ 8 = [-11874342588010056384512 + -7318742632770620620800 i + 6443817367229379379200 j + -9711577411989943615488 k]
BICP | Distance=512 | [0 + 512 i + 238 j + 5 k] ^ 3 = [3655680 + -221184512 i + -200634238 j + -4781695 k]
BICP | Distance=512 | [0 + 238 i + 512 j + 5 k] ^ 3 = [3655680 + -200634238 i + -221184512 j + -4781695 k]
BICP | Distance=512 | [0 + 512 i + 250 j + 41 k] ^ 9 = [-20404414817665596632064000 + 38840250099545128429056512 i + 38839128903227426772054250 j + 20410803431517921473120441 k]
BICP | Distance=512 | [0 + 250 i + 512 j + 41 k] ^ 9 = [-20404414817665596632064000 + 38839128903227426772054250 i + 38840250099545128429056512 j + 20410803431517921473120441 k]
BICP | Distance=512 | [0 + 512 i + 262 j + 5 k] ^ 3 = [4024320 + -239616512 i + -224010262 j + -4961695 k]
BICP | Distance=512 | [0 + 262 i + 512 j + 5 k] ^ 3 = [4024320 + -224010262 i + -239616512 j + -4961695 k]
BICP | Distance=512 | [0 + 512 i + 363 j + 40 k] ^ 7 = [62174640573283983360 + -187760809217899904512 i + -187761354237801267363 j + -62176647996860391640 k]
BICP | Distance=512 | [0 + 363 i + 512 j + 40 k] ^ 7 = [62174640573283983360 + -187761354237801267363 i + -187760809217899904512 j + -62176647996860391640 k]
BICP | Distance=512 | [0 + 512 i + 363 j + 60 k] ^ 7 = [92036885385903575040 + -177110554629052800512 i + -177113024416179621363 j + -92038114775087987460 k]
BICP | Distance=512 | [0 + 363 i + 512 j + 60 k] ^ 7 = [92036885385903575040 + -177113024416179621363 i + -177110554629052800512 j + -92038114775087987460 k]
BICP | Distance=512 | [0 + 512 i + 375 j + 6 k] ^ 5 = [-9278968320000 + 274426977024512 i + 274379640099375 j + 9289496047566 k]
BICP | Distance=512 | [0 + 375 i + 512 j + 6 k] ^ 5 = [-9278968320000 + 274379640099375 i + 274426977024512 j + 9289496047566 k]
BICP | Distance=512 | [0 + 512 i + 375 j + 16 k] ^ 3 = [18432000 + -349824512 i + -347358375 j + -19328816 k]
BICP | Distance=512 | [0 + 375 i + 512 j + 16 k] ^ 3 = [18432000 + -347358375 i + -349824512 j + -19328816 k]
BICP | Distance=512 | [0 + 512 i + 375 j + 84 k] ^ 9 = [-132876597531045424379904000 + 116781661319716694297088512 i + 116781644479559407071456375 j + 132876528063588653798781684 k]
BICP | Distance=512 | [0 + 375 i + 512 j + 84 k] ^ 9 = [-132876597531045424379904000 + 116781644479559407071456375 i + 116781661319716694297088512 j + 132876528063588653798781684 k]
BICP | Distance=512 | [0 + 375 i + 84 j + 512 k] ^ 9 = [-16702815931393423620096000 + 737455192256461821456375 i + 9242767481968353710781684 j + 16183989394854700313088512 k]
BICP | Distance=512 | [0 + 512 i + 387 j + 40 k] ^ 7 = [73176124208929136640 + -227461702240121216512 i + -227462079377588013387 j + -73176678885323511640 k]
BICP | Distance=512 | [0 + 387 i + 512 j + 40 k] ^ 7 = [73176124208929136640 + -227462079377588013387 i + -227461702240121216512 j + -73176678885323511640 k]
BICP | Distance=512 | [0 + 512 i + 387 j + 60 k] ^ 7 = [108398195368216104960 + -215261948115914112512 i + -215262933294162159387 j + -108398204188582667460 k]
BICP | Distance=512 | [0 + 387 i + 512 j + 60 k] ^ 7 = [108398195368216104960 + -215262933294162159387 i + -215261948115914112512 j + -108398204188582667460 k]
BICP | Distance=512 | [0 + 512 i + 488 j + 5 k] ^ 3 = [7495680 + -499968512 i + -499956488 j + -7504195 k]
BICP | Distance=512 | [0 + 488 i + 512 j + 5 k] ^ 3 = [7495680 + -499956488 i + -499968512 j + -7504195 k]
BICP | Distance=512 | [0 + 512 i + 488 j + 40 k] ^ 7 = [138881074925519503360 + -483244785807772352512 i + -483244785520227647488 j + -138881075310640496640 k]
BICP | Distance=512 | [0 + 488 i + 512 j + 40 k] ^ 7 = [138881074925519503360 + -483244785520227647488 i + -483244785807772352512 j + -138881075310640496640 k]
BICP | Distance=512 | [0 + 512 i + 488 j + 60 k] ^ 7 = [206228161311056855040 + -462426635621485248512 i + -462426637786514751488 j + -206228165489583144960 k]
BICP | Distance=512 | [0 + 488 i + 512 j + 60 k] ^ 7 = [206228161311056855040 + -462426637786514751488 i + -462426635621485248512 j + -206228165489583144960 k]
BICP | Distance=512 | [0 + 512 i + 500 j + 41 k] ^ 9 = [-199872227582676217264128000 + 523961630886625023085056512 i + 523961630886365705919108500 j + 199872227582279566424870441 k]
BICP | Distance=512 | [0 + 500 i + 512 j + 41 k] ^ 9 = [-199872227582676217264128000 + 523961630886365705919108500 i + 523961630886625023085056512 j + 199872227582279566424870441 k]
BICP | Distance=512 | [0 + 500 i + 41 j + 512 k] ^ 9 = [-1628536330243846735872000 + 35303579931447182919108500 i + 25323357257222367386870441 j + 34515341656491970669056512 k]
BICP | Distance=512 | [512 + 0 i + 500 j + 87 k] ^ 9 = [54224474393201720609280512 + 12505218665319152584704000 i + 10023380773844055423108500 j + 52933046379220855130764887 k]
BICP | Distance=512 | [0 + 512 i + 512 j + 5 k] ^ 3 = [7864320 + -536832512 i + -536832512 j + -7864195 k]
BICP | Distance=512 | [0 + 512 i + 512 j + 5 k] ^ 3 = [7864320 + -536832512 i + -536832512 j + -7864195 k]
BICP | Distance=512 | [0 + 512 i + 512 j + 40 k] ^ 7 = [160178685050764656640 + -571428780877400768512 i + -571428780877400768512 j + -160178684886924656640 k]
BICP | Distance=512 | [0 + 512 i + 512 j + 40 k] ^ 7 = [160178685050764656640 + -571428780877400768512 i + -571428780877400768512 j + -160178684886924656640 k]
BICP | Distance=512 | [0 + 512 i + 512 j + 60 k] ^ 7 = [237965923427769384960 + -547980151310633664512 i + -547980151310633664512 j + -237965920628409384960 k]
BICP | Distance=512 | [0 + 512 i + 512 j + 60 k] ^ 7 = [237965923427769384960 + -547980151310633664512 i + -547980151310633664512 j + -237965920628409384960 k]
BICP | Distance=512 | [1 + 512 i + 0 j + 12 k] ^ 9 = [41846988645485769929281 + 2369801362223591938560512 i + 7938155374384635002880 j + 507348582939621285928812 k]
BICP | Distance=512 | [1 + 0 i + 512 j + 12 k] ^ 9 = [41846988645485769929281 + 7938155374384635002880 i + 2369801362223591938560512 j + 507348582939621285928812 k]
BICP | Distance=512 | [512 + 1 i + 0 j + 66 k] ^ 9 = [3948825735091521467904512 + 63100964876675827091281 i + -49011289041776405667840 j + 3250697627470839194180466 k]
BICP | Distance=512 | [1 + 0 i + 88 j + 512 k] ^ 9 = [9912909320623157518081 + -46711684154155179540480 i + 2754555019084844351851288 j + 107298775039408925184512 k]
BICP | Distance=512 | [1 + 512 i + 1 j + 13 k] ^ 9 = [33144652420775983657081 + 2361980839255497506403512 i + 50326942285753022179081 j + 548540467483523465290213 k]
BICP | Distance=512 | [1 + 1 i + 512 j + 13 k] ^ 9 = [33144652420775983657081 + 50326942285753022179081 i + 2361980839255497506403512 j + 548540467483523465290213 k]
BICP | Distance=512 | [1 + 1 i + 13 j + 512 k] ^ 9 = [50326942285753022179081 + 33144652420775983657081 i + 548540467483523465290213 j + 2361980839255497506403512 k]
BICP | Distance=512 | [1 + 512 i + 2 j + 6 k] ^ 9 = [34392992651780899918081 + 2407005997633373807268512 i + 88660712300205214147922 j + 253438217155355542020726 k]
BICP | Distance=512 | [1 + 2 i + 512 j + 6 k] ^ 9 = [34392992651780899918081 + 88660712300205214147922 i + 2407005997633373807268512 j + 253438217155355542020726 k]
BICP | Distance=512 | [1 + 512 i + 2 j + 16 k] ^ 7 = [-77147205776515811 + -9037184505814920512 i + -272085868261956842 j + -2005185696153515216 k]
BICP | Distance=512 | [1 + 2 i + 512 j + 16 k] ^ 7 = [-77147205776515811 + -272085868261956842 i + -9037184505814920512 j + -2005185696153515216 k]
BICP | Distance=512 | [512 + 1 i + 2 j + 34 k] ^ 9 = [2806449287037359881164512 + 1236922401930538327681 i + 72320627122528011399122 j + 1505576378079738477848434 k]
BICP | Distance=512 | [1 + 2 i + 48 j + 512 k] ^ 7 = [247313544149613341 + 150390586257985302 i + 5784528602286236048 j + 7545242805082136512 k]
BICP | Distance=512 | [1 + 512 i + 3 j + 17 k] ^ 9 = [7619105321678862893881 + 2325317303320477942317512 i + 134815858916029349335323 j + 713767342322610049347017 k]
BICP | Distance=512 | [1 + 3 i + 512 j + 17 k] ^ 9 = [7619105321678862893881 + 134815858916029349335323 i + 2325317303320477942317512 j + 713767342322610049347017 k]
BICP | Distance=512 | [512 + 1 i + 4 j + 8 k] ^ 9 = [2433739159618035600480512 + 21441419954269715023681 i + 165737849485132260790564 j + 342836159729110497936968 k]
BICP | Distance=512 | [512 + 1 i + 4 j + 38 k] ^ 3 = [136410512 + 323771 i + 3046244 j + 29949638 k]
BICP | Distance=512 | [1 + 512 i + 4 j + 434 k] ^ 9 = [1200391043705084274988081 + 27607249471465861726200512 i + 945854191965515330832484 j + 1207577386496686322118434 k]
BICP | Distance=512 | [1 + 4 i + 512 j + 434 k] ^ 9 = [1200391043705084274988081 + 945854191965515330832484 i + 27607249471465861726200512 j + 1207577386496686322118434 k]
BICP | Distance=512 | [1 + 5 i + 7 j + 512 k] ^ 9 = [65366168077879197561481 + 206595512786004887824925 i + 292923141905944638981967 j + 2393973969336710879181512 k]
BICP | Distance=512 | [512 + 1 i + 6 j + 2 k] ^ 9 = [2407005997633373807268512 + 34392992651780899918081 i + 253438217155355542020726 j + 88660712300205214147922 k]
BICP | Distance=512 | [512 + 1 i + 6 j + 12 k] ^ 3 = [134382512 + 565571 i + 4684086 j + 9456012 k]
BICP | Distance=512 | [1 + 7 i + 5 j + 512 k] ^ 9 = [65366168077879197561481 + 292923141905944638981967 i + 206595512786004887824925 j + 2393973969336710879181512 k]
BICP | Distance=512 | [512 + 1 i + 7 j + 9 k] ^ 9 = [2428650550313825323641512 + 774813320277404077081 i + 293565820799439828293167 j + 386242921975709339322609 k]
BICP | Distance=512 | [1 + 512 i + 8 j + 4 k] ^ 9 = [21441419954269715023681 + 2433739159618035600480512 i + 342836159729110497936968 j + 165737849485132260790564 k]
BICP | Distance=512 | [1 + 8 i + 512 j + 4 k] ^ 9 = [21441419954269715023681 + 342836159729110497936968 i + 2433739159618035600480512 j + 165737849485132260790564 k]
BICP | Distance=512 | [1 + 512 i + 9 j + 7 k] ^ 9 = [774813320277404077081 + 2428650550313825323641512 i + 386242921975709339322609 j + 293565820799439828293167 k]
BICP | Distance=512 | [1 + 9 i + 512 j + 7 k] ^ 9 = [774813320277404077081 + 386242921975709339322609 i + 2428650550313825323641512 j + 293565820799439828293167 k]
BICP | Distance=512 | [512 + 1 i + 12 j + 0 k] ^ 9 = [2369801362223591938560512 + 41846988645485769929281 i + 507348582939621285928812 j + 7938155374384635002880 k]
BICP | Distance=512 | [1 + 512 i + 12 j + 6 k] ^ 3 = [-565571 + -134382512 i + -9456012 j + -4684086 k]
BICP | Distance=512 | [1 + 12 i + 512 j + 6 k] ^ 3 = [-565571 + -9456012 i + -134382512 j + -4684086 k]
BICP | Distance=512 | [512 + 1 i + 13 j + 1 k] ^ 9 = [2361980839255497506403512 + 33144652420775983657081 i + 548540467483523465290213 j + 50326942285753022179081 k]
BICP | Distance=512 | [1 + 13 i + 1 j + 512 k] ^ 9 = [50326942285753022179081 + 548540467483523465290213 i + 33144652420775983657081 j + 2361980839255497506403512 k]
BICP | Distance=512 | [512 + 1 i + 16 j + 2 k] ^ 7 = [9037184505814920512 + 77147205776515811 i + 2005185696153515216 j + 272085868261956842 k]
BICP | Distance=512 | [1 + 16 i + 16 j + 512 k] ^ 9 = [207901624643599746447361 + 645108472249337407209616 i + 645108472249337407209616 j + 2252784871976187799296512 k]
BICP | Distance=512 | [512 + 1 i + 17 j + 3 k] ^ 9 = [2325317303320477942317512 + 7619105321678862893881 i + 713767342322610049347017 j + 134815858916029349335323 k]
BICP | Distance=512 | [1 + 512 i + 34 j + 2 k] ^ 9 = [1236922401930538327681 + 2806449287037359881164512 i + 1505576378079738477848434 j + 72320627122528011399122 k]
BICP | Distance=512 | [1 + 34 i + 512 j + 2 k] ^ 9 = [1236922401930538327681 + 1505576378079738477848434 i + 2806449287037359881164512 j + 72320627122528011399122 k]
BICP | Distance=512 | [1 + 512 i + 38 j + 4 k] ^ 3 = [-323771 + -136410512 i + -29949638 j + -3046244 k]
BICP | Distance=512 | [1 + 38 i + 512 j + 4 k] ^ 3 = [-323771 + -29949638 i + -136410512 j + -3046244 k]
BICP | Distance=512 | [1 + 48 i + 2 j + 512 k] ^ 7 = [247313544149613341 + 5784528602286236048 i + 150390586257985302 j + 7545242805082136512 k]
BICP | Distance=512 | [1 + 52 i + 98 j + 512 k] ^ 7 = [6416964455745323341 + 2710420163649706652 i + 8344558179677957398 j + 1375591893486426512 k]
BICP | Distance=512 | [1 + 512 i + 66 j + 0 k] ^ 9 = [63100964876675827091281 + 3948825735091521467904512 i + 3250697627470839194180466 j + -49011289041776405667840 k]
BICP | Distance=512 | [1 + 66 i + 512 j + 0 k] ^ 9 = [63100964876675827091281 + 3250697627470839194180466 i + 3948825735091521467904512 j + -49011289041776405667840 k]
BICP | Distance=512 | [1 + 88 i + 0 j + 512 k] ^ 9 = [9912909320623157518081 + 2754555019084844351851288 i + -46711684154155179540480 j + 107298775039408925184512 k]
BICP | Distance=512 | [1 + 98 i + 52 j + 512 k] ^ 7 = [6416964455745323341 + 8344558179677957398 i + 2710420163649706652 j + 1375591893486426512 k]
BICP | Distance=512 | [512 + 1 i + 434 j + 4 k] ^ 9 = [27607249471465861726200512 + 1200391043705084274988081 i + 1207577386496686322118434 j + 945854191965515330832484 k]
BICP | Distance=512 | [512 + 2 i + 0 j + 63 k] ^ 9 = [3804505429957676152320512 + 122395530293809561635122 i + -92667728031177259376640 j + 3063354307047374701863663 k]
BICP | Distance=512 | [2 + 1 i + 6 j + 512 k] ^ 9 = [88660712300205214147922 + 34392992651780899918081 i + 253438217155355542020726 j + 2407005997633373807268512 k]
BICP | Distance=512 | [2 + 1 i + 16 j + 512 k] ^ 7 = [272085868261956842 + 77147205776515811 i + 2005185696153515216 j + 9037184505814920512 k]
BICP | Distance=512 | [512 + 2 i + 1 j + 34 k] ^ 9 = [2806449287037359881164512 + 72320627122528011399122 i + 1236922401930538327681 j + 1505576378079738477848434 k]
BICP | Distance=512 | [2 + 512 i + 1 j + 48 k] ^ 7 = [-150390586257985302 + -7545242805082136512 i + -247313544149613341 j + -5784528602286236048 k]
BICP | Distance=512 | [2 + 1 i + 512 j + 48 k] ^ 7 = [-150390586257985302 + -247313544149613341 i + -7545242805082136512 j + -5784528602286236048 k]
BICP | Distance=512 | [512 + 2 i + 2 j + 2 k] ^ 9 = [2416595889416674990272512 + 82335005769402474639872 i + 82335005769402474639872 j + 87598688962836257526272 k]
BICP | Distance=512 | [2 + 512 i + 2 j + 2 k] ^ 9 = [82335005769402474639872 + 2416595889416674990272512 i + 87598688962836257526272 j + 82335005769402474639872 k]
BICP | Distance=512 | [2 + 2 i + 512 j + 2 k] ^ 9 = [82335005769402474639872 + 87598688962836257526272 i + 2416595889416674990272512 j + 82335005769402474639872 k]
BICP | Distance=512 | [2 + 2 i + 2 j + 512 k] ^ 9 = [87598688962836257526272 + 82335005769402474639872 i + 82335005769402474639872 j + 2416595889416674990272512 k]
BICP | Distance=512 | [512 + 2 i + 2 j + 3 k] ^ 9 = [2418291645242373343068512 + 81052121930898518754002 i + 81052121930898518754002 j + 130093479424119983103363 k]
BICP | Distance=512 | [512 + 2 i + 2 j + 7 k] ^ 9 = [2431720538160725162700512 + 76093782463789298549522 i + 76093782463789298549522 j + 300440039659744709681767 k]
BICP | Distance=512 | [512 + 2 i + 2 j + 45 k] ^ 9 = [3107113415792821632228512 + 40692100043964023751122 i + 40692100043964023751122 j + 2053445690149775564160045 k]
BICP | Distance=512 | [512 + 2 i + 2 j + 295 k] ^ 9 = [72583009244331670317132512 + 88220926314414543122 i + 88220926314414543122 j + 72581955345597421052508295 k]
BICP | Distance=512 | [2 + 512 i + 3 j + 2 k] ^ 9 = [81052121930898518754002 + 2418291645242373343068512 i + 130093479424119983103363 j + 81052121930898518754002 k]
BICP | Distance=512 | [2 + 3 i + 512 j + 2 k] ^ 9 = [81052121930898518754002 + 130093479424119983103363 i + 2418291645242373343068512 j + 81052121930898518754002 k]
BICP | Distance=512 | [2 + 3 i + 38 j + 512 k] ^ 9 = [144816743737469235711122 + 59616447379852201405923 i + 1528335144878904522116438 j + 1948136460878358093132512 k]
BICP | Distance=512 | [2 + 512 i + 3 j + 488 k] ^ 9 = [1429413401247563258571122 + 37295082479223024669168512 i + 1444728364109174550211923 j + 23854416873153101624472488 k]
BICP | Distance=512 | [2 + 3 i + 512 j + 488 k] ^ 9 = [1429413401247563258571122 + 1444728364109174550211923 i + 37295082479223024669168512 j + 23854416873153101624472488 k]
BICP | Distance=512 | [2 + 3 i + 488 j + 512 k] ^ 9 = [784163465793368418891122 + 1874960378825509141891923 i + 23880409880539360788120488 j + 37276626800418578301456512 k]
BICP | Distance=512 | [2 + 512 i + 3 j + 502 k] ^ 9 = [1402490613018774094530002 + 38411688238166367380148512 i + 1781240258579579071023363 j + 32110006011558900852342502 k]
BICP | Distance=512 | [2 + 3 i + 512 j + 502 k] ^ 9 = [1402490613018774094530002 + 1781240258579579071023363 i + 38411688238166367380148512 j + 32110006011558900852342502 k]
BICP | Distance=512 | [2 + 4 i + 9 j + 512 k] ^ 7 = [303963043024105642 + 475470511657014324 i + 1120591604901782459 j + 9155752945304882512 k]
BICP | Distance=512 | [512 + 2 i + 4 j + 16 k] ^ 9 = [2497538037809365510848512 + 44412673912307994255872 i + 153126736205200381502464 j + 690187564193395950063616 k]
BICP | Distance=512 | [2 + 4 i + 84 j + 512 k] ^ 7 = [605242298903051392 + 80159815176877824 i + 9174334578151817984 j + 4245178175158592512 k]
BICP | Distance=512 | [2 + 6 i + 1 j + 512 k] ^ 9 = [88660712300205214147922 + 253438217155355542020726 i + 34392992651780899918081 j + 2407005997633373807268512 k]
BICP | Distance=512 | [2 + 6 i + 16 j + 512 k] ^ 3 = [1866032 + 4615536 i + 12540416 j + 133776512 k]
BICP | Distance=512 | [2 + 512 i + 7 j + 2 k] ^ 9 = [76093782463789298549522 + 2431720538160725162700512 i + 300440039659744709681767 j + 76093782463789298549522 k]
BICP | Distance=512 | [2 + 7 i + 512 j + 2 k] ^ 9 = [76093782463789298549522 + 300440039659744709681767 i + 2431720538160725162700512 j + 76093782463789298549522 k]
BICP | Distance=512 | [2 + 512 i + 7 j + 12 k] ^ 9 = [28502775884099872611122 + 2386427135129134484904512 i + 309265650718204227357367 j + 500647100463823331920812 k]
BICP | Distance=512 | [2 + 7 i + 512 j + 12 k] ^ 9 = [28502775884099872611122 + 309265650718204227357367 i + 2386427135129134484904512 j + 500647100463823331920812 k]
BICP | Distance=512 | [2 + 8 i + 80 j + 512 k] ^ 9 = [383645542562525229711872 + 33178459215099889338368 i + 2628969372160453840916480 j + 471521783805684828864512 k]
BICP | Distance=512 | [2 + 9 i + 4 j + 512 k] ^ 7 = [303963043024105642 + 1120591604901782459 i + 475470511657014324 j + 9155752945304882512 k]
BICP | Distance=512 | [2 + 9 i + 34 j + 512 k] ^ 3 = [2505482 + 6837159 i + 26636234 j + 132327512 k]
BICP | Distance=512 | [2 + 9 i + 84 j + 512 k] ^ 3 = [3852482 + 6370659 i + 65392884 j + 123270512 k]
BICP | Distance=512 | [2 + 9 i + 184 j + 512 k] ^ 3 = [6456482 + 5032659 i + 138376184 j + 82116512 k]
BICP | Distance=512 | [512 + 2 i + 12 j + 7 k] ^ 9 = [2386427135129134484904512 + 28502775884099872611122 i + 500647100463823331920812 j + 309265650718204227357367 k]
BICP | Distance=512 | [2 + 16 i + 1 j + 512 k] ^ 7 = [272085868261956842 + 2005185696153515216 i + 77147205776515811 j + 9037184505814920512 k]
BICP | Distance=512 | [2 + 512 i + 16 j + 4 k] ^ 9 = [44412673912307994255872 + 2497538037809365510848512 i + 690187564193395950063616 j + 153126736205200381502464 k]
BICP | Distance=512 | [2 + 16 i + 512 j + 4 k] ^ 9 = [44412673912307994255872 + 690187564193395950063616 i + 2497538037809365510848512 j + 153126736205200381502464 k]
BICP | Distance=512 | [2 + 16 i + 6 j + 512 k] ^ 3 = [1866032 + 12540416 i + 4615536 j + 133776512 k]
BICP | Distance=512 | [2 + 16 i + 16 j + 512 k] ^ 3 = [2356232 + 12468416 i + 12468416 j + 133440512 k]
BICP | Distance=512 | [2 + 512 i + 34 j + 1 k] ^ 9 = [72320627122528011399122 + 2806449287037359881164512 i + 1505576378079738477848434 j + 1236922401930538327681 k]
BICP | Distance=512 | [2 + 34 i + 512 j + 1 k] ^ 9 = [72320627122528011399122 + 1505576378079738477848434 i + 2806449287037359881164512 j + 1236922401930538327681 k]
BICP | Distance=512 | [2 + 34 i + 9 j + 512 k] ^ 3 = [2505482 + 26636234 i + 6837159 j + 132327512 k]
BICP | Distance=512 | [2 + 38 i + 3 j + 512 k] ^ 9 = [144816743737469235711122 + 1528335144878904522116438 i + 59616447379852201405923 j + 1948136460878358093132512 k]
BICP | Distance=512 | [2 + 512 i + 45 j + 2 k] ^ 9 = [40692100043964023751122 + 3107113415792821632228512 i + 2053445690149775564160045 j + 40692100043964023751122 k]
BICP | Distance=512 | [2 + 45 i + 512 j + 2 k] ^ 9 = [40692100043964023751122 + 2053445690149775564160045 i + 3107113415792821632228512 j + 40692100043964023751122 k]
BICP | Distance=512 | [512 + 2 i + 48 j + 1 k] ^ 7 = [7545242805082136512 + 150390586257985302 i + 5784528602286236048 j + 247313544149613341 k]
BICP | Distance=512 | [2 + 512 i + 63 j + 0 k] ^ 9 = [122395530293809561635122 + 3804505429957676152320512 i + 3063354307047374701863663 j + -92667728031177259376640 k]
BICP | Distance=512 | [2 + 63 i + 512 j + 0 k] ^ 9 = [122395530293809561635122 + 3063354307047374701863663 i + 3804505429957676152320512 j + -92667728031177259376640 k]
BICP | Distance=512 | [2 + 80 i + 8 j + 512 k] ^ 9 = [383645542562525229711872 + 2628969372160453840916480 i + 33178459215099889338368 j + 471521783805684828864512 k]
BICP | Distance=512 | [2 + 84 i + 4 j + 512 k] ^ 7 = [605242298903051392 + 9174334578151817984 i + 80159815176877824 j + 4245178175158592512 k]
BICP | Distance=512 | [2 + 84 i + 9 j + 512 k] ^ 3 = [3852482 + 65392884 i + 6370659 j + 123270512 k]
BICP | Distance=512 | [2 + 84 i + 84 j + 512 k] ^ 3 = [23164232 + 63174384 i + 63174384 j + 112632512 k]
BICP | Distance=512 | [2 + 84 i + 184 j + 512 k] ^ 3 = [48808232 + 55806384 i + 134065184 j + 71568512 k]
BICP | Distance=512 | [2 + 184 i + 9 j + 512 k] ^ 3 = [6456482 + 138376184 i + 5032659 j + 82116512 k]
BICP | Distance=512 | [2 + 184 i + 84 j + 512 k] ^ 3 = [48808232 + 134065184 i + 55806384 j + 71568512 k]
BICP | Distance=512 | [2 + 184 i + 184 j + 512 k] ^ 3 = [105172232 + 118657184 i + 118657184 j + 30624512 k]
BICP | Distance=512 | [2 + 512 i + 295 j + 2 k] ^ 9 = [88220926314414543122 + 72583009244331670317132512 i + 72581955345597421052508295 j + 88220926314414543122 k]
BICP | Distance=512 | [2 + 295 i + 512 j + 2 k] ^ 9 = [88220926314414543122 + 72581955345597421052508295 i + 72583009244331670317132512 j + 88220926314414543122 k]
BICP | Distance=512 | [512 + 2 i + 488 j + 3 k] ^ 9 = [37295082479223024669168512 + 1429413401247563258571122 i + 23854416873153101624472488 j + 1444728364109174550211923 k]
BICP | Distance=512 | [2 + 488 i + 3 j + 512 k] ^ 9 = [784163465793368418891122 + 23880409880539360788120488 i + 1874960378825509141891923 j + 37276626800418578301456512 k]
BICP | Distance=512 | [512 + 2 i + 502 j + 3 k] ^ 9 = [38411688238166367380148512 + 1402490613018774094530002 i + 32110006011558900852342502 j + 1781240258579579071023363 k]
BICP | Distance=512 | [512 + 3 i + 0 j + 4 k] ^ 9 = [2420173592537364349440512 + 127680938493209187839523 i + -7970482889337566085120 j + 169938585185897940665764 k]
BICP | Distance=512 | [3 + 1 i + 17 j + 512 k] ^ 9 = [134815858916029349335323 + 7619105321678862893881 i + 713767342322610049347017 j + 2325317303320477942317512 k]
BICP | Distance=512 | [3 + 2 i + 2 j + 512 k] ^ 9 = [130093479424119983103363 + 81052121930898518754002 i + 81052121930898518754002 j + 2418291645242373343068512 k]
BICP | Distance=512 | [3 + 512 i + 2 j + 38 k] ^ 9 = [59616447379852201405923 + 1948136460878358093132512 i + 144816743737469235711122 j + 1528335144878904522116438 k]
BICP | Distance=512 | [3 + 2 i + 512 j + 38 k] ^ 9 = [59616447379852201405923 + 144816743737469235711122 i + 1948136460878358093132512 j + 1528335144878904522116438 k]
BICP | Distance=512 | [3 + 512 i + 2 j + 488 k] ^ 9 = [1874960378825509141891923 + 37276626800418578301456512 i + 784163465793368418891122 j + 23880409880539360788120488 k]
BICP | Distance=512 | [3 + 2 i + 512 j + 488 k] ^ 9 = [1874960378825509141891923 + 784163465793368418891122 i + 37276626800418578301456512 j + 23880409880539360788120488 k]
BICP | Distance=512 | [3 + 2 i + 488 j + 512 k] ^ 9 = [1444728364109174550211923 + 1429413401247563258571122 i + 23854416873153101624472488 j + 37295082479223024669168512 k]
BICP | Distance=512 | [3 + 2 i + 502 j + 512 k] ^ 9 = [1781240258579579071023363 + 1402490613018774094530002 i + 32110006011558900852342502 j + 38411688238166367380148512 k]
BICP | Distance=512 | [512 + 3 i + 3 j + 89 k] ^ 9 = [5330154502991993602407512 + 27622987543821150754443 i + 27622987543821150754443 j + 4899718635526114154557889 k]
BICP | Distance=512 | [3 + 512 i + 4 j + 0 k] ^ 9 = [127680938493209187839523 + 2420173592537364349440512 i + 169938585185897940665764 j + -7970482889337566085120 k]
BICP | Distance=512 | [3 + 4 i + 512 j + 0 k] ^ 9 = [127680938493209187839523 + 169938585185897940665764 i + 2420173592537364349440512 j + -7970482889337566085120 k]
BICP | Distance=512 | [512 + 3 i + 4 j + 4 k] ^ 9 = [2415294817215928804368512 + 116845243465464849949923 i + 162075067540282713497764 j + 177622040443049390412964 k]
BICP | Distance=512 | [3 + 512 i + 4 j + 4 k] ^ 9 = [116845243465464849949923 + 2415294817215928804368512 i + 177622040443049390412964 j + 162075067540282713497764 k]
BICP | Distance=512 | [3 + 4 i + 512 j + 4 k] ^ 9 = [116845243465464849949923 + 177622040443049390412964 i + 2415294817215928804368512 j + 162075067540282713497764 k]
BICP | Distance=512 | [3 + 4 i + 6 j + 512 k] ^ 9 = [142764446398941728923923 + 157488570541759346052964 i + 246545804623839546547926 j + 2404237143202480988040512 k]
BICP | Distance=512 | [3 + 512 i + 4 j + 8 k] ^ 7 = [-329955612196544933 + -9182645266632152512 i + -537905310122199044 j + -990287588330479368 k]
BICP | Distance=512 | [3 + 4 i + 512 j + 8 k] ^ 7 = [-329955612196544933 + -537905310122199044 i + -9182645266632152512 j + -990287588330479368 k]
BICP | Distance=512 | [3 + 5 i + 63 j + 512 k] ^ 9 = [262612855192562469062523 + 13618265781307071797885 i + 2296659815587776979477863 j + 1173377415067469085639512 k]
BICP | Distance=512 | [3 + 6 i + 4 j + 512 k] ^ 9 = [142764446398941728923923 + 246545804623839546547926 i + 157488570541759346052964 j + 2404237143202480988040512 k]
BICP | Distance=512 | [512 + 3 i + 6 j + 16 k] ^ 9 = [2490536391187492552416512 + 66379564738225551631923 i + 229423359368425280808726 j + 695130292684022316720016 k]
BICP | Distance=512 | [3 + 6 i + 34 j + 512 k] ^ 7 = [649693738455355443 + 558323596768940346 i + 4161157665356783134 j + 8365186060764785512 k]
BICP | Distance=512 | [3 + 6 i + 84 j + 512 k] ^ 7 = [907484349526484943 + 120432539988371346 i + 9154883397182531484 j + 4248503889695226512 k]
BICP | Distance=512 | [3 + 7 i + 7 j + 512 k] ^ 9 = [158690746342424659662363 + 281844097691237717631247 i + 281844097691237717631247 j + 2389694378324068666509512 k]
BICP | Distance=512 | [512 + 3 i + 8 j + 4 k] ^ 7 = [9182645266632152512 + 329955612196544933 i + 990287588330479368 j + 537905310122199044 k]
BICP | Distance=512 | [3 + 512 i + 8 j + 12 k] ^ 9 = [62799955861786769461923 + 2390794937965566111840512 i + 359163799482782747261768 j + 494613627863589331288812 k]
BICP | Distance=512 | [3 + 8 i + 512 j + 12 k] ^ 9 = [62799955861786769461923 + 359163799482782747261768 i + 2390794937965566111840512 j + 494613627863589331288812 k]
BICP | Distance=512 | [3 + 8 i + 28 j + 512 k] ^ 9 = [261617350401007672899363 + 256973670119609836326728 i + 1135162185082678906639228 j + 2149136572878108778272512 k]
BICP | Distance=512 | [3 + 8 i + 78 j + 512 k] ^ 9 = [397106946140967436641363 + 1430063762607427120328 i + 2596142736251833860714078 j + 564608114652524483280512 k]
BICP | Distance=512 | [3 + 512 i + 10 j + 16 k] ^ 9 = [19594653334758466503123 + 2367101379342496274208512 i + 446413799640725605566010 j + 660849889566893726601616 k]
BICP | Distance=512 | [3 + 10 i + 512 j + 16 k] ^ 9 = [19594653334758466503123 + 446413799640725605566010 i + 2367101379342496274208512 j + 660849889566893726601616 k]
BICP | Distance=512 | [512 + 3 i + 12 j + 8 k] ^ 9 = [2390794937965566111840512 + 62799955861786769461923 i + 494613627863589331288812 j + 359163799482782747261768 k]
BICP | Distance=512 | [3 + 512 i + 16 j + 6 k] ^ 9 = [66379564738225551631923 + 2490536391187492552416512 i + 695130292684022316720016 j + 229423359368425280808726 k]
BICP | Distance=512 | [3 + 16 i + 512 j + 6 k] ^ 9 = [66379564738225551631923 + 695130292684022316720016 i + 2490536391187492552416512 j + 229423359368425280808726 k]
BICP | Distance=512 | [512 + 3 i + 16 j + 10 k] ^ 9 = [2367101379342496274208512 + 19594653334758466503123 i + 660849889566893726601616 j + 446413799640725605566010 k]
BICP | Distance=512 | [3 + 16 i + 34 j + 512 k] ^ 3 = [4017783 + 12210416 i + 26526734 j + 132072512 k]
BICP | Distance=512 | [3 + 16 i + 84 j + 512 k] ^ 3 = [6422283 + 11466416 i + 65257884 j + 123024512 k]
BICP | Distance=512 | [3 + 16 i + 184 j + 512 k] ^ 3 = [11096283 + 9258416 i + 138190184 j + 81888512 k]
BICP | Distance=512 | [3 + 16 i + 292 j + 512 k] ^ 7 = [-739846630618933093 + -4705818534723443216 i + -11625640304508832292 j + -21456730492107472512 k]
BICP | Distance=512 | [3 + 17 i + 1 j + 512 k] ^ 9 = [134815858916029349335323 + 713767342322610049347017 i + 7619105321678862893881 j + 2325317303320477942317512 k]
BICP | Distance=512 | [3 + 23 i + 23 j + 512 k] ^ 9 = [455101596374697889326363 + 862412422305985571224223 i + 862412422305985571224223 j + 2093283528291795436845512 k]
BICP | Distance=512 | [3 + 23 i + 73 j + 512 k] ^ 9 = [999228322742677584654363 + 317494887041222852881823 i + 2351102315168212091163073 j + 712751656250430585267512 k]
BICP | Distance=512 | [3 + 27 i + 27 j + 512 k] ^ 9 = [573985332609845881110363 + 981759657087143055412227 i + 981759657087143055412227 j + 1974399792056647445061512 k]
BICP | Distance=512 | [3 + 27 i + 77 j + 512 k] ^ 9 = [1187825859739138392222363 + 321011295840279477109827 i + 2354618723967268715391077 j + 524154119253969777699512 k]
BICP | Distance=512 | [3 + 28 i + 8 j + 512 k] ^ 9 = [261617350401007672899363 + 1135162185082678906639228 i + 256973670119609836326728 j + 2149136572878108778272512 k]
BICP | Distance=512 | [3 + 34 i + 6 j + 512 k] ^ 7 = [649693738455355443 + 4161157665356783134 i + 558323596768940346 j + 8365186060764785512 k]
BICP | Distance=512 | [3 + 34 i + 16 j + 512 k] ^ 3 = [4017783 + 26526734 i + 12210416 j + 132072512 k]
BICP | Distance=512 | [3 + 34 i + 66 j + 512 k] ^ 3 = [9203283 + 25647734 i + 51076566 j + 125805512 k]
BICP | Distance=512 | [512 + 3 i + 38 j + 2 k] ^ 9 = [1948136460878358093132512 + 59616447379852201405923 i + 1528335144878904522116438 j + 144816743737469235711122 k]
BICP | Distance=512 | [3 + 48 i + 48 j + 512 k] ^ 9 = [1417430895579370162779363 + 1334298601104717472022448 i + 1334298601104717472022448 j + 1130954229087123163392512 k]
BICP | Distance=512 | [3 + 52 i + 52 j + 512 k] ^ 9 = [1606028432575830970347363 + 1337815009903774096250452 i + 1337815009903774096250452 j + 942356692090662355824512 k]
BICP | Distance=512 | [3 + 63 i + 5 j + 512 k] ^ 9 = [262612855192562469062523 + 2296659815587776979477863 i + 13618265781307071797885 j + 1173377415067469085639512 k]
BICP | Distance=512 | [3 + 66 i + 34 j + 512 k] ^ 3 = [9203283 + 51076566 i + 25647734 j + 125805512 k]
BICP | Distance=512 | [3 + 66 i + 84 j + 512 k] ^ 3 = [19287783 + 49447566 i + 63763884 j + 116802512 k]
BICP | Distance=512 | [3 + 66 i + 184 j + 512 k] ^ 3 = [39321783 + 43219566 i + 135466184 j + 75756512 k]
BICP | Distance=512 | [3 + 73 i + 23 j + 512 k] ^ 9 = [999228322742677584654363 + 2351102315168212091163073 i + 317494887041222852881823 j + 712751656250430585267512 k]
BICP | Distance=512 | [3 + 77 i + 27 j + 512 k] ^ 9 = [1187825859739138392222363 + 2354618723967268715391077 i + 321011295840279477109827 j + 524154119253969777699512 k]
BICP | Distance=512 | [3 + 78 i + 8 j + 512 k] ^ 9 = [397106946140967436641363 + 2596142736251833860714078 i + 1430063762607427120328 j + 564608114652524483280512 k]
BICP | Distance=512 | [3 + 84 i + 6 j + 512 k] ^ 7 = [907484349526484943 + 9154883397182531484 i + 120432539988371346 j + 4248503889695226512 k]
BICP | Distance=512 | [3 + 84 i + 16 j + 512 k] ^ 3 = [6422283 + 65257884 i + 11466416 j + 123024512 k]
BICP | Distance=512 | [3 + 84 i + 66 j + 512 k] ^ 3 = [19287783 + 63763884 i + 49447566 j + 116802512 k]
BICP | Distance=512 | [3 + 512 i + 89 j + 3 k] ^ 9 = [27622987543821150754443 + 5330154502991993602407512 i + 4899718635526114154557889 j + 27622987543821150754443 k]
BICP | Distance=512 | [3 + 89 i + 512 j + 3 k] ^ 9 = [27622987543821150754443 + 4899718635526114154557889 i + 5330154502991993602407512 j + 27622987543821150754443 k]
BICP | Distance=512 | [3 + 184 i + 16 j + 512 k] ^ 3 = [11096283 + 138190184 i + 9258416 j + 81888512 k]
BICP | Distance=512 | [3 + 184 i + 66 j + 512 k] ^ 3 = [39321783 + 135466184 i + 43219566 j + 75756512 k]
BICP | Distance=512 | [3 + 292 i + 16 j + 512 k] ^ 7 = [-739846630618933093 + -11625640304508832292 i + -4705818534723443216 j + -21456730492107472512 k]
BICP | Distance=512 | [512 + 3 i + 488 j + 2 k] ^ 9 = [37276626800418578301456512 + 1874960378825509141891923 i + 23880409880539360788120488 j + 784163465793368418891122 k]
BICP | Distance=512 | [3 + 488 i + 2 j + 512 k] ^ 9 = [1444728364109174550211923 + 23854416873153101624472488 i + 1429413401247563258571122 j + 37295082479223024669168512 k]
BICP | Distance=512 | [3 + 502 i + 2 j + 512 k] ^ 9 = [1781240258579579071023363 + 32110006011558900852342502 i + 1402490613018774094530002 j + 38411688238166367380148512 k]
BICP | Distance=512 | [4 + 0 i + 3 j + 512 k] ^ 9 = [169938585185897940665764 + -7970482889337566085120 i + 127680938493209187839523 j + 2420173592537364349440512 k]
BICP | Distance=512 | [512 + 4 i + 1 j + 8 k] ^ 9 = [2433739159618035600480512 + 165737849485132260790564 i + 21441419954269715023681 j + 342836159729110497936968 k]
BICP | Distance=512 | [512 + 4 i + 1 j + 38 k] ^ 3 = [136410512 + 3046244 i + 323771 j + 29949638 k]
BICP | Distance=512 | [4 + 1 i + 434 j + 512 k] ^ 9 = [945854191965515330832484 + 1200391043705084274988081 i + 1207577386496686322118434 j + 27607249471465861726200512 k]
BICP | Distance=512 | [4 + 512 i + 2 j + 9 k] ^ 7 = [-475470511657014324 + -9155752945304882512 i + -303963043024105642 j + -1120591604901782459 k]
BICP | Distance=512 | [4 + 2 i + 512 j + 9 k] ^ 7 = [-475470511657014324 + -303963043024105642 i + -9155752945304882512 j + -1120591604901782459 k]
BICP | Distance=512 | [512 + 4 i + 2 j + 16 k] ^ 9 = [2497538037809365510848512 + 153126736205200381502464 i + 44412673912307994255872 j + 690187564193395950063616 k]
BICP | Distance=512 | [4 + 512 i + 2 j + 84 k] ^ 7 = [-80159815176877824 + -4245178175158592512 i + -605242298903051392 j + -9174334578151817984 k]
BICP | Distance=512 | [4 + 2 i + 512 j + 84 k] ^ 7 = [-80159815176877824 + -605242298903051392 i + -4245178175158592512 j + -9174334578151817984 k]
BICP | Distance=512 | [4 + 3 i + 0 j + 512 k] ^ 9 = [169938585185897940665764 + 127680938493209187839523 i + -7970482889337566085120 j + 2420173592537364349440512 k]
BICP | Distance=512 | [512 + 4 i + 3 j + 4 k] ^ 9 = [2415294817215928804368512 + 162075067540282713497764 i + 116845243465464849949923 j + 177622040443049390412964 k]
BICP | Distance=512 | [4 + 3 i + 4 j + 512 k] ^ 9 = [177622040443049390412964 + 116845243465464849949923 i + 162075067540282713497764 j + 2415294817215928804368512 k]
BICP | Distance=512 | [4 + 512 i + 3 j + 6 k] ^ 9 = [157488570541759346052964 + 2404237143202480988040512 i + 142764446398941728923923 j + 246545804623839546547926 k]
BICP | Distance=512 | [4 + 3 i + 512 j + 6 k] ^ 9 = [157488570541759346052964 + 142764446398941728923923 i + 2404237143202480988040512 j + 246545804623839546547926 k]
BICP | Distance=512 | [4 + 3 i + 8 j + 512 k] ^ 7 = [537905310122199044 + 329955612196544933 i + 990287588330479368 j + 9182645266632152512 k]
BICP | Distance=512 | [4 + 512 i + 4 j + 3 k] ^ 9 = [162075067540282713497764 + 2415294817215928804368512 i + 177622040443049390412964 j + 116845243465464849949923 k]
BICP | Distance=512 | [4 + 4 i + 512 j + 3 k] ^ 9 = [162075067540282713497764 + 177622040443049390412964 i + 2415294817215928804368512 j + 116845243465464849949923 k]
BICP | Distance=512 | [4 + 4 i + 3 j + 512 k] ^ 9 = [177622040443049390412964 + 162075067540282713497764 i + 116845243465464849949923 j + 2415294817215928804368512 k]
BICP | Distance=512 | [512 + 4 i + 4 j + 7 k] ^ 3 = [134244512 + 3060044 i + 3060044 j + 5553847 k]
BICP | Distance=512 | [4 + 5 i + 8 j + 512 k] ^ 9 = [195022148010129489881764 + 190047101438099706143525 i + 325698522820646460068168 j + 2395090029713132800224512 k]
BICP | Distance=512 | [512 + 4 i + 5 j + 66 k] ^ 9 = [3943778196917281943832512 + 7109553790585374833764 i + 119221807709037607592885 j + 3255745165645078718252466 k]
BICP | Distance=512 | [512 + 4 i + 6 j + 3 k] ^ 9 = [2404237143202480988040512 + 157488570541759346052964 i + 246545804623839546547926 j + 142764446398941728923923 k]
BICP | Distance=512 | [512 + 4 i + 6 j + 8 k] ^ 7 = [9234958491545024512 + 434142696698529024 i + 710910759651437696 j + 1042564898606422528 k]
BICP | Distance=512 | [512 + 4 i + 6 j + 9 k] ^ 9 = [2429382306225568233432512 + 134866001879421214625764 i + 232570499702001726648726 j + 397508714451499025981529 k]
BICP | Distance=512 | [4 + 6 i + 12 j + 512 k] ^ 9 = [214487200397737262654464 + 219523516232559714878976 i + 490569566459128697613312 j + 2366163537669631713984512 k]
BICP | Distance=512 | [512 + 4 i + 6 j + 13 k] ^ 7 = [9314236537790030512 + 392698135255895724 i + 685822785468459346 j + 1675385356143874913 k]
BICP | Distance=512 | [4 + 6 i + 37 j + 512 k] ^ 9 = [287068149873406727892964 + 123832544139793289544726 i + 1479026851994659261170037 j + 1973489255161752530952512 k]
BICP | Distance=512 | [512 + 4 i + 6 j + 63 k] ^ 7 = [12208394643680858512 + 33091413123363724 i + 539042848216637346 j + 8567730966325055763 k]
BICP | Distance=512 | [4 + 512 i + 7 j + 4 k] ^ 3 = [-3060044 + -134244512 i + -5553847 j + -3060044 k]
BICP | Distance=512 | [4 + 7 i + 512 j + 4 k] ^ 3 = [-3060044 + -5553847 i + -134244512 j + -3060044 k]
BICP | Distance=512 | [4 + 512 i + 7 j + 34 k] ^ 3 = [-2401244 + -132498512 i + -5898547 j + -26616734 k]
BICP | Distance=512 | [4 + 7 i + 512 j + 34 k] ^ 3 = [-2401244 + -5898547 i + -132498512 j + -26616734 k]
BICP | Distance=512 | [4 + 512 i + 7 j + 84 k] ^ 3 = [-1255244 + -123444512 i + -6389047 j + -65389884 k]
BICP | Distance=512 | [4 + 7 i + 512 j + 84 k] ^ 3 = [-1255244 + -6389047 i + -123444512 j + -65389884 k]
BICP | Distance=512 | [4 + 512 i + 8 j + 1 k] ^ 9 = [165737849485132260790564 + 2433739159618035600480512 i + 342836159729110497936968 j + 21441419954269715023681 k]
BICP | Distance=512 | [4 + 8 i + 512 j + 1 k] ^ 9 = [165737849485132260790564 + 342836159729110497936968 i + 2433739159618035600480512 j + 21441419954269715023681 k]
BICP | Distance=512 | [4 + 8 i + 3 j + 512 k] ^ 7 = [537905310122199044 + 990287588330479368 i + 329955612196544933 j + 9182645266632152512 k]
BICP | Distance=512 | [4 + 8 i + 5 j + 512 k] ^ 9 = [195022148010129489881764 + 325698522820646460068168 i + 190047101438099706143525 j + 2395090029713132800224512 k]
BICP | Distance=512 | [4 + 512 i + 8 j + 6 k] ^ 7 = [-434142696698529024 + -9234958491545024512 i + -1042564898606422528 j + -710910759651437696 k]
BICP | Distance=512 | [4 + 8 i + 512 j + 6 k] ^ 7 = [-434142696698529024 + -1042564898606422528 i + -9234958491545024512 j + -710910759651437696 k]
BICP | Distance=512 | [4 + 512 i + 8 j + 16 k] ^ 7 = [-310131144081588224 + -9077016923884224512 i + -1088828438912073728 j + -1966441703432585216 k]
BICP | Distance=512 | [4 + 8 i + 512 j + 16 k] ^ 7 = [-310131144081588224 + -1088828438912073728 i + -9077016923884224512 j + -1966441703432585216 k]
BICP | Distance=512 | [512 + 4 i + 9 j + 2 k] ^ 7 = [9155752945304882512 + 475470511657014324 i + 1120591604901782459 j + 303963043024105642 k]
BICP | Distance=512 | [4 + 512 i + 9 j + 6 k] ^ 9 = [134866001879421214625764 + 2429382306225568233432512 i + 397508714451499025981529 j + 232570499702001726648726 k]
BICP | Distance=512 | [4 + 9 i + 512 j + 6 k] ^ 9 = [134866001879421214625764 + 397508714451499025981529 i + 2429382306225568233432512 j + 232570499702001726648726 k]
BICP | Distance=512 | [512 + 4 i + 9 j + 12 k] ^ 3 = [134292512 + 2814644 i + 6933159 j + 9546012 k]
BICP | Distance=512 | [512 + 4 i + 9 j + 62 k] ^ 3 = [139986512 + 1476644 i + 6418659 j + 49089662 k]
BICP | Distance=512 | [4 + 12 i + 6 j + 512 k] ^ 9 = [214487200397737262654464 + 490569566459128697613312 i + 219523516232559714878976 j + 2366163537669631713984512 k]
BICP | Distance=512 | [4 + 512 i + 12 j + 9 k] ^ 3 = [-2814644 + -134292512 i + -9546012 j + -6933159 k]
BICP | Distance=512 | [4 + 12 i + 512 j + 9 k] ^ 3 = [-2814644 + -9546012 i + -134292512 j + -6933159 k]
BICP | Distance=512 | [4 + 512 i + 13 j + 6 k] ^ 7 = [-392698135255895724 + -9314236537790030512 i + -1675385356143874913 j + -685822785468459346 k]
BICP | Distance=512 | [4 + 13 i + 512 j + 6 k] ^ 7 = [-392698135255895724 + -1675385356143874913 i + -9314236537790030512 j + -685822785468459346 k]
BICP | Distance=512 | [4 + 512 i + 13 j + 16 k] ^ 3 = [-2505644 + -134064512 i + -10411813 j + -12426416 k]
BICP | Distance=512 | [4 + 13 i + 512 j + 16 k] ^ 3 = [-2505644 + -10411813 i + -134064512 j + -12426416 k]
BICP | Distance=512 | [4 + 512 i + 13 j + 66 k] ^ 3 = [-459644 + -127782512 i + -10866313 j + -51487566 k]
BICP | Distance=512 | [4 + 13 i + 512 j + 66 k] ^ 3 = [-459644 + -10866313 i + -127782512 j + -51487566 k]
BICP | Distance=512 | [4 + 512 i + 16 j + 2 k] ^ 9 = [153126736205200381502464 + 2497538037809365510848512 i + 690187564193395950063616 j + 44412673912307994255872 k]
BICP | Distance=512 | [4 + 16 i + 512 j + 2 k] ^ 9 = [153126736205200381502464 + 690187564193395950063616 i + 2497538037809365510848512 j + 44412673912307994255872 k]
BICP | Distance=512 | [512 + 4 i + 16 j + 8 k] ^ 7 = [9077016923884224512 + 310131144081588224 i + 1966441703432585216 j + 1088828438912073728 k]
BICP | Distance=512 | [512 + 4 i + 16 j + 13 k] ^ 3 = [134064512 + 2505644 i + 12426416 j + 10411813 k]
BICP | Distance=512 | [512 + 4 i + 16 j + 63 k] ^ 3 = [139920512 + 93644 i + 11994416 j + 49940463 k]
BICP | Distance=512 | [4 + 16 i + 309 j + 512 k] ^ 7 = [-1871670747260447164 + -4919788656539775216 i + -16729620542801075309 j + -21182641995818928512 k]
BICP | Distance=512 | [512 + 4 i + 34 j + 7 k] ^ 3 = [132498512 + 2401244 i + 26616734 j + 5898547 k]
BICP | Distance=512 | [4 + 37 i + 6 j + 512 k] ^ 9 = [287068149873406727892964 + 1479026851994659261170037 i + 123832544139793289544726 j + 1973489255161752530952512 k]
BICP | Distance=512 | [4 + 512 i + 38 j + 1 k] ^ 3 = [-3046244 + -136410512 i + -29949638 j + -323771 k]
BICP | Distance=512 | [4 + 38 i + 512 j + 1 k] ^ 3 = [-3046244 + -29949638 i + -136410512 j + -323771 k]
BICP | Distance=512 | [4 + 41 i + 70 j + 512 k] ^ 9 = [1647240429294760806430564 + 661298357872943044210841 i + 1934522524290366409650070 j + 654399403185741676008512 k]
BICP | Distance=512 | [4 + 45 i + 66 j + 512 k] ^ 9 = [1716187800886189851598564 + 830304256300604163046845 i + 1765516625862705290814066 j + 723346774777170721176512 k]
BICP | Distance=512 | [4 + 52 i + 52 j + 512 k] ^ 3 = [11387584 + 39695552 i + 39695552 j + 126000512 k]
BICP | Distance=512 | [4 + 59 i + 80 j + 512 k] ^ 9 = [2373310448334893084710564 + 581101857178791263148059 i + 1516314226740892390915280 j + 66224127328467488064512 k]
BICP | Distance=512 | [4 + 512 i + 62 j + 9 k] ^ 3 = [-1476644 + -139986512 i + -49089662 j + -6418659 k]
BICP | Distance=512 | [4 + 62 i + 512 j + 9 k] ^ 3 = [-1476644 + -49089662 i + -139986512 j + -6418659 k]
BICP | Distance=512 | [4 + 512 i + 63 j + 6 k] ^ 7 = [-33091413123363724 + -12208394643680858512 i + -8567730966325055763 j + -539042848216637346 k]
BICP | Distance=512 | [4 + 63 i + 512 j + 6 k] ^ 7 = [-33091413123363724 + -8567730966325055763 i + -12208394643680858512 j + -539042848216637346 k]
BICP | Distance=512 | [4 + 512 i + 63 j + 16 k] ^ 3 = [-93644 + -139920512 i + -49940463 j + -11994416 k]
BICP | Distance=512 | [4 + 63 i + 512 j + 16 k] ^ 3 = [-93644 + -49940463 i + -139920512 j + -11994416 k]
BICP | Distance=512 | [4 + 512 i + 66 j + 5 k] ^ 9 = [7109553790585374833764 + 3943778196917281943832512 i + 3255745165645078718252466 j + 119221807709037607592885 k]
BICP | Distance=512 | [4 + 66 i + 512 j + 5 k] ^ 9 = [7109553790585374833764 + 3255745165645078718252466 i + 3943778196917281943832512 j + 119221807709037607592885 k]
BICP | Distance=512 | [512 + 4 i + 66 j + 13 k] ^ 3 = [127782512 + 459644 i + 51487566 j + 10866313 k]
BICP | Distance=512 | [4 + 66 i + 45 j + 512 k] ^ 9 = [1716187800886189851598564 + 1765516625862705290814066 i + 830304256300604163046845 j + 723346774777170721176512 k]
BICP | Distance=512 | [4 + 70 i + 41 j + 512 k] ^ 9 = [1647240429294760806430564 + 1934522524290366409650070 i + 661298357872943044210841 j + 654399403185741676008512 k]
BICP | Distance=512 | [4 + 80 i + 59 j + 512 k] ^ 9 = [2373310448334893084710564 + 1516314226740892390915280 i + 581101857178791263148059 j + 66224127328467488064512 k]
BICP | Distance=512 | [512 + 4 i + 84 j + 2 k] ^ 7 = [4245178175158592512 + 80159815176877824 i + 9174334578151817984 j + 605242298903051392 k]
BICP | Distance=512 | [512 + 4 i + 84 j + 7 k] ^ 3 = [123444512 + 1255244 i + 65389884 j + 6389047 k]
BICP | Distance=512 | [4 + 309 i + 16 j + 512 k] ^ 7 = [-1871670747260447164 + -16729620542801075309 i + -4919788656539775216 j + -21182641995818928512 k]
BICP | Distance=512 | [4 + 434 i + 1 j + 512 k] ^ 9 = [945854191965515330832484 + 1207577386496686322118434 i + 1200391043705084274988081 j + 27607249471465861726200512 k]
BICP | Distance=512 | [5 + 512 i + 0 j + 6 k] ^ 5 = [1716243741325 + 35102518016512 i + 80511897600 j + 2059838503566 k]
BICP | Distance=512 | [5 + 0 i + 512 j + 6 k] ^ 5 = [1716243741325 + 80511897600 i + 35102518016512 j + 2059838503566 k]
BICP | Distance=512 | [5 + 0 i + 6 j + 512 k] ^ 5 = [1716899011325 + -80527257600 i + 2062197691566 j + 35169599232512 k]
BICP | Distance=512 | [512 + 5 i + 0 j + 8 k] ^ 5 = [35236704512512 + 1720175846325 i + -107390156800 j + 2748548312488 k]
BICP | Distance=512 | [512 + 5 i + 0 j + 12 k] ^ 3 = [134400512 + 3934195 i + -184320 j + 9438012 k]
BICP | Distance=512 | [5 + 0 i + 34 j + 512 k] ^ 3 = [3914945 + -522240 i + 26701934 j + 132480512 k]
BICP | Distance=512 | [5 + 0 i + 34 j + 512 k] ^ 9 = [186732921974829256372085 + -109498823215265675550720 i + 1389736613763921325916434 j + 2047459272708260261376512 k]
BICP | Distance=512 | [5 + 512 i + 0 j + 66 k] ^ 3 = [-3866695 + -127488512 i + -1013760 j + -51612066 k]
BICP | Distance=512 | [5 + 0 i + 512 j + 66 k] ^ 3 = [-3866695 + -1013760 i + -127488512 j + -51612066 k]
BICP | Distance=512 | [5 + 0 i + 66 j + 512 k] ^ 7 = [476228665809827705 + -460931555946301440 i + 7649572431031162566 j + 6109116954213504512 k]
BICP | Distance=512 | [5 + 512 i + 0 j + 184 k] ^ 3 = [-3424195 + -82176512 i + -2826240 j + -138460184 k]
BICP | Distance=512 | [5 + 0 i + 512 j + 184 k] ^ 3 = [-3424195 + -2826240 i + -82176512 j + -138460184 k]
BICP | Distance=512 | [512 + 5 i + 0 j + 238 k] ^ 3 = [221184512 + 4781695 i + -3655680 j + 200634238 k]
BICP | Distance=512 | [512 + 5 i + 0 j + 262 k] ^ 3 = [239616512 + 4961695 i + -4024320 j + 224010262 k]
BICP | Distance=512 | [512 + 5 i + 0 j + 488 k] ^ 3 = [499968512 + 7504195 i + -7495680 j + 499956488 k]
BICP | Distance=512 | [512 + 5 i + 0 j + 512 k] ^ 3 = [536832512 + 7864195 i + -7864320 j + 536832512 k]
BICP | Distance=512 | [5 + 512 i + 1 j + 7 k] ^ 9 = [206595512786004887824925 + 2393973969336710879181512 i + 65366168077879197561481 j + 292923141905944638981967 k]
BICP | Distance=512 | [5 + 1 i + 512 j + 7 k] ^ 9 = [206595512786004887824925 + 65366168077879197561481 i + 2393973969336710879181512 j + 292923141905944638981967 k]
BICP | Distance=512 | [5 + 512 i + 3 j + 63 k] ^ 9 = [13618265781307071797885 + 1173377415067469085639512 i + 262612855192562469062523 j + 2296659815587776979477863 k]
BICP | Distance=512 | [5 + 3 i + 512 j + 63 k] ^ 9 = [13618265781307071797885 + 262612855192562469062523 i + 1173377415067469085639512 j + 2296659815587776979477863 k]
BICP | Distance=512 | [5 + 512 i + 4 j + 8 k] ^ 9 = [190047101438099706143525 + 2395090029713132800224512 i + 195022148010129489881764 j + 325698522820646460068168 k]
BICP | Distance=512 | [5 + 4 i + 512 j + 8 k] ^ 9 = [190047101438099706143525 + 195022148010129489881764 i + 2395090029713132800224512 j + 325698522820646460068168 k]
BICP | Distance=512 | [512 + 5 i + 4 j + 66 k] ^ 9 = [3943778196917281943832512 + 119221807709037607592885 i + 7109553790585374833764 j + 3255745165645078718252466 k]
BICP | Distance=512 | [5 + 512 i + 5 j + 9 k] ^ 9 = [181266560502292233738365 + 2393013995191744151895512 i + 240151663961097538441805 j + 364913696925987757483809 k]
BICP | Distance=512 | [5 + 5 i + 512 j + 9 k] ^ 9 = [181266560502292233738365 + 240151663961097538441805 i + 2393013995191744151895512 j + 364913696925987757483809 k]
BICP | Distance=512 | [5 + 5 i + 9 j + 512 k] ^ 9 = [240151663961097538441805 + 181266560502292233738365 i + 364913696925987757483809 j + 2393013995191744151895512 k]
BICP | Distance=512 | [512 + 5 i + 5 j + 63 k] ^ 9 = [3799655869320067906113512 + 73989392808463332146045 i + 73989392808463332146045 j + 3071196263336029505995863 k]
BICP | Distance=512 | [512 + 5 i + 5 j + 87 k] ^ 9 = [5185456251163834582905512 + 47651426242342736328125 i + 47651426242342736328125 j + 4742078169113613948139887 k]
BICP | Distance=512 | [512 + 5 i + 6 j + 0 k] ^ 5 = [35102518016512 + 1716243741325 i + 2059838503566 j + 80511897600 k]
BICP | Distance=512 | [5 + 6 i + 0 j + 512 k] ^ 5 = [1716899011325 + 2062197691566 i + -80527257600 j + 35169599232512 k]
BICP | Distance=512 | [512 + 5 i + 6 j + 16 k] ^ 9 = [2486881402679400613920512 + 153312382627582752723605 i + 207674873770880192933526 j + 702079674292130267337616 k]
BICP | Distance=512 | [512 + 5 i + 6 j + 50 k] ^ 5 = [38495284946512 + 1002041990325 i + 1500825993566 j + 17566616985850 k]
BICP | Distance=512 | [5 + 6 i + 50 j + 512 k] ^ 5 = [2416507812325 + 1279938381566 i + 16769965930650 j + 31854096062512 k]
BICP | Distance=512 | [512 + 5 i + 6 j + 100 k] ^ 5 = [48818703476512 + 440522489325 i + 1141934783566 j + 37032327574100 k]
BICP | Distance=512 | [512 + 5 i + 6 j + 350 k] ^ 5 = [238011320126512 + -1361516265675 i + 1399048233566 j + 237904875515350 k]
BICP | Distance=512 | [512 + 5 i + 7 j + 1 k] ^ 9 = [2393973969336710879181512 + 206595512786004887824925 i + 292923141905944638981967 j + 65366168077879197561481 k]
BICP | Distance=512 | [5 + 512 i + 8 j + 0 k] ^ 5 = [1720175846325 + 35236704512512 i + 2748548312488 j + -107390156800 k]
BICP | Distance=512 | [5 + 8 i + 512 j + 0 k] ^ 5 = [1720175846325 + 2748548312488 i + 35236704512512 j + -107390156800 k]
BICP | Distance=512 | [512 + 5 i + 8 j + 4 k] ^ 9 = [2395090029713132800224512 + 190047101438099706143525 i + 325698522820646460068168 j + 195022148010129489881764 k]
BICP | Distance=512 | [5 + 512 i + 8 j + 50 k] ^ 5 = [558550453325 + 31927122552512 i + 3256630272488 j + 16763468981450 k]
BICP | Distance=512 | [5 + 8 i + 512 j + 50 k] ^ 5 = [558550453325 + 3256630272488 i + 31927122552512 j + 16763468981450 k]
BICP | Distance=512 | [5 + 8 i + 62 j + 512 k] ^ 9 = [423606720430437393855605 + 21428842202516046356168 i + 2253588607853439577040462 j + 1218138403041806304048512 k]
BICP | Distance=512 | [512 + 5 i + 9 j + 5 k] ^ 9 = [2393013995191744151895512 + 181266560502292233738365 i + 364913696925987757483809 j + 240151663961097538441805 k]
BICP | Distance=512 | [5 + 9 i + 5 j + 512 k] ^ 9 = [240151663961097538441805 + 364913696925987757483809 i + 181266560502292233738365 j + 2393013995191744151895512 k]
BICP | Distance=512 | [5 + 512 i + 9 j + 37 k] ^ 9 = [-29773298840327477588035 + 2002858058895342755847512 i + 446472719527363413210609 j + 1478975096966051037526237 k]
BICP | Distance=512 | [5 + 9 i + 512 j + 37 k] ^ 9 = [-29773298840327477588035 + 446472719527363413210609 i + 2002858058895342755847512 j + 1478975096966051037526237 k]
BICP | Distance=512 | [512 + 5 i + 9 j + 55 k] ^ 9 = [3443092083848110456053512 + -73381477055191820268835 i + 311002439915153729239809 j + 2602917879112835681412655 k]
BICP | Distance=512 | [512 + 5 i + 9 j + 205 k] ^ 9 = [25023624727513344371487512 + -1252021834491025945690435 i + 1261771551143597858227809 j + 25001201112738415146525205 k]
BICP | Distance=512 | [512 + 5 i + 9 j + 455 k] ^ 9 = [369437252861379540307077512 + -13759889214065972512726435 i + 13759889220903879585607809 j + 369437252866025769182379455 k]
BICP | Distance=512 | [5 + 512 i + 12 j + 0 k] ^ 3 = [-3934195 + -134400512 i + -9438012 j + 184320 k]
BICP | Distance=512 | [5 + 12 i + 512 j + 0 k] ^ 3 = [-3934195 + -9438012 i + -134400512 j + 184320 k]
BICP | Distance=512 | [512 + 5 i + 12 j + 184 k] ^ 9 = [19112653667478679597152512 + -1722910887562177940243035 i + 1742895684631554316140012 j + 19072922626458949632504184 k]
BICP | Distance=512 | [512 + 5 i + 12 j + 434 k] ^ 9 = [302784401939192505591048512 + -20193782091726065294921035 i + 20193782214947801848308012 j + 302784401985649445731542434 k]
BICP | Distance=512 | [5 + 12 i + 434 j + 512 k] ^ 9 = [-1241444893366189092377035 + 4642207243622315992116012 i + 1445210957951138343414434 j + 27303842461249046145528512 k]
BICP | Distance=512 | [5 + 512 i + 13 j + 15 k] ^ 9 = [81971891976771675075965 + 2399175397016518566393512 i + 591238066861246169934613 j + 599631903017491522732215 k]
BICP | Distance=512 | [5 + 13 i + 512 j + 15 k] ^ 9 = [81971891976771675075965 + 591238066861246169934613 i + 2399175397016518566393512 j + 599631903017491522732215 k]
BICP | Distance=512 | [5 + 13 i + 41 j + 512 k] ^ 9 = [508966752465418931997965 + 324873261634003319470213 i + 1576064087769295396867841 j + 1854093646480020471711512 k]
BICP | Distance=512 | [5 + 512 i + 13 j + 65 k] ^ 9 = [-376962485455244754034435 + 1160742784949489459799512 i + 509068294101030745278613 j + 2367043484670717456903065 k]
BICP | Distance=512 | [5 + 13 i + 512 j + 65 k] ^ 9 = [-376962485455244754034435 + 509068294101030745278613 i + 1160742784949489459799512 j + 2367043484670717456903065 k]
BICP | Distance=512 | [512 + 5 i + 15 j + 13 k] ^ 9 = [2399175397016518566393512 + 81971891976771675075965 i + 599631903017491522732215 j + 591238066861246169934613 k]
BICP | Distance=512 | [5 + 512 i + 16 j + 6 k] ^ 9 = [153312382627582752723605 + 2486881402679400613920512 i + 702079674292130267337616 j + 207674873770880192933526 k]
BICP | Distance=512 | [5 + 16 i + 512 j + 6 k] ^ 9 = [153312382627582752723605 + 702079674292130267337616 i + 2486881402679400613920512 j + 207674873770880192933526 k]
BICP | Distance=512 | [5 + 16 i + 38 j + 512 k] ^ 9 = [561396023529957005406965 + 453673628406736341513616 i + 1447263720996562374824438 j + 1906522917544558545120512 k]
BICP | Distance=512 | [5 + 512 i + 20 j + 34 k] ^ 3 = [-1831735 + -133038512 i + -16188020 j + -26430434 k]
BICP | Distance=512 | [5 + 20 i + 512 j + 34 k] ^ 3 = [-1831735 + -16188020 i + -133038512 j + -26430434 k]
BICP | Distance=512 | [5 + 20 i + 34 j + 512 k] ^ 9 = [612120746103463559814965 + 631104906495326786757620 i + 1269832442907971929580434 j + 1957247640118065099528512 k]
BICP | Distance=512 | [5 + 20 i + 66 j + 512 k] ^ 3 = [7915985 + 14447020 i + 51235566 j + 126990512 k]
BICP | Distance=512 | [5 + 30 i + 184 j + 512 k] ^ 3 = [20368385 + 17694930 i + 137530184 j + 81036512 k]
BICP | Distance=512 | [5 + 34 i + 0 j + 512 k] ^ 3 = [3914945 + 26701934 i + -522240 j + 132480512 k]
BICP | Distance=512 | [5 + 34 i + 0 j + 512 k] ^ 9 = [186732921974829256372085 + 1389736613763921325916434 i + -109498823215265675550720 j + 2047459272708260261376512 k]
BICP | Distance=512 | [512 + 5 i + 34 j + 20 k] ^ 3 = [133038512 + 1831735 i + 26430434 j + 16188020 k]
BICP | Distance=512 | [5 + 34 i + 20 j + 512 k] ^ 9 = [612120746103463559814965 + 1269832442907971929580434 i + 631104906495326786757620 j + 1957247640118065099528512 k]
BICP | Distance=512 | [512 + 5 i + 34 j + 70 k] ^ 3 = [140001512 + -3323165 i + 26121434 j + 55667470 k]
BICP | Distance=512 | [5 + 34 i + 70 j + 512 k] ^ 9 = [1422747672178905917732165 + 501093281615573440856434 i + 2080545566927021318108470 j + 763276642119637454796512 k]
BICP | Distance=512 | [512 + 5 i + 34 j + 270 k] ^ 3 = [244653512 + -23192765 i + 29985434 j + 231585270 k]
BICP | Distance=512 | [512 + 5 i + 37 j + 9 k] ^ 9 = [2002858058895342755847512 + -29773298840327477588035 i + 1478975096966051037526237 j + 446472719527363413210609 k]
BICP | Distance=512 | [5 + 38 i + 16 j + 512 k] ^ 9 = [561396023529957005406965 + 1447263720996562374824438 i + 453673628406736341513616 j + 1906522917544558545120512 k]
BICP | Distance=512 | [512 + 5 i + 40 j + 62 k] ^ 3 = [137700512 + -3652865 i + 30899240 j + 49309262 k]
BICP | Distance=512 | [5 + 41 i + 13 j + 512 k] ^ 9 = [508966752465418931997965 + 1576064087769295396867841 i + 324873261634003319470213 j + 1854093646480020471711512 k]
BICP | Distance=512 | [5 + 512 i + 41 j + 63 k] ^ 9 = [-1450733886858451636184035 + 1670347232431423701309512 i + 1324008272771953726729841 j + 2653578780906431279022663 k]
BICP | Distance=512 | [5 + 41 i + 512 j + 63 k] ^ 9 = [-1450733886858451636184035 + 1324008272771953726729841 i + 1670347232431423701309512 j + 2653578780906431279022663 k]
BICP | Distance=512 | [5 + 512 i + 50 j + 6 k] ^ 5 = [1002041990325 + 38495284946512 i + 17566616985850 j + 1500825993566 k]
BICP | Distance=512 | [5 + 50 i + 512 j + 6 k] ^ 5 = [1002041990325 + 17566616985850 i + 38495284946512 j + 1500825993566 k]
BICP | Distance=512 | [5 + 50 i + 6 j + 512 k] ^ 5 = [2416507812325 + 16769965930650 i + 1279938381566 j + 31854096062512 k]
BICP | Distance=512 | [512 + 5 i + 50 j + 8 k] ^ 5 = [31927122552512 + 558550453325 i + 16763468981450 j + 3256630272488 k]
BICP | Distance=512 | [5 + 512 i + 55 j + 9 k] ^ 9 = [-73381477055191820268835 + 3443092083848110456053512 i + 2602917879112835681412655 j + 311002439915153729239809 k]
BICP | Distance=512 | [5 + 55 i + 512 j + 9 k] ^ 9 = [-73381477055191820268835 + 2602917879112835681412655 i + 3443092083848110456053512 j + 311002439915153729239809 k]
BICP | Distance=512 | [5 + 62 i + 8 j + 512 k] ^ 9 = [423606720430437393855605 + 2253588607853439577040462 i + 21428842202516046356168 j + 1218138403041806304048512 k]
BICP | Distance=512 | [5 + 512 i + 62 j + 40 k] ^ 3 = [3652865 + -137700512 i + -49309262 j + -30899240 k]
BICP | Distance=512 | [5 + 62 i + 512 j + 40 k] ^ 3 = [3652865 + -49309262 i + -137700512 j + -30899240 k]
BICP | Distance=512 | [512 + 5 i + 62 j + 84 k] ^ 9 = [3278251771558288135368512 + -3475201841738892209621035 i + 4004568598728965865080462 j + 3185604822305271197455284 k]
BICP | Distance=512 | [5 + 512 i + 62 j + 90 k] ^ 3 = [13273565 + -127809512 i + -48868262 j + -70128690 k]
BICP | Distance=512 | [5 + 62 i + 512 j + 90 k] ^ 3 = [13273565 + -48868262 i + -127809512 j + -70128690 k]
BICP | Distance=512 | [5 + 512 i + 62 j + 140 k] ^ 3 = [22969265 + -110238512 i + -47497262 j + -108008140 k]
BICP | Distance=512 | [5 + 62 i + 512 j + 140 k] ^ 3 = [22969265 + -47497262 i + -110238512 j + -108008140 k]
BICP | Distance=512 | [512 + 5 i + 63 j + 3 k] ^ 9 = [1173377415067469085639512 + 13618265781307071797885 i + 2296659815587776979477863 j + 262612855192562469062523 k]
BICP | Distance=512 | [5 + 512 i + 63 j + 5 k] ^ 9 = [73989392808463332146045 + 3799655869320067906113512 i + 3071196263336029505995863 j + 73989392808463332146045 k]
BICP | Distance=512 | [5 + 63 i + 512 j + 5 k] ^ 9 = [73989392808463332146045 + 3071196263336029505995863 i + 3799655869320067906113512 j + 73989392808463332146045 k]
BICP | Distance=512 | [512 + 5 i + 63 j + 41 k] ^ 9 = [1670347232431423701309512 + -1450733886858451636184035 i + 2653578780906431279022663 j + 1324008272771953726729841 k]
BICP | Distance=512 | [512 + 5 i + 65 j + 13 k] ^ 9 = [1160742784949489459799512 + -376962485455244754034435 i + 2367043484670717456903065 j + 509068294101030745278613 k]
BICP | Distance=512 | [512 + 5 i + 66 j + 0 k] ^ 3 = [127488512 + 3866695 i + 51612066 j + 1013760 k]
BICP | Distance=512 | [5 + 66 i + 0 j + 512 k] ^ 7 = [476228665809827705 + 7649572431031162566 i + -460931555946301440 j + 6109116954213504512 k]
BICP | Distance=512 | [5 + 512 i + 66 j + 4 k] ^ 9 = [119221807709037607592885 + 3943778196917281943832512 i + 3255745165645078718252466 j + 7109553790585374833764 k]
BICP | Distance=512 | [5 + 66 i + 512 j + 4 k] ^ 9 = [119221807709037607592885 + 3255745165645078718252466 i + 3943778196917281943832512 j + 7109553790585374833764 k]
BICP | Distance=512 | [5 + 66 i + 20 j + 512 k] ^ 3 = [7915985 + 51235566 i + 14447020 j + 126990512 k]
BICP | Distance=512 | [5 + 66 i + 70 j + 512 k] ^ 3 = [17986085 + 49576566 i + 52783970 j + 120177512 k]
BICP | Distance=512 | [5 + 512 i + 66 j + 488 k] ^ 9 = [12690808766558963811726965 + 43194950847752417984112512 i + 34848461493841337442198066 j + 11262285052708016134104488 k]
BICP | Distance=512 | [5 + 66 i + 512 j + 488 k] ^ 9 = [12690808766558963811726965 + 34848461493841337442198066 i + 43194950847752417984112512 j + 11262285052708016134104488 k]
BICP | Distance=512 | [5 + 66 i + 488 j + 512 k] ^ 9 = [-1303780873493606091185035 + 36774045609352876562454066 i + 33577049323681698913752488 j + 27366178441376463144336512 k]
BICP | Distance=512 | [5 + 512 i + 70 j + 34 k] ^ 3 = [3323165 + -140001512 i + -55667470 j + -26121434 k]
BICP | Distance=512 | [5 + 70 i + 512 j + 34 k] ^ 3 = [3323165 + -55667470 i + -140001512 j + -26121434 k]
BICP | Distance=512 | [5 + 70 i + 34 j + 512 k] ^ 9 = [1422747672178905917732165 + 2080545566927021318108470 i + 501093281615573440856434 j + 763276642119637454796512 k]
BICP | Distance=512 | [5 + 70 i + 66 j + 512 k] ^ 3 = [17986085 + 52783970 i + 49576566 j + 120177512 k]
BICP | Distance=512 | [5 + 80 i + 184 j + 512 k] ^ 3 = [48548285 + 51456880 i + 133726184 j + 72864512 k]
BICP | Distance=512 | [5 + 512 i + 84 j + 62 k] ^ 9 = [-3475201841738892209621035 + 3278251771558288135368512 i + 3185604822305271197455284 j + 4004568598728965865080462 k]
BICP | Distance=512 | [5 + 84 i + 512 j + 62 k] ^ 9 = [-3475201841738892209621035 + 3185604822305271197455284 i + 3278251771558288135368512 j + 4004568598728965865080462 k]
BICP | Distance=512 | [5 + 512 i + 87 j + 5 k] ^ 9 = [47651426242342736328125 + 5185456251163834582905512 i + 4742078169113613948139887 j + 47651426242342736328125 k]
BICP | Distance=512 | [5 + 87 i + 512 j + 5 k] ^ 9 = [47651426242342736328125 + 4742078169113613948139887 i + 5185456251163834582905512 j + 47651426242342736328125 k]
BICP | Distance=512 | [512 + 5 i + 90 j + 62 k] ^ 3 = [127809512 + -13273565 i + 70128690 j + 48868262 k]
BICP | Distance=512 | [5 + 91 i + 455 j + 512 k] ^ 9 = [-9622016245505811520528435 + 37408084489444035955278691 i + 26255504072480342233665455 j + 21305275700294800640295512 k]
BICP | Distance=512 | [5 + 512 i + 100 j + 6 k] ^ 5 = [440522489325 + 48818703476512 i + 37032327574100 j + 1141934783566 k]
BICP | Distance=512 | [5 + 100 i + 512 j + 6 k] ^ 5 = [440522489325 + 37032327574100 i + 48818703476512 j + 1141934783566 k]
BICP | Distance=512 | [512 + 5 i + 113 j + 191 k] ^ 9 = [4569233631921605705397512 + -22831187758721173268528035 i + 22829343060481505284131113 j + 4633217610928206111219191 k]
BICP | Distance=512 | [512 + 5 i + 113 j + 441 k] ^ 9 = [180985560854470829629251512 + -291784153474972765292600035 i + 291784156358860603162299113 j + 180985578434582238119757441 k]
BICP | Distance=512 | [5 + 113 i + 441 j + 512 k] ^ 9 = [-12116249062788074470670035 + 40799432524952320147539113 i + 29551662408082255328667441 j + 16553710252081994764851512 k]
BICP | Distance=512 | [512 + 5 i + 137 j + 309 k] ^ 9 = [12893308552216158245511512 + -94169303728765409732780035 i + 94166807914530098785743137 j + 12890833762046241600189309 k]
BICP | Distance=512 | [5 + 137 i + 309 j + 512 k] ^ 9 = [-16322411883327034866122035 + 2517999877867436640687137 i + 3569418323706017694843309 j + 12222875471288200371783512 k]
BICP | Distance=512 | [512 + 5 i + 140 j + 62 k] ^ 3 = [110238512 + -22969265 i + 108008140 j + 47497262 k]
BICP | Distance=512 | [512 + 5 i + 184 j + 0 k] ^ 3 = [82176512 + 3424195 i + 138460184 j + 2826240 k]
BICP | Distance=512 | [5 + 512 i + 184 j + 12 k] ^ 9 = [-1722910887562177940243035 + 19112653667478679597152512 i + 19072922626458949632504184 j + 1742895684631554316140012 k]
BICP | Distance=512 | [5 + 184 i + 512 j + 12 k] ^ 9 = [-1722910887562177940243035 + 19072922626458949632504184 i + 19112653667478679597152512 j + 1742895684631554316140012 k]
BICP | Distance=512 | [5 + 184 i + 30 j + 512 k] ^ 3 = [20368385 + 137530184 i + 17694930 j + 81036512 k]
BICP | Distance=512 | [5 + 184 i + 80 j + 512 k] ^ 3 = [48548285 + 133726184 i + 51456880 j + 72864512 k]
BICP | Distance=512 | [5 + 184 i + 262 j + 512 k] ^ 9 = [-13949562352405952367617035 + 1619844783940773835272184 i + 4467573417632680500258262 j + 14595725002209282870288512 k]
BICP | Distance=512 | [5 + 512 i + 191 j + 113 k] ^ 9 = [-22831187758721173268528035 + 4569233631921605705397512 i + 4633217610928206111219191 j + 22829343060481505284131113 k]
BICP | Distance=512 | [5 + 191 i + 512 j + 113 k] ^ 9 = [-22831187758721173268528035 + 4633217610928206111219191 i + 4569233631921605705397512 j + 22829343060481505284131113 k]
BICP | Distance=512 | [5 + 191 i + 363 j + 512 k] ^ 9 = [-16384747863454451864930035 + 34649838243597997211025191 i + 35701256689436578265181363 j + 12285211451415617370591512 k]
BICP | Distance=512 | [5 + 512 i + 205 j + 9 k] ^ 9 = [-1252021834491025945690435 + 25023624727513344371487512 i + 25001201112738415146525205 j + 1261771551143597858227809 k]
BICP | Distance=512 | [5 + 205 i + 512 j + 9 k] ^ 9 = [-1252021834491025945690435 + 25001201112738415146525205 i + 25023624727513344371487512 j + 1261771551143597858227809 k]
BICP | Distance=512 | [5 + 512 i + 238 j + 0 k] ^ 3 = [-4781695 + -221184512 i + -200634238 j + 3655680 k]
BICP | Distance=512 | [5 + 238 i + 512 j + 0 k] ^ 3 = [-4781695 + -200634238 i + -221184512 j + 3655680 k]
BICP | Distance=512 | [5 + 238 i + 316 j + 512 k] ^ 9 = [-14011898332533369366425035 + 33751683149671334405610238 i + 36599411783363241070596316 j + 14658060982336699869096512 k]
BICP | Distance=512 | [5 + 512 i + 262 j + 0 k] ^ 3 = [-4961695 + -239616512 i + -224010262 j + 4024320 k]
BICP | Distance=512 | [5 + 262 i + 512 j + 0 k] ^ 3 = [-4961695 + -224010262 i + -239616512 j + 4024320 k]
BICP | Distance=512 | [5 + 262 i + 184 j + 512 k] ^ 9 = [-13949562352405952367617035 + 4467573417632680500258262 i + 1619844783940773835272184 j + 14595725002209282870288512 k]
BICP | Distance=512 | [5 + 512 i + 270 j + 34 k] ^ 3 = [23192765 + -244653512 i + -231585270 j + -29985434 k]
BICP | Distance=512 | [5 + 270 i + 512 j + 34 k] ^ 3 = [23192765 + -231585270 i + -244653512 j + -29985434 k]
BICP | Distance=512 | [5 + 512 i + 309 j + 137 k] ^ 9 = [-94169303728765409732780035 + 12893308552216158245511512 i + 12890833762046241600189309 j + 94166807914530098785743137 k]
BICP | Distance=512 | [5 + 309 i + 512 j + 137 k] ^ 9 = [-94169303728765409732780035 + 12890833762046241600189309 i + 12893308552216158245511512 j + 94166807914530098785743137 k]
BICP | Distance=512 | [5 + 309 i + 137 j + 512 k] ^ 9 = [-16322411883327034866122035 + 3569418323706017694843309 i + 2517999877867436640687137 j + 12222875471288200371783512 k]
BICP | Distance=512 | [5 + 316 i + 238 j + 512 k] ^ 9 = [-14011898332533369366425035 + 36599411783363241070596316 i + 33751683149671334405610238 j + 14658060982336699869096512 k]
BICP | Distance=512 | [5 + 512 i + 350 j + 6 k] ^ 5 = [-1361516265675 + 238011320126512 i + 237904875515350 j + 1399048233566 k]
BICP | Distance=512 | [5 + 350 i + 512 j + 6 k] ^ 5 = [-1361516265675 + 237904875515350 i + 238011320126512 j + 1399048233566 k]
BICP | Distance=512 | [5 + 363 i + 191 j + 512 k] ^ 9 = [-16384747863454451864930035 + 35701256689436578265181363 i + 34649838243597997211025191 j + 12285211451415617370591512 k]
BICP | Distance=512 | [5 + 512 i + 434 j + 12 k] ^ 9 = [-20193782091726065294921035 + 302784401939192505591048512 i + 302784401985649445731542434 j + 20193782214947801848308012 k]
BICP | Distance=512 | [5 + 434 i + 512 j + 12 k] ^ 9 = [-20193782091726065294921035 + 302784401985649445731542434 i + 302784401939192505591048512 j + 20193782214947801848308012 k]
BICP | Distance=512 | [5 + 434 i + 12 j + 512 k] ^ 9 = [-1241444893366189092377035 + 1445210957951138343414434 i + 4642207243622315992116012 j + 27303842461249046145528512 k]
BICP | Distance=512 | [5 + 512 i + 441 j + 113 k] ^ 9 = [-291784153474972765292600035 + 180985560854470829629251512 i + 180985578434582238119757441 j + 291784156358860603162299113 k]
BICP | Distance=512 | [5 + 441 i + 512 j + 113 k] ^ 9 = [-291784153474972765292600035 + 180985578434582238119757441 i + 180985560854470829629251512 j + 291784156358860603162299113 k]
BICP | Distance=512 | [5 + 441 i + 113 j + 512 k] ^ 9 = [-12116249062788074470670035 + 29551662408082255328667441 i + 40799432524952320147539113 j + 16553710252081994764851512 k]
BICP | Distance=512 | [5 + 512 i + 455 j + 9 k] ^ 9 = [-13759889214065972512726435 + 369437252861379540307077512 i + 369437252866025769182379455 j + 13759889220903879585607809 k]
BICP | Distance=512 | [5 + 455 i + 512 j + 9 k] ^ 9 = [-13759889214065972512726435 + 369437252866025769182379455 i + 369437252861379540307077512 j + 13759889220903879585607809 k]
BICP | Distance=512 | [5 + 455 i + 91 j + 512 k] ^ 9 = [-9622016245505811520528435 + 26255504072480342233665455 i + 37408084489444035955278691 j + 21305275700294800640295512 k]
BICP | Distance=512 | [5 + 512 i + 488 j + 0 k] ^ 3 = [-7504195 + -499968512 i + -499956488 j + 7495680 k]
BICP | Distance=512 | [5 + 488 i + 512 j + 0 k] ^ 3 = [-7504195 + -499956488 i + -499968512 j + 7495680 k]
BICP | Distance=512 | [512 + 5 i + 488 j + 66 k] ^ 9 = [43194950847752417984112512 + 12690808766558963811726965 i + 11262285052708016134104488 j + 34848461493841337442198066 k]
BICP | Distance=512 | [5 + 488 i + 66 j + 512 k] ^ 9 = [-1303780873493606091185035 + 33577049323681698913752488 i + 36774045609352876562454066 j + 27366178441376463144336512 k]
BICP | Distance=512 | [5 + 512 i + 512 j + 0 k] ^ 3 = [-7864195 + -536832512 i + -536832512 j + 7864320 k]
BICP | Distance=512 | [5 + 512 i + 512 j + 0 k] ^ 3 = [-7864195 + -536832512 i + -536832512 j + 7864320 k]
CPLX | Distance=512 | [512 + 6 i + 0 j + 0 k] ^ 5 = [35136057024512 + 2061018078816 i + 0 j + 0 k]
CPLX | Distance=512 | [6 + 512 i + 0 j + 0 k] ^ 5 = [2061018078816 + 35136057024512 i + 0 j + 0 k]
BICP | Distance=512 | [6 + 0 i + 512 j + 0 k] ^ 5 = [2061018078816 + 0 i + 35136057024512 j + 0 k]
BICP | Distance=512 | [512 + 6 i + 0 j + 5 k] ^ 5 = [35169599232512 + 2062197691566 i + -80527257600 j + 1716899011325 k]
BICP | Distance=512 | [6 + 512 i + 0 j + 5 k] ^ 5 = [2059838503566 + 35102518016512 i + 80511897600 j + 1716243741325 k]
BICP | Distance=512 | [6 + 0 i + 512 j + 5 k] ^ 5 = [2059838503566 + 80511897600 i + 35102518016512 j + 1716243741325 k]
BICP | Distance=512 | [6 + 512 i + 0 j + 8 k] ^ 9 = [252940047293491332466176 + 2384732646419189009088512 i + 31790898167734830366720 j + 337930538586422296659968 k]
BICP | Distance=512 | [6 + 0 i + 512 j + 8 k] ^ 9 = [252940047293491332466176 + 31790898167734830366720 i + 2384732646419189009088512 j + 337930538586422296659968 k]
BICP | Distance=512 | [512 + 6 i + 0 j + 25 k] ^ 5 = [35975572224512 + 2090519647566 i + -403557888000 j + 8623821006625 k]
BICP | Distance=512 | [6 + 512 i + 0 j + 25 k] ^ 5 = [2031539947566 + 34298541824512 i + 401637888000 j + 8541912256625 k]
BICP | Distance=512 | [6 + 0 i + 512 j + 25 k] ^ 5 = [2031539947566 + 401637888000 i + 34298541824512 j + 8541912256625 k]
BICP | Distance=512 | [512 + 6 i + 0 j + 75 k] ^ 5 = [42763693824512 + 2327375947566 i + -1233713664000 j + 26856711769875 k]
BICP | Distance=512 | [6 + 512 i + 0 j + 75 k] ^ 5 = [1796558647566 + 27670420224512 i + 1181873664000 j + 24645175519875 k]
BICP | Distance=512 | [6 + 0 i + 512 j + 75 k] ^ 5 = [1796558647566 + 1181873664000 i + 27670420224512 j + 24645175519875 k]
BICP | Distance=512 | [512 + 6 i + 0 j + 125 k] ^ 5 = [56723937024512 + 2805588547566 i + -2132989440000 j + 48064098783125 k]
BICP | Distance=512 | [6 + 512 i + 0 j + 125 k] ^ 5 = [1331096047566 + 14798177024512 i + 1892989440000 j + 37825505033125 k]
BICP | Distance=512 | [6 + 0 i + 512 j + 125 k] ^ 5 = [1331096047566 + 1892989440000 i + 14798177024512 j + 37825505033125 k]
BICP | Distance=512 | [512 + 6 i + 0 j + 375 k] ^ 5 = [274426977024512 + 9289496047566 i + -9278968320000 j + 274379640099375 k]
BICP | Distance=512 | [512 + 6 i + 1 j + 2 k] ^ 9 = [2407005997633373807268512 + 253438217155355542020726 i + 34392992651780899918081 j + 88660712300205214147922 k]
BICP | Distance=512 | [512 + 6 i + 1 j + 12 k] ^ 3 = [134382512 + 4684086 i + 565571 j + 9456012 k]
BICP | Distance=512 | [6 + 512 i + 2 j + 1 k] ^ 9 = [253438217155355542020726 + 2407005997633373807268512 i + 88660712300205214147922 j + 34392992651780899918081 k]
BICP | Distance=512 | [6 + 2 i + 512 j + 1 k] ^ 9 = [253438217155355542020726 + 88660712300205214147922 i + 2407005997633373807268512 j + 34392992651780899918081 k]
BICP | Distance=512 | [6 + 512 i + 2 j + 16 k] ^ 3 = [-4615536 + -133776512 i + -1866032 j + -12540416 k]
BICP | Distance=512 | [6 + 2 i + 512 j + 16 k] ^ 3 = [-4615536 + -1866032 i + -133776512 j + -12540416 k]
BICP | Distance=512 | [6 + 512 i + 3 j + 4 k] ^ 9 = [246545804623839546547926 + 2404237143202480988040512 i + 142764446398941728923923 j + 157488570541759346052964 k]
BICP | Distance=512 | [6 + 3 i + 512 j + 4 k] ^ 9 = [246545804623839546547926 + 142764446398941728923923 i + 2404237143202480988040512 j + 157488570541759346052964 k]
BICP | Distance=512 | [512 + 6 i + 3 j + 16 k] ^ 9 = [2490536391187492552416512 + 229423359368425280808726 i + 66379564738225551631923 j + 695130292684022316720016 k]
BICP | Distance=512 | [6 + 512 i + 3 j + 34 k] ^ 7 = [-558323596768940346 + -8365186060764785512 i + -649693738455355443 j + -4161157665356783134 k]
BICP | Distance=512 | [6 + 3 i + 512 j + 34 k] ^ 7 = [-558323596768940346 + -649693738455355443 i + -8365186060764785512 j + -4161157665356783134 k]
BICP | Distance=512 | [6 + 512 i + 3 j + 84 k] ^ 7 = [-120432539988371346 + -4248503889695226512 i + -907484349526484943 j + -9154883397182531484 k]
BICP | Distance=512 | [6 + 3 i + 512 j + 84 k] ^ 7 = [-120432539988371346 + -907484349526484943 i + -4248503889695226512 j + -9154883397182531484 k]
BICP | Distance=512 | [512 + 6 i + 4 j + 3 k] ^ 9 = [2404237143202480988040512 + 246545804623839546547926 i + 157488570541759346052964 j + 142764446398941728923923 k]
BICP | Distance=512 | [512 + 6 i + 4 j + 8 k] ^ 7 = [9234958491545024512 + 710910759651437696 i + 434142696698529024 j + 1042564898606422528 k]
BICP | Distance=512 | [512 + 6 i + 4 j + 9 k] ^ 9 = [2429382306225568233432512 + 232570499702001726648726 i + 134866001879421214625764 j + 397508714451499025981529 k]
BICP | Distance=512 | [6 + 512 i + 4 j + 12 k] ^ 9 = [219523516232559714878976 + 2366163537669631713984512 i + 214487200397737262654464 j + 490569566459128697613312 k]
BICP | Distance=512 | [6 + 4 i + 512 j + 12 k] ^ 9 = [219523516232559714878976 + 214487200397737262654464 i + 2366163537669631713984512 j + 490569566459128697613312 k]
BICP | Distance=512 | [512 + 6 i + 4 j + 13 k] ^ 7 = [9314236537790030512 + 685822785468459346 i + 392698135255895724 j + 1675385356143874913 k]
BICP | Distance=512 | [6 + 512 i + 4 j + 37 k] ^ 9 = [123832544139793289544726 + 1973489255161752530952512 i + 287068149873406727892964 j + 1479026851994659261170037 k]
BICP | Distance=512 | [6 + 4 i + 512 j + 37 k] ^ 9 = [123832544139793289544726 + 287068149873406727892964 i + 1973489255161752530952512 j + 1479026851994659261170037 k]
BICP | Distance=512 | [512 + 6 i + 4 j + 63 k] ^ 7 = [12208394643680858512 + 539042848216637346 i + 33091413123363724 j + 8567730966325055763 k]
BICP | Distance=512 | [512 + 6 i + 5 j + 0 k] ^ 5 = [35102518016512 + 2059838503566 i + 1716243741325 j + 80511897600 k]
BICP | Distance=512 | [6 + 512 i + 5 j + 0 k] ^ 5 = [2062197691566 + 35169599232512 i + 1716899011325 j + -80527257600 k]
BICP | Distance=512 | [6 + 5 i + 512 j + 0 k] ^ 5 = [2062197691566 + 1716899011325 i + 35169599232512 j + -80527257600 k]
BICP | Distance=512 | [512 + 6 i + 5 j + 16 k] ^ 9 = [2486881402679400613920512 + 207674873770880192933526 i + 153312382627582752723605 j + 702079674292130267337616 k]
BICP | Distance=512 | [512 + 6 i + 5 j + 50 k] ^ 5 = [38495284946512 + 1500825993566 i + 1002041990325 j + 17566616985850 k]
BICP | Distance=512 | [6 + 512 i + 5 j + 50 k] ^ 5 = [1279938381566 + 31854096062512 i + 2416507812325 j + 16769965930650 k]
BICP | Distance=512 | [6 + 5 i + 512 j + 50 k] ^ 5 = [1279938381566 + 2416507812325 i + 31854096062512 j + 16769965930650 k]
BICP | Distance=512 | [512 + 6 i + 5 j + 100 k] ^ 5 = [48818703476512 + 1141934783566 i + 440522489325 j + 37032327574100 k]
BICP | Distance=512 | [512 + 6 i + 5 j + 350 k] ^ 5 = [238011320126512 + 1399048233566 i + -1361516265675 j + 237904875515350 k]
BICP | Distance=512 | [6 + 512 i + 6 j + 13 k] ^ 9 = [199593693513028711107126 + 2366075773670300225436512 i + 301428566059693088115126 j + 525608995206906913159213 k]
BICP | Distance=512 | [6 + 6 i + 512 j + 13 k] ^ 9 = [199593693513028711107126 + 301428566059693088115126 i + 2366075773670300225436512 j + 525608995206906913159213 k]
BICP | Distance=512 | [6 + 6 i + 13 j + 512 k] ^ 9 = [301428566059693088115126 + 199593693513028711107126 i + 525608995206906913159213 j + 2366075773670300225436512 k]
BICP | Distance=512 | [6 + 512 i + 6 j + 488 k] ^ 9 = [3960887441548953767141376 + 37129960196024448305856512 i + 2671413576126845996261376 j + 23756729218877269787967488 k]
BICP | Distance=512 | [6 + 6 i + 512 j + 488 k] ^ 9 = [3960887441548953767141376 + 2671413576126845996261376 i + 37129960196024448305856512 j + 23756729218877269787967488 k]
BICP | Distance=512 | [6 + 6 i + 488 j + 512 k] ^ 9 = [2671413576126845996261376 + 3960887441548953767141376 i + 23756729218877269787967488 j + 37129960196024448305856512 k]
BICP | Distance=512 | [6 + 512 i + 7 j + 16 k] ^ 3 = [-4370586 + -133848512 i + -5794147 j + -12450416 k]
BICP | Distance=512 | [6 + 7 i + 512 j + 16 k] ^ 3 = [-4370586 + -5794147 i + -133848512 j + -12450416 k]
BICP | Distance=512 | [6 + 512 i + 7 j + 66 k] ^ 3 = [-3221586 + -127563512 i + -6629647 j + -51490566 k]
BICP | Distance=512 | [6 + 7 i + 512 j + 66 k] ^ 3 = [-3221586 + -6629647 i + -127563512 j + -51490566 k]
BICP | Distance=512 | [512 + 6 i + 8 j + 0 k] ^ 9 = [2384732646419189009088512 + 252940047293491332466176 i + 337930538586422296659968 j + 31790898167734830366720 k]
BICP | Distance=512 | [6 + 512 i + 8 j + 4 k] ^ 7 = [-710910759651437696 + -9234958491545024512 i + -1042564898606422528 j + -434142696698529024 k]
BICP | Distance=512 | [6 + 8 i + 512 j + 4 k] ^ 7 = [-710910759651437696 + -1042564898606422528 i + -9234958491545024512 j + -434142696698529024 k]
BICP | Distance=512 | [512 + 6 i + 8 j + 16 k] ^ 9 = [2476338362651222297280512 + 174706758831414032549376 i + 283420821124306419795968 j + 711387239351539163631616 k]
BICP | Distance=512 | [512 + 6 i + 8 j + 41 k] ^ 9 = [2969369911522106650800512 + 72624158311969461999126 i + 230029887083935308480968 j + 1864797000088154743462841 k]
BICP | Distance=512 | [6 + 512 i + 9 j + 4 k] ^ 9 = [232570499702001726648726 + 2429382306225568233432512 i + 397508714451499025981529 j + 134866001879421214625764 k]
BICP | Distance=512 | [6 + 9 i + 512 j + 4 k] ^ 9 = [232570499702001726648726 + 397508714451499025981529 i + 2429382306225568233432512 j + 134866001879421214625764 k]
BICP | Distance=512 | [512 + 6 i + 9 j + 38 k] ^ 7 = [10238919445924953512 + 301845003824624646 i + 883051985087029959 j + 4975921294807864838 k]
BICP | Distance=512 | [6 + 512 i + 10 j + 13 k] ^ 9 = [166863728331071396585526 + 2389848687312791260932512 i + 469161107611020592290010 j + 513580814570580796519213 k]
BICP | Distance=512 | [6 + 10 i + 512 j + 13 k] ^ 9 = [166863728331071396585526 + 469161107611020592290010 i + 2389848687312791260932512 j + 513580814570580796519213 k]
BICP | Distance=512 | [6 + 10 i + 63 j + 512 k] ^ 9 = [523893685281202924961526 + 28565739692907408906010 i + 2263369289837491842537663 j + 1186113808546404955212512 k]
BICP | Distance=512 | [6 + 512 i + 12 j + 1 k] ^ 3 = [-4684086 + -134382512 i + -9456012 j + -565571 k]
BICP | Distance=512 | [6 + 12 i + 512 j + 1 k] ^ 3 = [-4684086 + -9456012 i + -134382512 j + -565571 k]
BICP | Distance=512 | [512 + 6 i + 12 j + 4 k] ^ 9 = [2366163537669631713984512 + 219523516232559714878976 i + 490569566459128697613312 j + 214487200397737262654464 k]
BICP | Distance=512 | [6 + 512 i + 12 j + 16 k] ^ 7 = [-468282360018976896 + -9130111244709056512 i + -1634211771538720512 j + -1914702194054665216 k]
BICP | Distance=512 | [6 + 12 i + 512 j + 16 k] ^ 7 = [-468282360018976896 + -1634211771538720512 i + -9130111244709056512 j + -1914702194054665216 k]
BICP | Distance=512 | [6 + 12 i + 40 j + 512 k] ^ 9 = [513748057986671569675776 + 272623052863671160384512 i + 1543442973267500911421440 j + 1891839823087317834432512 k]
BICP | Distance=512 | [6 + 512 i + 13 j + 4 k] ^ 7 = [-685822785468459346 + -9314236537790030512 i + -1675385356143874913 j + -392698135255895724 k]
BICP | Distance=512 | [6 + 13 i + 512 j + 4 k] ^ 7 = [-685822785468459346 + -1675385356143874913 i + -9314236537790030512 j + -392698135255895724 k]
BICP | Distance=512 | [512 + 6 i + 13 j + 6 k] ^ 9 = [2366075773670300225436512 + 199593693513028711107126 i + 525608995206906913159213 j + 301428566059693088115126 k]
BICP | Distance=512 | [6 + 13 i + 6 j + 512 k] ^ 9 = [301428566059693088115126 + 525608995206906913159213 i + 199593693513028711107126 j + 2366075773670300225436512 k]
BICP | Distance=512 | [512 + 6 i + 13 j + 10 k] ^ 9 = [2389848687312791260932512 + 166863728331071396585526 i + 513580814570580796519213 j + 469161107611020592290010 k]
BICP | Distance=512 | [6 + 512 i + 13 j + 34 k] ^ 7 = [-69319920939953146 + -8507396093728511512 i + -1832040315960324413 j + -4115093812497367134 k]
BICP | Distance=512 | [6 + 13 i + 512 j + 34 k] ^ 7 = [-69319920939953146 + -1832040315960324413 i + -8507396093728511512 j + -4115093812497367134 k]
BICP | Distance=512 | [6 + 13 i + 60 j + 512 k] ^ 9 = [624962656789821060557526 + 132822225830388613033213 i + 2159112803700010638410460 j + 1287182780055023090808512 k]
BICP | Distance=512 | [512 + 6 i + 16 j + 2 k] ^ 3 = [133776512 + 4615536 i + 12540416 j + 1866032 k]
BICP | Distance=512 | [6 + 512 i + 16 j + 3 k] ^ 9 = [229423359368425280808726 + 2490536391187492552416512 i + 695130292684022316720016 j + 66379564738225551631923 k]
BICP | Distance=512 | [6 + 16 i + 512 j + 3 k] ^ 9 = [229423359368425280808726 + 695130292684022316720016 i + 2490536391187492552416512 j + 66379564738225551631923 k]
BICP | Distance=512 | [6 + 512 i + 16 j + 5 k] ^ 9 = [207674873770880192933526 + 2486881402679400613920512 i + 702079674292130267337616 j + 153312382627582752723605 k]
BICP | Distance=512 | [6 + 16 i + 512 j + 5 k] ^ 9 = [207674873770880192933526 + 702079674292130267337616 i + 2486881402679400613920512 j + 153312382627582752723605 k]
BICP | Distance=512 | [512 + 6 i + 16 j + 7 k] ^ 3 = [133848512 + 4370586 i + 12450416 j + 5794147 k]
BICP | Distance=512 | [6 + 512 i + 16 j + 8 k] ^ 9 = [174706758831414032549376 + 2476338362651222297280512 i + 711387239351539163631616 j + 283420821124306419795968 k]
BICP | Distance=512 | [6 + 16 i + 512 j + 8 k] ^ 9 = [174706758831414032549376 + 711387239351539163631616 i + 2476338362651222297280512 j + 283420821124306419795968 k]
BICP | Distance=512 | [512 + 6 i + 16 j + 12 k] ^ 7 = [9130111244709056512 + 468282360018976896 i + 1914702194054665216 j + 1634211771538720512 k]
BICP | Distance=512 | [512 + 6 i + 25 j + 0 k] ^ 5 = [34298541824512 + 2031539947566 i + 8541912256625 j + 401637888000 k]
BICP | Distance=512 | [6 + 512 i + 25 j + 0 k] ^ 5 = [2090519647566 + 35975572224512 i + 8623821006625 j + -403557888000 k]
BICP | Distance=512 | [6 + 25 i + 512 j + 0 k] ^ 5 = [2090519647566 + 8623821006625 i + 35975572224512 j + -403557888000 k]
BICP | Distance=512 | [6 + 27 i + 48 j + 512 k] ^ 9 = [971101508736004962148566 + 680347412178013252688427 i + 1645071222767887559299248 j + 1556084223262423368864512 k]
BICP | Distance=512 | [512 + 6 i + 34 j + 3 k] ^ 7 = [8365186060764785512 + 558323596768940346 i + 4161157665356783134 j + 649693738455355443 k]
BICP | Distance=512 | [512 + 6 i + 34 j + 13 k] ^ 7 = [8507396093728511512 + 69319920939953146 i + 4115093812497367134 j + 1832040315960324413 k]
BICP | Distance=512 | [6 + 35 i + 38 j + 512 k] ^ 9 = [1009841771203592502329526 + 1076009758145553844303235 i + 1215925271384845407140438 j + 1672061894468794532580512 k]
BICP | Distance=512 | [512 + 6 i + 37 j + 4 k] ^ 9 = [1973489255161752530952512 + 123832544139793289544726 i + 1479026851994659261170037 j + 287068149873406727892964 k]
BICP | Distance=512 | [6 + 512 i + 38 j + 9 k] ^ 7 = [-301845003824624646 + -10238919445924953512 i + -4975921294807864838 j + -883051985087029959 k]
BICP | Distance=512 | [6 + 38 i + 512 j + 9 k] ^ 7 = [-301845003824624646 + -4975921294807864838 i + -10238919445924953512 j + -883051985087029959 k]
BICP | Distance=512 | [6 + 38 i + 35 j + 512 k] ^ 9 = [1009841771203592502329526 + 1215925271384845407140438 i + 1076009758145553844303235 j + 1672061894468794532580512 k]
BICP | Distance=512 | [6 + 40 i + 12 j + 512 k] ^ 9 = [513748057986671569675776 + 1543442973267500911421440 i + 272623052863671160384512 j + 1891839823087317834432512 k]
BICP | Distance=512 | [6 + 512 i + 40 j + 512 k] ^ 9 = [4800049176738375499531776 + 41499188587850503359168512 i + 26852047610569052576573440 j + 33243558317583156447936512 k]
BICP | Distance=512 | [6 + 40 i + 512 j + 512 k] ^ 9 = [4800049176738375499531776 + 26852047610569052576573440 i + 41499188587850503359168512 j + 33243558317583156447936512 k]
BICP | Distance=512 | [6 + 40 i + 512 j + 512 k] ^ 9 = [4800049176738375499531776 + 26852047610569052576573440 i + 41499188587850503359168512 j + 33243558317583156447936512 k]
BICP | Distance=512 | [6 + 512 i + 41 j + 8 k] ^ 9 = [72624158311969461999126 + 2969369911522106650800512 i + 1864797000088154743462841 j + 230029887083935308480968 k]
BICP | Distance=512 | [6 + 41 i + 512 j + 8 k] ^ 9 = [72624158311969461999126 + 1864797000088154743462841 i + 2969369911522106650800512 j + 230029887083935308480968 k]
BICP | Distance=512 | [6 + 48 i + 27 j + 512 k] ^ 9 = [971101508736004962148566 + 1645071222767887559299248 i + 680347412178013252688427 j + 1556084223262423368864512 k]
BICP | Distance=512 | [512 + 6 i + 50 j + 5 k] ^ 5 = [31854096062512 + 1279938381566 i + 16769965930650 j + 2416507812325 k]
BICP | Distance=512 | [6 + 512 i + 50 j + 5 k] ^ 5 = [1500825993566 + 38495284946512 i + 17566616985850 j + 1002041990325 k]
BICP | Distance=512 | [6 + 50 i + 512 j + 5 k] ^ 5 = [1500825993566 + 17566616985850 i + 38495284946512 j + 1002041990325 k]
BICP | Distance=512 | [6 + 52 i + 73 j + 512 k] ^ 9 = [2075399393130776805628566 + 681921340897093562517652 i + 1646645151486967869128473 j + 451786338867651525384512 k]
BICP | Distance=512 | [6 + 60 i + 13 j + 512 k] ^ 9 = [624962656789821060557526 + 2159112803700010638410460 i + 132822225830388613033213 j + 1287182780055023090808512 k]
BICP | Distance=512 | [6 + 512 i + 63 j + 4 k] ^ 7 = [-539042848216637346 + -12208394643680858512 i + -8567730966325055763 j + -33091413123363724 k]
BICP | Distance=512 | [6 + 63 i + 512 j + 4 k] ^ 7 = [-539042848216637346 + -8567730966325055763 i + -12208394643680858512 j + -33091413123363724 k]
BICP | Distance=512 | [6 + 63 i + 10 j + 512 k] ^ 9 = [523893685281202924961526 + 2263369289837491842537663 i + 28565739692907408906010 j + 1186113808546404955212512 k]
BICP | Distance=512 | [6 + 512 i + 63 j + 492 k] ^ 9 = [11752127178877387933205526 + 43148679712554991668984512 i + 34526331077302303565439663 j + 14255158631489951399364492 k]
BICP | Distance=512 | [6 + 63 i + 512 j + 492 k] ^ 9 = [11752127178877387933205526 + 34526331077302303565439663 i + 43148679712554991668984512 j + 14255158631489951399364492 k]
BICP | Distance=512 | [6 + 63 i + 510 j + 512 k] ^ 9 = [6260454018166160121665526 + 41385766299998360022489663 i + 45463383074848321380702510 j + 26345117393271680303268512 k]
BICP | Distance=512 | [512 + 6 i + 66 j + 7 k] ^ 3 = [127563512 + 3221586 i + 51490566 j + 6629647 k]
BICP | Distance=512 | [6 + 73 i + 52 j + 512 k] ^ 9 = [2075399393130776805628566 + 1646645151486967869128473 i + 681921340897093562517652 j + 451786338867651525384512 k]
BICP | Distance=512 | [512 + 6 i + 75 j + 0 k] ^ 5 = [27670420224512 + 1796558647566 i + 24645175519875 j + 1181873664000 k]
BICP | Distance=512 | [6 + 512 i + 75 j + 0 k] ^ 5 = [2327375947566 + 42763693824512 i + 26856711769875 j + -1233713664000 k]
BICP | Distance=512 | [6 + 75 i + 512 j + 0 k] ^ 5 = [2327375947566 + 26856711769875 i + 42763693824512 j + -1233713664000 k]
BICP | Distance=512 | [512 + 6 i + 84 j + 3 k] ^ 7 = [4248503889695226512 + 120432539988371346 i + 9154883397182531484 j + 907484349526484943 k]
BICP | Distance=512 | [6 + 512 i + 85 j + 488 k] ^ 9 = [18502878999418280413805526 + 46841677296865394835888512 i + 44005322485679872960287685 j + 2888183369062496856792488 k]
BICP | Distance=512 | [6 + 85 i + 512 j + 488 k] ^ 9 = [18502878999418280413805526 + 44005322485679872960287685 i + 46841677296865394835888512 j + 2888183369062496856792488 k]
BICP | Distance=512 | [6 + 85 i + 488 j + 512 k] ^ 9 = [634188328227386519789526 + 47112520761567175350879685 i + 39736628613279506052312488 j + 20718851703332906701392512 k]
BICP | Distance=512 | [6 + 512 i + 100 j + 5 k] ^ 5 = [1141934783566 + 48818703476512 i + 37032327574100 j + 440522489325 k]
BICP | Distance=512 | [6 + 100 i + 512 j + 5 k] ^ 5 = [1141934783566 + 37032327574100 i + 48818703476512 j + 440522489325 k]
BICP | Distance=512 | [512 + 6 i + 125 j + 0 k] ^ 5 = [14798177024512 + 1331096047566 i + 37825505033125 j + 1892989440000 k]
BICP | Distance=512 | [6 + 512 i + 125 j + 0 k] ^ 5 = [2805588547566 + 56723937024512 i + 48064098783125 j + -2132989440000 k]
BICP | Distance=512 | [6 + 125 i + 512 j + 0 k] ^ 5 = [2805588547566 + 48064098783125 i + 56723937024512 j + -2132989440000 k]
BICP | Distance=512 | [6 + 512 i + 350 j + 5 k] ^ 5 = [1399048233566 + 238011320126512 i + 237904875515350 j + -1361516265675 k]
BICP | Distance=512 | [6 + 350 i + 512 j + 5 k] ^ 5 = [1399048233566 + 237904875515350 i + 238011320126512 j + -1361516265675 k]
BICP | Distance=512 | [6 + 512 i + 375 j + 0 k] ^ 5 = [9289496047566 + 274426977024512 i + 274379640099375 j + -9278968320000 k]
BICP | Distance=512 | [6 + 375 i + 512 j + 0 k] ^ 5 = [9289496047566 + 274379640099375 i + 274426977024512 j + -9278968320000 k]
BICP | Distance=512 | [512 + 6 i + 488 j + 6 k] ^ 9 = [37129960196024448305856512 + 3960887441548953767141376 i + 23756729218877269787967488 j + 2671413576126845996261376 k]
BICP | Distance=512 | [6 + 488 i + 6 j + 512 k] ^ 9 = [2671413576126845996261376 + 23756729218877269787967488 i + 3960887441548953767141376 j + 37129960196024448305856512 k]
BICP | Distance=512 | [512 + 6 i + 488 j + 85 k] ^ 9 = [46841677296865394835888512 + 18502878999418280413805526 i + 2888183369062496856792488 j + 44005322485679872960287685 k]
BICP | Distance=512 | [6 + 488 i + 85 j + 512 k] ^ 9 = [634188328227386519789526 + 39736628613279506052312488 i + 47112520761567175350879685 j + 20718851703332906701392512 k]
BICP | Distance=512 | [512 + 6 i + 492 j + 63 k] ^ 9 = [43148679712554991668984512 + 11752127178877387933205526 i + 14255158631489951399364492 j + 34526331077302303565439663 k]
BICP | Distance=512 | [6 + 510 i + 63 j + 512 k] ^ 9 = [6260454018166160121665526 + 45463383074848321380702510 i + 41385766299998360022489663 j + 26345117393271680303268512 k]
BICP | Distance=512 | [512 + 6 i + 512 j + 40 k] ^ 9 = [41499188587850503359168512 + 4800049176738375499531776 i + 33243558317583156447936512 j + 26852047610569052576573440 k]
BICP | Distance=512 | [6 + 512 i + 40 j + 512 k] ^ 9 = [4800049176738375499531776 + 41499188587850503359168512 i + 26852047610569052576573440 j + 33243558317583156447936512 k]
BICP | Distance=512 | [7 + 512 i + 0 j + 38 k] ^ 9 = [251776798092201419582167 + 1933198666790017703424512 i + 169645373227688791695360 j + 1524484653648798843214838 k]
BICP | Distance=512 | [7 + 0 i + 512 j + 38 k] ^ 9 = [251776798092201419582167 + 169645373227688791695360 i + 1933198666790017703424512 j + 1524484653648798843214838 k]
BICP | Distance=512 | [512 + 7 i + 0 j + 84 k] ^ 9 = [4959557790188505917952512 + 536247085395667831436167 i + -465484200285746656788480 j + 4482253323687528616970484 k]
BICP | Distance=512 | [7 + 512 i + 1 j + 5 k] ^ 9 = [292923141905944638981967 + 2393973969336710879181512 i + 65366168077879197561481 j + 206595512786004887824925 k]
BICP | Distance=512 | [7 + 1 i + 512 j + 5 k] ^ 9 = [292923141905944638981967 + 65366168077879197561481 i + 2393973969336710879181512 j + 206595512786004887824925 k]
BICP | Distance=512 | [512 + 7 i + 1 j + 9 k] ^ 9 = [2428650550313825323641512 + 293565820799439828293167 i + 774813320277404077081 j + 386242921975709339322609 k]
BICP | Distance=512 | [7 + 2 i + 2 j + 512 k] ^ 9 = [300440039659744709681767 + 76093782463789298549522 i + 76093782463789298549522 j + 2431720538160725162700512 k]
BICP | Distance=512 | [7 + 2 i + 12 j + 512 k] ^ 9 = [309265650718204227357367 + 28502775884099872611122 i + 500647100463823331920812 j + 2386427135129134484904512 k]
BICP | Distance=512 | [7 + 512 i + 3 j + 7 k] ^ 9 = [281844097691237717631247 + 2389694378324068666509512 i + 158690746342424659662363 j + 281844097691237717631247 k]
BICP | Distance=512 | [7 + 3 i + 512 j + 7 k] ^ 9 = [281844097691237717631247 + 158690746342424659662363 i + 2389694378324068666509512 j + 281844097691237717631247 k]
BICP | Distance=512 | [7 + 4 i + 4 j + 512 k] ^ 3 = [5553847 + 3060044 i + 3060044 j + 134244512 k]
BICP | Distance=512 | [7 + 4 i + 34 j + 512 k] ^ 3 = [5898547 + 2401244 i + 26616734 j + 132498512 k]
BICP | Distance=512 | [7 + 4 i + 84 j + 512 k] ^ 3 = [6389047 + 1255244 i + 65389884 j + 123444512 k]
BICP | Distance=512 | [512 + 7 i + 5 j + 1 k] ^ 9 = [2393973969336710879181512 + 292923141905944638981967 i + 206595512786004887824925 j + 65366168077879197561481 k]
BICP | Distance=512 | [7 + 6 i + 16 j + 512 k] ^ 3 = [5794147 + 4370586 i + 12450416 j + 133848512 k]
BICP | Distance=512 | [7 + 6 i + 66 j + 512 k] ^ 3 = [6629647 + 3221586 i + 51490566 j + 127563512 k]
BICP | Distance=512 | [512 + 7 i + 7 j + 3 k] ^ 9 = [2389694378324068666509512 + 281844097691237717631247 i + 281844097691237717631247 j + 158690746342424659662363 k]
BICP | Distance=512 | [7 + 512 i + 7 j + 37 k] ^ 9 = [90228987789979355393167 + 1987558512319946129931512 i + 419799658600664682647167 j + 1467481297482708549226237 k]
BICP | Distance=512 | [7 + 7 i + 512 j + 37 k] ^ 9 = [90228987789979355393167 + 419799658600664682647167 i + 1987558512319946129931512 j + 1467481297482708549226237 k]
BICP | Distance=512 | [7 + 7 i + 37 j + 512 k] ^ 9 = [419799658600664682647167 + 90228987789979355393167 i + 1467481297482708549226237 j + 1987558512319946129931512 k]
BICP | Distance=512 | [512 + 7 i + 8 j + 236 k] ^ 3 = [219672512 + 873017 i + 2551528 j + 198834236 k]
BICP | Distance=512 | [7 + 512 i + 9 j + 1 k] ^ 9 = [293565820799439828293167 + 2428650550313825323641512 i + 386242921975709339322609 j + 774813320277404077081 k]
BICP | Distance=512 | [7 + 9 i + 512 j + 1 k] ^ 9 = [293565820799439828293167 + 386242921975709339322609 i + 2428650550313825323641512 j + 774813320277404077081 k]
BICP | Distance=512 | [7 + 512 i + 9 j + 27 k] ^ 9 = [118516027895578277420047 + 2203327560901210988763512 i + 475790242527749894177169 j + 1082285210511736011513027 k]
BICP | Distance=512 | [7 + 9 i + 512 j + 27 k] ^ 9 = [118516027895578277420047 + 475790242527749894177169 i + 2203327560901210988763512 j + 1082285210511736011513027 k]
BICP | Distance=512 | [7 + 12 i + 2 j + 512 k] ^ 9 = [309265650718204227357367 + 500647100463823331920812 i + 28502775884099872611122 j + 2386427135129134484904512 k]
BICP | Distance=512 | [7 + 16 i + 6 j + 512 k] ^ 3 = [5794147 + 12450416 i + 4370586 j + 133848512 k]
BICP | Distance=512 | [7 + 16 i + 16 j + 512 k] ^ 7 = [1234308608257108727 + 1820454849453199216 i + 1820454849453199216 j + 8908810023692096512 k]
BICP | Distance=512 | [7 + 16 i + 66 j + 512 k] ^ 7 = [2127812222332359227 + 880328808010695216 i + 7404919472101328566 j + 6068878681646648512 k]
BICP | Distance=512 | [512 + 7 i + 27 j + 9 k] ^ 9 = [2203327560901210988763512 + 118516027895578277420047 i + 1082285210511736011513027 j + 475790242527749894177169 k]
BICP | Distance=512 | [7 + 34 i + 4 j + 512 k] ^ 3 = [5898547 + 26616734 i + 2401244 j + 132498512 k]
BICP | Distance=512 | [7 + 34 i + 34 j + 512 k] ^ 7 = [2430161352496597727 + 3593543862259841134 i + 3593543862259841134 j + 7712957279452607512 k]
BICP | Distance=512 | [7 + 34 i + 84 j + 512 k] ^ 7 = [4279997528861337227 + 1778893989423502134 i + 8303484653514135484 j + 3916693375117670512 k]
BICP | Distance=512 | [512 + 7 i + 37 j + 7 k] ^ 9 = [1987558512319946129931512 + 90228987789979355393167 i + 1467481297482708549226237 j + 419799658600664682647167 k]
BICP | Distance=512 | [7 + 37 i + 7 j + 512 k] ^ 9 = [419799658600664682647167 + 1467481297482708549226237 i + 90228987789979355393167 j + 1987558512319946129931512 k]
BICP | Distance=512 | [512 + 7 i + 38 j + 0 k] ^ 9 = [1933198666790017703424512 + 251776798092201419582167 i + 1524484653648798843214838 j + 169645373227688791695360 k]
BICP | Distance=512 | [7 + 66 i + 6 j + 512 k] ^ 3 = [6629647 + 51490566 i + 3221586 j + 127563512 k]
BICP | Distance=512 | [7 + 66 i + 16 j + 512 k] ^ 7 = [2127812222332359227 + 7404919472101328566 i + 880328808010695216 j + 6068878681646648512 k]
BICP | Distance=512 | [7 + 66 i + 66 j + 512 k] ^ 7 = [6217528488922869727 + 5152076790055519566 i + 5152076790055519566 j + 3925590143026335512 k]
BICP | Distance=512 | [7 + 512 i + 84 j + 0 k] ^ 9 = [536247085395667831436167 + 4959557790188505917952512 i + 4482253323687528616970484 j + -465484200285746656788480 k]
BICP | Distance=512 | [7 + 84 i + 512 j + 0 k] ^ 9 = [536247085395667831436167 + 4482253323687528616970484 i + 4959557790188505917952512 j + -465484200285746656788480 k]
BICP | Distance=512 | [7 + 84 i + 4 j + 512 k] ^ 3 = [6389047 + 65389884 i + 1255244 j + 123444512 k]
BICP | Distance=512 | [7 + 84 i + 34 j + 512 k] ^ 7 = [4279997528861337227 + 8303484653514135484 i + 1778893989423502134 j + 3916693375117670512 k]
BICP | Distance=512 | [7 + 84 i + 84 j + 512 k] ^ 7 = [8861322743841336727 + 4712448034978601484 i + 4712448034978601484 j + 1281795888107868512 k]
BICP | Distance=512 | [7 + 512 i + 236 j + 8 k] ^ 3 = [-873017 + -219672512 i + -198834236 j + -2551528 k]
BICP | Distance=512 | [7 + 236 i + 512 j + 8 k] ^ 3 = [-873017 + -198834236 i + -219672512 j + -2551528 k]
BICP | Distance=512 | [8 + 0 i + 0 j + 512 k] ^ 5 = [2750121279488 + 0 i + 0 j + 35270281920512 k]
BICP | Distance=512 | [8 + 0 i + 5 j + 512 k] ^ 5 = [2748548312488 + -107390156800 i + 1720175846325 j + 35236704512512 k]
BICP | Distance=512 | [8 + 512 i + 0 j + 6 k] ^ 9 = [337930538586422296659968 + 2384732646419189009088512 i + 31790898167734830366720 j + 252940047293491332466176 k]
BICP | Distance=512 | [8 + 0 i + 512 j + 6 k] ^ 9 = [337930538586422296659968 + 31790898167734830366720 i + 2384732646419189009088512 j + 252940047293491332466176 k]
BICP | Distance=512 | [8 + 0 i + 25 j + 512 k] ^ 5 = [2710812104488 + -535721984000 i + 8561557781625 j + 34431806720512 k]
BICP | Distance=512 | [8 + 0 i + 75 j + 512 k] ^ 5 = [2397463704488 + -1576445952000 i + 24703737094875 j + 27796005120512 k]
BICP | Distance=512 | [8 + 0 i + 125 j + 512 k] ^ 5 = [1776766904488 + -2525009920000 i + 37921857658125 j + 14908401920512 k]
BICP | Distance=512 | [8 + 1 i + 4 j + 512 k] ^ 9 = [342836159729110497936968 + 21441419954269715023681 i + 165737849485132260790564 j + 2433739159618035600480512 k]
BICP | Distance=512 | [8 + 512 i + 2 j + 80 k] ^ 9 = [33178459215099889338368 + 471521783805684828864512 i + 383645542562525229711872 j + 2628969372160453840916480 k]
BICP | Distance=512 | [8 + 2 i + 512 j + 80 k] ^ 9 = [33178459215099889338368 + 383645542562525229711872 i + 471521783805684828864512 j + 2628969372160453840916480 k]
BICP | Distance=512 | [512 + 8 i + 3 j + 4 k] ^ 7 = [9182645266632152512 + 990287588330479368 i + 329955612196544933 j + 537905310122199044 k]
BICP | Distance=512 | [8 + 3 i + 12 j + 512 k] ^ 9 = [359163799482782747261768 + 62799955861786769461923 i + 494613627863589331288812 j + 2390794937965566111840512 k]
BICP | Distance=512 | [8 + 512 i + 3 j + 28 k] ^ 9 = [256973670119609836326728 + 2149136572878108778272512 i + 261617350401007672899363 j + 1135162185082678906639228 k]
BICP | Distance=512 | [8 + 3 i + 512 j + 28 k] ^ 9 = [256973670119609836326728 + 261617350401007672899363 i + 2149136572878108778272512 j + 1135162185082678906639228 k]
BICP | Distance=512 | [8 + 512 i + 3 j + 78 k] ^ 9 = [1430063762607427120328 + 564608114652524483280512 i + 397106946140967436641363 j + 2596142736251833860714078 k]
BICP | Distance=512 | [8 + 3 i + 512 j + 78 k] ^ 9 = [1430063762607427120328 + 397106946140967436641363 i + 564608114652524483280512 j + 2596142736251833860714078 k]
BICP | Distance=512 | [8 + 4 i + 1 j + 512 k] ^ 9 = [342836159729110497936968 + 165737849485132260790564 i + 21441419954269715023681 j + 2433739159618035600480512 k]
BICP | Distance=512 | [8 + 512 i + 4 j + 3 k] ^ 7 = [-990287588330479368 + -9182645266632152512 i + -537905310122199044 j + -329955612196544933 k]
BICP | Distance=512 | [8 + 4 i + 512 j + 3 k] ^ 7 = [-990287588330479368 + -537905310122199044 i + -9182645266632152512 j + -329955612196544933 k]
BICP | Distance=512 | [8 + 512 i + 4 j + 5 k] ^ 9 = [325698522820646460068168 + 2395090029713132800224512 i + 195022148010129489881764 j + 190047101438099706143525 k]
BICP | Distance=512 | [8 + 4 i + 512 j + 5 k] ^ 9 = [325698522820646460068168 + 195022148010129489881764 i + 2395090029713132800224512 j + 190047101438099706143525 k]
BICP | Distance=512 | [8 + 4 i + 6 j + 512 k] ^ 7 = [1042564898606422528 + 434142696698529024 i + 710910759651437696 j + 9234958491545024512 k]
BICP | Distance=512 | [8 + 4 i + 16 j + 512 k] ^ 7 = [1088828438912073728 + 310131144081588224 i + 1966441703432585216 j + 9077016923884224512 k]
BICP | Distance=512 | [8 + 5 i + 0 j + 512 k] ^ 5 = [2748548312488 + 1720175846325 i + -107390156800 j + 35236704512512 k]
BICP | Distance=512 | [512 + 8 i + 5 j + 4 k] ^ 9 = [2395090029713132800224512 + 325698522820646460068168 i + 190047101438099706143525 j + 195022148010129489881764 k]
BICP | Distance=512 | [8 + 5 i + 50 j + 512 k] ^ 5 = [3256630272488 + 558550453325 i + 16763468981450 j + 31927122552512 k]
BICP | Distance=512 | [8 + 512 i + 5 j + 62 k] ^ 9 = [21428842202516046356168 + 1218138403041806304048512 i + 423606720430437393855605 j + 2253588607853439577040462 k]
BICP | Distance=512 | [8 + 5 i + 512 j + 62 k] ^ 9 = [21428842202516046356168 + 423606720430437393855605 i + 1218138403041806304048512 j + 2253588607853439577040462 k]
BICP | Distance=512 | [512 + 8 i + 6 j + 0 k] ^ 9 = [2384732646419189009088512 + 337930538586422296659968 i + 252940047293491332466176 j + 31790898167734830366720 k]
BICP | Distance=512 | [8 + 6 i + 4 j + 512 k] ^ 7 = [1042564898606422528 + 710910759651437696 i + 434142696698529024 j + 9234958491545024512 k]
BICP | Distance=512 | [512 + 8 i + 6 j + 16 k] ^ 9 = [2476338362651222297280512 + 283420821124306419795968 i + 174706758831414032549376 j + 711387239351539163631616 k]
BICP | Distance=512 | [512 + 8 i + 6 j + 41 k] ^ 9 = [2969369911522106650800512 + 230029887083935308480968 i + 72624158311969461999126 j + 1864797000088154743462841 k]
BICP | Distance=512 | [512 + 8 i + 7 j + 236 k] ^ 3 = [219672512 + 2551528 i + 873017 j + 198834236 k]
BICP | Distance=512 | [8 + 512 i + 8 j + 12 k] ^ 9 = [273034216901462647635968 + 2377011059582854875840512 i + 396974357384043619155968 j + 465382962250730523328512 k]
BICP | Distance=512 | [8 + 8 i + 512 j + 12 k] ^ 9 = [273034216901462647635968 + 396974357384043619155968 i + 2377011059582854875840512 j + 465382962250730523328512 k]
BICP | Distance=512 | [8 + 8 i + 12 j + 512 k] ^ 9 = [396974357384043619155968 + 273034216901462647635968 i + 465382962250730523328512 j + 2377011059582854875840512 k]
BICP | Distance=512 | [8 + 512 i + 8 j + 37 k] ^ 9 = [103608124600229333040968 + 1992437841471526595520512 i + 479590310055147826224968 j + 1458592259597497820527237 k]
BICP | Distance=512 | [8 + 8 i + 512 j + 37 k] ^ 9 = [103608124600229333040968 + 479590310055147826224968 i + 1992437841471526595520512 j + 1458592259597497820527237 k]
BICP | Distance=512 | [8 + 8 i + 37 j + 512 k] ^ 9 = [479590310055147826224968 + 103608124600229333040968 i + 1458592259597497820527237 j + 1992437841471526595520512 k]
BICP | Distance=512 | [8 + 512 i + 8 j + 512 k] ^ 9 = [5427774515560065655635968 + 38345906329834120923840512 i + 5427774515560065655635968 j + 38345906329834120923840512 k]
BICP | Distance=512 | [8 + 8 i + 512 j + 512 k] ^ 9 = [5427774515560065655635968 + 5427774515560065655635968 i + 38345906329834120923840512 j + 38345906329834120923840512 k]
BICP | Distance=512 | [8 + 8 i + 512 j + 512 k] ^ 9 = [5427774515560065655635968 + 5427774515560065655635968 i + 38345906329834120923840512 j + 38345906329834120923840512 k]
BICP | Distance=512 | [8 + 9 i + 16 j + 512 k] ^ 7 = [1203021180651725128 + 932580706724277959 i + 1900462916195523216 j + 9038584665300512512 k]
BICP | Distance=512 | [8 + 512 i + 9 j + 40 k] ^ 9 = [56533257277605049412168 + 1928093307947233424448512 i + 521237470475472744609609 j + 1565281653083983564526440 k]
BICP | Distance=512 | [8 + 9 i + 512 j + 40 k] ^ 9 = [56533257277605049412168 + 521237470475472744609609 i + 1928093307947233424448512 j + 1565281653083983564526440 k]
BICP | Distance=512 | [8 + 9 i + 66 j + 512 k] ^ 7 = [1589050621207113128 + 123386895883551459 i + 7541353809437727066 j + 6149396511673380512 k]
BICP | Distance=512 | [8 + 12 i + 3 j + 512 k] ^ 9 = [359163799482782747261768 + 494613627863589331288812 i + 62799955861786769461923 j + 2390794937965566111840512 k]
BICP | Distance=512 | [512 + 8 i + 12 j + 8 k] ^ 9 = [2377011059582854875840512 + 273034216901462647635968 i + 465382962250730523328512 j + 396974357384043619155968 k]
BICP | Distance=512 | [8 + 12 i + 8 j + 512 k] ^ 9 = [396974357384043619155968 + 465382962250730523328512 i + 273034216901462647635968 j + 2377011059582854875840512 k]
BICP | Distance=512 | [8 + 16 i + 4 j + 512 k] ^ 7 = [1088828438912073728 + 1966441703432585216 i + 310131144081588224 j + 9077016923884224512 k]
BICP | Distance=512 | [8 + 512 i + 16 j + 6 k] ^ 9 = [283420821124306419795968 + 2476338362651222297280512 i + 711387239351539163631616 j + 174706758831414032549376 k]
BICP | Distance=512 | [8 + 16 i + 512 j + 6 k] ^ 9 = [283420821124306419795968 + 711387239351539163631616 i + 2476338362651222297280512 j + 174706758831414032549376 k]
BICP | Distance=512 | [8 + 16 i + 9 j + 512 k] ^ 7 = [1203021180651725128 + 1900462916195523216 i + 932580706724277959 j + 9038584665300512512 k]
BICP | Distance=512 | [8 + 16 i + 84 j + 512 k] ^ 7 = [2408842019308208128 + 326802083242377216 i + 8941209461950889984 j + 4284805634083520512 k]
BICP | Distance=512 | [8 + 512 i + 20 j + 488 k] ^ 9 = [6608279482992415872647168 + 37102217451822833060544512 i + 10107485679280273648517120 j + 22428997281736739468607488 k]
BICP | Distance=512 | [8 + 20 i + 512 j + 488 k] ^ 9 = [6608279482992415872647168 + 10107485679280273648517120 i + 37102217451822833060544512 j + 22428997281736739468607488 k]
BICP | Distance=512 | [8 + 20 i + 488 j + 512 k] ^ 9 = [2333107915026467264135168 + 11841051586493108611973120 i + 24168466637522555319615488 j + 35867694034599650904768512 k]
BICP | Distance=512 | [8 + 25 i + 0 j + 512 k] ^ 5 = [2710812104488 + 8561557781625 i + -535721984000 j + 34431806720512 k]
BICP | Distance=512 | [8 + 25 i + 50 j + 512 k] ^ 5 = [5872038704488 + 7015005688625 i + 16112285454250 j + 31270580120512 k]
BICP | Distance=512 | [512 + 8 i + 28 j + 3 k] ^ 9 = [2149136572878108778272512 + 256973670119609836326728 i + 1135162185082678906639228 j + 261617350401007672899363 k]
BICP | Distance=512 | [8 + 33 i + 84 j + 512 k] ^ 9 = [1540798960520479532228168 + 58897883520432065179233 i + 2295571625824102665655284 j + 308663261296324087776512 k]
BICP | Distance=512 | [8 + 34 i + 83 j + 512 k] ^ 9 = [1575435444255017451956168 + 94841553107292047194834 i + 2259627956237242683639683 j + 343299745030862007504512 k]
BICP | Distance=512 | [512 + 8 i + 37 j + 8 k] ^ 9 = [1992437841471526595520512 + 103608124600229333040968 i + 1458592259597497820527237 j + 479590310055147826224968 k]
BICP | Distance=512 | [8 + 37 i + 8 j + 512 k] ^ 9 = [479590310055147826224968 + 1458592259597497820527237 i + 103608124600229333040968 j + 1992437841471526595520512 k]
BICP | Distance=512 | [8 + 37 i + 80 j + 512 k] ^ 9 = [1672009667834173954148168 + 208133040911275105999237 i + 2146336468433259624835280 j + 439873968610018509696512 k]
BICP | Distance=512 | [512 + 8 i + 40 j + 9 k] ^ 9 = [1928093307947233424448512 + 56533257277605049412168 i + 1565281653083983564526440 j + 521237470475472744609609 k]
BICP | Distance=512 | [8 + 512 i + 41 j + 6 k] ^ 9 = [230029887083935308480968 + 2969369911522106650800512 i + 1864797000088154743462841 j + 72624158311969461999126 k]
BICP | Distance=512 | [8 + 41 i + 512 j + 6 k] ^ 9 = [230029887083935308480968 + 1864797000088154743462841 i + 2969369911522106650800512 j + 72624158311969461999126 k]
BICP | Distance=512 | [8 + 45 i + 88 j + 512 k] ^ 9 = [2025456486230016110756168 + 68956659304764556336845 i + 2007160086826749075172888 j + 86427150214176353088512 k]
BICP | Distance=512 | [8 + 50 i + 5 j + 512 k] ^ 5 = [3256630272488 + 16763468981450 i + 558550453325 j + 31927122552512 k]
BICP | Distance=512 | [8 + 50 i + 25 j + 512 k] ^ 5 = [5872038704488 + 16112285454250 i + 7015005688625 j + 31270580120512 k]
BICP | Distance=512 | [8 + 50 i + 75 j + 512 k] ^ 5 = [12005491904488 + 13149783986250 i + 22247063751875 j + 25137126920512 k]
BICP | Distance=512 | [8 + 50 i + 125 j + 512 k] ^ 5 = [17258596704488 + 8364445018250 i + 34644628065125 j + 12934872120512 k]
BICP | Distance=512 | [8 + 55 i + 62 j + 512 k] ^ 9 = [1996958949399119088596168 + 1009121347786620907170055 i + 1345348161557913823664462 j + 764823250174963644144512 k]
BICP | Distance=512 | [8 + 58 i + 59 j + 512 k] ^ 9 = [2005835740918758178292168 + 1153178707194111740204458 i + 1201290802150422990630059 j + 773700041694602733840512 k]
BICP | Distance=512 | [8 + 59 i + 58 j + 512 k] ^ 9 = [2005835740918758178292168 + 1201290802150422990630059 i + 1153178707194111740204458 j + 773700041694602733840512 k]
BICP | Distance=512 | [512 + 8 i + 62 j + 5 k] ^ 9 = [1218138403041806304048512 + 21428842202516046356168 i + 2253588607853439577040462 j + 423606720430437393855605 k]
BICP | Distance=512 | [8 + 62 i + 55 j + 512 k] ^ 9 = [1996958949399119088596168 + 1345348161557913823664462 i + 1009121347786620907170055 j + 764823250174963644144512 k]
BICP | Distance=512 | [8 + 63 i + 70 j + 512 k] ^ 9 = [2350405767794961245204168 + 869944966180110357507663 i + 1206171779951403274002070 j + 411376431779121487536512 k]
BICP | Distance=512 | [8 + 66 i + 9 j + 512 k] ^ 7 = [1589050621207113128 + 7541353809437727066 i + 123386895883551459 j + 6149396511673380512 k]
BICP | Distance=512 | [8 + 66 i + 67 j + 512 k] ^ 9 = [2359282559314600334900168 + 1014002325587601190542066 i + 1062114420543912440967667 j + 420253223298760577232512 k]
BICP | Distance=512 | [8 + 67 i + 66 j + 512 k] ^ 9 = [2359282559314600334900168 + 1062114420543912440967667 i + 1014002325587601190542066 j + 420253223298760577232512 k]
BICP | Distance=512 | [8 + 70 i + 63 j + 512 k] ^ 9 = [2350405767794961245204168 + 1206171779951403274002070 i + 869944966180110357507663 j + 411376431779121487536512 k]
BICP | Distance=512 | [8 + 75 i + 0 j + 512 k] ^ 5 = [2397463704488 + 24703737094875 i + -1576445952000 j + 27796005120512 k]
BICP | Distance=512 | [8 + 75 i + 50 j + 512 k] ^ 5 = [12005491904488 + 22247063751875 i + 13149783986250 j + 25137126920512 k]
BICP | Distance=512 | [512 + 8 i + 78 j + 3 k] ^ 9 = [564608114652524483280512 + 1430063762607427120328 i + 2596142736251833860714078 j + 397106946140967436641363 k]
BICP | Distance=512 | [512 + 8 i + 80 j + 2 k] ^ 9 = [471521783805684828864512 + 33178459215099889338368 i + 2628969372160453840916480 j + 383645542562525229711872 k]
BICP | Distance=512 | [8 + 80 i + 37 j + 512 k] ^ 9 = [1672009667834173954148168 + 2146336468433259624835280 i + 208133040911275105999237 j + 439873968610018509696512 k]
BICP | Distance=512 | [8 + 83 i + 34 j + 512 k] ^ 9 = [1575435444255017451956168 + 2259627956237242683639683 i + 94841553107292047194834 j + 343299745030862007504512 k]
BICP | Distance=512 | [8 + 84 i + 16 j + 512 k] ^ 7 = [2408842019308208128 + 8941209461950889984 i + 326802083242377216 j + 4284805634083520512 k]
BICP | Distance=512 | [8 + 84 i + 33 j + 512 k] ^ 9 = [1540798960520479532228168 + 2295571625824102665655284 i + 58897883520432065179233 j + 308663261296324087776512 k]
BICP | Distance=512 | [8 + 88 i + 45 j + 512 k] ^ 9 = [2025456486230016110756168 + 2007160086826749075172888 i + 68956659304764556336845 j + 86427150214176353088512 k]
BICP | Distance=512 | [8 + 125 i + 0 j + 512 k] ^ 5 = [1776766904488 + 37921857658125 i + -2525009920000 j + 14908401920512 k]
BICP | Distance=512 | [8 + 125 i + 50 j + 512 k] ^ 5 = [17258596704488 + 34644628065125 i + 8364445018250 j + 12934872120512 k]
BICP | Distance=512 | [8 + 512 i + 236 j + 7 k] ^ 3 = [-2551528 + -219672512 i + -198834236 j + -873017 k]
BICP | Distance=512 | [8 + 236 i + 512 j + 7 k] ^ 3 = [-2551528 + -198834236 i + -219672512 j + -873017 k]
BICP | Distance=512 | [512 + 8 i + 488 j + 20 k] ^ 9 = [37102217451822833060544512 + 6608279482992415872647168 i + 22428997281736739468607488 j + 10107485679280273648517120 k]
BICP | Distance=512 | [8 + 488 i + 20 j + 512 k] ^ 9 = [2333107915026467264135168 + 24168466637522555319615488 i + 11841051586493108611973120 j + 35867694034599650904768512 k]
BICP | Distance=512 | [512 + 8 i + 512 j + 8 k] ^ 9 = [38345906329834120923840512 + 5427774515560065655635968 i + 38345906329834120923840512 j + 5427774515560065655635968 k]
BICP | Distance=512 | [8 + 512 i + 8 j + 512 k] ^ 9 = [5427774515560065655635968 + 38345906329834120923840512 i + 5427774515560065655635968 j + 38345906329834120923840512 k]
BICP | Distance=512 | [512 + 9 i + 0 j + 10 k] ^ 7 = [9237260087661312512 + 1139646508291534059 i + -133029038016645120 j + 1257566383241519410 k]
BICP | Distance=512 | [9 + 512 i + 0 j + 20 k] ^ 7 = [-1107233771715989559 + -8869669283073536512 i + -264368035815690240 j + -2491142046692488820 k]
BICP | Distance=512 | [9 + 0 i + 512 j + 20 k] ^ 7 = [-1107233771715989559 + -264368035815690240 i + -8869669283073536512 j + -2491142046692488820 k]
BICP | Distance=512 | [9 + 512 i + 0 j + 30 k] ^ 7 = [-1074944847622945059 + -8504422961045760512 i + -394019896437135360 j + -3700809522197908230 k]
BICP | Distance=512 | [9 + 0 i + 512 j + 30 k] ^ 7 = [-1074944847622945059 + -394019896437135360 i + -8504422961045760512 j + -3700809522197908230 k]
BICP | Distance=512 | [512 + 9 i + 0 j + 40 k] ^ 7 = [10354126276784640512 + 1237628065413167559 i + -542279617692180480 j + 5174870406469377640 k]
BICP | Distance=512 | [512 + 9 i + 0 j + 60 k] ^ 7 = [11876267023455744512 + 1370006382830345559 i + -833827642909470720 j + 8053828978370666460 k]
BICP | Distance=512 | [9 + 512 i + 0 j + 70 k] ^ 7 = [-821085034248589059 + -5666531196983552512 i + -872356677700515840 j + -7971949033746385870 k]
BICP | Distance=512 | [9 + 0 i + 512 j + 70 k] ^ 7 = [-821085034248589059 + -872356677700515840 i + -5666531196983552512 j + -7971949033746385870 k]
BICP | Distance=512 | [9 + 512 i + 0 j + 80 k] ^ 7 = [-727924792944455559 + -4640680499700224512 i + -976954045137960960 j + -8830163100583555280 k]
BICP | Distance=512 | [9 + 0 i + 512 j + 80 k] ^ 7 = [-727924792944455559 + -976954045137960960 i + -4640680499700224512 j + -8830163100583555280 k]
BICP | Distance=512 | [512 + 9 i + 0 j + 90 k] ^ 7 = [15439755997225728512 + 1675127347120246059 i + -1320128678137006080 j + 13079157346853274690 k]
BICP | Distance=512 | [9 + 1 i + 7 j + 512 k] ^ 9 = [386242921975709339322609 + 774813320277404077081 i + 293565820799439828293167 j + 2428650550313825323641512 k]
BICP | Distance=512 | [9 + 512 i + 2 j + 4 k] ^ 7 = [-1120591604901782459 + -9155752945304882512 i + -303963043024105642 j + -475470511657014324 k]
BICP | Distance=512 | [9 + 2 i + 512 j + 4 k] ^ 7 = [-1120591604901782459 + -303963043024105642 i + -9155752945304882512 j + -475470511657014324 k]
BICP | Distance=512 | [9 + 512 i + 2 j + 34 k] ^ 3 = [-6837159 + -132327512 i + -2505482 j + -26636234 k]
BICP | Distance=512 | [9 + 2 i + 512 j + 34 k] ^ 3 = [-6837159 + -2505482 i + -132327512 j + -26636234 k]
BICP | Distance=512 | [9 + 512 i + 2 j + 84 k] ^ 3 = [-6370659 + -123270512 i + -3852482 j + -65392884 k]
BICP | Distance=512 | [9 + 2 i + 512 j + 84 k] ^ 3 = [-6370659 + -3852482 i + -123270512 j + -65392884 k]
BICP | Distance=512 | [9 + 512 i + 2 j + 184 k] ^ 3 = [-5032659 + -82116512 i + -6456482 j + -138376184 k]
BICP | Distance=512 | [9 + 2 i + 512 j + 184 k] ^ 3 = [-5032659 + -6456482 i + -82116512 j + -138376184 k]
BICP | Distance=512 | [512 + 9 i + 4 j + 2 k] ^ 7 = [9155752945304882512 + 1120591604901782459 i + 475470511657014324 j + 303963043024105642 k]
BICP | Distance=512 | [9 + 4 i + 6 j + 512 k] ^ 9 = [397508714451499025981529 + 134866001879421214625764 i + 232570499702001726648726 j + 2429382306225568233432512 k]
BICP | Distance=512 | [512 + 9 i + 4 j + 12 k] ^ 3 = [134292512 + 6933159 i + 2814644 j + 9546012 k]
BICP | Distance=512 | [512 + 9 i + 4 j + 62 k] ^ 3 = [139986512 + 6418659 i + 1476644 j + 49089662 k]
BICP | Distance=512 | [512 + 9 i + 5 j + 5 k] ^ 9 = [2393013995191744151895512 + 364913696925987757483809 i + 181266560502292233738365 j + 240151663961097538441805 k]
BICP | Distance=512 | [9 + 512 i + 5 j + 5 k] ^ 9 = [364913696925987757483809 + 2393013995191744151895512 i + 240151663961097538441805 j + 181266560502292233738365 k]
BICP | Distance=512 | [9 + 5 i + 512 j + 5 k] ^ 9 = [364913696925987757483809 + 240151663961097538441805 i + 2393013995191744151895512 j + 181266560502292233738365 k]
BICP | Distance=512 | [9 + 5 i + 37 j + 512 k] ^ 9 = [446472719527363413210609 + -29773298840327477588035 i + 1478975096966051037526237 j + 2002858058895342755847512 k]
BICP | Distance=512 | [512 + 9 i + 5 j + 55 k] ^ 9 = [3443092083848110456053512 + 311002439915153729239809 i + -73381477055191820268835 j + 2602917879112835681412655 k]
BICP | Distance=512 | [512 + 9 i + 5 j + 205 k] ^ 9 = [25023624727513344371487512 + 1261771551143597858227809 i + -1252021834491025945690435 j + 25001201112738415146525205 k]
BICP | Distance=512 | [512 + 9 i + 5 j + 455 k] ^ 9 = [369437252861379540307077512 + 13759889220903879585607809 i + -13759889214065972512726435 j + 369437252866025769182379455 k]
BICP | Distance=512 | [9 + 6 i + 4 j + 512 k] ^ 9 = [397508714451499025981529 + 232570499702001726648726 i + 134866001879421214625764 j + 2429382306225568233432512 k]
BICP | Distance=512 | [512 + 9 i + 6 j + 38 k] ^ 7 = [10238919445924953512 + 883051985087029959 i + 301845003824624646 j + 4975921294807864838 k]
BICP | Distance=512 | [9 + 7 i + 1 j + 512 k] ^ 9 = [386242921975709339322609 + 293565820799439828293167 i + 774813320277404077081 j + 2428650550313825323641512 k]
BICP | Distance=512 | [9 + 7 i + 27 j + 512 k] ^ 9 = [475790242527749894177169 + 118516027895578277420047 i + 1082285210511736011513027 j + 2203327560901210988763512 k]
BICP | Distance=512 | [9 + 512 i + 8 j + 16 k] ^ 7 = [-932580706724277959 + -9038584665300512512 i + -1203021180651725128 j + -1900462916195523216 k]
BICP | Distance=512 | [9 + 8 i + 512 j + 16 k] ^ 7 = [-932580706724277959 + -1203021180651725128 i + -9038584665300512512 j + -1900462916195523216 k]
BICP | Distance=512 | [9 + 8 i + 40 j + 512 k] ^ 9 = [521237470475472744609609 + 56533257277605049412168 i + 1565281653083983564526440 j + 1928093307947233424448512 k]
BICP | Distance=512 | [9 + 512 i + 8 j + 66 k] ^ 7 = [-123386895883551459 + -6149396511673380512 i + -1589050621207113128 j + -7541353809437727066 k]
BICP | Distance=512 | [9 + 8 i + 512 j + 66 k] ^ 7 = [-123386895883551459 + -1589050621207113128 i + -6149396511673380512 j + -7541353809437727066 k]
BICP | Distance=512 | [9 + 512 i + 10 j + 0 k] ^ 7 = [-1139646508291534059 + -9237260087661312512 i + -1257566383241519410 j + 133029038016645120 k]
BICP | Distance=512 | [9 + 10 i + 512 j + 0 k] ^ 7 = [-1139646508291534059 + -1257566383241519410 i + -9237260087661312512 j + 133029038016645120 k]
BICP | Distance=512 | [9 + 512 i + 12 j + 4 k] ^ 3 = [-6933159 + -134292512 i + -9546012 j + -2814644 k]
BICP | Distance=512 | [9 + 12 i + 512 j + 4 k] ^ 3 = [-6933159 + -9546012 i + -134292512 j + -2814644 k]
BICP | Distance=512 | [512 + 9 i + 16 j + 8 k] ^ 7 = [9038584665300512512 + 932580706724277959 i + 1900462916195523216 j + 1203021180651725128 k]
BICP | Distance=512 | [512 + 9 i + 20 j + 0 k] ^ 7 = [8869669283073536512 + 1107233771715989559 i + 2491142046692488820 j + 264368035815690240 k]
BICP | Distance=512 | [9 + 27 i + 7 j + 512 k] ^ 9 = [475790242527749894177169 + 1082285210511736011513027 i + 118516027895578277420047 j + 2203327560901210988763512 k]
BICP | Distance=512 | [512 + 9 i + 30 j + 0 k] ^ 7 = [8504422961045760512 + 1074944847622945059 i + 3700809522197908230 j + 394019896437135360 k]
BICP | Distance=512 | [512 + 9 i + 34 j + 2 k] ^ 3 = [132327512 + 6837159 i + 26636234 j + 2505482 k]
BICP | Distance=512 | [9 + 37 i + 5 j + 512 k] ^ 9 = [446472719527363413210609 + 1478975096966051037526237 i + -29773298840327477588035 j + 2002858058895342755847512 k]
BICP | Distance=512 | [9 + 512 i + 38 j + 6 k] ^ 7 = [-883051985087029959 + -10238919445924953512 i + -4975921294807864838 j + -301845003824624646 k]
BICP | Distance=512 | [9 + 38 i + 512 j + 6 k] ^ 7 = [-883051985087029959 + -4975921294807864838 i + -10238919445924953512 j + -301845003824624646 k]
BICP | Distance=512 | [9 + 512 i + 40 j + 0 k] ^ 7 = [-1237628065413167559 + -10354126276784640512 i + -5174870406469377640 j + 542279617692180480 k]
BICP | Distance=512 | [9 + 40 i + 512 j + 0 k] ^ 7 = [-1237628065413167559 + -5174870406469377640 i + -10354126276784640512 j + 542279617692180480 k]
BICP | Distance=512 | [9 + 40 i + 8 j + 512 k] ^ 9 = [521237470475472744609609 + 1565281653083983564526440 i + 56533257277605049412168 j + 1928093307947233424448512 k]
BICP | Distance=512 | [9 + 512 i + 55 j + 5 k] ^ 9 = [311002439915153729239809 + 3443092083848110456053512 i + 2602917879112835681412655 j + -73381477055191820268835 k]
BICP | Distance=512 | [9 + 55 i + 512 j + 5 k] ^ 9 = [311002439915153729239809 + 2602917879112835681412655 i + 3443092083848110456053512 j + -73381477055191820268835 k]
BICP | Distance=512 | [9 + 512 i + 60 j + 0 k] ^ 7 = [-1370006382830345559 + -11876267023455744512 i + -8053828978370666460 j + 833827642909470720 k]
BICP | Distance=512 | [9 + 60 i + 512 j + 0 k] ^ 7 = [-1370006382830345559 + -8053828978370666460 i + -11876267023455744512 j + 833827642909470720 k]
BICP | Distance=512 | [9 + 512 i + 62 j + 4 k] ^ 3 = [-6418659 + -139986512 i + -49089662 j + -1476644 k]
BICP | Distance=512 | [9 + 62 i + 512 j + 4 k] ^ 3 = [-6418659 + -49089662 i + -139986512 j + -1476644 k]
BICP | Distance=512 | [512 + 9 i + 66 j + 8 k] ^ 7 = [6149396511673380512 + 123386895883551459 i + 7541353809437727066 j + 1589050621207113128 k]
BICP | Distance=512 | [512 + 9 i + 70 j + 0 k] ^ 7 = [5666531196983552512 + 821085034248589059 i + 7971949033746385870 j + 872356677700515840 k]
BICP | Distance=512 | [512 + 9 i + 80 j + 0 k] ^ 7 = [4640680499700224512 + 727924792944455559 i + 8830163100583555280 j + 976954045137960960 k]
BICP | Distance=512 | [512 + 9 i + 84 j + 2 k] ^ 3 = [123270512 + 6370659 i + 65392884 j + 3852482 k]
BICP | Distance=512 | [9 + 512 i + 90 j + 0 k] ^ 7 = [-1675127347120246059 + -15439755997225728512 i + -13079157346853274690 j + 1320128678137006080 k]
BICP | Distance=512 | [9 + 90 i + 512 j + 0 k] ^ 7 = [-1675127347120246059 + -13079157346853274690 i + -15439755997225728512 j + 1320128678137006080 k]
BICP | Distance=512 | [512 + 9 i + 184 j + 2 k] ^ 3 = [82116512 + 5032659 i + 138376184 j + 6456482 k]
BICP | Distance=512 | [9 + 512 i + 205 j + 5 k] ^ 9 = [1261771551143597858227809 + 25023624727513344371487512 i + 25001201112738415146525205 j + -1252021834491025945690435 k]
BICP | Distance=512 | [9 + 205 i + 512 j + 5 k] ^ 9 = [1261771551143597858227809 + 25001201112738415146525205 i + 25023624727513344371487512 j + -1252021834491025945690435 k]
BICP | Distance=512 | [9 + 512 i + 455 j + 5 k] ^ 9 = [13759889220903879585607809 + 369437252861379540307077512 i + 369437252866025769182379455 j + -13759889214065972512726435 k]
BICP | Distance=512 | [9 + 455 i + 512 j + 5 k] ^ 9 = [13759889220903879585607809 + 369437252866025769182379455 i + 369437252861379540307077512 j + -13759889214065972512726435 k]
BICP | Distance=512 | [10 + 0 i + 9 j + 512 k] ^ 7 = [1257566383241519410 + -133029038016645120 i + 1139646508291534059 j + 9237260087661312512 k]
BICP | Distance=512 | [10 + 3 i + 16 j + 512 k] ^ 9 = [446413799640725605566010 + 19594653334758466503123 i + 660849889566893726601616 j + 2367101379342496274208512 k]
BICP | Distance=512 | [10 + 6 i + 13 j + 512 k] ^ 9 = [469161107611020592290010 + 166863728331071396585526 i + 513580814570580796519213 j + 2389848687312791260932512 k]
BICP | Distance=512 | [10 + 512 i + 6 j + 63 k] ^ 9 = [28565739692907408906010 + 1186113808546404955212512 i + 523893685281202924961526 j + 2263369289837491842537663 k]
BICP | Distance=512 | [10 + 6 i + 512 j + 63 k] ^ 9 = [28565739692907408906010 + 523893685281202924961526 i + 1186113808546404955212512 j + 2263369289837491842537663 k]
BICP | Distance=512 | [10 + 9 i + 0 j + 512 k] ^ 7 = [1257566383241519410 + 1139646508291534059 i + -133029038016645120 j + 9237260087661312512 k]
BICP | Distance=512 | [10 + 13 i + 6 j + 512 k] ^ 9 = [469161107611020592290010 + 513580814570580796519213 i + 166863728331071396585526 j + 2389848687312791260932512 k]
BICP | Distance=512 | [10 + 16 i + 3 j + 512 k] ^ 9 = [446413799640725605566010 + 660849889566893726601616 i + 19594653334758466503123 j + 2367101379342496274208512 k]
BICP | Distance=512 | [512 + 10 i + 63 j + 6 k] ^ 9 = [1186113808546404955212512 + 28565739692907408906010 i + 2263369289837491842537663 j + 523893685281202924961526 k]
BICP | Distance=512 | [12 + 512 i + 0 j + 1 k] ^ 9 = [507348582939621285928812 + 2369801362223591938560512 i + 7938155374384635002880 j + 41846988645485769929281 k]
BICP | Distance=512 | [12 + 0 i + 512 j + 1 k] ^ 9 = [507348582939621285928812 + 7938155374384635002880 i + 2369801362223591938560512 j + 41846988645485769929281 k]
BICP | Distance=512 | [12 + 0 i + 5 j + 512 k] ^ 3 = [9438012 + -184320 i + 3934195 j + 134400512 k]
BICP | Distance=512 | [12 + 0 i + 40 j + 512 k] ^ 7 = [1379521704698560512 + -696203360222576640 i + 4931740796382576640 j + 8153207368698560512 k]
BICP | Distance=512 | [12 + 0 i + 60 j + 512 k] ^ 7 = [1209590548171456512 + -1017392904756264960 i + 7111472505396264960 j + 6716127252171456512 k]
BICP | Distance=512 | [512 + 12 i + 1 j + 0 k] ^ 9 = [2369801362223591938560512 + 507348582939621285928812 i + 41846988645485769929281 j + 7938155374384635002880 k]
BICP | Distance=512 | [12 + 1 i + 6 j + 512 k] ^ 3 = [9456012 + 565571 i + 4684086 j + 134382512 k]
BICP | Distance=512 | [512 + 12 i + 2 j + 7 k] ^ 9 = [2386427135129134484904512 + 500647100463823331920812 i + 28502775884099872611122 j + 309265650718204227357367 k]
BICP | Distance=512 | [512 + 12 i + 3 j + 8 k] ^ 9 = [2390794937965566111840512 + 494613627863589331288812 i + 62799955861786769461923 j + 359163799482782747261768 k]
BICP | Distance=512 | [12 + 512 i + 4 j + 6 k] ^ 9 = [490569566459128697613312 + 2366163537669631713984512 i + 214487200397737262654464 j + 219523516232559714878976 k]
BICP | Distance=512 | [12 + 4 i + 512 j + 6 k] ^ 9 = [490569566459128697613312 + 214487200397737262654464 i + 2366163537669631713984512 j + 219523516232559714878976 k]
BICP | Distance=512 | [12 + 4 i + 9 j + 512 k] ^ 3 = [9546012 + 2814644 i + 6933159 j + 134292512 k]
BICP | Distance=512 | [12 + 5 i + 0 j + 512 k] ^ 3 = [9438012 + 3934195 i + -184320 j + 134400512 k]
BICP | Distance=512 | [512 + 12 i + 5 j + 184 k] ^ 9 = [19112653667478679597152512 + 1742895684631554316140012 i + -1722910887562177940243035 j + 19072922626458949632504184 k]
BICP | Distance=512 | [512 + 12 i + 5 j + 434 k] ^ 9 = [302784401939192505591048512 + 20193782214947801848308012 i + -20193782091726065294921035 j + 302784401985649445731542434 k]
BICP | Distance=512 | [12 + 512 i + 5 j + 434 k] ^ 9 = [4642207243622315992116012 + 27303842461249046145528512 i + -1241444893366189092377035 j + 1445210957951138343414434 k]
BICP | Distance=512 | [12 + 5 i + 512 j + 434 k] ^ 9 = [4642207243622315992116012 + -1241444893366189092377035 i + 27303842461249046145528512 j + 1445210957951138343414434 k]
BICP | Distance=512 | [12 + 6 i + 1 j + 512 k] ^ 3 = [9456012 + 4684086 i + 565571 j + 134382512 k]
BICP | Distance=512 | [512 + 12 i + 6 j + 4 k] ^ 9 = [2366163537669631713984512 + 490569566459128697613312 i + 219523516232559714878976 j + 214487200397737262654464 k]
BICP | Distance=512 | [12 + 6 i + 16 j + 512 k] ^ 7 = [1634211771538720512 + 468282360018976896 i + 1914702194054665216 j + 9130111244709056512 k]
BICP | Distance=512 | [12 + 512 i + 6 j + 40 k] ^ 9 = [272623052863671160384512 + 1891839823087317834432512 i + 513748057986671569675776 j + 1543442973267500911421440 k]
BICP | Distance=512 | [12 + 6 i + 512 j + 40 k] ^ 9 = [272623052863671160384512 + 513748057986671569675776 i + 1891839823087317834432512 j + 1543442973267500911421440 k]
BICP | Distance=512 | [12 + 512 i + 7 j + 2 k] ^ 9 = [500647100463823331920812 + 2386427135129134484904512 i + 309265650718204227357367 j + 28502775884099872611122 k]
BICP | Distance=512 | [12 + 7 i + 512 j + 2 k] ^ 9 = [500647100463823331920812 + 309265650718204227357367 i + 2386427135129134484904512 j + 28502775884099872611122 k]
BICP | Distance=512 | [12 + 512 i + 8 j + 3 k] ^ 9 = [494613627863589331288812 + 2390794937965566111840512 i + 359163799482782747261768 j + 62799955861786769461923 k]
BICP | Distance=512 | [12 + 8 i + 512 j + 3 k] ^ 9 = [494613627863589331288812 + 359163799482782747261768 i + 2390794937965566111840512 j + 62799955861786769461923 k]
BICP | Distance=512 | [512 + 12 i + 8 j + 8 k] ^ 9 = [2377011059582854875840512 + 465382962250730523328512 i + 273034216901462647635968 j + 396974357384043619155968 k]
BICP | Distance=512 | [12 + 512 i + 8 j + 8 k] ^ 9 = [465382962250730523328512 + 2377011059582854875840512 i + 396974357384043619155968 j + 273034216901462647635968 k]
BICP | Distance=512 | [12 + 8 i + 512 j + 8 k] ^ 9 = [465382962250730523328512 + 396974357384043619155968 i + 2377011059582854875840512 j + 273034216901462647635968 k]
BICP | Distance=512 | [12 + 9 i + 4 j + 512 k] ^ 3 = [9546012 + 6933159 i + 2814644 j + 134292512 k]
BICP | Distance=512 | [512 + 12 i + 12 j + 44 k] ^ 6 = [19818065455296512 + 1602289220493312 i + 1602289220493312 j + 9724536941010944 k]
BICP | Distance=512 | [12 + 16 i + 6 j + 512 k] ^ 7 = [1634211771538720512 + 1914702194054665216 i + 468282360018976896 j + 9130111244709056512 k]
BICP | Distance=512 | [12 + 40 i + 0 j + 512 k] ^ 7 = [1379521704698560512 + 4931740796382576640 i + -696203360222576640 j + 8153207368698560512 k]
BICP | Distance=512 | [512 + 12 i + 40 j + 6 k] ^ 9 = [1891839823087317834432512 + 272623052863671160384512 i + 1543442973267500911421440 j + 513748057986671569675776 k]
BICP | Distance=512 | [12 + 60 i + 0 j + 512 k] ^ 7 = [1209590548171456512 + 7111472505396264960 i + -1017392904756264960 j + 6716127252171456512 k]
BICP | Distance=512 | [512 + 12 i + 88 j + 6 k] ^ 6 = [10274555967688512 + 773776885197312 i + 16567824743468288 j + 2940372078713856 k]
BICP | Distance=512 | [12 + 512 i + 184 j + 5 k] ^ 9 = [1742895684631554316140012 + 19112653667478679597152512 i + 19072922626458949632504184 j + -1722910887562177940243035 k]
BICP | Distance=512 | [12 + 184 i + 512 j + 5 k] ^ 9 = [1742895684631554316140012 + 19072922626458949632504184 i + 19112653667478679597152512 j + -1722910887562177940243035 k]
BICP | Distance=512 | [512 + 12 i + 434 j + 5 k] ^ 9 = [27303842461249046145528512 + 4642207243622315992116012 i + 1445210957951138343414434 j + -1241444893366189092377035 k]
BICP | Distance=512 | [12 + 512 i + 434 j + 5 k] ^ 9 = [20193782214947801848308012 + 302784401939192505591048512 i + 302784401985649445731542434 j + -20193782091726065294921035 k]
BICP | Distance=512 | [12 + 434 i + 512 j + 5 k] ^ 9 = [20193782214947801848308012 + 302784401985649445731542434 i + 302784401939192505591048512 j + -20193782091726065294921035 k]
BICP | Distance=512 | [13 + 0 i + 20 j + 512 k] ^ 7 = [1607084535727270613 + -383084581270343680 i + 2527121793941843820 j + 9051673708418432512 k]
BICP | Distance=512 | [13 + 0 i + 30 j + 512 k] ^ 7 = [1560355592998484113 + -570965816980715520 i + 3754572795496940730 j + 8682912315670656512 k]
BICP | Distance=512 | [13 + 0 i + 70 j + 512 k] ^ 7 = [1192956157758192113 + -1264266116545402880 i + 8093551465044128370 j + 5817141905848448512 k]
BICP | Distance=512 | [13 + 0 i + 80 j + 512 k] ^ 7 = [1058124913896832613 + -1415922584767774720 i + 8967492827180975280 j + 4780947596405120512 k]
BICP | Distance=512 | [512 + 13 i + 1 j + 1 k] ^ 9 = [2361980839255497506403512 + 548540467483523465290213 i + 33144652420775983657081 j + 50326942285753022179081 k]
BICP | Distance=512 | [13 + 512 i + 1 j + 1 k] ^ 9 = [548540467483523465290213 + 2361980839255497506403512 i + 50326942285753022179081 j + 33144652420775983657081 k]
BICP | Distance=512 | [13 + 1 i + 512 j + 1 k] ^ 9 = [548540467483523465290213 + 50326942285753022179081 i + 2361980839255497506403512 j + 33144652420775983657081 k]
BICP | Distance=512 | [13 + 4 i + 6 j + 512 k] ^ 7 = [1675385356143874913 + 392698135255895724 i + 685822785468459346 j + 9314236537790030512 k]
BICP | Distance=512 | [13 + 4 i + 16 j + 512 k] ^ 3 = [10411813 + 2505644 i + 12426416 j + 134064512 k]
BICP | Distance=512 | [13 + 4 i + 66 j + 512 k] ^ 3 = [10866313 + 459644 i + 51487566 j + 127782512 k]
BICP | Distance=512 | [13 + 5 i + 15 j + 512 k] ^ 9 = [591238066861246169934613 + 81971891976771675075965 i + 599631903017491522732215 j + 2399175397016518566393512 k]
BICP | Distance=512 | [13 + 512 i + 5 j + 41 k] ^ 9 = [324873261634003319470213 + 1854093646480020471711512 i + 508966752465418931997965 j + 1576064087769295396867841 k]
BICP | Distance=512 | [13 + 5 i + 512 j + 41 k] ^ 9 = [324873261634003319470213 + 508966752465418931997965 i + 1854093646480020471711512 j + 1576064087769295396867841 k]
BICP | Distance=512 | [13 + 5 i + 65 j + 512 k] ^ 9 = [509068294101030745278613 + -376962485455244754034435 i + 2367043484670717456903065 j + 1160742784949489459799512 k]
BICP | Distance=512 | [13 + 6 i + 4 j + 512 k] ^ 7 = [1675385356143874913 + 685822785468459346 i + 392698135255895724 j + 9314236537790030512 k]
BICP | Distance=512 | [512 + 13 i + 6 j + 6 k] ^ 9 = [2366075773670300225436512 + 525608995206906913159213 i + 199593693513028711107126 j + 301428566059693088115126 k]
BICP | Distance=512 | [13 + 512 i + 6 j + 6 k] ^ 9 = [525608995206906913159213 + 2366075773670300225436512 i + 301428566059693088115126 j + 199593693513028711107126 k]
BICP | Distance=512 | [13 + 6 i + 512 j + 6 k] ^ 9 = [525608995206906913159213 + 301428566059693088115126 i + 2366075773670300225436512 j + 199593693513028711107126 k]
BICP | Distance=512 | [512 + 13 i + 6 j + 10 k] ^ 9 = [2389848687312791260932512 + 513580814570580796519213 i + 166863728331071396585526 j + 469161107611020592290010 k]
BICP | Distance=512 | [13 + 6 i + 34 j + 512 k] ^ 7 = [1832040315960324413 + 69319920939953146 i + 4115093812497367134 j + 8507396093728511512 k]
BICP | Distance=512 | [13 + 512 i + 6 j + 60 k] ^ 9 = [132822225830388613033213 + 1287182780055023090808512 i + 624962656789821060557526 j + 2159112803700010638410460 k]
BICP | Distance=512 | [13 + 6 i + 512 j + 60 k] ^ 9 = [132822225830388613033213 + 624962656789821060557526 i + 1287182780055023090808512 j + 2159112803700010638410460 k]
BICP | Distance=512 | [13 + 512 i + 10 j + 6 k] ^ 9 = [513580814570580796519213 + 2389848687312791260932512 i + 469161107611020592290010 j + 166863728331071396585526 k]
BICP | Distance=512 | [13 + 10 i + 512 j + 6 k] ^ 9 = [513580814570580796519213 + 469161107611020592290010 i + 2389848687312791260932512 j + 166863728331071396585526 k]
BICP | Distance=512 | [13 + 15 i + 5 j + 512 k] ^ 9 = [591238066861246169934613 + 599631903017491522732215 i + 81971891976771675075965 j + 2399175397016518566393512 k]
BICP | Distance=512 | [13 + 16 i + 4 j + 512 k] ^ 3 = [10411813 + 12426416 i + 2505644 j + 134064512 k]
BICP | Distance=512 | [13 + 20 i + 0 j + 512 k] ^ 7 = [1607084535727270613 + 2527121793941843820 i + -383084581270343680 j + 9051673708418432512 k]
BICP | Distance=512 | [13 + 30 i + 0 j + 512 k] ^ 7 = [1560355592998484113 + 3754572795496940730 i + -570965816980715520 j + 8682912315670656512 k]
BICP | Distance=512 | [13 + 34 i + 6 j + 512 k] ^ 7 = [1832040315960324413 + 4115093812497367134 i + 69319920939953146 j + 8507396093728511512 k]
BICP | Distance=512 | [13 + 40 i + 40 j + 512 k] ^ 4 = [64224980113 + -19369263840 i + -19369263840 j + 11744160512 k]
BICP | Distance=512 | [512 + 13 i + 41 j + 5 k] ^ 9 = [1854093646480020471711512 + 324873261634003319470213 i + 1576064087769295396867841 j + 508966752465418931997965 k]
BICP | Distance=512 | [512 + 13 i + 60 j + 6 k] ^ 9 = [1287182780055023090808512 + 132822225830388613033213 i + 2159112803700010638410460 j + 624962656789821060557526 k]
BICP | Distance=512 | [13 + 60 i + 60 j + 512 k] ^ 4 = [58332156113 + -28095815760 i + -28095815760 j + 17636984512 k]
BICP | Distance=512 | [13 + 65 i + 5 j + 512 k] ^ 9 = [509068294101030745278613 + 2367043484670717456903065 i + -376962485455244754034435 j + 1160742784949489459799512 k]
BICP | Distance=512 | [13 + 66 i + 4 j + 512 k] ^ 3 = [10866313 + 51487566 i + 459644 j + 127782512 k]
BICP | Distance=512 | [13 + 70 i + 0 j + 512 k] ^ 7 = [1192956157758192113 + 8093551465044128370 i + -1264266116545402880 j + 5817141905848448512 k]
BICP | Distance=512 | [13 + 80 i + 0 j + 512 k] ^ 7 = [1058124913896832613 + 8967492827180975280 i + -1415922584767774720 j + 4780947596405120512 k]
BICP | Distance=512 | [512 + 15 i + 5 j + 13 k] ^ 9 = [2399175397016518566393512 + 599631903017491522732215 i + 81971891976771675075965 j + 591238066861246169934613 k]
BICP | Distance=512 | [15 + 512 i + 13 j + 5 k] ^ 9 = [599631903017491522732215 + 2399175397016518566393512 i + 591238066861246169934613 j + 81971891976771675075965 k]
BICP | Distance=512 | [15 + 13 i + 512 j + 5 k] ^ 9 = [599631903017491522732215 + 591238066861246169934613 i + 2399175397016518566393512 j + 81971891976771675075965 k]
CPLX | Distance=512 | [512 + 16 i + 0 j + 0 k] ^ 3 = [133824512 + 12578816 i + 0 j + 0 k]
CPLX | Distance=512 | [16 + 512 i + 0 j + 0 k] ^ 3 = [-12578816 + -133824512 i + 0 j + 0 k]
BICP | Distance=512 | [16 + 0 i + 512 j + 0 k] ^ 3 = [-12578816 + 0 i + -133824512 j + 0 k]
BICP | Distance=512 | [512 + 16 i + 0 j + 25 k] ^ 3 = [134784512 + 12608816 i + -1228800 j + 19657225 k]
BICP | Distance=512 | [512 + 16 i + 0 j + 75 k] ^ 3 = [142464512 + 12848816 i + -3686400 j + 59346675 k]
BICP | Distance=512 | [512 + 16 i + 0 j + 125 k] ^ 3 = [157824512 + 13328816 i + -6144000 j + 100161125 k]
BICP | Distance=512 | [512 + 16 i + 0 j + 375 k] ^ 3 = [349824512 + 19328816 i + -18432000 j + 347358375 k]
BICP | Distance=512 | [512 + 16 i + 1 j + 2 k] ^ 7 = [9037184505814920512 + 2005185696153515216 i + 77147205776515811 j + 272085868261956842 k]
BICP | Distance=512 | [16 + 512 i + 1 j + 16 k] ^ 9 = [645108472249337407209616 + 2252784871976187799296512 i + 207901624643599746447361 j + 645108472249337407209616 k]
BICP | Distance=512 | [16 + 1 i + 512 j + 16 k] ^ 9 = [645108472249337407209616 + 207901624643599746447361 i + 2252784871976187799296512 j + 645108472249337407209616 k]
BICP | Distance=512 | [16 + 512 i + 2 j + 1 k] ^ 7 = [-2005185696153515216 + -9037184505814920512 i + -272085868261956842 j + -77147205776515811 k]
BICP | Distance=512 | [16 + 2 i + 512 j + 1 k] ^ 7 = [-2005185696153515216 + -272085868261956842 i + -9037184505814920512 j + -77147205776515811 k]
BICP | Distance=512 | [16 + 2 i + 4 j + 512 k] ^ 9 = [690187564193395950063616 + 44412673912307994255872 i + 153126736205200381502464 j + 2497538037809365510848512 k]
BICP | Distance=512 | [16 + 512 i + 2 j + 6 k] ^ 3 = [-12540416 + -133776512 i + -1866032 j + -4615536 k]
BICP | Distance=512 | [16 + 2 i + 512 j + 6 k] ^ 3 = [-12540416 + -1866032 i + -133776512 j + -4615536 k]
BICP | Distance=512 | [16 + 512 i + 2 j + 16 k] ^ 3 = [-12468416 + -133440512 i + -2356232 j + -12468416 k]
BICP | Distance=512 | [16 + 2 i + 512 j + 16 k] ^ 3 = [-12468416 + -2356232 i + -133440512 j + -12468416 k]
BICP | Distance=512 | [16 + 3 i + 6 j + 512 k] ^ 9 = [695130292684022316720016 + 66379564738225551631923 i + 229423359368425280808726 j + 2490536391187492552416512 k]
BICP | Distance=512 | [512 + 16 i + 3 j + 10 k] ^ 9 = [2367101379342496274208512 + 660849889566893726601616 i + 19594653334758466503123 j + 446413799640725605566010 k]
BICP | Distance=512 | [16 + 512 i + 3 j + 34 k] ^ 3 = [-12210416 + -132072512 i + -4017783 j + -26526734 k]
BICP | Distance=512 | [16 + 3 i + 512 j + 34 k] ^ 3 = [-12210416 + -4017783 i + -132072512 j + -26526734 k]
BICP | Distance=512 | [16 + 512 i + 3 j + 84 k] ^ 3 = [-11466416 + -123024512 i + -6422283 j + -65257884 k]
BICP | Distance=512 | [16 + 3 i + 512 j + 84 k] ^ 3 = [-11466416 + -6422283 i + -123024512 j + -65257884 k]
BICP | Distance=512 | [16 + 512 i + 3 j + 184 k] ^ 3 = [-9258416 + -81888512 i + -11096283 j + -138190184 k]
BICP | Distance=512 | [16 + 3 i + 512 j + 184 k] ^ 3 = [-9258416 + -11096283 i + -81888512 j + -138190184 k]
BICP | Distance=512 | [16 + 512 i + 3 j + 292 k] ^ 7 = [4705818534723443216 + 21456730492107472512 i + 739846630618933093 j + 11625640304508832292 k]
BICP | Distance=512 | [16 + 3 i + 512 j + 292 k] ^ 7 = [4705818534723443216 + 739846630618933093 i + 21456730492107472512 j + 11625640304508832292 k]
BICP | Distance=512 | [16 + 4 i + 2 j + 512 k] ^ 9 = [690187564193395950063616 + 153126736205200381502464 i + 44412673912307994255872 j + 2497538037809365510848512 k]
BICP | Distance=512 | [512 + 16 i + 4 j + 8 k] ^ 7 = [9077016923884224512 + 1966441703432585216 i + 310131144081588224 j + 1088828438912073728 k]
BICP | Distance=512 | [512 + 16 i + 4 j + 13 k] ^ 3 = [134064512 + 12426416 i + 2505644 j + 10411813 k]
BICP | Distance=512 | [512 + 16 i + 4 j + 63 k] ^ 3 = [139920512 + 11994416 i + 93644 j + 49940463 k]
BICP | Distance=512 | [16 + 512 i + 4 j + 309 k] ^ 7 = [4919788656539775216 + 21182641995818928512 i + 1871670747260447164 j + 16729620542801075309 k]
BICP | Distance=512 | [16 + 4 i + 512 j + 309 k] ^ 7 = [4919788656539775216 + 1871670747260447164 i + 21182641995818928512 j + 16729620542801075309 k]
BICP | Distance=512 | [16 + 5 i + 6 j + 512 k] ^ 9 = [702079674292130267337616 + 153312382627582752723605 i + 207674873770880192933526 j + 2486881402679400613920512 k]
BICP | Distance=512 | [16 + 512 i + 5 j + 38 k] ^ 9 = [453673628406736341513616 + 1906522917544558545120512 i + 561396023529957005406965 j + 1447263720996562374824438 k]
BICP | Distance=512 | [16 + 5 i + 512 j + 38 k] ^ 9 = [453673628406736341513616 + 561396023529957005406965 i + 1906522917544558545120512 j + 1447263720996562374824438 k]
BICP | Distance=512 | [512 + 16 i + 6 j + 2 k] ^ 3 = [133776512 + 12540416 i + 4615536 j + 1866032 k]
BICP | Distance=512 | [16 + 6 i + 3 j + 512 k] ^ 9 = [695130292684022316720016 + 229423359368425280808726 i + 66379564738225551631923 j + 2490536391187492552416512 k]
BICP | Distance=512 | [16 + 6 i + 5 j + 512 k] ^ 9 = [702079674292130267337616 + 207674873770880192933526 i + 153312382627582752723605 j + 2486881402679400613920512 k]
BICP | Distance=512 | [512 + 16 i + 6 j + 7 k] ^ 3 = [133848512 + 12450416 i + 4370586 j + 5794147 k]
BICP | Distance=512 | [16 + 6 i + 8 j + 512 k] ^ 9 = [711387239351539163631616 + 174706758831414032549376 i + 283420821124306419795968 j + 2476338362651222297280512 k]
BICP | Distance=512 | [512 + 16 i + 6 j + 12 k] ^ 7 = [9130111244709056512 + 1914702194054665216 i + 468282360018976896 j + 1634211771538720512 k]
BICP | Distance=512 | [16 + 512 i + 7 j + 6 k] ^ 3 = [-12450416 + -133848512 i + -5794147 j + -4370586 k]
BICP | Distance=512 | [16 + 7 i + 512 j + 6 k] ^ 3 = [-12450416 + -5794147 i + -133848512 j + -4370586 k]
BICP | Distance=512 | [16 + 512 i + 7 j + 16 k] ^ 7 = [-1820454849453199216 + -8908810023692096512 i + -1234308608257108727 j + -1820454849453199216 k]
BICP | Distance=512 | [16 + 7 i + 512 j + 16 k] ^ 7 = [-1820454849453199216 + -1234308608257108727 i + -8908810023692096512 j + -1820454849453199216 k]
BICP | Distance=512 | [16 + 512 i + 7 j + 66 k] ^ 7 = [-880328808010695216 + -6068878681646648512 i + -2127812222332359227 j + -7404919472101328566 k]
BICP | Distance=512 | [16 + 7 i + 512 j + 66 k] ^ 7 = [-880328808010695216 + -2127812222332359227 i + -6068878681646648512 j + -7404919472101328566 k]
BICP | Distance=512 | [16 + 512 i + 8 j + 4 k] ^ 7 = [-1966441703432585216 + -9077016923884224512 i + -1088828438912073728 j + -310131144081588224 k]
BICP | Distance=512 | [16 + 8 i + 512 j + 4 k] ^ 7 = [-1966441703432585216 + -1088828438912073728 i + -9077016923884224512 j + -310131144081588224 k]
BICP | Distance=512 | [16 + 8 i + 6 j + 512 k] ^ 9 = [711387239351539163631616 + 283420821124306419795968 i + 174706758831414032549376 j + 2476338362651222297280512 k]
BICP | Distance=512 | [16 + 512 i + 8 j + 9 k] ^ 7 = [-1900462916195523216 + -9038584665300512512 i + -1203021180651725128 j + -932580706724277959 k]
BICP | Distance=512 | [16 + 8 i + 512 j + 9 k] ^ 7 = [-1900462916195523216 + -1203021180651725128 i + -9038584665300512512 j + -932580706724277959 k]
BICP | Distance=512 | [16 + 512 i + 8 j + 84 k] ^ 7 = [-326802083242377216 + -4284805634083520512 i + -2408842019308208128 j + -8941209461950889984 k]
BICP | Distance=512 | [16 + 8 i + 512 j + 84 k] ^ 7 = [-326802083242377216 + -2408842019308208128 i + -4284805634083520512 j + -8941209461950889984 k]
BICP | Distance=512 | [512 + 16 i + 9 j + 8 k] ^ 7 = [9038584665300512512 + 1900462916195523216 i + 932580706724277959 j + 1203021180651725128 k]
BICP | Distance=512 | [16 + 512 i + 10 j + 3 k] ^ 9 = [660849889566893726601616 + 2367101379342496274208512 i + 446413799640725605566010 j + 19594653334758466503123 k]
BICP | Distance=512 | [16 + 10 i + 512 j + 3 k] ^ 9 = [660849889566893726601616 + 446413799640725605566010 i + 2367101379342496274208512 j + 19594653334758466503123 k]
BICP | Distance=512 | [16 + 512 i + 12 j + 6 k] ^ 7 = [-1914702194054665216 + -9130111244709056512 i + -1634211771538720512 j + -468282360018976896 k]
BICP | Distance=512 | [16 + 12 i + 512 j + 6 k] ^ 7 = [-1914702194054665216 + -1634211771538720512 i + -9130111244709056512 j + -468282360018976896 k]
BICP | Distance=512 | [16 + 512 i + 13 j + 4 k] ^ 3 = [-12426416 + -134064512 i + -10411813 j + -2505644 k]
BICP | Distance=512 | [16 + 13 i + 512 j + 4 k] ^ 3 = [-12426416 + -10411813 i + -134064512 j + -2505644 k]
BICP | Distance=512 | [512 + 16 i + 16 j + 1 k] ^ 9 = [2252784871976187799296512 + 645108472249337407209616 i + 645108472249337407209616 j + 207901624643599746447361 k]
BICP | Distance=512 | [512 + 16 i + 16 j + 2 k] ^ 3 = [133440512 + 12468416 i + 12468416 j + 2356232 k]
BICP | Distance=512 | [512 + 16 i + 16 j + 7 k] ^ 7 = [8908810023692096512 + 1820454849453199216 i + 1820454849453199216 j + 1234308608257108727 k]
BICP | Distance=512 | [16 + 512 i + 16 j + 488 k] ^ 7 = [-11802466638853308416 + -50101912871226048512 i + 15812976131667132416 j + 70719595555730751488 k]
BICP | Distance=512 | [16 + 16 i + 512 j + 488 k] ^ 7 = [-11802466638853308416 + 15812976131667132416 i + -50101912871226048512 j + 70719595555730751488 k]
BICP | Distance=512 | [16 + 16 i + 488 j + 512 k] ^ 7 = [-15812976131667132416 + 11802466638853308416 i + -70719595555730751488 j + 50101912871226048512 k]
BICP | Distance=512 | [16 + 512 i + 25 j + 0 k] ^ 3 = [-12608816 + -134784512 i + -19657225 j + 1228800 k]
BICP | Distance=512 | [16 + 25 i + 512 j + 0 k] ^ 3 = [-12608816 + -19657225 i + -134784512 j + 1228800 k]
BICP | Distance=512 | [16 + 512 i + 25 j + 50 k] ^ 3 = [-8648816 + -131064512 i + -21927325 j + -38023150 k]
BICP | Distance=512 | [16 + 25 i + 512 j + 50 k] ^ 3 = [-8648816 + -21927325 i + -131064512 j + -38023150 k]
BICP | Distance=512 | [16 + 512 i + 25 j + 100 k] ^ 3 = [-4448816 + -119664512 i + -23822425 j + -76525100 k]
BICP | Distance=512 | [16 + 25 i + 512 j + 100 k] ^ 3 = [-4448816 + -23822425 i + -119664512 j + -76525100 k]
BICP | Distance=512 | [512 + 16 i + 34 j + 3 k] ^ 3 = [132072512 + 12210416 i + 26526734 j + 4017783 k]
BICP | Distance=512 | [512 + 16 i + 38 j + 5 k] ^ 9 = [1906522917544558545120512 + 453673628406736341513616 i + 1447263720996562374824438 j + 561396023529957005406965 k]
BICP | Distance=512 | [512 + 16 i + 50 j + 25 k] ^ 3 = [131064512 + 8648816 i + 38023150 j + 21927325 k]
BICP | Distance=512 | [512 + 16 i + 50 j + 75 k] ^ 3 = [138984512 + 1208816 i + 36315550 j + 61241775 k]
BICP | Distance=512 | [16 + 512 i + 63 j + 4 k] ^ 3 = [-11994416 + -139920512 i + -49940463 j + -93644 k]
BICP | Distance=512 | [16 + 63 i + 512 j + 4 k] ^ 3 = [-11994416 + -49940463 i + -139920512 j + -93644 k]
BICP | Distance=512 | [512 + 16 i + 66 j + 7 k] ^ 7 = [6068878681646648512 + 880328808010695216 i + 7404919472101328566 j + 2127812222332359227 k]
BICP | Distance=512 | [16 + 512 i + 75 j + 0 k] ^ 3 = [-12848816 + -142464512 i + -59346675 j + 3686400 k]
BICP | Distance=512 | [16 + 75 i + 512 j + 0 k] ^ 3 = [-12848816 + -59346675 i + -142464512 j + 3686400 k]
BICP | Distance=512 | [16 + 512 i + 75 j + 50 k] ^ 3 = [-1208816 + -138984512 i + -61241775 j + -36315550 k]
BICP | Distance=512 | [16 + 75 i + 512 j + 50 k] ^ 3 = [-1208816 + -61241775 i + -138984512 j + -36315550 k]
BICP | Distance=512 | [512 + 16 i + 84 j + 3 k] ^ 3 = [123024512 + 11466416 i + 65257884 j + 6422283 k]
BICP | Distance=512 | [512 + 16 i + 84 j + 8 k] ^ 7 = [4284805634083520512 + 326802083242377216 i + 8941209461950889984 j + 2408842019308208128 k]
BICP | Distance=512 | [16 + 512 i + 84 j + 487 k] ^ 7 = [-66897310179591638416 + -24471571499731888512 i + 28986757505443473484 j + 79003476013922320487 k]
BICP | Distance=512 | [16 + 84 i + 512 j + 487 k] ^ 7 = [-66897310179591638416 + 28986757505443473484 i + -24471571499731888512 j + 79003476013922320487 k]
BICP | Distance=512 | [512 + 16 i + 100 j + 25 k] ^ 3 = [119664512 + 4448816 i + 76525100 j + 23822425 k]
BICP | Distance=512 | [16 + 512 i + 125 j + 0 k] ^ 3 = [-13328816 + -157824512 i + -100161125 j + 6144000 k]
BICP | Distance=512 | [16 + 125 i + 512 j + 0 k] ^ 3 = [-13328816 + -100161125 i + -157824512 j + 6144000 k]
BICP | Distance=512 | [512 + 16 i + 184 j + 3 k] ^ 3 = [81888512 + 9258416 i + 138190184 j + 11096283 k]
BICP | Distance=512 | [512 + 16 i + 200 j + 0 k] ^ 8 = [-8102563523042855616512 + -1666410691939654434816 i + 1192210074214544179200 j + 978104679782783385600 k]
BICP | Distance=512 | [512 + 16 i + 292 j + 3 k] ^ 7 = [-21456730492107472512 + -4705818534723443216 i + -11625640304508832292 j + -739846630618933093 k]
BICP | Distance=512 | [512 + 16 i + 309 j + 4 k] ^ 7 = [-21182641995818928512 + -4919788656539775216 i + -16729620542801075309 j + -1871670747260447164 k]
BICP | Distance=512 | [16 + 512 i + 375 j + 0 k] ^ 3 = [-19328816 + -349824512 i + -347358375 j + 18432000 k]
BICP | Distance=512 | [16 + 375 i + 512 j + 0 k] ^ 3 = [-19328816 + -347358375 i + -349824512 j + 18432000 k]
BICP | Distance=512 | [512 + 16 i + 487 j + 84 k] ^ 7 = [24471571499731888512 + 66897310179591638416 i + -79003476013922320487 j + -28986757505443473484 k]
BICP | Distance=512 | [512 + 16 i + 488 j + 16 k] ^ 7 = [50101912871226048512 + 11802466638853308416 i + -70719595555730751488 j + -15812976131667132416 k]
BICP | Distance=512 | [16 + 488 i + 16 j + 512 k] ^ 7 = [-15812976131667132416 + -70719595555730751488 i + 11802466638853308416 j + 50101912871226048512 k]
BICP | Distance=512 | [512 + 17 i + 1 j + 3 k] ^ 9 = [2325317303320477942317512 + 713767342322610049347017 i + 7619105321678862893881 j + 134815858916029349335323 k]
BICP | Distance=512 | [17 + 512 i + 3 j + 1 k] ^ 9 = [713767342322610049347017 + 2325317303320477942317512 i + 134815858916029349335323 j + 7619105321678862893881 k]
BICP | Distance=512 | [17 + 3 i + 512 j + 1 k] ^ 9 = [713767342322610049347017 + 134815858916029349335323 i + 2325317303320477942317512 j + 7619105321678862893881 k]
BICP | Distance=512 | [20 + 512 i + 0 j + 9 k] ^ 7 = [-2491142046692488820 + -8869669283073536512 i + -264368035815690240 j + -1107233771715989559 k]
BICP | Distance=512 | [20 + 0 i + 512 j + 9 k] ^ 7 = [-2491142046692488820 + -264368035815690240 i + -8869669283073536512 j + -1107233771715989559 k]
BICP | Distance=512 | [512 + 20 i + 0 j + 13 k] ^ 7 = [9051673708418432512 + 2527121793941843820 i + -383084581270343680 j + 1607084535727270613 k]
BICP | Distance=512 | [20 + 5 i + 34 j + 512 k] ^ 3 = [16188020 + 1831735 i + 26430434 j + 133038512 k]
BICP | Distance=512 | [20 + 512 i + 5 j + 34 k] ^ 9 = [631104906495326786757620 + 1957247640118065099528512 i + 612120746103463559814965 j + 1269832442907971929580434 k]
BICP | Distance=512 | [20 + 5 i + 512 j + 34 k] ^ 9 = [631104906495326786757620 + 612120746103463559814965 i + 1957247640118065099528512 j + 1269832442907971929580434 k]
BICP | Distance=512 | [20 + 512 i + 5 j + 66 k] ^ 3 = [-14447020 + -126990512 i + -7915985 j + -51235566 k]
BICP | Distance=512 | [20 + 5 i + 512 j + 66 k] ^ 3 = [-14447020 + -7915985 i + -126990512 j + -51235566 k]
BICP | Distance=512 | [20 + 512 i + 8 j + 488 k] ^ 9 = [11841051586493108611973120 + 35867694034599650904768512 i + 2333107915026467264135168 j + 24168466637522555319615488 k]
BICP | Distance=512 | [20 + 8 i + 512 j + 488 k] ^ 9 = [11841051586493108611973120 + 2333107915026467264135168 i + 35867694034599650904768512 j + 24168466637522555319615488 k]
BICP | Distance=512 | [20 + 8 i + 488 j + 512 k] ^ 9 = [10107485679280273648517120 + 6608279482992415872647168 i + 22428997281736739468607488 j + 37102217451822833060544512 k]
BICP | Distance=512 | [512 + 20 i + 9 j + 0 k] ^ 7 = [8869669283073536512 + 2491142046692488820 i + 1107233771715989559 j + 264368035815690240 k]
BICP | Distance=512 | [20 + 512 i + 13 j + 0 k] ^ 7 = [-2527121793941843820 + -9051673708418432512 i + -1607084535727270613 j + 383084581270343680 k]
BICP | Distance=512 | [20 + 13 i + 512 j + 0 k] ^ 7 = [-2527121793941843820 + -1607084535727270613 i + -9051673708418432512 j + 383084581270343680 k]
BICP | Distance=512 | [20 + 34 i + 5 j + 512 k] ^ 3 = [16188020 + 26430434 i + 1831735 j + 133038512 k]
BICP | Distance=512 | [512 + 20 i + 34 j + 5 k] ^ 9 = [1957247640118065099528512 + 631104906495326786757620 i + 1269832442907971929580434 j + 612120746103463559814965 k]
BICP | Distance=512 | [512 + 20 i + 66 j + 5 k] ^ 3 = [126990512 + 14447020 i + 51235566 j + 7915985 k]
BICP | Distance=512 | [512 + 20 i + 488 j + 8 k] ^ 9 = [35867694034599650904768512 + 11841051586493108611973120 i + 24168466637522555319615488 j + 2333107915026467264135168 k]
BICP | Distance=512 | [20 + 488 i + 8 j + 512 k] ^ 9 = [10107485679280273648517120 + 22428997281736739468607488 i + 6608279482992415872647168 j + 37102217451822833060544512 k]
BICP | Distance=512 | [23 + 512 i + 3 j + 23 k] ^ 9 = [862412422305985571224223 + 2093283528291795436845512 i + 455101596374697889326363 j + 862412422305985571224223 k]
BICP | Distance=512 | [23 + 3 i + 512 j + 23 k] ^ 9 = [862412422305985571224223 + 455101596374697889326363 i + 2093283528291795436845512 j + 862412422305985571224223 k]
BICP | Distance=512 | [23 + 512 i + 3 j + 73 k] ^ 9 = [317494887041222852881823 + 712751656250430585267512 i + 999228322742677584654363 j + 2351102315168212091163073 k]
BICP | Distance=512 | [23 + 3 i + 512 j + 73 k] ^ 9 = [317494887041222852881823 + 999228322742677584654363 i + 712751656250430585267512 j + 2351102315168212091163073 k]
BICP | Distance=512 | [512 + 23 i + 23 j + 3 k] ^ 9 = [2093283528291795436845512 + 862412422305985571224223 i + 862412422305985571224223 j + 455101596374697889326363 k]
BICP | Distance=512 | [512 + 23 i + 73 j + 3 k] ^ 9 = [712751656250430585267512 + 317494887041222852881823 i + 2351102315168212091163073 j + 999228322742677584654363 k]
BICP | Distance=512 | [25 + 512 i + 0 j + 6 k] ^ 5 = [8541912256625 + 34298541824512 i + 401637888000 j + 2031539947566 k]
BICP | Distance=512 | [25 + 0 i + 512 j + 6 k] ^ 5 = [8541912256625 + 401637888000 i + 34298541824512 j + 2031539947566 k]
BICP | Distance=512 | [25 + 0 i + 6 j + 512 k] ^ 5 = [8623821006625 + -403557888000 i + 2090519647566 j + 35975572224512 k]
BICP | Distance=512 | [512 + 25 i + 0 j + 8 k] ^ 5 = [34431806720512 + 8561557781625 i + -535721984000 j + 2710812104488 k]
BICP | Distance=512 | [25 + 0 i + 16 j + 512 k] ^ 3 = [19657225 + -1228800 i + 12608816 j + 134784512 k]
BICP | Distance=512 | [25 + 0 i + 34 j + 512 k] ^ 7 = [2981550665604143525 + -1247588545160652800 i + 4345487363263454934 j + 8818795489583744512 k]
BICP | Distance=512 | [512 + 25 i + 0 j + 38 k] ^ 9 = [2676669403648773735936512 + 1203153851598689316080425 i + -644641439237644912435200 j + 1588622944152434760157238 k]
BICP | Distance=512 | [25 + 512 i + 0 j + 84 k] ^ 9 = [300765275750246443430425 + 197548999351203629568512 i + 1117710729777360195993600 j + 2503727234421196710141684 k]
BICP | Distance=512 | [25 + 0 i + 512 j + 84 k] ^ 9 = [300765275750246443430425 + 1117710729777360195993600 i + 197548999351203629568512 j + 2503727234421196710141684 k]
BICP | Distance=512 | [25 + 0 i + 84 j + 512 k] ^ 9 = [329473828392780649430425 + -1160116968788453187993600 i + 2917275360055953599421684 j + 388467213957701380608512 k]
BICP | Distance=512 | [512 + 25 i + 6 j + 0 k] ^ 5 = [34298541824512 + 8541912256625 i + 2031539947566 j + 401637888000 k]
BICP | Distance=512 | [25 + 6 i + 0 j + 512 k] ^ 5 = [8623821006625 + 2090519647566 i + -403557888000 j + 35975572224512 k]
BICP | Distance=512 | [25 + 512 i + 8 j + 0 k] ^ 5 = [8561557781625 + 34431806720512 i + 2710812104488 j + -535721984000 k]
BICP | Distance=512 | [25 + 8 i + 512 j + 0 k] ^ 5 = [8561557781625 + 2710812104488 i + 34431806720512 j + -535721984000 k]
BICP | Distance=512 | [25 + 512 i + 8 j + 50 k] ^ 5 = [7015005688625 + 31270580120512 i + 5872038704488 j + 16112285454250 k]
BICP | Distance=512 | [25 + 8 i + 512 j + 50 k] ^ 5 = [7015005688625 + 5872038704488 i + 31270580120512 j + 16112285454250 k]
BICP | Distance=512 | [25 + 16 i + 0 j + 512 k] ^ 3 = [19657225 + 12608816 i + -1228800 j + 134784512 k]
BICP | Distance=512 | [25 + 16 i + 50 j + 512 k] ^ 3 = [21927325 + 8648816 i + 38023150 j + 131064512 k]
BICP | Distance=512 | [25 + 16 i + 100 j + 512 k] ^ 3 = [23822425 + 4448816 i + 76525100 j + 119664512 k]
BICP | Distance=512 | [25 + 512 i + 25 j + 41 k] ^ 9 = [289264736751213327999025 + 2090899475112970637151512 i + 1504166132202056598661825 j + 1276789949349472609205441 k]
BICP | Distance=512 | [25 + 25 i + 512 j + 41 k] ^ 9 = [289264736751213327999025 + 1504166132202056598661825 i + 2090899475112970637151512 j + 1276789949349472609205441 k]
BICP | Distance=512 | [25 + 25 i + 41 j + 512 k] ^ 9 = [1504166132202056598661825 + 289264736751213327999025 i + 1276789949349472609205441 j + 2090899475112970637151512 k]
BICP | Distance=512 | [512 + 25 i + 25 j + 87 k] ^ 9 = [5082662104122565207905512 + 209195352634429931640625 i + 209195352634429931640625 j + 4844872316154883323139887 k]
BICP | Distance=512 | [25 + 34 i + 0 j + 512 k] ^ 7 = [2981550665604143525 + 4345487363263454934 i + -1247588545160652800 j + 8818795489583744512 k]
BICP | Distance=512 | [25 + 34 i + 50 j + 512 k] ^ 7 = [4999781355586386625 + 2012176048627789934 i + 4685999631155446750 j + 7637665034396649512 k]
BICP | Distance=512 | [25 + 512 i + 38 j + 0 k] ^ 9 = [1203153851598689316080425 + 2676669403648773735936512 i + 1588622944152434760157238 j + -644641439237644912435200 k]
BICP | Distance=512 | [25 + 38 i + 512 j + 0 k] ^ 9 = [1203153851598689316080425 + 1588622944152434760157238 i + 2676669403648773735936512 j + -644641439237644912435200 k]
BICP | Distance=512 | [25 + 512 i + 38 j + 450 k] ^ 9 = [16555508509720156840996825 + 27367294550092945711236512 i + 8043603242044200284857238 j + 3138221991535494975762450 k]
BICP | Distance=512 | [25 + 38 i + 512 j + 450 k] ^ 9 = [16555508509720156840996825 + 8043603242044200284857238 i + 27367294550092945711236512 j + 3138221991535494975762450 k]
BICP | Distance=512 | [512 + 25 i + 41 j + 25 k] ^ 9 = [2090899475112970637151512 + 289264736751213327999025 i + 1276789949349472609205441 j + 1504166132202056598661825 k]
BICP | Distance=512 | [25 + 41 i + 25 j + 512 k] ^ 9 = [1504166132202056598661825 + 1276789949349472609205441 i + 289264736751213327999025 j + 2090899475112970637151512 k]
BICP | Distance=512 | [512 + 25 i + 50 j + 8 k] ^ 5 = [31270580120512 + 7015005688625 i + 16112285454250 j + 5872038704488 k]
BICP | Distance=512 | [25 + 50 i + 16 j + 512 k] ^ 3 = [21927325 + 38023150 i + 8648816 j + 131064512 k]
BICP | Distance=512 | [25 + 50 i + 34 j + 512 k] ^ 7 = [4999781355586386625 + 4685999631155446750 i + 2012176048627789934 j + 7637665034396649512 k]
BICP | Distance=512 | [512 + 25 i + 50 j + 62 k] ^ 7 = [10685901165720599512 + -1217846967252706025 i + 4981919043668721650 j + 9028591924997943262 k]
BICP | Distance=512 | [25 + 50 i + 84 j + 512 k] ^ 9 = [2393330121585234086667625 + -309132430390759380382750 i + 1728173120698294793781684 j + 791645938812730082088512 k]
BICP | Distance=512 | [25 + 512 i + 62 j + 50 k] ^ 7 = [1217846967252706025 + -10685901165720599512 i + -9028591924997943262 j + -4981919043668721650 k]
BICP | Distance=512 | [25 + 62 i + 512 j + 50 k] ^ 7 = [1217846967252706025 + -9028591924997943262 i + -10685901165720599512 j + -4981919043668721650 k]
BICP | Distance=512 | [512 + 25 i + 84 j + 0 k] ^ 9 = [197548999351203629568512 + 300765275750246443430425 i + 2503727234421196710141684 j + 1117710729777360195993600 k]
BICP | Distance=512 | [25 + 84 i + 0 j + 512 k] ^ 9 = [329473828392780649430425 + 2917275360055953599421684 i + -1160116968788453187993600 j + 388467213957701380608512 k]
BICP | Distance=512 | [25 + 84 i + 50 j + 512 k] ^ 9 = [2393330121585234086667625 + 1728173120698294793781684 i + -309132430390759380382750 j + 791645938812730082088512 k]
BICP | Distance=512 | [25 + 512 i + 87 j + 25 k] ^ 9 = [209195352634429931640625 + 5082662104122565207905512 i + 4844872316154883323139887 j + 209195352634429931640625 k]
BICP | Distance=512 | [25 + 87 i + 512 j + 25 k] ^ 9 = [209195352634429931640625 + 4844872316154883323139887 i + 5082662104122565207905512 j + 209195352634429931640625 k]
BICP | Distance=512 | [25 + 512 i + 88 j + 300 k] ^ 3 = [67624825 + -10872512 i + -69002488 j + -208578300 k]
BICP | Distance=512 | [25 + 88 i + 512 j + 300 k] ^ 3 = [67624825 + -69002488 i + -10872512 j + -208578300 k]
BICP | Distance=512 | [25 + 100 i + 16 j + 512 k] ^ 3 = [23822425 + 76525100 i + 4448816 j + 119664512 k]
BICP | Distance=512 | [512 + 25 i + 300 j + 88 k] ^ 3 = [10872512 + -67624825 i + 208578300 j + 69002488 k]
BICP | Distance=512 | [512 + 25 i + 450 j + 38 k] ^ 9 = [27367294550092945711236512 + 16555508509720156840996825 i + 3138221991535494975762450 j + 8043603242044200284857238 k]
BICP | Distance=512 | [27 + 512 i + 3 j + 27 k] ^ 9 = [981759657087143055412227 + 1974399792056647445061512 i + 573985332609845881110363 j + 981759657087143055412227 k]
BICP | Distance=512 | [27 + 3 i + 512 j + 27 k] ^ 9 = [981759657087143055412227 + 573985332609845881110363 i + 1974399792056647445061512 j + 981759657087143055412227 k]
BICP | Distance=512 | [27 + 512 i + 3 j + 77 k] ^ 9 = [321011295840279477109827 + 524154119253969777699512 i + 1187825859739138392222363 j + 2354618723967268715391077 k]
BICP | Distance=512 | [27 + 3 i + 512 j + 77 k] ^ 9 = [321011295840279477109827 + 1187825859739138392222363 i + 524154119253969777699512 j + 2354618723967268715391077 k]
BICP | Distance=512 | [27 + 512 i + 6 j + 48 k] ^ 9 = [680347412178013252688427 + 1556084223262423368864512 i + 971101508736004962148566 j + 1645071222767887559299248 k]
BICP | Distance=512 | [27 + 6 i + 512 j + 48 k] ^ 9 = [680347412178013252688427 + 971101508736004962148566 i + 1556084223262423368864512 j + 1645071222767887559299248 k]
BICP | Distance=512 | [512 + 27 i + 7 j + 9 k] ^ 9 = [2203327560901210988763512 + 1082285210511736011513027 i + 118516027895578277420047 j + 475790242527749894177169 k]
BICP | Distance=512 | [27 + 512 i + 9 j + 7 k] ^ 9 = [1082285210511736011513027 + 2203327560901210988763512 i + 475790242527749894177169 j + 118516027895578277420047 k]
BICP | Distance=512 | [27 + 9 i + 512 j + 7 k] ^ 9 = [1082285210511736011513027 + 475790242527749894177169 i + 2203327560901210988763512 j + 118516027895578277420047 k]
BICP | Distance=512 | [512 + 27 i + 27 j + 3 k] ^ 9 = [1974399792056647445061512 + 981759657087143055412227 i + 981759657087143055412227 j + 573985332609845881110363 k]
BICP | Distance=512 | [512 + 27 i + 48 j + 6 k] ^ 9 = [1556084223262423368864512 + 680347412178013252688427 i + 1645071222767887559299248 j + 971101508736004962148566 k]
BICP | Distance=512 | [512 + 27 i + 77 j + 3 k] ^ 9 = [524154119253969777699512 + 321011295840279477109827 i + 2354618723967268715391077 j + 1187825859739138392222363 k]
BICP | Distance=512 | [28 + 512 i + 3 j + 8 k] ^ 9 = [1135162185082678906639228 + 2149136572878108778272512 i + 261617350401007672899363 j + 256973670119609836326728 k]
BICP | Distance=512 | [28 + 3 i + 512 j + 8 k] ^ 9 = [1135162185082678906639228 + 261617350401007672899363 i + 2149136572878108778272512 j + 256973670119609836326728 k]
BICP | Distance=512 | [512 + 28 i + 8 j + 3 k] ^ 9 = [2149136572878108778272512 + 1135162185082678906639228 i + 256973670119609836326728 j + 261617350401007672899363 k]
BICP | Distance=512 | [512 + 28 i + 88 j + 24 k] ^ 6 = [11007533088960512 + 215927197564928 i + 15479912147468288 j + 8304287185485824 k]
BICP | Distance=512 | [30 + 512 i + 0 j + 9 k] ^ 7 = [-3700809522197908230 + -8504422961045760512 i + -394019896437135360 j + -1074944847622945059 k]
BICP | Distance=512 | [30 + 0 i + 512 j + 9 k] ^ 7 = [-3700809522197908230 + -394019896437135360 i + -8504422961045760512 j + -1074944847622945059 k]
BICP | Distance=512 | [512 + 30 i + 0 j + 13 k] ^ 7 = [8682912315670656512 + 3754572795496940730 i + -570965816980715520 j + 1560355592998484113 k]
BICP | Distance=512 | [30 + 512 i + 5 j + 184 k] ^ 3 = [-17694930 + -81036512 i + -20368385 j + -137530184 k]
BICP | Distance=512 | [30 + 5 i + 512 j + 184 k] ^ 3 = [-17694930 + -20368385 i + -81036512 j + -137530184 k]
BICP | Distance=512 | [512 + 30 i + 9 j + 0 k] ^ 7 = [8504422961045760512 + 3700809522197908230 i + 1074944847622945059 j + 394019896437135360 k]
BICP | Distance=512 | [30 + 512 i + 13 j + 0 k] ^ 7 = [-3754572795496940730 + -8682912315670656512 i + -1560355592998484113 j + 570965816980715520 k]
BICP | Distance=512 | [30 + 13 i + 512 j + 0 k] ^ 7 = [-3754572795496940730 + -1560355592998484113 i + -8682912315670656512 j + 570965816980715520 k]
BICP | Distance=512 | [512 + 30 i + 184 j + 5 k] ^ 3 = [81036512 + 17694930 i + 137530184 j + 20368385 k]
BICP | Distance=512 | [512 + 32 i + 32 j + 264 k] ^ 6 = [109187132312256512 + 140933104402432 i + 140933104402432 j + 109171480947851264 k]
BICP | Distance=512 | [512 + 32 i + 68 j + 36 k] ^ 6 = [14803300600512512 + 1005976834834432 i + 11527336531591168 j + 10533278703681536 k]
BICP | Distance=512 | [33 + 512 i + 8 j + 84 k] ^ 9 = [58897883520432065179233 + 308663261296324087776512 i + 1540798960520479532228168 j + 2295571625824102665655284 k]
BICP | Distance=512 | [33 + 8 i + 512 j + 84 k] ^ 9 = [58897883520432065179233 + 1540798960520479532228168 i + 308663261296324087776512 j + 2295571625824102665655284 k]
BICP | Distance=512 | [512 + 33 i + 84 j + 8 k] ^ 9 = [308663261296324087776512 + 58897883520432065179233 i + 2295571625824102665655284 j + 1540798960520479532228168 k]
BICP | Distance=512 | [512 + 34 i + 0 j + 5 k] ^ 3 = [132480512 + 26701934 i + -522240 j + 3914945 k]
BICP | Distance=512 | [512 + 34 i + 0 j + 5 k] ^ 9 = [2047459272708260261376512 + 1389736613763921325916434 i + -109498823215265675550720 j + 186732921974829256372085 k]
BICP | Distance=512 | [512 + 34 i + 0 j + 25 k] ^ 7 = [8818795489583744512 + 4345487363263454934 i + -1247588545160652800 j + 2981550665604143525 k]
BICP | Distance=512 | [512 + 34 i + 0 j + 75 k] ^ 7 = [12496095847781504512 + 5590561072587024934 i + -3983001388441958400 j + 9835607222545555575 k]
BICP | Distance=512 | [34 + 1 i + 2 j + 512 k] ^ 9 = [1505576378079738477848434 + 1236922401930538327681 i + 72320627122528011399122 j + 2806449287037359881164512 k]
BICP | Distance=512 | [34 + 2 i + 1 j + 512 k] ^ 9 = [1505576378079738477848434 + 72320627122528011399122 i + 1236922401930538327681 j + 2806449287037359881164512 k]
BICP | Distance=512 | [34 + 512 i + 2 j + 9 k] ^ 3 = [-26636234 + -132327512 i + -2505482 j + -6837159 k]
BICP | Distance=512 | [34 + 2 i + 512 j + 9 k] ^ 3 = [-26636234 + -2505482 i + -132327512 j + -6837159 k]
BICP | Distance=512 | [34 + 512 i + 3 j + 6 k] ^ 7 = [-4161157665356783134 + -8365186060764785512 i + -649693738455355443 j + -558323596768940346 k]
BICP | Distance=512 | [34 + 3 i + 512 j + 6 k] ^ 7 = [-4161157665356783134 + -649693738455355443 i + -8365186060764785512 j + -558323596768940346 k]
BICP | Distance=512 | [34 + 512 i + 3 j + 16 k] ^ 3 = [-26526734 + -132072512 i + -4017783 j + -12210416 k]
BICP | Distance=512 | [34 + 3 i + 512 j + 16 k] ^ 3 = [-26526734 + -4017783 i + -132072512 j + -12210416 k]
BICP | Distance=512 | [34 + 512 i + 3 j + 66 k] ^ 3 = [-25647734 + -125805512 i + -9203283 j + -51076566 k]
BICP | Distance=512 | [34 + 3 i + 512 j + 66 k] ^ 3 = [-25647734 + -9203283 i + -125805512 j + -51076566 k]
BICP | Distance=512 | [512 + 34 i + 4 j + 7 k] ^ 3 = [132498512 + 26616734 i + 2401244 j + 5898547 k]
BICP | Distance=512 | [34 + 512 i + 5 j + 0 k] ^ 3 = [-26701934 + -132480512 i + -3914945 j + 522240 k]
BICP | Distance=512 | [34 + 5 i + 512 j + 0 k] ^ 3 = [-26701934 + -3914945 i + -132480512 j + 522240 k]
BICP | Distance=512 | [34 + 512 i + 5 j + 0 k] ^ 9 = [1389736613763921325916434 + 2047459272708260261376512 i + 186732921974829256372085 j + -109498823215265675550720 k]
BICP | Distance=512 | [34 + 5 i + 512 j + 0 k] ^ 9 = [1389736613763921325916434 + 186732921974829256372085 i + 2047459272708260261376512 j + -109498823215265675550720 k]
BICP | Distance=512 | [512 + 34 i + 5 j + 20 k] ^ 3 = [133038512 + 26430434 i + 1831735 j + 16188020 k]
BICP | Distance=512 | [34 + 512 i + 5 j + 20 k] ^ 9 = [1269832442907971929580434 + 1957247640118065099528512 i + 612120746103463559814965 j + 631104906495326786757620 k]
BICP | Distance=512 | [34 + 5 i + 512 j + 20 k] ^ 9 = [1269832442907971929580434 + 612120746103463559814965 i + 1957247640118065099528512 j + 631104906495326786757620 k]
BICP | Distance=512 | [512 + 34 i + 5 j + 70 k] ^ 3 = [140001512 + 26121434 i + -3323165 j + 55667470 k]
BICP | Distance=512 | [34 + 512 i + 5 j + 70 k] ^ 9 = [501093281615573440856434 + 763276642119637454796512 i + 1422747672178905917732165 j + 2080545566927021318108470 k]
BICP | Distance=512 | [34 + 5 i + 512 j + 70 k] ^ 9 = [501093281615573440856434 + 1422747672178905917732165 i + 763276642119637454796512 j + 2080545566927021318108470 k]
BICP | Distance=512 | [512 + 34 i + 5 j + 270 k] ^ 3 = [244653512 + 29985434 i + -23192765 j + 231585270 k]
BICP | Distance=512 | [512 + 34 i + 6 j + 3 k] ^ 7 = [8365186060764785512 + 4161157665356783134 i + 558323596768940346 j + 649693738455355443 k]
BICP | Distance=512 | [512 + 34 i + 6 j + 13 k] ^ 7 = [8507396093728511512 + 4115093812497367134 i + 69319920939953146 j + 1832040315960324413 k]
BICP | Distance=512 | [34 + 512 i + 7 j + 4 k] ^ 3 = [-26616734 + -132498512 i + -5898547 j + -2401244 k]
BICP | Distance=512 | [34 + 7 i + 512 j + 4 k] ^ 3 = [-26616734 + -5898547 i + -132498512 j + -2401244 k]
BICP | Distance=512 | [34 + 512 i + 7 j + 34 k] ^ 7 = [-3593543862259841134 + -7712957279452607512 i + -2430161352496597727 j + -3593543862259841134 k]
BICP | Distance=512 | [34 + 7 i + 512 j + 34 k] ^ 7 = [-3593543862259841134 + -2430161352496597727 i + -7712957279452607512 j + -3593543862259841134 k]
BICP | Distance=512 | [34 + 512 i + 7 j + 84 k] ^ 7 = [-1778893989423502134 + -3916693375117670512 i + -4279997528861337227 j + -8303484653514135484 k]
BICP | Distance=512 | [34 + 7 i + 512 j + 84 k] ^ 7 = [-1778893989423502134 + -4279997528861337227 i + -3916693375117670512 j + -8303484653514135484 k]
BICP | Distance=512 | [34 + 512 i + 8 j + 83 k] ^ 9 = [94841553107292047194834 + 343299745030862007504512 i + 1575435444255017451956168 j + 2259627956237242683639683 k]
BICP | Distance=512 | [34 + 8 i + 512 j + 83 k] ^ 9 = [94841553107292047194834 + 1575435444255017451956168 i + 343299745030862007504512 j + 2259627956237242683639683 k]
BICP | Distance=512 | [512 + 34 i + 9 j + 2 k] ^ 3 = [132327512 + 26636234 i + 6837159 j + 2505482 k]
BICP | Distance=512 | [34 + 512 i + 13 j + 6 k] ^ 7 = [-4115093812497367134 + -8507396093728511512 i + -1832040315960324413 j + -69319920939953146 k]
BICP | Distance=512 | [34 + 13 i + 512 j + 6 k] ^ 7 = [-4115093812497367134 + -1832040315960324413 i + -8507396093728511512 j + -69319920939953146 k]
BICP | Distance=512 | [512 + 34 i + 16 j + 3 k] ^ 3 = [132072512 + 26526734 i + 12210416 j + 4017783 k]
BICP | Distance=512 | [34 + 512 i + 20 j + 5 k] ^ 3 = [-26430434 + -133038512 i + -16188020 j + -1831735 k]
BICP | Distance=512 | [34 + 20 i + 512 j + 5 k] ^ 3 = [-26430434 + -16188020 i + -133038512 j + -1831735 k]
BICP | Distance=512 | [512 + 34 i + 20 j + 5 k] ^ 9 = [1957247640118065099528512 + 1269832442907971929580434 i + 631104906495326786757620 j + 612120746103463559814965 k]
BICP | Distance=512 | [34 + 512 i + 25 j + 0 k] ^ 7 = [-4345487363263454934 + -8818795489583744512 i + -2981550665604143525 j + 1247588545160652800 k]
BICP | Distance=512 | [34 + 25 i + 512 j + 0 k] ^ 7 = [-4345487363263454934 + -2981550665604143525 i + -8818795489583744512 j + 1247588545160652800 k]
BICP | Distance=512 | [34 + 512 i + 25 j + 50 k] ^ 7 = [-2012176048627789934 + -7637665034396649512 i + -4999781355586386625 j + -4685999631155446750 k]
BICP | Distance=512 | [34 + 25 i + 512 j + 50 k] ^ 7 = [-2012176048627789934 + -4999781355586386625 i + -7637665034396649512 j + -4685999631155446750 k]
BICP | Distance=512 | [512 + 34 i + 34 j + 7 k] ^ 7 = [7712957279452607512 + 3593543862259841134 i + 3593543862259841134 j + 2430161352496597727 k]
BICP | Distance=512 | [512 + 34 i + 50 j + 25 k] ^ 7 = [7637665034396649512 + 2012176048627789934 i + 4685999631155446750 j + 4999781355586386625 k]
BICP | Distance=512 | [34 + 512 i + 50 j + 425 k] ^ 7 = [-13665676562686742434 + -1593179998264169512 i + 32729549004557490350 j + 49590411235006334425 k]
BICP | Distance=512 | [34 + 50 i + 512 j + 425 k] ^ 7 = [-13665676562686742434 + 32729549004557490350 i + -1593179998264169512 j + 49590411235006334425 k]
BICP | Distance=512 | [512 + 34 i + 66 j + 3 k] ^ 3 = [125805512 + 25647734 i + 51076566 j + 9203283 k]
BICP | Distance=512 | [34 + 512 i + 70 j + 5 k] ^ 3 = [-26121434 + -140001512 i + -55667470 j + 3323165 k]
BICP | Distance=512 | [34 + 70 i + 512 j + 5 k] ^ 3 = [-26121434 + -55667470 i + -140001512 j + 3323165 k]
BICP | Distance=512 | [512 + 34 i + 70 j + 5 k] ^ 9 = [763276642119637454796512 + 501093281615573440856434 i + 2080545566927021318108470 j + 1422747672178905917732165 k]
BICP | Distance=512 | [34 + 512 i + 75 j + 0 k] ^ 7 = [-5590561072587024934 + -12496095847781504512 i + -9835607222545555575 j + 3983001388441958400 k]
BICP | Distance=512 | [34 + 75 i + 512 j + 0 k] ^ 7 = [-5590561072587024934 + -9835607222545555575 i + -12496095847781504512 j + 3983001388441958400 k]
BICP | Distance=512 | [512 + 34 i + 83 j + 8 k] ^ 9 = [343299745030862007504512 + 94841553107292047194834 i + 2259627956237242683639683 j + 1575435444255017451956168 k]
BICP | Distance=512 | [512 + 34 i + 84 j + 7 k] ^ 7 = [3916693375117670512 + 1778893989423502134 i + 8303484653514135484 j + 4279997528861337227 k]
BICP | Distance=512 | [34 + 512 i + 270 j + 5 k] ^ 3 = [-29985434 + -244653512 i + -231585270 j + 23192765 k]
BICP | Distance=512 | [34 + 270 i + 512 j + 5 k] ^ 3 = [-29985434 + -231585270 i + -244653512 j + 23192765 k]
BICP | Distance=512 | [512 + 34 i + 425 j + 50 k] ^ 7 = [1593179998264169512 + 13665676562686742434 i + -49590411235006334425 j + -32729549004557490350 k]
BICP | Distance=512 | [35 + 512 i + 6 j + 38 k] ^ 9 = [1076009758145553844303235 + 1672061894468794532580512 i + 1009841771203592502329526 j + 1215925271384845407140438 k]
BICP | Distance=512 | [35 + 6 i + 512 j + 38 k] ^ 9 = [1076009758145553844303235 + 1009841771203592502329526 i + 1672061894468794532580512 j + 1215925271384845407140438 k]
BICP | Distance=512 | [512 + 35 i + 38 j + 6 k] ^ 9 = [1672061894468794532580512 + 1076009758145553844303235 i + 1215925271384845407140438 j + 1009841771203592502329526 k]
BICP | Distance=512 | [37 + 0 i + 0 j + 512 k] ^ 3 = [29148637 + 0 i + 0 j + 136320512 k]
BICP | Distance=512 | [37 + 0 i + 50 j + 512 k] ^ 3 = [28871137 + -5683200 i + 39401950 j + 132480512 k]
BICP | Distance=512 | [37 + 512 i + 4 j + 6 k] ^ 9 = [1479026851994659261170037 + 1973489255161752530952512 i + 287068149873406727892964 j + 123832544139793289544726 k]
BICP | Distance=512 | [37 + 4 i + 512 j + 6 k] ^ 9 = [1479026851994659261170037 + 287068149873406727892964 i + 1973489255161752530952512 j + 123832544139793289544726 k]
BICP | Distance=512 | [512 + 37 i + 5 j + 9 k] ^ 9 = [2002858058895342755847512 + 1478975096966051037526237 i + -29773298840327477588035 j + 446472719527363413210609 k]
BICP | Distance=512 | [512 + 37 i + 6 j + 4 k] ^ 9 = [1973489255161752530952512 + 1479026851994659261170037 i + 123832544139793289544726 j + 287068149873406727892964 k]
BICP | Distance=512 | [512 + 37 i + 7 j + 7 k] ^ 9 = [1987558512319946129931512 + 1467481297482708549226237 i + 90228987789979355393167 j + 419799658600664682647167 k]
BICP | Distance=512 | [37 + 512 i + 7 j + 7 k] ^ 9 = [1467481297482708549226237 + 1987558512319946129931512 i + 419799658600664682647167 j + 90228987789979355393167 k]
BICP | Distance=512 | [37 + 7 i + 512 j + 7 k] ^ 9 = [1467481297482708549226237 + 419799658600664682647167 i + 1987558512319946129931512 j + 90228987789979355393167 k]
BICP | Distance=512 | [512 + 37 i + 8 j + 8 k] ^ 9 = [1992437841471526595520512 + 1458592259597497820527237 i + 103608124600229333040968 j + 479590310055147826224968 k]
BICP | Distance=512 | [37 + 512 i + 8 j + 8 k] ^ 9 = [1458592259597497820527237 + 1992437841471526595520512 i + 479590310055147826224968 j + 103608124600229333040968 k]
BICP | Distance=512 | [37 + 8 i + 512 j + 8 k] ^ 9 = [1458592259597497820527237 + 479590310055147826224968 i + 1992437841471526595520512 j + 103608124600229333040968 k]
BICP | Distance=512 | [37 + 512 i + 8 j + 80 k] ^ 9 = [208133040911275105999237 + 439873968610018509696512 i + 1672009667834173954148168 j + 2146336468433259624835280 k]
BICP | Distance=512 | [37 + 8 i + 512 j + 80 k] ^ 9 = [208133040911275105999237 + 1672009667834173954148168 i + 439873968610018509696512 j + 2146336468433259624835280 k]
BICP | Distance=512 | [37 + 512 i + 9 j + 5 k] ^ 9 = [1478975096966051037526237 + 2002858058895342755847512 i + 446472719527363413210609 j + -29773298840327477588035 k]
BICP | Distance=512 | [37 + 9 i + 512 j + 5 k] ^ 9 = [1478975096966051037526237 + 446472719527363413210609 i + 2002858058895342755847512 j + -29773298840327477588035 k]
BICP | Distance=512 | [37 + 50 i + 0 j + 512 k] ^ 3 = [28871137 + 39401950 i + -5683200 j + 132480512 k]
BICP | Distance=512 | [37 + 50 i + 50 j + 512 k] ^ 3 = [36273637 + 33343750 i + 33343750 j + 129195512 k]
BICP | Distance=512 | [512 + 37 i + 80 j + 8 k] ^ 9 = [439873968610018509696512 + 208133040911275105999237 i + 2146336468433259624835280 j + 1672009667834173954148168 k]
BICP | Distance=512 | [37 + 188 i + 188 j + 512 k] ^ 7 = [7894502071250489837 + -14968091524479968188 i + -14968091524479968188 j + 7137139488410036512 k]
BICP | Distance=512 | [38 + 512 i + 0 j + 7 k] ^ 9 = [1524484653648798843214838 + 1933198666790017703424512 i + 169645373227688791695360 j + 251776798092201419582167 k]
BICP | Distance=512 | [38 + 0 i + 512 j + 7 k] ^ 9 = [1524484653648798843214838 + 169645373227688791695360 i + 1933198666790017703424512 j + 251776798092201419582167 k]
BICP | Distance=512 | [38 + 0 i + 25 j + 512 k] ^ 9 = [1588622944152434760157238 + -644641439237644912435200 i + 1203153851598689316080425 j + 2676669403648773735936512 k]
BICP | Distance=512 | [38 + 0 i + 75 j + 512 k] ^ 9 = [753789938186387159317238 + -1682621880635792209305600 i + 3015701662161296413741275 j + 966808238472243211776512 k]
BICP | Distance=512 | [38 + 1 i + 4 j + 512 k] ^ 3 = [29949638 + 323771 i + 3046244 j + 136410512 k]
BICP | Distance=512 | [38 + 512 i + 2 j + 3 k] ^ 9 = [1528335144878904522116438 + 1948136460878358093132512 i + 144816743737469235711122 j + 59616447379852201405923 k]
BICP | Distance=512 | [38 + 2 i + 512 j + 3 k] ^ 9 = [1528335144878904522116438 + 144816743737469235711122 i + 1948136460878358093132512 j + 59616447379852201405923 k]
BICP | Distance=512 | [512 + 38 i + 3 j + 2 k] ^ 9 = [1948136460878358093132512 + 1528335144878904522116438 i + 59616447379852201405923 j + 144816743737469235711122 k]
BICP | Distance=512 | [38 + 4 i + 1 j + 512 k] ^ 3 = [29949638 + 3046244 i + 323771 j + 136410512 k]
BICP | Distance=512 | [38 + 512 i + 5 j + 16 k] ^ 9 = [1447263720996562374824438 + 1906522917544558545120512 i + 561396023529957005406965 j + 453673628406736341513616 k]
BICP | Distance=512 | [38 + 5 i + 512 j + 16 k] ^ 9 = [1447263720996562374824438 + 561396023529957005406965 i + 1906522917544558545120512 j + 453673628406736341513616 k]
BICP | Distance=512 | [38 + 6 i + 9 j + 512 k] ^ 7 = [4975921294807864838 + 301845003824624646 i + 883051985087029959 j + 10238919445924953512 k]
BICP | Distance=512 | [38 + 512 i + 6 j + 35 k] ^ 9 = [1215925271384845407140438 + 1672061894468794532580512 i + 1009841771203592502329526 j + 1076009758145553844303235 k]
BICP | Distance=512 | [38 + 6 i + 512 j + 35 k] ^ 9 = [1215925271384845407140438 + 1009841771203592502329526 i + 1672061894468794532580512 j + 1076009758145553844303235 k]
BICP | Distance=512 | [512 + 38 i + 7 j + 0 k] ^ 9 = [1933198666790017703424512 + 1524484653648798843214838 i + 251776798092201419582167 j + 169645373227688791695360 k]
BICP | Distance=512 | [38 + 9 i + 6 j + 512 k] ^ 7 = [4975921294807864838 + 883051985087029959 i + 301845003824624646 j + 10238919445924953512 k]
BICP | Distance=512 | [512 + 38 i + 16 j + 5 k] ^ 9 = [1906522917544558545120512 + 1447263720996562374824438 i + 453673628406736341513616 j + 561396023529957005406965 k]
BICP | Distance=512 | [38 + 25 i + 0 j + 512 k] ^ 9 = [1588622944152434760157238 + 1203153851598689316080425 i + -644641439237644912435200 j + 2676669403648773735936512 k]
BICP | Distance=512 | [38 + 25 i + 450 j + 512 k] ^ 9 = [8043603242044200284857238 + 16555508509720156840996825 i + 3138221991535494975762450 j + 27367294550092945711236512 k]
BICP | Distance=512 | [512 + 38 i + 35 j + 6 k] ^ 9 = [1672061894468794532580512 + 1215925271384845407140438 i + 1076009758145553844303235 j + 1009841771203592502329526 k]
BICP | Distance=512 | [38 + 50 i + 75 j + 512 k] ^ 9 = [2689609039488849845137238 + -325786777590322371394750 i + 1522008513246011857120875 j + 1575683308312358650956512 k]
BICP | Distance=512 | [38 + 75 i + 0 j + 512 k] ^ 9 = [753789938186387159317238 + 3015701662161296413741275 i + -1682621880635792209305600 j + 966808238472243211776512 k]
BICP | Distance=512 | [38 + 75 i + 50 j + 512 k] ^ 9 = [2689609039488849845137238 + 1522008513246011857120875 i + -325786777590322371394750 j + 1575683308312358650956512 k]
BICP | Distance=512 | [38 + 450 i + 25 j + 512 k] ^ 9 = [8043603242044200284857238 + 3138221991535494975762450 i + 16555508509720156840996825 j + 27367294550092945711236512 k]
BICP | Distance=512 | [40 + 0 i + 9 j + 512 k] ^ 7 = [5174870406469377640 + -542279617692180480 i + 1237628065413167559 j + 10354126276784640512 k]
BICP | Distance=512 | [512 + 40 i + 0 j + 12 k] ^ 7 = [8153207368698560512 + 4931740796382576640 i + -696203360222576640 j + 1379521704698560512 k]
BICP | Distance=512 | [512 + 40 i + 0 j + 113 k] ^ 7 = [17673125958363008512 + 8710848467856431640 i + -7637495030412943360 j + 16397288403131132113 k]
BICP | Distance=512 | [512 + 40 i + 0 j + 137 k] ^ 7 = [22725479525770112512 + 10630638330677471640 i + -9895976963658096640 j + 21927092334654878137 k]
BICP | Distance=512 | [512 + 40 i + 0 j + 363 k] ^ 7 = [187760809217899904512 + 62176647996860391640 i + -62174640573283983360 j + 187761354237801267363 k]
BICP | Distance=512 | [512 + 40 i + 0 j + 387 k] ^ 7 = [227461702240121216512 + 73176678885323511640 i + -73176124208929136640 j + 227462079377588013387 k]
BICP | Distance=512 | [512 + 40 i + 0 j + 488 k] ^ 7 = [483244785807772352512 + 138881075310640496640 i + -138881074925519503360 j + 483244785520227647488 k]
BICP | Distance=512 | [512 + 40 i + 0 j + 512 k] ^ 7 = [571428780877400768512 + 160178684886924656640 i + -160178685050764656640 j + 571428780877400768512 k]
BICP | Distance=512 | [512 + 40 i + 5 j + 62 k] ^ 3 = [137700512 + 30899240 i + -3652865 j + 49309262 k]
BICP | Distance=512 | [40 + 512 i + 6 j + 12 k] ^ 9 = [1543442973267500911421440 + 1891839823087317834432512 i + 513748057986671569675776 j + 272623052863671160384512 k]
BICP | Distance=512 | [40 + 6 i + 512 j + 12 k] ^ 9 = [1543442973267500911421440 + 513748057986671569675776 i + 1891839823087317834432512 j + 272623052863671160384512 k]
BICP | Distance=512 | [40 + 512 i + 6 j + 512 k] ^ 9 = [26852047610569052576573440 + 33243558317583156447936512 i + 4800049176738375499531776 j + 41499188587850503359168512 k]
BICP | Distance=512 | [40 + 6 i + 512 j + 512 k] ^ 9 = [26852047610569052576573440 + 4800049176738375499531776 i + 33243558317583156447936512 j + 41499188587850503359168512 k]
BICP | Distance=512 | [40 + 6 i + 512 j + 512 k] ^ 9 = [26852047610569052576573440 + 4800049176738375499531776 i + 33243558317583156447936512 j + 41499188587850503359168512 k]
BICP | Distance=512 | [512 + 40 i + 8 j + 9 k] ^ 9 = [1928093307947233424448512 + 1565281653083983564526440 i + 56533257277605049412168 j + 521237470475472744609609 k]
BICP | Distance=512 | [40 + 9 i + 0 j + 512 k] ^ 7 = [5174870406469377640 + 1237628065413167559 i + -542279617692180480 j + 10354126276784640512 k]
BICP | Distance=512 | [40 + 512 i + 9 j + 8 k] ^ 9 = [1565281653083983564526440 + 1928093307947233424448512 i + 521237470475472744609609 j + 56533257277605049412168 k]
BICP | Distance=512 | [40 + 9 i + 512 j + 8 k] ^ 9 = [1565281653083983564526440 + 521237470475472744609609 i + 1928093307947233424448512 j + 56533257277605049412168 k]
BICP | Distance=512 | [40 + 512 i + 12 j + 0 k] ^ 7 = [-4931740796382576640 + -8153207368698560512 i + -1379521704698560512 j + 696203360222576640 k]
BICP | Distance=512 | [40 + 12 i + 512 j + 0 k] ^ 7 = [-4931740796382576640 + -1379521704698560512 i + -8153207368698560512 j + 696203360222576640 k]
BICP | Distance=512 | [512 + 40 i + 12 j + 6 k] ^ 9 = [1891839823087317834432512 + 1543442973267500911421440 i + 272623052863671160384512 j + 513748057986671569675776 k]
BICP | Distance=512 | [40 + 512 i + 62 j + 5 k] ^ 3 = [-30899240 + -137700512 i + -49309262 j + 3652865 k]
BICP | Distance=512 | [40 + 62 i + 512 j + 5 k] ^ 3 = [-30899240 + -49309262 i + -137700512 j + 3652865 k]
BICP | Distance=512 | [40 + 512 i + 113 j + 0 k] ^ 7 = [-8710848467856431640 + -17673125958363008512 i + -16397288403131132113 j + 7637495030412943360 k]
BICP | Distance=512 | [40 + 113 i + 512 j + 0 k] ^ 7 = [-8710848467856431640 + -16397288403131132113 i + -17673125958363008512 j + 7637495030412943360 k]
BICP | Distance=512 | [40 + 512 i + 137 j + 0 k] ^ 7 = [-10630638330677471640 + -22725479525770112512 i + -21927092334654878137 j + 9895976963658096640 k]
BICP | Distance=512 | [40 + 137 i + 512 j + 0 k] ^ 7 = [-10630638330677471640 + -21927092334654878137 i + -22725479525770112512 j + 9895976963658096640 k]
BICP | Distance=512 | [40 + 512 i + 363 j + 0 k] ^ 7 = [-62176647996860391640 + -187760809217899904512 i + -187761354237801267363 j + 62174640573283983360 k]
BICP | Distance=512 | [40 + 363 i + 512 j + 0 k] ^ 7 = [-62176647996860391640 + -187761354237801267363 i + -187760809217899904512 j + 62174640573283983360 k]
BICP | Distance=512 | [40 + 512 i + 387 j + 0 k] ^ 7 = [-73176678885323511640 + -227461702240121216512 i + -227462079377588013387 j + 73176124208929136640 k]
BICP | Distance=512 | [40 + 387 i + 512 j + 0 k] ^ 7 = [-73176678885323511640 + -227462079377588013387 i + -227461702240121216512 j + 73176124208929136640 k]
BICP | Distance=512 | [40 + 512 i + 488 j + 0 k] ^ 7 = [-138881075310640496640 + -483244785807772352512 i + -483244785520227647488 j + 138881074925519503360 k]
BICP | Distance=512 | [40 + 488 i + 512 j + 0 k] ^ 7 = [-138881075310640496640 + -483244785520227647488 i + -483244785807772352512 j + 138881074925519503360 k]
BICP | Distance=512 | [40 + 512 i + 512 j + 0 k] ^ 7 = [-160178684886924656640 + -571428780877400768512 i + -571428780877400768512 j + 160178685050764656640 k]
BICP | Distance=512 | [40 + 512 i + 512 j + 0 k] ^ 7 = [-160178684886924656640 + -571428780877400768512 i + -571428780877400768512 j + 160178685050764656640 k]
BICP | Distance=512 | [512 + 40 i + 512 j + 6 k] ^ 9 = [33243558317583156447936512 + 26852047610569052576573440 i + 41499188587850503359168512 j + 4800049176738375499531776 k]
BICP | Distance=512 | [40 + 512 i + 6 j + 512 k] ^ 9 = [26852047610569052576573440 + 33243558317583156447936512 i + 4800049176738375499531776 j + 41499188587850503359168512 k]
CPLX | Distance=512 | [512 + 41 i + 0 j + 0 k] ^ 9 = [1872163790726496877056512 + 1639262643128091905870441 i + 0 j + 0 k]
CPLX | Distance=512 | [41 + 512 i + 0 j + 0 k] ^ 9 = [1639262643128091905870441 + 1872163790726496877056512 i + 0 j + 0 k]
BICP | Distance=512 | [41 + 0 i + 512 j + 0 k] ^ 9 = [1639262643128091905870441 + 0 i + 1872163790726496877056512 j + 0 k]
BICP | Distance=512 | [512 + 41 i + 0 j + 50 k] ^ 9 = [2617786100997245339136512 + 2100706819058290188560441 i + -1390457387367198558412800 j + 1923293251875053078410850 k]
BICP | Distance=512 | [41 + 512 i + 0 j + 50 k] ^ 9 = [1199721920731343198180441 + 1178415104951914814976512 i + 1212570261854278494412800 j + 1581130987376384555410850 k]
BICP | Distance=512 | [41 + 0 i + 512 j + 50 k] ^ 9 = [1199721920731343198180441 + 1212570261854278494412800 i + 1178415104951914814976512 j + 1581130987376384555410850 k]
BICP | Distance=512 | [512 + 41 i + 0 j + 250 k] ^ 9 = [38840250099545128429056512 + 20410803431517921473120441 i + -20404414817665596632064000 j + 38839128903227426772054250 k]
BICP | Distance=512 | [512 + 41 i + 0 j + 500 k] ^ 9 = [523961630886625023085056512 + 199872227582279566424870441 i + -199872227582676217264128000 j + 523961630886365705919108500 k]
BICP | Distance=512 | [41 + 512 i + 0 j + 500 k] ^ 9 = [25323357257222367386870441 + 34515341656491970669056512 i + -1628536330243846735872000 j + 35303579931447182919108500 k]
BICP | Distance=512 | [41 + 0 i + 512 j + 500 k] ^ 9 = [25323357257222367386870441 + -1628536330243846735872000 i + 34515341656491970669056512 j + 35303579931447182919108500 k]
BICP | Distance=512 | [41 + 512 i + 4 j + 70 k] ^ 9 = [661298357872943044210841 + 654399403185741676008512 i + 1647240429294760806430564 j + 1934522524290366409650070 k]
BICP | Distance=512 | [41 + 4 i + 512 j + 70 k] ^ 9 = [661298357872943044210841 + 1647240429294760806430564 i + 654399403185741676008512 j + 1934522524290366409650070 k]
BICP | Distance=512 | [41 + 512 i + 5 j + 13 k] ^ 9 = [1576064087769295396867841 + 1854093646480020471711512 i + 508966752465418931997965 j + 324873261634003319470213 k]
BICP | Distance=512 | [41 + 5 i + 512 j + 13 k] ^ 9 = [1576064087769295396867841 + 508966752465418931997965 i + 1854093646480020471711512 j + 324873261634003319470213 k]
BICP | Distance=512 | [41 + 5 i + 63 j + 512 k] ^ 9 = [1324008272771953726729841 + -1450733886858451636184035 i + 2653578780906431279022663 j + 1670347232431423701309512 k]
BICP | Distance=512 | [41 + 6 i + 8 j + 512 k] ^ 9 = [1864797000088154743462841 + 72624158311969461999126 i + 230029887083935308480968 j + 2969369911522106650800512 k]
BICP | Distance=512 | [41 + 8 i + 6 j + 512 k] ^ 9 = [1864797000088154743462841 + 230029887083935308480968 i + 72624158311969461999126 j + 2969369911522106650800512 k]
BICP | Distance=512 | [512 + 41 i + 13 j + 5 k] ^ 9 = [1854093646480020471711512 + 1576064087769295396867841 i + 324873261634003319470213 j + 508966752465418931997965 k]
BICP | Distance=512 | [512 + 41 i + 25 j + 25 k] ^ 9 = [2090899475112970637151512 + 1276789949349472609205441 i + 289264736751213327999025 j + 1504166132202056598661825 k]
BICP | Distance=512 | [41 + 512 i + 25 j + 25 k] ^ 9 = [1276789949349472609205441 + 2090899475112970637151512 i + 1504166132202056598661825 j + 289264736751213327999025 k]
BICP | Distance=512 | [41 + 25 i + 512 j + 25 k] ^ 9 = [1276789949349472609205441 + 1504166132202056598661825 i + 2090899475112970637151512 j + 289264736751213327999025 k]
BICP | Distance=512 | [512 + 41 i + 50 j + 0 k] ^ 9 = [1178415104951914814976512 + 1199721920731343198180441 i + 1581130987376384555410850 j + 1212570261854278494412800 k]
BICP | Distance=512 | [41 + 512 i + 50 j + 0 k] ^ 9 = [2100706819058290188560441 + 2617786100997245339136512 i + 1923293251875053078410850 j + -1390457387367198558412800 k]
BICP | Distance=512 | [41 + 50 i + 512 j + 0 k] ^ 9 = [2100706819058290188560441 + 1923293251875053078410850 i + 2617786100997245339136512 j + -1390457387367198558412800 k]
BICP | Distance=512 | [512 + 41 i + 50 j + 50 k] ^ 9 = [2668982745929236067436512 + 157812747017112231710441 i + 961959248171797002498050 j + 2872197346942237009323650 k]
BICP | Distance=512 | [41 + 512 i + 50 j + 50 k] ^ 9 = [157812747017112231710441 + 2668982745929236067436512 i + 2872197346942237009323650 j + 961959248171797002498050 k]
BICP | Distance=512 | [41 + 50 i + 512 j + 50 k] ^ 9 = [157812747017112231710441 + 2872197346942237009323650 i + 2668982745929236067436512 j + 961959248171797002498050 k]
BICP | Distance=512 | [41 + 63 i + 5 j + 512 k] ^ 9 = [1324008272771953726729841 + 2653578780906431279022663 i + -1450733886858451636184035 j + 1670347232431423701309512 k]
BICP | Distance=512 | [512 + 41 i + 70 j + 4 k] ^ 9 = [654399403185741676008512 + 661298357872943044210841 i + 1934522524290366409650070 j + 1647240429294760806430564 k]
BICP | Distance=512 | [41 + 512 i + 250 j + 0 k] ^ 9 = [20410803431517921473120441 + 38840250099545128429056512 i + 38839128903227426772054250 j + -20404414817665596632064000 k]
BICP | Distance=512 | [41 + 250 i + 512 j + 0 k] ^ 9 = [20410803431517921473120441 + 38839128903227426772054250 i + 38840250099545128429056512 j + -20404414817665596632064000 k]
BICP | Distance=512 | [41 + 512 i + 250 j + 500 k] ^ 9 = [168867679811078108246120441 + 24923738198688139240056512 i + 33059073174374086786182250 j + -175095874644234700837955500 k]
BICP | Distance=512 | [41 + 250 i + 512 j + 500 k] ^ 9 = [168867679811078108246120441 + 33059073174374086786182250 i + 24923738198688139240056512 j + -175095874644234700837955500 k]
BICP | Distance=512 | [512 + 41 i + 500 j + 0 k] ^ 9 = [34515341656491970669056512 + 25323357257222367386870441 i + 35303579931447182919108500 j + -1628536330243846735872000 k]
BICP | Distance=512 | [41 + 512 i + 500 j + 0 k] ^ 9 = [199872227582279566424870441 + 523961630886625023085056512 i + 523961630886365705919108500 j + -199872227582676217264128000 k]
BICP | Distance=512 | [41 + 500 i + 512 j + 0 k] ^ 9 = [199872227582279566424870441 + 523961630886365705919108500 i + 523961630886625023085056512 j + -199872227582676217264128000 k]
BICP | Distance=512 | [512 + 41 i + 500 j + 250 k] ^ 9 = [24923738198688139240056512 + 168867679811078108246120441 i + -175095874644234700837955500 j + 33059073174374086786182250 k]
BICP | Distance=512 | [45 + 0 i + 66 j + 512 k] ^ 7 = [4482001391610399345 + -4258406626134312960 i + 8577834407090734566 j + 7361676600340608512 k]
BICP | Distance=512 | [45 + 2 i + 2 j + 512 k] ^ 9 = [2053445690149775564160045 + 40692100043964023751122 i + 40692100043964023751122 j + 3107113415792821632228512 k]
BICP | Distance=512 | [45 + 512 i + 4 j + 66 k] ^ 9 = [830304256300604163046845 + 723346774777170721176512 i + 1716187800886189851598564 j + 1765516625862705290814066 k]
BICP | Distance=512 | [45 + 4 i + 512 j + 66 k] ^ 9 = [830304256300604163046845 + 1716187800886189851598564 i + 723346774777170721176512 j + 1765516625862705290814066 k]
BICP | Distance=512 | [45 + 512 i + 8 j + 88 k] ^ 9 = [68956659304764556336845 + 86427150214176353088512 i + 2025456486230016110756168 j + 2007160086826749075172888 k]
BICP | Distance=512 | [45 + 8 i + 512 j + 88 k] ^ 9 = [68956659304764556336845 + 2025456486230016110756168 i + 86427150214176353088512 j + 2007160086826749075172888 k]
BICP | Distance=512 | [45 + 66 i + 0 j + 512 k] ^ 7 = [4482001391610399345 + 8577834407090734566 i + -4258406626134312960 j + 7361676600340608512 k]
BICP | Distance=512 | [512 + 45 i + 66 j + 4 k] ^ 9 = [723346774777170721176512 + 830304256300604163046845 i + 1765516625862705290814066 j + 1716187800886189851598564 k]
BICP | Distance=512 | [512 + 45 i + 88 j + 8 k] ^ 9 = [86427150214176353088512 + 68956659304764556336845 i + 2007160086826749075172888 j + 2025456486230016110756168 k]
BICP | Distance=512 | [48 + 512 i + 1 j + 2 k] ^ 7 = [-5784528602286236048 + -7545242805082136512 i + -247313544149613341 j + -150390586257985302 k]
BICP | Distance=512 | [48 + 1 i + 512 j + 2 k] ^ 7 = [-5784528602286236048 + -247313544149613341 i + -7545242805082136512 j + -150390586257985302 k]
BICP | Distance=512 | [512 + 48 i + 2 j + 1 k] ^ 7 = [7545242805082136512 + 5784528602286236048 i + 150390586257985302 j + 247313544149613341 k]
BICP | Distance=512 | [48 + 512 i + 3 j + 48 k] ^ 9 = [1334298601104717472022448 + 1130954229087123163392512 i + 1417430895579370162779363 j + 1334298601104717472022448 k]
BICP | Distance=512 | [48 + 3 i + 512 j + 48 k] ^ 9 = [1334298601104717472022448 + 1417430895579370162779363 i + 1130954229087123163392512 j + 1334298601104717472022448 k]
BICP | Distance=512 | [48 + 512 i + 6 j + 27 k] ^ 9 = [1645071222767887559299248 + 1556084223262423368864512 i + 971101508736004962148566 j + 680347412178013252688427 k]
BICP | Distance=512 | [48 + 6 i + 512 j + 27 k] ^ 9 = [1645071222767887559299248 + 971101508736004962148566 i + 1556084223262423368864512 j + 680347412178013252688427 k]
BICP | Distance=512 | [512 + 48 i + 27 j + 6 k] ^ 9 = [1556084223262423368864512 + 1645071222767887559299248 i + 680347412178013252688427 j + 971101508736004962148566 k]
BICP | Distance=512 | [512 + 48 i + 48 j + 3 k] ^ 9 = [1130954229087123163392512 + 1334298601104717472022448 i + 1334298601104717472022448 j + 1417430895579370162779363 k]
BICP | Distance=512 | [512 + 48 i + 48 j + 4 k] ^ 8 = [2708143012617939648512 + 2544252946162277941248 i + 2544252946162277941248 j + 2317569165932609142784 k]
BICP | Distance=512 | [512 + 48 i + 68 j + 24 k] ^ 6 = [12960911767744512 + 5205779809026048 i + 10490059536007168 j + 10257665864269824 k]
BICP | Distance=512 | [512 + 50 i + 0 j + 37 k] ^ 3 = [132480512 + 39401950 i + -5683200 j + 28871137 k]
BICP | Distance=512 | [50 + 512 i + 0 j + 41 k] ^ 9 = [1581130987376384555410850 + 1178415104951914814976512 i + 1212570261854278494412800 j + 1199721920731343198180441 k]
BICP | Distance=512 | [50 + 0 i + 512 j + 41 k] ^ 9 = [1581130987376384555410850 + 1212570261854278494412800 i + 1178415104951914814976512 j + 1199721920731343198180441 k]
BICP | Distance=512 | [50 + 0 i + 41 j + 512 k] ^ 9 = [1923293251875053078410850 + -1390457387367198558412800 i + 2100706819058290188560441 j + 2617786100997245339136512 k]
BICP | Distance=512 | [512 + 50 i + 0 j + 63 k] ^ 7 = [10131847926634112512 + 7432383540323824550 i + -4741092570516019200 j + 7391198038942059363 k]
BICP | Distance=512 | [512 + 50 i + 0 j + 87 k] ^ 9 = [3867796226648761075200512 + 3698260572163849180810850 i + -3279869866894989317529600 j + 3630006438681079190434887 k]
BICP | Distance=512 | [50 + 512 i + 5 j + 6 k] ^ 5 = [16769965930650 + 31854096062512 i + 2416507812325 j + 1279938381566 k]
BICP | Distance=512 | [50 + 5 i + 512 j + 6 k] ^ 5 = [16769965930650 + 2416507812325 i + 31854096062512 j + 1279938381566 k]
BICP | Distance=512 | [50 + 5 i + 6 j + 512 k] ^ 5 = [17566616985850 + 1002041990325 i + 1500825993566 j + 38495284946512 k]
BICP | Distance=512 | [512 + 50 i + 5 j + 8 k] ^ 5 = [31927122552512 + 16763468981450 i + 558550453325 j + 3256630272488 k]
BICP | Distance=512 | [512 + 50 i + 6 j + 5 k] ^ 5 = [31854096062512 + 16769965930650 i + 1279938381566 j + 2416507812325 k]
BICP | Distance=512 | [50 + 6 i + 5 j + 512 k] ^ 5 = [17566616985850 + 1500825993566 i + 1002041990325 j + 38495284946512 k]
BICP | Distance=512 | [50 + 512 i + 8 j + 5 k] ^ 5 = [16763468981450 + 31927122552512 i + 3256630272488 j + 558550453325 k]
BICP | Distance=512 | [50 + 8 i + 512 j + 5 k] ^ 5 = [16763468981450 + 3256630272488 i + 31927122552512 j + 558550453325 k]
BICP | Distance=512 | [50 + 512 i + 8 j + 25 k] ^ 5 = [16112285454250 + 31270580120512 i + 5872038704488 j + 7015005688625 k]
BICP | Distance=512 | [50 + 8 i + 512 j + 25 k] ^ 5 = [16112285454250 + 5872038704488 i + 31270580120512 j + 7015005688625 k]
BICP | Distance=512 | [50 + 512 i + 8 j + 75 k] ^ 5 = [13149783986250 + 25137126920512 i + 12005491904488 j + 22247063751875 k]
BICP | Distance=512 | [50 + 8 i + 512 j + 75 k] ^ 5 = [13149783986250 + 12005491904488 i + 25137126920512 j + 22247063751875 k]
BICP | Distance=512 | [50 + 512 i + 8 j + 125 k] ^ 5 = [8364445018250 + 12934872120512 i + 17258596704488 j + 34644628065125 k]
BICP | Distance=512 | [50 + 8 i + 512 j + 125 k] ^ 5 = [8364445018250 + 17258596704488 i + 12934872120512 j + 34644628065125 k]
BICP | Distance=512 | [512 + 50 i + 16 j + 25 k] ^ 3 = [131064512 + 38023150 i + 8648816 j + 21927325 k]
BICP | Distance=512 | [512 + 50 i + 16 j + 75 k] ^ 3 = [138984512 + 36315550 i + 1208816 j + 61241775 k]
BICP | Distance=512 | [512 + 50 i + 25 j + 8 k] ^ 5 = [31270580120512 + 16112285454250 i + 7015005688625 j + 5872038704488 k]
BICP | Distance=512 | [50 + 512 i + 25 j + 16 k] ^ 3 = [-38023150 + -131064512 i + -21927325 j + -8648816 k]
BICP | Distance=512 | [50 + 25 i + 512 j + 16 k] ^ 3 = [-38023150 + -21927325 i + -131064512 j + -8648816 k]
BICP | Distance=512 | [50 + 512 i + 25 j + 34 k] ^ 7 = [-4685999631155446750 + -7637665034396649512 i + -4999781355586386625 j + -2012176048627789934 k]
BICP | Distance=512 | [50 + 25 i + 512 j + 34 k] ^ 7 = [-4685999631155446750 + -4999781355586386625 i + -7637665034396649512 j + -2012176048627789934 k]
BICP | Distance=512 | [512 + 50 i + 25 j + 62 k] ^ 7 = [10685901165720599512 + 4981919043668721650 i + -1217846967252706025 j + 9028591924997943262 k]
BICP | Distance=512 | [50 + 512 i + 25 j + 84 k] ^ 9 = [-309132430390759380382750 + 791645938812730082088512 i + 2393330121585234086667625 j + 1728173120698294793781684 k]
BICP | Distance=512 | [50 + 25 i + 512 j + 84 k] ^ 9 = [-309132430390759380382750 + 2393330121585234086667625 i + 791645938812730082088512 j + 1728173120698294793781684 k]
BICP | Distance=512 | [512 + 50 i + 34 j + 25 k] ^ 7 = [7637665034396649512 + 4685999631155446750 i + 2012176048627789934 j + 4999781355586386625 k]
BICP | Distance=512 | [50 + 34 i + 425 j + 512 k] ^ 7 = [-32729549004557490350 + 13665676562686742434 i + -49590411235006334425 j + 1593179998264169512 k]
BICP | Distance=512 | [50 + 512 i + 37 j + 0 k] ^ 3 = [-39401950 + -132480512 i + -28871137 j + 5683200 k]
BICP | Distance=512 | [50 + 37 i + 512 j + 0 k] ^ 3 = [-39401950 + -28871137 i + -132480512 j + 5683200 k]
BICP | Distance=512 | [50 + 512 i + 37 j + 50 k] ^ 3 = [-33343750 + -129195512 i + -36273637 j + -33343750 k]
BICP | Distance=512 | [50 + 37 i + 512 j + 50 k] ^ 3 = [-33343750 + -36273637 i + -129195512 j + -33343750 k]
BICP | Distance=512 | [50 + 512 i + 38 j + 75 k] ^ 9 = [-325786777590322371394750 + 1575683308312358650956512 i + 2689609039488849845137238 j + 1522008513246011857120875 k]
BICP | Distance=512 | [50 + 38 i + 512 j + 75 k] ^ 9 = [-325786777590322371394750 + 2689609039488849845137238 i + 1575683308312358650956512 j + 1522008513246011857120875 k]
BICP | Distance=512 | [512 + 50 i + 41 j + 0 k] ^ 9 = [1178415104951914814976512 + 1581130987376384555410850 i + 1199721920731343198180441 j + 1212570261854278494412800 k]
BICP | Distance=512 | [50 + 41 i + 0 j + 512 k] ^ 9 = [1923293251875053078410850 + 2100706819058290188560441 i + -1390457387367198558412800 j + 2617786100997245339136512 k]
BICP | Distance=512 | [512 + 50 i + 41 j + 50 k] ^ 9 = [2668982745929236067436512 + 961959248171797002498050 i + 157812747017112231710441 j + 2872197346942237009323650 k]
BICP | Distance=512 | [50 + 41 i + 50 j + 512 k] ^ 9 = [2872197346942237009323650 + 157812747017112231710441 i + 961959248171797002498050 j + 2668982745929236067436512 k]
BICP | Distance=512 | [512 + 50 i + 50 j + 37 k] ^ 3 = [129195512 + 33343750 i + 33343750 j + 36273637 k]
BICP | Distance=512 | [50 + 512 i + 50 j + 41 k] ^ 9 = [961959248171797002498050 + 2668982745929236067436512 i + 2872197346942237009323650 j + 157812747017112231710441 k]
BICP | Distance=512 | [50 + 50 i + 512 j + 41 k] ^ 9 = [961959248171797002498050 + 2872197346942237009323650 i + 2668982745929236067436512 j + 157812747017112231710441 k]
BICP | Distance=512 | [50 + 50 i + 41 j + 512 k] ^ 9 = [2872197346942237009323650 + 961959248171797002498050 i + 157812747017112231710441 j + 2668982745929236067436512 k]
BICP | Distance=512 | [512 + 50 i + 50 j + 63 k] ^ 7 = [10470903768171847512 + 2177647957482180350 i + 2177647957482180350 j + 10310501547990261863 k]
BICP | Distance=512 | [512 + 50 i + 50 j + 87 k] ^ 9 = [4823293555996344504780512 + 251712252510070800781250 i + 251712252510070800781250 j + 5104240864281104026264887 k]
BICP | Distance=512 | [50 + 512 i + 62 j + 25 k] ^ 7 = [-4981919043668721650 + -10685901165720599512 i + -9028591924997943262 j + 1217846967252706025 k]
BICP | Distance=512 | [50 + 62 i + 512 j + 25 k] ^ 7 = [-4981919043668721650 + -9028591924997943262 i + -10685901165720599512 j + 1217846967252706025 k]
BICP | Distance=512 | [50 + 512 i + 63 j + 0 k] ^ 7 = [-7432383540323824550 + -10131847926634112512 i + -7391198038942059363 j + 4741092570516019200 k]
BICP | Distance=512 | [50 + 63 i + 512 j + 0 k] ^ 7 = [-7432383540323824550 + -7391198038942059363 i + -10131847926634112512 j + 4741092570516019200 k]
BICP | Distance=512 | [50 + 512 i + 63 j + 50 k] ^ 7 = [-2177647957482180350 + -10470903768171847512 i + -10310501547990261863 j + -2177647957482180350 k]
BICP | Distance=512 | [50 + 63 i + 512 j + 50 k] ^ 7 = [-2177647957482180350 + -10310501547990261863 i + -10470903768171847512 j + -2177647957482180350 k]
BICP | Distance=512 | [512 + 50 i + 75 j + 8 k] ^ 5 = [25137126920512 + 13149783986250 i + 22247063751875 j + 12005491904488 k]
BICP | Distance=512 | [50 + 512 i + 75 j + 16 k] ^ 3 = [-36315550 + -138984512 i + -61241775 j + -1208816 k]
BICP | Distance=512 | [50 + 75 i + 512 j + 16 k] ^ 3 = [-36315550 + -61241775 i + -138984512 j + -1208816 k]
BICP | Distance=512 | [512 + 50 i + 75 j + 38 k] ^ 9 = [1575683308312358650956512 + -325786777590322371394750 i + 1522008513246011857120875 j + 2689609039488849845137238 k]
BICP | Distance=512 | [50 + 512 i + 75 j + 84 k] ^ 9 = [-1894750277170279187369950 + 3253988721924604093368512 i + 4032870105371189693528475 j + 2284327788014241996741684 k]
BICP | Distance=512 | [50 + 75 i + 512 j + 84 k] ^ 9 = [-1894750277170279187369950 + 4032870105371189693528475 i + 3253988721924604093368512 j + 2284327788014241996741684 k]
BICP | Distance=512 | [512 + 50 i + 84 j + 25 k] ^ 9 = [791645938812730082088512 + -309132430390759380382750 i + 1728173120698294793781684 j + 2393330121585234086667625 k]
BICP | Distance=512 | [512 + 50 i + 84 j + 75 k] ^ 9 = [3253988721924604093368512 + -1894750277170279187369950 i + 2284327788014241996741684 j + 4032870105371189693528475 k]
BICP | Distance=512 | [512 + 50 i + 84 j + 175 k] ^ 9 = [15501953315798233728408512 + -7433083949136409038344350 i + 7404708812276553024021684 j + 15606705115743544335750175 k]
BICP | Distance=512 | [512 + 50 i + 84 j + 425 k] ^ 9 = [265238277031043915888808512 + -89794276521427761088280350 i + 89794307251345618216821684 j + 265238337487411190827554425 k]
BICP | Distance=512 | [50 + 512 i + 87 j + 0 k] ^ 9 = [3698260572163849180810850 + 3867796226648761075200512 i + 3630006438681079190434887 j + -3279869866894989317529600 k]
BICP | Distance=512 | [50 + 87 i + 512 j + 0 k] ^ 9 = [3698260572163849180810850 + 3630006438681079190434887 i + 3867796226648761075200512 j + -3279869866894989317529600 k]
BICP | Distance=512 | [50 + 512 i + 87 j + 50 k] ^ 9 = [251712252510070800781250 + 4823293555996344504780512 i + 5104240864281104026264887 j + 251712252510070800781250 k]
BICP | Distance=512 | [50 + 87 i + 512 j + 50 k] ^ 9 = [251712252510070800781250 + 5104240864281104026264887 i + 4823293555996344504780512 j + 251712252510070800781250 k]
BICP | Distance=512 | [50 + 512 i + 87 j + 100 k] ^ 9 = [-3455365526372223204248350 + 3366760883631182950200512 i + 4131041781698657315434887 j + 3522764912686615294092100 k]
BICP | Distance=512 | [50 + 87 i + 512 j + 100 k] ^ 9 = [-3455365526372223204248350 + 4131041781698657315434887 i + 3366760883631182950200512 j + 3522764912686615294092100 k]
BICP | Distance=512 | [512 + 50 i + 100 j + 87 k] ^ 9 = [3366760883631182950200512 + -3455365526372223204248350 i + 3522764912686615294092100 j + 4131041781698657315434887 k]
BICP | Distance=512 | [512 + 50 i + 125 j + 8 k] ^ 5 = [12934872120512 + 8364445018250 i + 34644628065125 j + 17258596704488 k]
BICP | Distance=512 | [50 + 512 i + 175 j + 84 k] ^ 9 = [-7433083949136409038344350 + 15501953315798233728408512 i + 15606705115743544335750175 j + 7404708812276553024021684 k]
BICP | Distance=512 | [50 + 175 i + 512 j + 84 k] ^ 9 = [-7433083949136409038344350 + 15606705115743544335750175 i + 15501953315798233728408512 j + 7404708812276553024021684 k]
BICP | Distance=512 | [50 + 425 i + 34 j + 512 k] ^ 7 = [-32729549004557490350 + -49590411235006334425 i + 13665676562686742434 j + 1593179998264169512 k]
BICP | Distance=512 | [50 + 512 i + 425 j + 84 k] ^ 9 = [-89794276521427761088280350 + 265238277031043915888808512 i + 265238337487411190827554425 j + 89794307251345618216821684 k]
BICP | Distance=512 | [50 + 425 i + 512 j + 84 k] ^ 9 = [-89794276521427761088280350 + 265238337487411190827554425 i + 265238277031043915888808512 j + 89794307251345618216821684 k]
BICP | Distance=512 | [52 + 512 i + 1 j + 98 k] ^ 7 = [-2710420163649706652 + -1375591893486426512 i + -6416964455745323341 j + -8344558179677957398 k]
BICP | Distance=512 | [52 + 1 i + 512 j + 98 k] ^ 7 = [-2710420163649706652 + -6416964455745323341 i + -1375591893486426512 j + -8344558179677957398 k]
BICP | Distance=512 | [52 + 512 i + 3 j + 52 k] ^ 9 = [1337815009903774096250452 + 942356692090662355824512 i + 1606028432575830970347363 j + 1337815009903774096250452 k]
BICP | Distance=512 | [52 + 3 i + 512 j + 52 k] ^ 9 = [1337815009903774096250452 + 1606028432575830970347363 i + 942356692090662355824512 j + 1337815009903774096250452 k]
BICP | Distance=512 | [52 + 512 i + 4 j + 52 k] ^ 3 = [-39695552 + -126000512 i + -11387584 j + -39695552 k]
BICP | Distance=512 | [52 + 4 i + 512 j + 52 k] ^ 3 = [-39695552 + -11387584 i + -126000512 j + -39695552 k]
BICP | Distance=512 | [52 + 512 i + 6 j + 73 k] ^ 9 = [681921340897093562517652 + 451786338867651525384512 i + 2075399393130776805628566 j + 1646645151486967869128473 k]
BICP | Distance=512 | [52 + 6 i + 512 j + 73 k] ^ 9 = [681921340897093562517652 + 2075399393130776805628566 i + 451786338867651525384512 j + 1646645151486967869128473 k]
BICP | Distance=512 | [512 + 52 i + 52 j + 3 k] ^ 9 = [942356692090662355824512 + 1337815009903774096250452 i + 1337815009903774096250452 j + 1606028432575830970347363 k]
BICP | Distance=512 | [512 + 52 i + 52 j + 4 k] ^ 3 = [126000512 + 39695552 i + 39695552 j + 11387584 k]
BICP | Distance=512 | [512 + 52 i + 73 j + 6 k] ^ 9 = [451786338867651525384512 + 681921340897093562517652 i + 1646645151486967869128473 j + 2075399393130776805628566 k]
BICP | Distance=512 | [512 + 52 i + 88 j + 36 k] ^ 6 = [11586673371840512 + 2119942409879552 i + 12641302106636288 j + 13749905932353536 k]
BICP | Distance=512 | [512 + 52 i + 98 j + 1 k] ^ 7 = [1375591893486426512 + 2710420163649706652 i + 8344558179677957398 j + 6416964455745323341 k]
BICP | Distance=512 | [55 + 0 i + 66 j + 512 k] ^ 7 = [5598638962126679755 + -5272189435434915840 i + 9047392215750520566 j + 8001401315564160512 k]
BICP | Distance=512 | [55 + 5 i + 9 j + 512 k] ^ 9 = [2602917879112835681412655 + -73381477055191820268835 i + 311002439915153729239809 j + 3443092083848110456053512 k]
BICP | Distance=512 | [55 + 512 i + 8 j + 62 k] ^ 9 = [1009121347786620907170055 + 764823250174963644144512 i + 1996958949399119088596168 j + 1345348161557913823664462 k]
BICP | Distance=512 | [55 + 8 i + 512 j + 62 k] ^ 9 = [1009121347786620907170055 + 1996958949399119088596168 i + 764823250174963644144512 j + 1345348161557913823664462 k]
BICP | Distance=512 | [55 + 9 i + 5 j + 512 k] ^ 9 = [2602917879112835681412655 + 311002439915153729239809 i + -73381477055191820268835 j + 3443092083848110456053512 k]
BICP | Distance=512 | [512 + 55 i + 62 j + 8 k] ^ 9 = [764823250174963644144512 + 1009121347786620907170055 i + 1345348161557913823664462 j + 1996958949399119088596168 k]
BICP | Distance=512 | [55 + 66 i + 0 j + 512 k] ^ 7 = [5598638962126679755 + 9047392215750520566 i + -5272189435434915840 j + 8001401315564160512 k]
BICP | Distance=512 | [58 + 512 i + 8 j + 59 k] ^ 9 = [1153178707194111740204458 + 773700041694602733840512 i + 2005835740918758178292168 j + 1201290802150422990630059 k]
BICP | Distance=512 | [58 + 8 i + 512 j + 59 k] ^ 9 = [1153178707194111740204458 + 2005835740918758178292168 i + 773700041694602733840512 j + 1201290802150422990630059 k]
BICP | Distance=512 | [512 + 58 i + 59 j + 8 k] ^ 9 = [773700041694602733840512 + 1153178707194111740204458 i + 1201290802150422990630059 j + 2005835740918758178292168 k]
BICP | Distance=512 | [59 + 512 i + 4 j + 80 k] ^ 9 = [581101857178791263148059 + 66224127328467488064512 i + 2373310448334893084710564 j + 1516314226740892390915280 k]
BICP | Distance=512 | [59 + 4 i + 512 j + 80 k] ^ 9 = [581101857178791263148059 + 2373310448334893084710564 i + 66224127328467488064512 j + 1516314226740892390915280 k]
BICP | Distance=512 | [59 + 512 i + 8 j + 58 k] ^ 9 = [1201290802150422990630059 + 773700041694602733840512 i + 2005835740918758178292168 j + 1153178707194111740204458 k]
BICP | Distance=512 | [59 + 8 i + 512 j + 58 k] ^ 9 = [1201290802150422990630059 + 2005835740918758178292168 i + 773700041694602733840512 j + 1153178707194111740204458 k]
BICP | Distance=512 | [512 + 59 i + 58 j + 8 k] ^ 9 = [773700041694602733840512 + 1201290802150422990630059 i + 1153178707194111740204458 j + 2005835740918758178292168 k]
BICP | Distance=512 | [512 + 59 i + 80 j + 4 k] ^ 9 = [66224127328467488064512 + 581101857178791263148059 i + 1516314226740892390915280 j + 2373310448334893084710564 k]
BICP | Distance=512 | [60 + 0 i + 9 j + 512 k] ^ 7 = [8053828978370666460 + -833827642909470720 i + 1370006382830345559 j + 11876267023455744512 k]
BICP | Distance=512 | [512 + 60 i + 0 j + 12 k] ^ 7 = [6716127252171456512 + 7111472505396264960 i + -1017392904756264960 j + 1209590548171456512 k]
BICP | Distance=512 | [512 + 60 i + 0 j + 113 k] ^ 7 = [15513886404395904512 + 12696213625182047460 i + -11190548677997015040 j + 14639776815691986113 k]
BICP | Distance=512 | [512 + 60 i + 0 j + 137 k] ^ 7 = [20211020126683008512 + 15535546113013607460 i + -14514770506709544960 j + 19705011745411524137 k]
BICP | Distance=512 | [512 + 60 i + 0 j + 363 k] ^ 7 = [177110554629052800512 + 92038114775087987460 i + -92036885385903575040 j + 177113024416179621363 k]
BICP | Distance=512 | [512 + 60 i + 0 j + 387 k] ^ 7 = [215261948115914112512 + 108398204188582667460 i + -108398195368216104960 j + 215262933294162159387 k]
BICP | Distance=512 | [512 + 60 i + 0 j + 488 k] ^ 7 = [462426635621485248512 + 206228165489583144960 i + -206228161311056855040 j + 462426637786514751488 k]
BICP | Distance=512 | [512 + 60 i + 0 j + 512 k] ^ 7 = [547980151310633664512 + 237965920628409384960 i + -237965923427769384960 j + 547980151310633664512 k]
BICP | Distance=512 | [60 + 512 i + 6 j + 13 k] ^ 9 = [2159112803700010638410460 + 1287182780055023090808512 i + 624962656789821060557526 j + 132822225830388613033213 k]
BICP | Distance=512 | [60 + 6 i + 512 j + 13 k] ^ 9 = [2159112803700010638410460 + 624962656789821060557526 i + 1287182780055023090808512 j + 132822225830388613033213 k]
BICP | Distance=512 | [60 + 9 i + 0 j + 512 k] ^ 7 = [8053828978370666460 + 1370006382830345559 i + -833827642909470720 j + 11876267023455744512 k]
BICP | Distance=512 | [60 + 512 i + 12 j + 0 k] ^ 7 = [-7111472505396264960 + -6716127252171456512 i + -1209590548171456512 j + 1017392904756264960 k]
BICP | Distance=512 | [60 + 12 i + 512 j + 0 k] ^ 7 = [-7111472505396264960 + -1209590548171456512 i + -6716127252171456512 j + 1017392904756264960 k]
BICP | Distance=512 | [512 + 60 i + 13 j + 6 k] ^ 9 = [1287182780055023090808512 + 2159112803700010638410460 i + 132822225830388613033213 j + 624962656789821060557526 k]
BICP | Distance=512 | [60 + 512 i + 113 j + 0 k] ^ 7 = [-12696213625182047460 + -15513886404395904512 i + -14639776815691986113 j + 11190548677997015040 k]
BICP | Distance=512 | [60 + 113 i + 512 j + 0 k] ^ 7 = [-12696213625182047460 + -14639776815691986113 i + -15513886404395904512 j + 11190548677997015040 k]
BICP | Distance=512 | [60 + 512 i + 137 j + 0 k] ^ 7 = [-15535546113013607460 + -20211020126683008512 i + -19705011745411524137 j + 14514770506709544960 k]
BICP | Distance=512 | [60 + 137 i + 512 j + 0 k] ^ 7 = [-15535546113013607460 + -19705011745411524137 i + -20211020126683008512 j + 14514770506709544960 k]
BICP | Distance=512 | [60 + 512 i + 363 j + 0 k] ^ 7 = [-92038114775087987460 + -177110554629052800512 i + -177113024416179621363 j + 92036885385903575040 k]
BICP | Distance=512 | [60 + 363 i + 512 j + 0 k] ^ 7 = [-92038114775087987460 + -177113024416179621363 i + -177110554629052800512 j + 92036885385903575040 k]
BICP | Distance=512 | [60 + 512 i + 387 j + 0 k] ^ 7 = [-108398204188582667460 + -215261948115914112512 i + -215262933294162159387 j + 108398195368216104960 k]
BICP | Distance=512 | [60 + 387 i + 512 j + 0 k] ^ 7 = [-108398204188582667460 + -215262933294162159387 i + -215261948115914112512 j + 108398195368216104960 k]
BICP | Distance=512 | [60 + 512 i + 488 j + 0 k] ^ 7 = [-206228165489583144960 + -462426635621485248512 i + -462426637786514751488 j + 206228161311056855040 k]
BICP | Distance=512 | [60 + 488 i + 512 j + 0 k] ^ 7 = [-206228165489583144960 + -462426637786514751488 i + -462426635621485248512 j + 206228161311056855040 k]
BICP | Distance=512 | [60 + 512 i + 512 j + 0 k] ^ 7 = [-237965920628409384960 + -547980151310633664512 i + -547980151310633664512 j + 237965923427769384960 k]
BICP | Distance=512 | [60 + 512 i + 512 j + 0 k] ^ 7 = [-237965920628409384960 + -547980151310633664512 i + -547980151310633664512 j + 237965923427769384960 k]
BICP | Distance=512 | [62 + 4 i + 9 j + 512 k] ^ 3 = [49089662 + 1476644 i + 6418659 j + 139986512 k]
BICP | Distance=512 | [62 + 512 i + 5 j + 8 k] ^ 9 = [2253588607853439577040462 + 1218138403041806304048512 i + 423606720430437393855605 j + 21428842202516046356168 k]
BICP | Distance=512 | [62 + 5 i + 512 j + 8 k] ^ 9 = [2253588607853439577040462 + 423606720430437393855605 i + 1218138403041806304048512 j + 21428842202516046356168 k]
BICP | Distance=512 | [62 + 5 i + 40 j + 512 k] ^ 3 = [49309262 + -3652865 i + 30899240 j + 137700512 k]
BICP | Distance=512 | [512 + 62 i + 5 j + 84 k] ^ 9 = [3278251771558288135368512 + 4004568598728965865080462 i + -3475201841738892209621035 j + 3185604822305271197455284 k]
BICP | Distance=512 | [62 + 5 i + 90 j + 512 k] ^ 3 = [48868262 + -13273565 i + 70128690 j + 127809512 k]
BICP | Distance=512 | [62 + 5 i + 140 j + 512 k] ^ 3 = [47497262 + -22969265 i + 108008140 j + 110238512 k]
BICP | Distance=512 | [512 + 62 i + 8 j + 5 k] ^ 9 = [1218138403041806304048512 + 2253588607853439577040462 i + 21428842202516046356168 j + 423606720430437393855605 k]
BICP | Distance=512 | [62 + 512 i + 8 j + 55 k] ^ 9 = [1345348161557913823664462 + 764823250174963644144512 i + 1996958949399119088596168 j + 1009121347786620907170055 k]
BICP | Distance=512 | [62 + 8 i + 512 j + 55 k] ^ 9 = [1345348161557913823664462 + 1996958949399119088596168 i + 764823250174963644144512 j + 1009121347786620907170055 k]
BICP | Distance=512 | [62 + 9 i + 4 j + 512 k] ^ 3 = [49089662 + 6418659 i + 1476644 j + 139986512 k]
BICP | Distance=512 | [62 + 25 i + 50 j + 512 k] ^ 7 = [9028591924997943262 + -1217846967252706025 i + 4981919043668721650 j + 10685901165720599512 k]
BICP | Distance=512 | [62 + 40 i + 5 j + 512 k] ^ 3 = [49309262 + 30899240 i + -3652865 j + 137700512 k]
BICP | Distance=512 | [62 + 50 i + 25 j + 512 k] ^ 7 = [9028591924997943262 + 4981919043668721650 i + -1217846967252706025 j + 10685901165720599512 k]
BICP | Distance=512 | [512 + 62 i + 55 j + 8 k] ^ 9 = [764823250174963644144512 + 1345348161557913823664462 i + 1009121347786620907170055 j + 1996958949399119088596168 k]
BICP | Distance=512 | [62 + 512 i + 84 j + 5 k] ^ 9 = [4004568598728965865080462 + 3278251771558288135368512 i + 3185604822305271197455284 j + -3475201841738892209621035 k]
BICP | Distance=512 | [62 + 84 i + 512 j + 5 k] ^ 9 = [4004568598728965865080462 + 3185604822305271197455284 i + 3278251771558288135368512 j + -3475201841738892209621035 k]
BICP | Distance=512 | [62 + 90 i + 5 j + 512 k] ^ 3 = [48868262 + 70128690 i + -13273565 j + 127809512 k]
BICP | Distance=512 | [62 + 140 i + 5 j + 512 k] ^ 3 = [47497262 + 108008140 i + -22969265 j + 110238512 k]
BICP | Distance=512 | [63 + 0 i + 0 j + 512 k] ^ 7 = [8551225533629116863 + 0 i + 0 j + 12230179782532992512 k]
BICP | Distance=512 | [63 + 0 i + 2 j + 512 k] ^ 9 = [3063354307047374701863663 + -92667728031177259376640 i + 122395530293809561635122 j + 3804505429957676152320512 k]
BICP | Distance=512 | [63 + 0 i + 50 j + 512 k] ^ 7 = [7391198038942059363 + -4741092570516019200 i + 7432383540323824550 j + 10131847926634112512 k]
BICP | Distance=512 | [63 + 0 i + 100 j + 512 k] ^ 7 = [4041414682755886863 + -8593593143592038400 i + 12948889058556399100 j + 4201816902937472512 k]
BICP | Distance=512 | [63 + 2 i + 0 j + 512 k] ^ 9 = [3063354307047374701863663 + 122395530293809561635122 i + -92667728031177259376640 j + 3804505429957676152320512 k]
BICP | Distance=512 | [63 + 512 i + 3 j + 5 k] ^ 9 = [2296659815587776979477863 + 1173377415067469085639512 i + 262612855192562469062523 j + 13618265781307071797885 k]
BICP | Distance=512 | [63 + 3 i + 512 j + 5 k] ^ 9 = [2296659815587776979477863 + 262612855192562469062523 i + 1173377415067469085639512 j + 13618265781307071797885 k]
BICP | Distance=512 | [63 + 4 i + 6 j + 512 k] ^ 7 = [8567730966325055763 + 33091413123363724 i + 539042848216637346 j + 12208394643680858512 k]
BICP | Distance=512 | [63 + 4 i + 16 j + 512 k] ^ 3 = [49940463 + 93644 i + 11994416 j + 139920512 k]
BICP | Distance=512 | [512 + 63 i + 5 j + 3 k] ^ 9 = [1173377415067469085639512 + 2296659815587776979477863 i + 13618265781307071797885 j + 262612855192562469062523 k]
BICP | Distance=512 | [63 + 5 i + 5 j + 512 k] ^ 9 = [3071196263336029505995863 + 73989392808463332146045 i + 73989392808463332146045 j + 3799655869320067906113512 k]
BICP | Distance=512 | [512 + 63 i + 5 j + 41 k] ^ 9 = [1670347232431423701309512 + 2653578780906431279022663 i + -1450733886858451636184035 j + 1324008272771953726729841 k]
BICP | Distance=512 | [63 + 6 i + 4 j + 512 k] ^ 7 = [8567730966325055763 + 539042848216637346 i + 33091413123363724 j + 12208394643680858512 k]
BICP | Distance=512 | [63 + 512 i + 6 j + 10 k] ^ 9 = [2263369289837491842537663 + 1186113808546404955212512 i + 523893685281202924961526 j + 28565739692907408906010 k]
BICP | Distance=512 | [63 + 6 i + 512 j + 10 k] ^ 9 = [2263369289837491842537663 + 523893685281202924961526 i + 1186113808546404955212512 j + 28565739692907408906010 k]
BICP | Distance=512 | [63 + 6 i + 492 j + 512 k] ^ 9 = [34526331077302303565439663 + 11752127178877387933205526 i + 14255158631489951399364492 j + 43148679712554991668984512 k]
BICP | Distance=512 | [63 + 512 i + 6 j + 510 k] ^ 9 = [41385766299998360022489663 + 26345117393271680303268512 i + 6260454018166160121665526 j + 45463383074848321380702510 k]
BICP | Distance=512 | [63 + 6 i + 512 j + 510 k] ^ 9 = [41385766299998360022489663 + 6260454018166160121665526 i + 26345117393271680303268512 j + 45463383074848321380702510 k]
BICP | Distance=512 | [63 + 512 i + 8 j + 70 k] ^ 9 = [869944966180110357507663 + 411376431779121487536512 i + 2350405767794961245204168 j + 1206171779951403274002070 k]
BICP | Distance=512 | [63 + 8 i + 512 j + 70 k] ^ 9 = [869944966180110357507663 + 2350405767794961245204168 i + 411376431779121487536512 j + 1206171779951403274002070 k]
BICP | Distance=512 | [512 + 63 i + 10 j + 6 k] ^ 9 = [1186113808546404955212512 + 2263369289837491842537663 i + 28565739692907408906010 j + 523893685281202924961526 k]
BICP | Distance=512 | [63 + 16 i + 4 j + 512 k] ^ 3 = [49940463 + 11994416 i + 93644 j + 139920512 k]
BICP | Distance=512 | [63 + 512 i + 41 j + 5 k] ^ 9 = [2653578780906431279022663 + 1670347232431423701309512 i + 1324008272771953726729841 j + -1450733886858451636184035 k]
BICP | Distance=512 | [63 + 41 i + 512 j + 5 k] ^ 9 = [2653578780906431279022663 + 1324008272771953726729841 i + 1670347232431423701309512 j + -1450733886858451636184035 k]
BICP | Distance=512 | [63 + 50 i + 0 j + 512 k] ^ 7 = [7391198038942059363 + 7432383540323824550 i + -4741092570516019200 j + 10131847926634112512 k]
BICP | Distance=512 | [63 + 50 i + 50 j + 512 k] ^ 7 = [10310501547990261863 + 2177647957482180350 i + 2177647957482180350 j + 10470903768171847512 k]
BICP | Distance=512 | [512 + 63 i + 70 j + 8 k] ^ 9 = [411376431779121487536512 + 869944966180110357507663 i + 1206171779951403274002070 j + 2350405767794961245204168 k]
BICP | Distance=512 | [63 + 100 i + 0 j + 512 k] ^ 7 = [4041414682755886863 + 12948889058556399100 i + -8593593143592038400 j + 4201816902937472512 k]
BICP | Distance=512 | [63 + 492 i + 6 j + 512 k] ^ 9 = [34526331077302303565439663 + 14255158631489951399364492 i + 11752127178877387933205526 j + 43148679712554991668984512 k]
BICP | Distance=512 | [512 + 63 i + 510 j + 6 k] ^ 9 = [26345117393271680303268512 + 41385766299998360022489663 i + 45463383074848321380702510 j + 6260454018166160121665526 k]
BICP | Distance=512 | [512 + 65 i + 5 j + 13 k] ^ 9 = [1160742784949489459799512 + 2367043484670717456903065 i + -376962485455244754034435 j + 509068294101030745278613 k]
BICP | Distance=512 | [65 + 512 i + 13 j + 5 k] ^ 9 = [2367043484670717456903065 + 1160742784949489459799512 i + 509068294101030745278613 j + -376962485455244754034435 k]
BICP | Distance=512 | [65 + 13 i + 512 j + 5 k] ^ 9 = [2367043484670717456903065 + 509068294101030745278613 i + 1160742784949489459799512 j + -376962485455244754034435 k]
BICP | Distance=512 | [66 + 0 i + 1 j + 512 k] ^ 9 = [3250697627470839194180466 + -49011289041776405667840 i + 63100964876675827091281 j + 3948825735091521467904512 k]
BICP | Distance=512 | [66 + 512 i + 0 j + 5 k] ^ 3 = [-51612066 + -127488512 i + -1013760 j + -3866695 k]
BICP | Distance=512 | [66 + 0 i + 512 j + 5 k] ^ 3 = [-51612066 + -1013760 i + -127488512 j + -3866695 k]
BICP | Distance=512 | [512 + 66 i + 0 j + 5 k] ^ 7 = [6109116954213504512 + 7649572431031162566 i + -460931555946301440 j + 476228665809827705 k]
BICP | Distance=512 | [512 + 66 i + 0 j + 45 k] ^ 7 = [7361676600340608512 + 8577834407090734566 i + -4258406626134312960 j + 4482001391610399345 k]
BICP | Distance=512 | [512 + 66 i + 0 j + 55 k] ^ 7 = [8001401315564160512 + 9047392215750520566 i + -5272189435434915840 j + 5598638962126679755 k]
BICP | Distance=512 | [512 + 66 i + 0 j + 95 k] ^ 7 = [12029332849145472512 + 11940889192529236566 i + -9811408772886927360 j + 10942273312600251395 k]
BICP | Distance=512 | [66 + 1 i + 0 j + 512 k] ^ 9 = [3250697627470839194180466 + 63100964876675827091281 i + -49011289041776405667840 j + 3948825735091521467904512 k]
BICP | Distance=512 | [66 + 512 i + 3 j + 34 k] ^ 3 = [-51076566 + -125805512 i + -9203283 j + -25647734 k]
BICP | Distance=512 | [66 + 3 i + 512 j + 34 k] ^ 3 = [-51076566 + -9203283 i + -125805512 j + -25647734 k]
BICP | Distance=512 | [66 + 512 i + 3 j + 84 k] ^ 3 = [-49447566 + -116802512 i + -19287783 j + -63763884 k]
BICP | Distance=512 | [66 + 3 i + 512 j + 84 k] ^ 3 = [-49447566 + -19287783 i + -116802512 j + -63763884 k]
BICP | Distance=512 | [66 + 512 i + 3 j + 184 k] ^ 3 = [-43219566 + -75756512 i + -39321783 j + -135466184 k]
BICP | Distance=512 | [66 + 3 i + 512 j + 184 k] ^ 3 = [-43219566 + -39321783 i + -75756512 j + -135466184 k]
BICP | Distance=512 | [66 + 4 i + 5 j + 512 k] ^ 9 = [3255745165645078718252466 + 7109553790585374833764 i + 119221807709037607592885 j + 3943778196917281943832512 k]
BICP | Distance=512 | [512 + 66 i + 4 j + 13 k] ^ 3 = [127782512 + 51487566 i + 459644 j + 10866313 k]
BICP | Distance=512 | [66 + 512 i + 4 j + 45 k] ^ 9 = [1765516625862705290814066 + 723346774777170721176512 i + 1716187800886189851598564 j + 830304256300604163046845 k]
BICP | Distance=512 | [66 + 4 i + 512 j + 45 k] ^ 9 = [1765516625862705290814066 + 1716187800886189851598564 i + 723346774777170721176512 j + 830304256300604163046845 k]
BICP | Distance=512 | [512 + 66 i + 5 j + 0 k] ^ 3 = [127488512 + 51612066 i + 3866695 j + 1013760 k]
BICP | Distance=512 | [66 + 512 i + 5 j + 0 k] ^ 7 = [-7649572431031162566 + -6109116954213504512 i + -476228665809827705 j + 460931555946301440 k]
BICP | Distance=512 | [66 + 5 i + 512 j + 0 k] ^ 7 = [-7649572431031162566 + -476228665809827705 i + -6109116954213504512 j + 460931555946301440 k]
BICP | Distance=512 | [66 + 5 i + 4 j + 512 k] ^ 9 = [3255745165645078718252466 + 119221807709037607592885 i + 7109553790585374833764 j + 3943778196917281943832512 k]
BICP | Distance=512 | [66 + 512 i + 5 j + 20 k] ^ 3 = [-51235566 + -126990512 i + -7915985 j + -14447020 k]
BICP | Distance=512 | [66 + 5 i + 512 j + 20 k] ^ 3 = [-51235566 + -7915985 i + -126990512 j + -14447020 k]
BICP | Distance=512 | [66 + 512 i + 5 j + 70 k] ^ 3 = [-49576566 + -120177512 i + -17986085 j + -52783970 k]
BICP | Distance=512 | [66 + 5 i + 512 j + 70 k] ^ 3 = [-49576566 + -17986085 i + -120177512 j + -52783970 k]
BICP | Distance=512 | [66 + 512 i + 5 j + 488 k] ^ 9 = [36774045609352876562454066 + 27366178441376463144336512 i + -1303780873493606091185035 j + 33577049323681698913752488 k]
BICP | Distance=512 | [66 + 5 i + 512 j + 488 k] ^ 9 = [36774045609352876562454066 + -1303780873493606091185035 i + 27366178441376463144336512 j + 33577049323681698913752488 k]
BICP | Distance=512 | [66 + 5 i + 488 j + 512 k] ^ 9 = [34848461493841337442198066 + 12690808766558963811726965 i + 11262285052708016134104488 j + 43194950847752417984112512 k]
BICP | Distance=512 | [512 + 66 i + 6 j + 7 k] ^ 3 = [127563512 + 51490566 i + 3221586 j + 6629647 k]
BICP | Distance=512 | [66 + 512 i + 7 j + 6 k] ^ 3 = [-51490566 + -127563512 i + -6629647 j + -3221586 k]
BICP | Distance=512 | [66 + 7 i + 512 j + 6 k] ^ 3 = [-51490566 + -6629647 i + -127563512 j + -3221586 k]
BICP | Distance=512 | [66 + 512 i + 7 j + 16 k] ^ 7 = [-7404919472101328566 + -6068878681646648512 i + -2127812222332359227 j + -880328808010695216 k]
BICP | Distance=512 | [66 + 7 i + 512 j + 16 k] ^ 7 = [-7404919472101328566 + -2127812222332359227 i + -6068878681646648512 j + -880328808010695216 k]
BICP | Distance=512 | [66 + 512 i + 7 j + 66 k] ^ 7 = [-5152076790055519566 + -3925590143026335512 i + -6217528488922869727 j + -5152076790055519566 k]
BICP | Distance=512 | [66 + 7 i + 512 j + 66 k] ^ 7 = [-5152076790055519566 + -6217528488922869727 i + -3925590143026335512 j + -5152076790055519566 k]
BICP | Distance=512 | [66 + 512 i + 8 j + 9 k] ^ 7 = [-7541353809437727066 + -6149396511673380512 i + -1589050621207113128 j + -123386895883551459 k]
BICP | Distance=512 | [66 + 8 i + 512 j + 9 k] ^ 7 = [-7541353809437727066 + -1589050621207113128 i + -6149396511673380512 j + -123386895883551459 k]
BICP | Distance=512 | [66 + 512 i + 8 j + 67 k] ^ 9 = [1014002325587601190542066 + 420253223298760577232512 i + 2359282559314600334900168 j + 1062114420543912440967667 k]
BICP | Distance=512 | [66 + 8 i + 512 j + 67 k] ^ 9 = [1014002325587601190542066 + 2359282559314600334900168 i + 420253223298760577232512 j + 1062114420543912440967667 k]
BICP | Distance=512 | [512 + 66 i + 9 j + 8 k] ^ 7 = [6149396511673380512 + 7541353809437727066 i + 123386895883551459 j + 1589050621207113128 k]
BICP | Distance=512 | [66 + 512 i + 13 j + 4 k] ^ 3 = [-51487566 + -127782512 i + -10866313 j + -459644 k]
BICP | Distance=512 | [66 + 13 i + 512 j + 4 k] ^ 3 = [-51487566 + -10866313 i + -127782512 j + -459644 k]
BICP | Distance=512 | [512 + 66 i + 16 j + 7 k] ^ 7 = [6068878681646648512 + 7404919472101328566 i + 880328808010695216 j + 2127812222332359227 k]
BICP | Distance=512 | [512 + 66 i + 20 j + 5 k] ^ 3 = [126990512 + 51235566 i + 14447020 j + 7915985 k]
BICP | Distance=512 | [512 + 66 i + 34 j + 3 k] ^ 3 = [125805512 + 51076566 i + 25647734 j + 9203283 k]
BICP | Distance=512 | [66 + 512 i + 45 j + 0 k] ^ 7 = [-8577834407090734566 + -7361676600340608512 i + -4482001391610399345 j + 4258406626134312960 k]
BICP | Distance=512 | [66 + 45 i + 512 j + 0 k] ^ 7 = [-8577834407090734566 + -4482001391610399345 i + -7361676600340608512 j + 4258406626134312960 k]
BICP | Distance=512 | [512 + 66 i + 45 j + 4 k] ^ 9 = [723346774777170721176512 + 1765516625862705290814066 i + 830304256300604163046845 j + 1716187800886189851598564 k]
BICP | Distance=512 | [66 + 512 i + 55 j + 0 k] ^ 7 = [-9047392215750520566 + -8001401315564160512 i + -5598638962126679755 j + 5272189435434915840 k]
BICP | Distance=512 | [66 + 55 i + 512 j + 0 k] ^ 7 = [-9047392215750520566 + -5598638962126679755 i + -8001401315564160512 j + 5272189435434915840 k]
BICP | Distance=512 | [512 + 66 i + 66 j + 7 k] ^ 7 = [3925590143026335512 + 5152076790055519566 i + 5152076790055519566 j + 6217528488922869727 k]
BICP | Distance=512 | [512 + 66 i + 67 j + 8 k] ^ 9 = [420253223298760577232512 + 1014002325587601190542066 i + 1062114420543912440967667 j + 2359282559314600334900168 k]
BICP | Distance=512 | [512 + 66 i + 70 j + 5 k] ^ 3 = [120177512 + 49576566 i + 52783970 j + 17986085 k]
BICP | Distance=512 | [512 + 66 i + 84 j + 3 k] ^ 3 = [116802512 + 49447566 i + 63763884 j + 19287783 k]
BICP | Distance=512 | [66 + 512 i + 95 j + 0 k] ^ 7 = [-11940889192529236566 + -12029332849145472512 i + -10942273312600251395 j + 9811408772886927360 k]
BICP | Distance=512 | [66 + 95 i + 512 j + 0 k] ^ 7 = [-11940889192529236566 + -10942273312600251395 i + -12029332849145472512 j + 9811408772886927360 k]
BICP | Distance=512 | [512 + 66 i + 184 j + 3 k] ^ 3 = [75756512 + 43219566 i + 135466184 j + 39321783 k]
BICP | Distance=512 | [512 + 66 i + 488 j + 5 k] ^ 9 = [27366178441376463144336512 + 36774045609352876562454066 i + 33577049323681698913752488 j + -1303780873493606091185035 k]
BICP | Distance=512 | [66 + 488 i + 5 j + 512 k] ^ 9 = [34848461493841337442198066 + 11262285052708016134104488 i + 12690808766558963811726965 j + 43194950847752417984112512 k]
BICP | Distance=512 | [67 + 512 i + 8 j + 66 k] ^ 9 = [1062114420543912440967667 + 420253223298760577232512 i + 2359282559314600334900168 j + 1014002325587601190542066 k]
BICP | Distance=512 | [67 + 8 i + 512 j + 66 k] ^ 9 = [1062114420543912440967667 + 2359282559314600334900168 i + 420253223298760577232512 j + 1014002325587601190542066 k]
BICP | Distance=512 | [512 + 67 i + 66 j + 8 k] ^ 9 = [420253223298760577232512 + 1062114420543912440967667 i + 1014002325587601190542066 j + 2359282559314600334900168 k]
BICP | Distance=512 | [512 + 68 i + 32 j + 36 k] ^ 6 = [14803300600512512 + 11527336531591168 i + 1005976834834432 j + 10533278703681536 k]
BICP | Distance=512 | [512 + 68 i + 48 j + 24 k] ^ 6 = [12960911767744512 + 10490059536007168 i + 5205779809026048 j + 10257665864269824 k]
BICP | Distance=512 | [70 + 512 i + 0 j + 9 k] ^ 7 = [-7971949033746385870 + -5666531196983552512 i + -872356677700515840 j + -821085034248589059 k]
BICP | Distance=512 | [70 + 0 i + 512 j + 9 k] ^ 7 = [-7971949033746385870 + -872356677700515840 i + -5666531196983552512 j + -821085034248589059 k]
BICP | Distance=512 | [512 + 70 i + 0 j + 13 k] ^ 7 = [5817141905848448512 + 8093551465044128370 i + -1264266116545402880 j + 1192956157758192113 k]
BICP | Distance=512 | [70 + 512 i + 4 j + 41 k] ^ 9 = [1934522524290366409650070 + 654399403185741676008512 i + 1647240429294760806430564 j + 661298357872943044210841 k]
BICP | Distance=512 | [70 + 4 i + 512 j + 41 k] ^ 9 = [1934522524290366409650070 + 1647240429294760806430564 i + 654399403185741676008512 j + 661298357872943044210841 k]
BICP | Distance=512 | [70 + 5 i + 34 j + 512 k] ^ 3 = [55667470 + -3323165 i + 26121434 j + 140001512 k]
BICP | Distance=512 | [70 + 512 i + 5 j + 34 k] ^ 9 = [2080545566927021318108470 + 763276642119637454796512 i + 1422747672178905917732165 j + 501093281615573440856434 k]
BICP | Distance=512 | [70 + 5 i + 512 j + 34 k] ^ 9 = [2080545566927021318108470 + 1422747672178905917732165 i + 763276642119637454796512 j + 501093281615573440856434 k]
BICP | Distance=512 | [70 + 512 i + 5 j + 66 k] ^ 3 = [-52783970 + -120177512 i + -17986085 j + -49576566 k]
BICP | Distance=512 | [70 + 5 i + 512 j + 66 k] ^ 3 = [-52783970 + -17986085 i + -120177512 j + -49576566 k]
BICP | Distance=512 | [70 + 512 i + 8 j + 63 k] ^ 9 = [1206171779951403274002070 + 411376431779121487536512 i + 2350405767794961245204168 j + 869944966180110357507663 k]
BICP | Distance=512 | [70 + 8 i + 512 j + 63 k] ^ 9 = [1206171779951403274002070 + 2350405767794961245204168 i + 411376431779121487536512 j + 869944966180110357507663 k]
BICP | Distance=512 | [512 + 70 i + 9 j + 0 k] ^ 7 = [5666531196983552512 + 7971949033746385870 i + 821085034248589059 j + 872356677700515840 k]
BICP | Distance=512 | [70 + 512 i + 13 j + 0 k] ^ 7 = [-8093551465044128370 + -5817141905848448512 i + -1192956157758192113 j + 1264266116545402880 k]
BICP | Distance=512 | [70 + 13 i + 512 j + 0 k] ^ 7 = [-8093551465044128370 + -1192956157758192113 i + -5817141905848448512 j + 1264266116545402880 k]
BICP | Distance=512 | [70 + 34 i + 5 j + 512 k] ^ 3 = [55667470 + 26121434 i + -3323165 j + 140001512 k]
BICP | Distance=512 | [512 + 70 i + 34 j + 5 k] ^ 9 = [763276642119637454796512 + 2080545566927021318108470 i + 501093281615573440856434 j + 1422747672178905917732165 k]
BICP | Distance=512 | [512 + 70 i + 41 j + 4 k] ^ 9 = [654399403185741676008512 + 1934522524290366409650070 i + 661298357872943044210841 j + 1647240429294760806430564 k]
BICP | Distance=512 | [512 + 70 i + 63 j + 8 k] ^ 9 = [411376431779121487536512 + 1206171779951403274002070 i + 869944966180110357507663 j + 2350405767794961245204168 k]
BICP | Distance=512 | [512 + 70 i + 66 j + 5 k] ^ 3 = [120177512 + 52783970 i + 49576566 j + 17986085 k]
BICP | Distance=512 | [512 + 72 i + 92 j + 64 k] ^ 6 = [14926213941440512 + 1283228441116672 i + 8861068740001792 j + 20934477807960064 k]
BICP | Distance=512 | [73 + 512 i + 3 j + 23 k] ^ 9 = [2351102315168212091163073 + 712751656250430585267512 i + 999228322742677584654363 j + 317494887041222852881823 k]
BICP | Distance=512 | [73 + 3 i + 512 j + 23 k] ^ 9 = [2351102315168212091163073 + 999228322742677584654363 i + 712751656250430585267512 j + 317494887041222852881823 k]
BICP | Distance=512 | [73 + 512 i + 6 j + 52 k] ^ 9 = [1646645151486967869128473 + 451786338867651525384512 i + 2075399393130776805628566 j + 681921340897093562517652 k]
BICP | Distance=512 | [73 + 6 i + 512 j + 52 k] ^ 9 = [1646645151486967869128473 + 2075399393130776805628566 i + 451786338867651525384512 j + 681921340897093562517652 k]
BICP | Distance=512 | [512 + 73 i + 23 j + 3 k] ^ 9 = [712751656250430585267512 + 2351102315168212091163073 i + 317494887041222852881823 j + 999228322742677584654363 k]
BICP | Distance=512 | [512 + 73 i + 52 j + 6 k] ^ 9 = [451786338867651525384512 + 1646645151486967869128473 i + 681921340897093562517652 j + 2075399393130776805628566 k]
BICP | Distance=512 | [75 + 512 i + 0 j + 6 k] ^ 5 = [24645175519875 + 27670420224512 i + 1181873664000 j + 1796558647566 k]
BICP | Distance=512 | [75 + 0 i + 512 j + 6 k] ^ 5 = [24645175519875 + 1181873664000 i + 27670420224512 j + 1796558647566 k]
BICP | Distance=512 | [75 + 0 i + 6 j + 512 k] ^ 5 = [26856711769875 + -1233713664000 i + 2327375947566 j + 42763693824512 k]
BICP | Distance=512 | [512 + 75 i + 0 j + 8 k] ^ 5 = [27796005120512 + 24703737094875 i + -1576445952000 j + 2397463704488 k]
BICP | Distance=512 | [75 + 0 i + 16 j + 512 k] ^ 3 = [59346675 + -3686400 i + 12848816 j + 142464512 k]
BICP | Distance=512 | [75 + 0 i + 34 j + 512 k] ^ 7 = [9835607222545555575 + -3983001388441958400 i + 5590561072587024934 j + 12496095847781504512 k]
BICP | Distance=512 | [512 + 75 i + 0 j + 38 k] ^ 9 = [966808238472243211776512 + 3015701662161296413741275 i + -1682621880635792209305600 j + 753789938186387159317238 k]
BICP | Distance=512 | [75 + 0 i + 84 j + 512 k] ^ 9 = [1350076266317044607791275 + -4002225885180075467980800 i + 4679978747603974406541684 j + 1255717071504108384768512 k]
BICP | Distance=512 | [512 + 75 i + 6 j + 0 k] ^ 5 = [27670420224512 + 24645175519875 i + 1796558647566 j + 1181873664000 k]
BICP | Distance=512 | [75 + 6 i + 0 j + 512 k] ^ 5 = [26856711769875 + 2327375947566 i + -1233713664000 j + 42763693824512 k]
BICP | Distance=512 | [75 + 512 i + 8 j + 0 k] ^ 5 = [24703737094875 + 27796005120512 i + 2397463704488 j + -1576445952000 k]
BICP | Distance=512 | [75 + 8 i + 512 j + 0 k] ^ 5 = [24703737094875 + 2397463704488 i + 27796005120512 j + -1576445952000 k]
BICP | Distance=512 | [75 + 512 i + 8 j + 50 k] ^ 5 = [22247063751875 + 25137126920512 i + 12005491904488 j + 13149783986250 k]
BICP | Distance=512 | [75 + 8 i + 512 j + 50 k] ^ 5 = [22247063751875 + 12005491904488 i + 25137126920512 j + 13149783986250 k]
BICP | Distance=512 | [75 + 16 i + 0 j + 512 k] ^ 3 = [59346675 + 12848816 i + -3686400 j + 142464512 k]
BICP | Distance=512 | [75 + 16 i + 50 j + 512 k] ^ 3 = [61241775 + 1208816 i + 36315550 j + 138984512 k]
BICP | Distance=512 | [75 + 34 i + 0 j + 512 k] ^ 7 = [9835607222545555575 + 5590561072587024934 i + -3983001388441958400 j + 12496095847781504512 k]
BICP | Distance=512 | [75 + 512 i + 38 j + 0 k] ^ 9 = [3015701662161296413741275 + 966808238472243211776512 i + 753789938186387159317238 j + -1682621880635792209305600 k]
BICP | Distance=512 | [75 + 38 i + 512 j + 0 k] ^ 9 = [3015701662161296413741275 + 753789938186387159317238 i + 966808238472243211776512 j + -1682621880635792209305600 k]
BICP | Distance=512 | [75 + 512 i + 38 j + 50 k] ^ 9 = [1522008513246011857120875 + 1575683308312358650956512 i + 2689609039488849845137238 j + -325786777590322371394750 k]
BICP | Distance=512 | [75 + 38 i + 512 j + 50 k] ^ 9 = [1522008513246011857120875 + 2689609039488849845137238 i + 1575683308312358650956512 j + -325786777590322371394750 k]
BICP | Distance=512 | [512 + 75 i + 50 j + 8 k] ^ 5 = [25137126920512 + 22247063751875 i + 13149783986250 j + 12005491904488 k]
BICP | Distance=512 | [75 + 50 i + 16 j + 512 k] ^ 3 = [61241775 + 36315550 i + 1208816 j + 138984512 k]
BICP | Distance=512 | [512 + 75 i + 50 j + 38 k] ^ 9 = [1575683308312358650956512 + 1522008513246011857120875 i + -325786777590322371394750 j + 2689609039488849845137238 k]
BICP | Distance=512 | [75 + 50 i + 84 j + 512 k] ^ 9 = [4032870105371189693528475 + -1894750277170279187369950 i + 2284327788014241996741684 j + 3253988721924604093368512 k]
BICP | Distance=512 | [512 + 75 i + 75 j + 87 k] ^ 9 = [4581626761104987082905512 + 33699693157196044921875 i + 33699693157196044921875 j + 5345907659172461448139887 k]
BICP | Distance=512 | [75 + 84 i + 0 j + 512 k] ^ 9 = [1350076266317044607791275 + 4679978747603974406541684 i + -4002225885180075467980800 j + 1255717071504108384768512 k]
BICP | Distance=512 | [75 + 84 i + 50 j + 512 k] ^ 9 = [4032870105371189693528475 + 2284327788014241996741684 i + -1894750277170279187369950 j + 3253988721924604093368512 k]
BICP | Distance=512 | [75 + 512 i + 87 j + 75 k] ^ 9 = [33699693157196044921875 + 4581626761104987082905512 i + 5345907659172461448139887 j + 33699693157196044921875 k]
BICP | Distance=512 | [75 + 87 i + 512 j + 75 k] ^ 9 = [33699693157196044921875 + 5345907659172461448139887 i + 4581626761104987082905512 j + 33699693157196044921875 k]
BICP | Distance=512 | [77 + 512 i + 3 j + 27 k] ^ 9 = [2354618723967268715391077 + 524154119253969777699512 i + 1187825859739138392222363 j + 321011295840279477109827 k]
BICP | Distance=512 | [77 + 3 i + 512 j + 27 k] ^ 9 = [2354618723967268715391077 + 1187825859739138392222363 i + 524154119253969777699512 j + 321011295840279477109827 k]
BICP | Distance=512 | [512 + 77 i + 27 j + 3 k] ^ 9 = [524154119253969777699512 + 2354618723967268715391077 i + 321011295840279477109827 j + 1187825859739138392222363 k]
BICP | Distance=512 | [78 + 512 i + 3 j + 8 k] ^ 9 = [2596142736251833860714078 + 564608114652524483280512 i + 397106946140967436641363 j + 1430063762607427120328 k]
BICP | Distance=512 | [78 + 3 i + 512 j + 8 k] ^ 9 = [2596142736251833860714078 + 397106946140967436641363 i + 564608114652524483280512 j + 1430063762607427120328 k]
BICP | Distance=512 | [512 + 78 i + 8 j + 3 k] ^ 9 = [564608114652524483280512 + 2596142736251833860714078 i + 1430063762607427120328 j + 397106946140967436641363 k]
BICP | Distance=512 | [80 + 512 i + 0 j + 9 k] ^ 7 = [-8830163100583555280 + -4640680499700224512 i + -976954045137960960 j + -727924792944455559 k]
BICP | Distance=512 | [80 + 0 i + 512 j + 9 k] ^ 7 = [-8830163100583555280 + -976954045137960960 i + -4640680499700224512 j + -727924792944455559 k]
BICP | Distance=512 | [512 + 80 i + 0 j + 13 k] ^ 7 = [4780947596405120512 + 8967492827180975280 i + -1415922584767774720 j + 1058124913896832613 k]
BICP | Distance=512 | [80 + 512 i + 2 j + 8 k] ^ 9 = [2628969372160453840916480 + 471521783805684828864512 i + 383645542562525229711872 j + 33178459215099889338368 k]
BICP | Distance=512 | [80 + 2 i + 512 j + 8 k] ^ 9 = [2628969372160453840916480 + 383645542562525229711872 i + 471521783805684828864512 j + 33178459215099889338368 k]
BICP | Distance=512 | [80 + 512 i + 4 j + 59 k] ^ 9 = [1516314226740892390915280 + 66224127328467488064512 i + 2373310448334893084710564 j + 581101857178791263148059 k]
BICP | Distance=512 | [80 + 4 i + 512 j + 59 k] ^ 9 = [1516314226740892390915280 + 2373310448334893084710564 i + 66224127328467488064512 j + 581101857178791263148059 k]
BICP | Distance=512 | [80 + 512 i + 5 j + 184 k] ^ 3 = [-51456880 + -72864512 i + -48548285 j + -133726184 k]
BICP | Distance=512 | [80 + 5 i + 512 j + 184 k] ^ 3 = [-51456880 + -48548285 i + -72864512 j + -133726184 k]
BICP | Distance=512 | [512 + 80 i + 8 j + 2 k] ^ 9 = [471521783805684828864512 + 2628969372160453840916480 i + 33178459215099889338368 j + 383645542562525229711872 k]
BICP | Distance=512 | [80 + 512 i + 8 j + 37 k] ^ 9 = [2146336468433259624835280 + 439873968610018509696512 i + 1672009667834173954148168 j + 208133040911275105999237 k]
BICP | Distance=512 | [80 + 8 i + 512 j + 37 k] ^ 9 = [2146336468433259624835280 + 1672009667834173954148168 i + 439873968610018509696512 j + 208133040911275105999237 k]
BICP | Distance=512 | [512 + 80 i + 9 j + 0 k] ^ 7 = [4640680499700224512 + 8830163100583555280 i + 727924792944455559 j + 976954045137960960 k]
BICP | Distance=512 | [80 + 512 i + 13 j + 0 k] ^ 7 = [-8967492827180975280 + -4780947596405120512 i + -1058124913896832613 j + 1415922584767774720 k]
BICP | Distance=512 | [80 + 13 i + 512 j + 0 k] ^ 7 = [-8967492827180975280 + -1058124913896832613 i + -4780947596405120512 j + 1415922584767774720 k]
BICP | Distance=512 | [512 + 80 i + 37 j + 8 k] ^ 9 = [439873968610018509696512 + 2146336468433259624835280 i + 208133040911275105999237 j + 1672009667834173954148168 k]
BICP | Distance=512 | [512 + 80 i + 59 j + 4 k] ^ 9 = [66224127328467488064512 + 1516314226740892390915280 i + 581101857178791263148059 j + 2373310448334893084710564 k]
BICP | Distance=512 | [512 + 80 i + 184 j + 5 k] ^ 3 = [72864512 + 51456880 i + 133726184 j + 48548285 k]
BICP | Distance=512 | [83 + 512 i + 8 j + 34 k] ^ 9 = [2259627956237242683639683 + 343299745030862007504512 i + 1575435444255017451956168 j + 94841553107292047194834 k]
BICP | Distance=512 | [83 + 8 i + 512 j + 34 k] ^ 9 = [2259627956237242683639683 + 1575435444255017451956168 i + 343299745030862007504512 j + 94841553107292047194834 k]
BICP | Distance=512 | [512 + 83 i + 34 j + 8 k] ^ 9 = [343299745030862007504512 + 2259627956237242683639683 i + 94841553107292047194834 j + 1575435444255017451956168 k]
CPLX | Distance=512 | [512 + 84 i + 0 j + 0 k] ^ 9 = [291736223350572305088512 + 2709157003892272309469184 i + 0 j + 0 k]
CPLX | Distance=512 | [84 + 512 i + 0 j + 0 k] ^ 9 = [2709157003892272309469184 + 291736223350572305088512 i + 0 j + 0 k]
BICP | Distance=512 | [84 + 0 i + 512 j + 0 k] ^ 9 = [2709157003892272309469184 + 0 i + 291736223350572305088512 j + 0 k]
BICP | Distance=512 | [84 + 0 i + 7 j + 512 k] ^ 9 = [4482253323687528616970484 + -465484200285746656788480 i + 536247085395667831436167 j + 4959557790188505917952512 k]
BICP | Distance=512 | [512 + 84 i + 0 j + 25 k] ^ 9 = [388467213957701380608512 + 2917275360055953599421684 i + -1160116968788453187993600 j + 329473828392780649430425 k]
BICP | Distance=512 | [84 + 512 i + 0 j + 25 k] ^ 9 = [2503727234421196710141684 + 197548999351203629568512 i + 1117710729777360195993600 j + 300765275750246443430425 k]
BICP | Distance=512 | [84 + 0 i + 512 j + 25 k] ^ 9 = [2503727234421196710141684 + 1117710729777360195993600 i + 197548999351203629568512 j + 300765275750246443430425 k]
BICP | Distance=512 | [512 + 84 i + 0 j + 75 k] ^ 9 = [1255717071504108384768512 + 4679978747603974406541684 i + -4002225885180075467980800 j + 1350076266317044607791275 k]
BICP | Distance=512 | [512 + 84 i + 0 j + 125 k] ^ 9 = [3512887058406919193088512 + 8739681417004683620781684 i + -8514904111468645459968000 j + 3595664714193129044652125 k]
BICP | Distance=512 | [512 + 84 i + 0 j + 375 k] ^ 9 = [116781661319716694297088512 + 132876528063588653798781684 i + -132876597531045424379904000 j + 116781644479559407071456375 k]
BICP | Distance=512 | [84 + 512 i + 0 j + 375 k] ^ 9 = [9242767481968353710781684 + 16183989394854700313088512 i + -16702815931393423620096000 j + 737455192256461821456375 k]
BICP | Distance=512 | [84 + 0 i + 512 j + 375 k] ^ 9 = [9242767481968353710781684 + -16702815931393423620096000 i + 16183989394854700313088512 j + 737455192256461821456375 k]
BICP | Distance=512 | [84 + 512 i + 2 j + 4 k] ^ 7 = [-9174334578151817984 + -4245178175158592512 i + -605242298903051392 j + -80159815176877824 k]
BICP | Distance=512 | [84 + 2 i + 512 j + 4 k] ^ 7 = [-9174334578151817984 + -605242298903051392 i + -4245178175158592512 j + -80159815176877824 k]
BICP | Distance=512 | [84 + 512 i + 2 j + 9 k] ^ 3 = [-65392884 + -123270512 i + -3852482 j + -6370659 k]
BICP | Distance=512 | [84 + 2 i + 512 j + 9 k] ^ 3 = [-65392884 + -3852482 i + -123270512 j + -6370659 k]
BICP | Distance=512 | [84 + 512 i + 2 j + 84 k] ^ 3 = [-63174384 + -112632512 i + -23164232 j + -63174384 k]
BICP | Distance=512 | [84 + 2 i + 512 j + 84 k] ^ 3 = [-63174384 + -23164232 i + -112632512 j + -63174384 k]
BICP | Distance=512 | [84 + 512 i + 2 j + 184 k] ^ 3 = [-55806384 + -71568512 i + -48808232 j + -134065184 k]
BICP | Distance=512 | [84 + 2 i + 512 j + 184 k] ^ 3 = [-55806384 + -48808232 i + -71568512 j + -134065184 k]
BICP | Distance=512 | [84 + 512 i + 3 j + 6 k] ^ 7 = [-9154883397182531484 + -4248503889695226512 i + -907484349526484943 j + -120432539988371346 k]
BICP | Distance=512 | [84 + 3 i + 512 j + 6 k] ^ 7 = [-9154883397182531484 + -907484349526484943 i + -4248503889695226512 j + -120432539988371346 k]
BICP | Distance=512 | [84 + 512 i + 3 j + 16 k] ^ 3 = [-65257884 + -123024512 i + -6422283 j + -11466416 k]
BICP | Distance=512 | [84 + 3 i + 512 j + 16 k] ^ 3 = [-65257884 + -6422283 i + -123024512 j + -11466416 k]
BICP | Distance=512 | [84 + 512 i + 3 j + 66 k] ^ 3 = [-63763884 + -116802512 i + -19287783 j + -49447566 k]
BICP | Distance=512 | [84 + 3 i + 512 j + 66 k] ^ 3 = [-63763884 + -19287783 i + -116802512 j + -49447566 k]
BICP | Distance=512 | [512 + 84 i + 4 j + 2 k] ^ 7 = [4245178175158592512 + 9174334578151817984 i + 80159815176877824 j + 605242298903051392 k]
BICP | Distance=512 | [512 + 84 i + 4 j + 7 k] ^ 3 = [123444512 + 65389884 i + 1255244 j + 6389047 k]
BICP | Distance=512 | [84 + 5 i + 62 j + 512 k] ^ 9 = [3185604822305271197455284 + -3475201841738892209621035 i + 4004568598728965865080462 j + 3278251771558288135368512 k]
BICP | Distance=512 | [512 + 84 i + 6 j + 3 k] ^ 7 = [4248503889695226512 + 9154883397182531484 i + 120432539988371346 j + 907484349526484943 k]
BICP | Distance=512 | [84 + 7 i + 0 j + 512 k] ^ 9 = [4482253323687528616970484 + 536247085395667831436167 i + -465484200285746656788480 j + 4959557790188505917952512 k]
BICP | Distance=512 | [84 + 512 i + 7 j + 4 k] ^ 3 = [-65389884 + -123444512 i + -6389047 j + -1255244 k]
BICP | Distance=512 | [84 + 7 i + 512 j + 4 k] ^ 3 = [-65389884 + -6389047 i + -123444512 j + -1255244 k]
BICP | Distance=512 | [84 + 512 i + 7 j + 34 k] ^ 7 = [-8303484653514135484 + -3916693375117670512 i + -4279997528861337227 j + -1778893989423502134 k]
BICP | Distance=512 | [84 + 7 i + 512 j + 34 k] ^ 7 = [-8303484653514135484 + -4279997528861337227 i + -3916693375117670512 j + -1778893989423502134 k]
BICP | Distance=512 | [84 + 512 i + 7 j + 84 k] ^ 7 = [-4712448034978601484 + -1281795888107868512 i + -8861322743841336727 j + -4712448034978601484 k]
BICP | Distance=512 | [84 + 7 i + 512 j + 84 k] ^ 7 = [-4712448034978601484 + -8861322743841336727 i + -1281795888107868512 j + -4712448034978601484 k]
BICP | Distance=512 | [84 + 512 i + 8 j + 16 k] ^ 7 = [-8941209461950889984 + -4284805634083520512 i + -2408842019308208128 j + -326802083242377216 k]
BICP | Distance=512 | [84 + 8 i + 512 j + 16 k] ^ 7 = [-8941209461950889984 + -2408842019308208128 i + -4284805634083520512 j + -326802083242377216 k]
BICP | Distance=512 | [84 + 512 i + 8 j + 33 k] ^ 9 = [2295571625824102665655284 + 308663261296324087776512 i + 1540798960520479532228168 j + 58897883520432065179233 k]
BICP | Distance=512 | [84 + 8 i + 512 j + 33 k] ^ 9 = [2295571625824102665655284 + 1540798960520479532228168 i + 308663261296324087776512 j + 58897883520432065179233 k]
BICP | Distance=512 | [512 + 84 i + 9 j + 2 k] ^ 3 = [123270512 + 65392884 i + 6370659 j + 3852482 k]
BICP | Distance=512 | [512 + 84 i + 16 j + 3 k] ^ 3 = [123024512 + 65257884 i + 11466416 j + 6422283 k]
BICP | Distance=512 | [512 + 84 i + 16 j + 8 k] ^ 7 = [4284805634083520512 + 8941209461950889984 i + 326802083242377216 j + 2408842019308208128 k]
BICP | Distance=512 | [84 + 16 i + 487 j + 512 k] ^ 7 = [-28986757505443473484 + 66897310179591638416 i + -79003476013922320487 j + 24471571499731888512 k]
BICP | Distance=512 | [512 + 84 i + 25 j + 0 k] ^ 9 = [197548999351203629568512 + 2503727234421196710141684 i + 300765275750246443430425 j + 1117710729777360195993600 k]
BICP | Distance=512 | [84 + 512 i + 25 j + 0 k] ^ 9 = [2917275360055953599421684 + 388467213957701380608512 i + 329473828392780649430425 j + -1160116968788453187993600 k]
BICP | Distance=512 | [84 + 25 i + 512 j + 0 k] ^ 9 = [2917275360055953599421684 + 329473828392780649430425 i + 388467213957701380608512 j + -1160116968788453187993600 k]
BICP | Distance=512 | [84 + 512 i + 25 j + 50 k] ^ 9 = [1728173120698294793781684 + 791645938812730082088512 i + 2393330121585234086667625 j + -309132430390759380382750 k]
BICP | Distance=512 | [84 + 25 i + 512 j + 50 k] ^ 9 = [1728173120698294793781684 + 2393330121585234086667625 i + 791645938812730082088512 j + -309132430390759380382750 k]
BICP | Distance=512 | [512 + 84 i + 33 j + 8 k] ^ 9 = [308663261296324087776512 + 2295571625824102665655284 i + 58897883520432065179233 j + 1540798960520479532228168 k]
BICP | Distance=512 | [512 + 84 i + 34 j + 7 k] ^ 7 = [3916693375117670512 + 8303484653514135484 i + 1778893989423502134 j + 4279997528861337227 k]
BICP | Distance=512 | [512 + 84 i + 50 j + 25 k] ^ 9 = [791645938812730082088512 + 1728173120698294793781684 i + -309132430390759380382750 j + 2393330121585234086667625 k]
BICP | Distance=512 | [512 + 84 i + 50 j + 75 k] ^ 9 = [3253988721924604093368512 + 2284327788014241996741684 i + -1894750277170279187369950 j + 4032870105371189693528475 k]
BICP | Distance=512 | [512 + 84 i + 50 j + 175 k] ^ 9 = [15501953315798233728408512 + 7404708812276553024021684 i + -7433083949136409038344350 j + 15606705115743544335750175 k]
BICP | Distance=512 | [512 + 84 i + 50 j + 425 k] ^ 9 = [265238277031043915888808512 + 89794307251345618216821684 i + -89794276521427761088280350 j + 265238337487411190827554425 k]
BICP | Distance=512 | [84 + 62 i + 5 j + 512 k] ^ 9 = [3185604822305271197455284 + 4004568598728965865080462 i + -3475201841738892209621035 j + 3278251771558288135368512 k]
BICP | Distance=512 | [512 + 84 i + 66 j + 3 k] ^ 3 = [116802512 + 63763884 i + 49447566 j + 19287783 k]
BICP | Distance=512 | [84 + 512 i + 75 j + 0 k] ^ 9 = [4679978747603974406541684 + 1255717071504108384768512 i + 1350076266317044607791275 j + -4002225885180075467980800 k]
BICP | Distance=512 | [84 + 75 i + 512 j + 0 k] ^ 9 = [4679978747603974406541684 + 1350076266317044607791275 i + 1255717071504108384768512 j + -4002225885180075467980800 k]
BICP | Distance=512 | [84 + 512 i + 75 j + 50 k] ^ 9 = [2284327788014241996741684 + 3253988721924604093368512 i + 4032870105371189693528475 j + -1894750277170279187369950 k]
BICP | Distance=512 | [84 + 75 i + 512 j + 50 k] ^ 9 = [2284327788014241996741684 + 4032870105371189693528475 i + 3253988721924604093368512 j + -1894750277170279187369950 k]
BICP | Distance=512 | [512 + 84 i + 84 j + 2 k] ^ 3 = [112632512 + 63174384 i + 63174384 j + 23164232 k]
BICP | Distance=512 | [512 + 84 i + 84 j + 7 k] ^ 7 = [1281795888107868512 + 4712448034978601484 i + 4712448034978601484 j + 8861322743841336727 k]
BICP | Distance=512 | [84 + 512 i + 125 j + 0 k] ^ 9 = [8739681417004683620781684 + 3512887058406919193088512 i + 3595664714193129044652125 j + -8514904111468645459968000 k]
BICP | Distance=512 | [84 + 125 i + 512 j + 0 k] ^ 9 = [8739681417004683620781684 + 3595664714193129044652125 i + 3512887058406919193088512 j + -8514904111468645459968000 k]
BICP | Distance=512 | [84 + 512 i + 125 j + 500 k] ^ 9 = [48296223786831343160781684 + 2977000247646964163088512 i + 37540720971012667759524125 j + -26881156784090585218859500 k]
BICP | Distance=512 | [84 + 125 i + 512 j + 500 k] ^ 9 = [48296223786831343160781684 + 37540720971012667759524125 i + 2977000247646964163088512 j + -26881156784090585218859500 k]
BICP | Distance=512 | [84 + 512 i + 175 j + 50 k] ^ 9 = [7404708812276553024021684 + 15501953315798233728408512 i + 15606705115743544335750175 j + -7433083949136409038344350 k]
BICP | Distance=512 | [84 + 175 i + 512 j + 50 k] ^ 9 = [7404708812276553024021684 + 15606705115743544335750175 i + 15501953315798233728408512 j + -7433083949136409038344350 k]
BICP | Distance=512 | [512 + 84 i + 184 j + 2 k] ^ 3 = [71568512 + 55806384 i + 134065184 j + 48808232 k]
BICP | Distance=512 | [512 + 84 i + 375 j + 0 k] ^ 9 = [16183989394854700313088512 + 9242767481968353710781684 i + 737455192256461821456375 j + -16702815931393423620096000 k]
BICP | Distance=512 | [84 + 512 i + 375 j + 0 k] ^ 9 = [132876528063588653798781684 + 116781661319716694297088512 i + 116781644479559407071456375 j + -132876597531045424379904000 k]
BICP | Distance=512 | [84 + 375 i + 512 j + 0 k] ^ 9 = [132876528063588653798781684 + 116781644479559407071456375 i + 116781661319716694297088512 j + -132876597531045424379904000 k]
BICP | Distance=512 | [84 + 512 i + 425 j + 50 k] ^ 9 = [89794307251345618216821684 + 265238277031043915888808512 i + 265238337487411190827554425 j + -89794276521427761088280350 k]
BICP | Distance=512 | [84 + 425 i + 512 j + 50 k] ^ 9 = [89794307251345618216821684 + 265238337487411190827554425 i + 265238277031043915888808512 j + -89794276521427761088280350 k]
BICP | Distance=512 | [84 + 487 i + 16 j + 512 k] ^ 7 = [-28986757505443473484 + -79003476013922320487 i + 66897310179591638416 j + 24471571499731888512 k]
BICP | Distance=512 | [512 + 84 i + 500 j + 125 k] ^ 9 = [2977000247646964163088512 + 48296223786831343160781684 i + -26881156784090585218859500 j + 37540720971012667759524125 k]
BICP | Distance=512 | [85 + 512 i + 6 j + 488 k] ^ 9 = [47112520761567175350879685 + 20718851703332906701392512 i + 634188328227386519789526 j + 39736628613279506052312488 k]
BICP | Distance=512 | [85 + 6 i + 512 j + 488 k] ^ 9 = [47112520761567175350879685 + 634188328227386519789526 i + 20718851703332906701392512 j + 39736628613279506052312488 k]
BICP | Distance=512 | [85 + 6 i + 488 j + 512 k] ^ 9 = [44005322485679872960287685 + 18502878999418280413805526 i + 2888183369062496856792488 j + 46841677296865394835888512 k]
BICP | Distance=512 | [512 + 85 i + 488 j + 6 k] ^ 9 = [20718851703332906701392512 + 47112520761567175350879685 i + 39736628613279506052312488 j + 634188328227386519789526 k]
BICP | Distance=512 | [85 + 488 i + 6 j + 512 k] ^ 9 = [44005322485679872960287685 + 2888183369062496856792488 i + 18502878999418280413805526 j + 46841677296865394835888512 k]
BICP | Distance=512 | [87 + 0 i + 0 j + 512 k] ^ 9 = [4737578786034033713764887 + 0 i + 0 j + 5189955634243414817280512 k]
BICP | Distance=512 | [87 + 0 i + 50 j + 512 k] ^ 9 = [3630006438681079190434887 + -3279869866894989317529600 i + 3698260572163849180810850 j + 3867796226648761075200512 k]
BICP | Distance=512 | [87 + 0 i + 500 j + 512 k] ^ 9 = [52933046379220855130764887 + 12505218665319152584704000 i + 10023380773844055423108500 j + 54224474393201720609280512 k]
BICP | Distance=512 | [87 + 5 i + 5 j + 512 k] ^ 9 = [4742078169113613948139887 + 47651426242342736328125 i + 47651426242342736328125 j + 5185456251163834582905512 k]
BICP | Distance=512 | [87 + 25 i + 25 j + 512 k] ^ 9 = [4844872316154883323139887 + 209195352634429931640625 i + 209195352634429931640625 j + 5082662104122565207905512 k]
BICP | Distance=512 | [87 + 50 i + 0 j + 512 k] ^ 9 = [3630006438681079190434887 + 3698260572163849180810850 i + -3279869866894989317529600 j + 3867796226648761075200512 k]
BICP | Distance=512 | [87 + 50 i + 50 j + 512 k] ^ 9 = [5104240864281104026264887 + 251712252510070800781250 i + 251712252510070800781250 j + 4823293555996344504780512 k]
BICP | Distance=512 | [87 + 50 i + 100 j + 512 k] ^ 9 = [4131041781698657315434887 + -3455365526372223204248350 i + 3522764912686615294092100 j + 3366760883631182950200512 k]
BICP | Distance=512 | [87 + 75 i + 75 j + 512 k] ^ 9 = [5345907659172461448139887 + 33699693157196044921875 i + 33699693157196044921875 j + 4581626761104987082905512 k]
BICP | Distance=512 | [87 + 100 i + 50 j + 512 k] ^ 9 = [4131041781698657315434887 + 3522764912686615294092100 i + -3455365526372223204248350 j + 3366760883631182950200512 k]
BICP | Distance=512 | [87 + 250 i + 250 j + 512 k] ^ 9 = [4318053203148291526264887 + 11264299719581604003906250 i + 11264299719581604003906250 j + 5609481217129157004780512 k]
BICP | Distance=512 | [87 + 500 i + 0 j + 512 k] ^ 9 = [52933046379220855130764887 + 10023380773844055423108500 i + 12505218665319152584704000 j + 54224474393201720609280512 k]
BICP | Distance=512 | [88 + 0 i + 0 j + 512 k] ^ 3 = [69887488 + 0 i + 0 j + 146112512 k]
BICP | Distance=512 | [88 + 0 i + 0 j + 512 k] ^ 8 = [8920352137062266175488 + 0 i + 0 j + 7875807862937733824512 k]
BICP | Distance=512 | [512 + 88 i + 0 j + 1 k] ^ 9 = [107298775039408925184512 + 2754555019084844351851288 i + -46711684154155179540480 j + 9912909320623157518081 k]
BICP | Distance=512 | [88 + 512 i + 1 j + 0 k] ^ 9 = [2754555019084844351851288 + 107298775039408925184512 i + 9912909320623157518081 j + -46711684154155179540480 k]
BICP | Distance=512 | [88 + 1 i + 512 j + 0 k] ^ 9 = [2754555019084844351851288 + 9912909320623157518081 i + 107298775039408925184512 j + -46711684154155179540480 k]
BICP | Distance=512 | [88 + 512 i + 8 j + 45 k] ^ 9 = [2007160086826749075172888 + 86427150214176353088512 i + 2025456486230016110756168 j + 68956659304764556336845 k]
BICP | Distance=512 | [88 + 8 i + 512 j + 45 k] ^ 9 = [2007160086826749075172888 + 2025456486230016110756168 i + 86427150214176353088512 j + 68956659304764556336845 k]
BICP | Distance=512 | [512 + 88 i + 12 j + 6 k] ^ 6 = [10274555967688512 + 16567824743468288 i + 773776885197312 j + 2940372078713856 k]
BICP | Distance=512 | [88 + 25 i + 300 j + 512 k] ^ 3 = [69002488 + -67624825 i + 208578300 j + 10872512 k]
BICP | Distance=512 | [512 + 88 i + 28 j + 24 k] ^ 6 = [11007533088960512 + 15479912147468288 i + 215927197564928 j + 8304287185485824 k]
BICP | Distance=512 | [512 + 88 i + 45 j + 8 k] ^ 9 = [86427150214176353088512 + 2007160086826749075172888 i + 68956659304764556336845 j + 2025456486230016110756168 k]
BICP | Distance=512 | [512 + 88 i + 52 j + 36 k] ^ 6 = [11586673371840512 + 12641302106636288 i + 2119942409879552 j + 13749905932353536 k]
BICP | Distance=512 | [88 + 187 i + 188 j + 512 k] ^ 7 = [10745913742480963288 + -8886408386073141187 i + -8559820922065581188 j + 17246053305079032512 k]
BICP | Distance=512 | [88 + 188 i + 187 j + 512 k] ^ 7 = [10745913742480963288 + -8559820922065581188 i + -8886408386073141187 j + 17246053305079032512 k]
BICP | Distance=512 | [88 + 300 i + 25 j + 512 k] ^ 3 = [69002488 + 208578300 i + -67624825 j + 10872512 k]
BICP | Distance=512 | [89 + 3 i + 3 j + 512 k] ^ 9 = [4899718635526114154557889 + 27622987543821150754443 i + 27622987543821150754443 j + 5330154502991993602407512 k]
BICP | Distance=512 | [90 + 0 i + 9 j + 512 k] ^ 7 = [13079157346853274690 + -1320128678137006080 i + 1675127347120246059 j + 15439755997225728512 k]
BICP | Distance=512 | [512 + 90 i + 5 j + 62 k] ^ 3 = [127809512 + 70128690 i + -13273565 j + 48868262 k]
BICP | Distance=512 | [90 + 9 i + 0 j + 512 k] ^ 7 = [13079157346853274690 + 1675127347120246059 i + -1320128678137006080 j + 15439755997225728512 k]
BICP | Distance=512 | [90 + 512 i + 62 j + 5 k] ^ 3 = [-70128690 + -127809512 i + -48868262 j + 13273565 k]
BICP | Distance=512 | [90 + 62 i + 512 j + 5 k] ^ 3 = [-70128690 + -48868262 i + -127809512 j + 13273565 k]
BICP | Distance=512 | [91 + 512 i + 5 j + 455 k] ^ 9 = [37408084489444035955278691 + 21305275700294800640295512 i + -9622016245505811520528435 j + 26255504072480342233665455 k]
BICP | Distance=512 | [91 + 5 i + 512 j + 455 k] ^ 9 = [37408084489444035955278691 + -9622016245505811520528435 i + 21305275700294800640295512 j + 26255504072480342233665455 k]
BICP | Distance=512 | [512 + 91 i + 455 j + 5 k] ^ 9 = [21305275700294800640295512 + 37408084489444035955278691 i + 26255504072480342233665455 j + -9622016245505811520528435 k]
BICP | Distance=512 | [512 + 92 i + 72 j + 64 k] ^ 6 = [14926213941440512 + 8861068740001792 i + 1283228441116672 j + 20934477807960064 k]
BICP | Distance=512 | [95 + 0 i + 66 j + 512 k] ^ 7 = [10942273312600251395 + -9811408772886927360 i + 11940889192529236566 j + 12029332849145472512 k]
BICP | Distance=512 | [95 + 66 i + 0 j + 512 k] ^ 7 = [10942273312600251395 + 11940889192529236566 i + -9811408772886927360 j + 12029332849145472512 k]
BICP | Distance=512 | [98 + 512 i + 1 j + 52 k] ^ 7 = [-8344558179677957398 + -1375591893486426512 i + -6416964455745323341 j + -2710420163649706652 k]
BICP | Distance=512 | [98 + 1 i + 512 j + 52 k] ^ 7 = [-8344558179677957398 + -6416964455745323341 i + -1375591893486426512 j + -2710420163649706652 k]
BICP | Distance=512 | [512 + 98 i + 52 j + 1 k] ^ 7 = [1375591893486426512 + 8344558179677957398 i + 2710420163649706652 j + 6416964455745323341 k]
BICP | Distance=512 | [512 + 100 i + 0 j + 63 k] ^ 7 = [4201816902937472512 + 12948889058556399100 i + -8593593143592038400 j + 4041414682755886863 k]
BICP | Distance=512 | [100 + 5 i + 6 j + 512 k] ^ 5 = [37032327574100 + 440522489325 i + 1141934783566 j + 48818703476512 k]
BICP | Distance=512 | [100 + 6 i + 5 j + 512 k] ^ 5 = [37032327574100 + 1141934783566 i + 440522489325 j + 48818703476512 k]
BICP | Distance=512 | [512 + 100 i + 16 j + 25 k] ^ 3 = [119664512 + 76525100 i + 4448816 j + 23822425 k]
BICP | Distance=512 | [100 + 512 i + 25 j + 16 k] ^ 3 = [-76525100 + -119664512 i + -23822425 j + -4448816 k]
BICP | Distance=512 | [100 + 25 i + 512 j + 16 k] ^ 3 = [-76525100 + -23822425 i + -119664512 j + -4448816 k]
BICP | Distance=512 | [512 + 100 i + 50 j + 87 k] ^ 9 = [3366760883631182950200512 + 3522764912686615294092100 i + -3455365526372223204248350 j + 4131041781698657315434887 k]
BICP | Distance=512 | [100 + 512 i + 63 j + 0 k] ^ 7 = [-12948889058556399100 + -4201816902937472512 i + -4041414682755886863 j + 8593593143592038400 k]
BICP | Distance=512 | [100 + 63 i + 512 j + 0 k] ^ 7 = [-12948889058556399100 + -4041414682755886863 i + -4201816902937472512 j + 8593593143592038400 k]
BICP | Distance=512 | [100 + 512 i + 87 j + 50 k] ^ 9 = [3522764912686615294092100 + 3366760883631182950200512 i + 4131041781698657315434887 j + -3455365526372223204248350 k]
BICP | Distance=512 | [100 + 87 i + 512 j + 50 k] ^ 9 = [3522764912686615294092100 + 4131041781698657315434887 i + 3366760883631182950200512 j + -3455365526372223204248350 k]
BICP | Distance=512 | [113 + 0 i + 0 j + 512 k] ^ 6 = [31819793748894113 + 0 i + 0 j + 27784851026496512 k]
BICP | Distance=512 | [113 + 0 i + 40 j + 512 k] ^ 7 = [16397288403131132113 + -7637495030412943360 i + 8710848467856431640 j + 17673125958363008512 k]
BICP | Distance=512 | [113 + 0 i + 60 j + 512 k] ^ 7 = [14639776815691986113 + -11190548677997015040 i + 12696213625182047460 j + 15513886404395904512 k]
BICP | Distance=512 | [512 + 113 i + 5 j + 191 k] ^ 9 = [4569233631921605705397512 + 22829343060481505284131113 i + -22831187758721173268528035 j + 4633217610928206111219191 k]
BICP | Distance=512 | [512 + 113 i + 5 j + 441 k] ^ 9 = [180985560854470829629251512 + 291784156358860603162299113 i + -291784153474972765292600035 j + 180985578434582238119757441 k]
BICP | Distance=512 | [113 + 512 i + 5 j + 441 k] ^ 9 = [40799432524952320147539113 + 16553710252081994764851512 i + -12116249062788074470670035 j + 29551662408082255328667441 k]
BICP | Distance=512 | [113 + 5 i + 512 j + 441 k] ^ 9 = [40799432524952320147539113 + -12116249062788074470670035 i + 16553710252081994764851512 j + 29551662408082255328667441 k]
BICP | Distance=512 | [113 + 40 i + 0 j + 512 k] ^ 7 = [16397288403131132113 + 8710848467856431640 i + -7637495030412943360 j + 17673125958363008512 k]
BICP | Distance=512 | [113 + 60 i + 0 j + 512 k] ^ 7 = [14639776815691986113 + 12696213625182047460 i + -11190548677997015040 j + 15513886404395904512 k]
BICP | Distance=512 | [113 + 512 i + 191 j + 5 k] ^ 9 = [22829343060481505284131113 + 4569233631921605705397512 i + 4633217610928206111219191 j + -22831187758721173268528035 k]
BICP | Distance=512 | [113 + 191 i + 512 j + 5 k] ^ 9 = [22829343060481505284131113 + 4633217610928206111219191 i + 4569233631921605705397512 j + -22831187758721173268528035 k]
BICP | Distance=512 | [113 + 200 i + 200 j + 512 k] ^ 6 = [29924435667694113 + 16261121277601200 i + 16261121277601200 j + 29680209107696512 k]
BICP | Distance=512 | [512 + 113 i + 441 j + 5 k] ^ 9 = [16553710252081994764851512 + 40799432524952320147539113 i + 29551662408082255328667441 j + -12116249062788074470670035 k]
BICP | Distance=512 | [113 + 512 i + 441 j + 5 k] ^ 9 = [291784156358860603162299113 + 180985560854470829629251512 i + 180985578434582238119757441 j + -291784153474972765292600035 k]
BICP | Distance=512 | [113 + 441 i + 512 j + 5 k] ^ 9 = [291784156358860603162299113 + 180985578434582238119757441 i + 180985560854470829629251512 j + -291784153474972765292600035 k]
BICP | Distance=512 | [125 + 512 i + 0 j + 6 k] ^ 5 = [37825505033125 + 14798177024512 i + 1892989440000 j + 1331096047566 k]
BICP | Distance=512 | [125 + 0 i + 512 j + 6 k] ^ 5 = [37825505033125 + 1892989440000 i + 14798177024512 j + 1331096047566 k]
BICP | Distance=512 | [125 + 0 i + 6 j + 512 k] ^ 5 = [48064098783125 + -2132989440000 i + 2805588547566 j + 56723937024512 k]
BICP | Distance=512 | [512 + 125 i + 0 j + 8 k] ^ 5 = [14908401920512 + 37921857658125 i + -2525009920000 j + 1776766904488 k]
BICP | Distance=512 | [125 + 0 i + 16 j + 512 k] ^ 3 = [100161125 + -6144000 i + 13328816 j + 157824512 k]
BICP | Distance=512 | [125 + 0 i + 84 j + 512 k] ^ 9 = [3595664714193129044652125 + -8514904111468645459968000 i + 8739681417004683620781684 j + 3512887058406919193088512 k]
BICP | Distance=512 | [512 + 125 i + 6 j + 0 k] ^ 5 = [14798177024512 + 37825505033125 i + 1331096047566 j + 1892989440000 k]
BICP | Distance=512 | [125 + 6 i + 0 j + 512 k] ^ 5 = [48064098783125 + 2805588547566 i + -2132989440000 j + 56723937024512 k]
BICP | Distance=512 | [125 + 512 i + 8 j + 0 k] ^ 5 = [37921857658125 + 14908401920512 i + 1776766904488 j + -2525009920000 k]
BICP | Distance=512 | [125 + 8 i + 512 j + 0 k] ^ 5 = [37921857658125 + 1776766904488 i + 14908401920512 j + -2525009920000 k]
BICP | Distance=512 | [125 + 512 i + 8 j + 50 k] ^ 5 = [34644628065125 + 12934872120512 i + 17258596704488 j + 8364445018250 k]
BICP | Distance=512 | [125 + 8 i + 512 j + 50 k] ^ 5 = [34644628065125 + 17258596704488 i + 12934872120512 j + 8364445018250 k]
BICP | Distance=512 | [125 + 16 i + 0 j + 512 k] ^ 3 = [100161125 + 13328816 i + -6144000 j + 157824512 k]
BICP | Distance=512 | [512 + 125 i + 50 j + 8 k] ^ 5 = [12934872120512 + 34644628065125 i + 8364445018250 j + 17258596704488 k]
BICP | Distance=512 | [125 + 84 i + 0 j + 512 k] ^ 9 = [3595664714193129044652125 + 8739681417004683620781684 i + -8514904111468645459968000 j + 3512887058406919193088512 k]
BICP | Distance=512 | [125 + 84 i + 500 j + 512 k] ^ 9 = [37540720971012667759524125 + 48296223786831343160781684 i + -26881156784090585218859500 j + 2977000247646964163088512 k]
BICP | Distance=512 | [125 + 500 i + 84 j + 512 k] ^ 9 = [37540720971012667759524125 + -26881156784090585218859500 i + 48296223786831343160781684 j + 2977000247646964163088512 k]
BICP | Distance=512 | [137 + 0 i + 40 j + 512 k] ^ 7 = [21927092334654878137 + -9895976963658096640 i + 10630638330677471640 j + 22725479525770112512 k]
BICP | Distance=512 | [137 + 0 i + 60 j + 512 k] ^ 7 = [19705011745411524137 + -14514770506709544960 i + 15535546113013607460 j + 20211020126683008512 k]
BICP | Distance=512 | [512 + 137 i + 5 j + 309 k] ^ 9 = [12893308552216158245511512 + 94166807914530098785743137 i + -94169303728765409732780035 j + 12890833762046241600189309 k]
BICP | Distance=512 | [137 + 512 i + 5 j + 309 k] ^ 9 = [2517999877867436640687137 + 12222875471288200371783512 i + -16322411883327034866122035 j + 3569418323706017694843309 k]
BICP | Distance=512 | [137 + 5 i + 512 j + 309 k] ^ 9 = [2517999877867436640687137 + -16322411883327034866122035 i + 12222875471288200371783512 j + 3569418323706017694843309 k]
BICP | Distance=512 | [137 + 40 i + 0 j + 512 k] ^ 7 = [21927092334654878137 + 10630638330677471640 i + -9895976963658096640 j + 22725479525770112512 k]
BICP | Distance=512 | [137 + 60 i + 0 j + 512 k] ^ 7 = [19705011745411524137 + 15535546113013607460 i + -14514770506709544960 j + 20211020126683008512 k]
BICP | Distance=512 | [512 + 137 i + 309 j + 5 k] ^ 9 = [12222875471288200371783512 + 2517999877867436640687137 i + 3569418323706017694843309 j + -16322411883327034866122035 k]
BICP | Distance=512 | [137 + 512 i + 309 j + 5 k] ^ 9 = [94166807914530098785743137 + 12893308552216158245511512 i + 12890833762046241600189309 j + -94169303728765409732780035 k]
BICP | Distance=512 | [137 + 309 i + 512 j + 5 k] ^ 9 = [94166807914530098785743137 + 12890833762046241600189309 i + 12893308552216158245511512 j + -94169303728765409732780035 k]
BICP | Distance=512 | [512 + 140 i + 5 j + 62 k] ^ 3 = [110238512 + 108008140 i + -22969265 j + 47497262 k]
BICP | Distance=512 | [140 + 512 i + 62 j + 5 k] ^ 3 = [-108008140 + -110238512 i + -47497262 j + 22969265 k]
BICP | Distance=512 | [140 + 62 i + 512 j + 5 k] ^ 3 = [-108008140 + -47497262 i + -110238512 j + 22969265 k]
BICP | Distance=512 | [175 + 50 i + 84 j + 512 k] ^ 9 = [15606705115743544335750175 + -7433083949136409038344350 i + 7404708812276553024021684 j + 15501953315798233728408512 k]
BICP | Distance=512 | [175 + 84 i + 50 j + 512 k] ^ 9 = [15606705115743544335750175 + 7404708812276553024021684 i + -7433083949136409038344350 j + 15501953315798233728408512 k]
BICP | Distance=512 | [184 + 512 i + 0 j + 5 k] ^ 3 = [-138460184 + -82176512 i + -2826240 j + -3424195 k]
BICP | Distance=512 | [184 + 0 i + 512 j + 5 k] ^ 3 = [-138460184 + -2826240 i + -82176512 j + -3424195 k]
BICP | Distance=512 | [184 + 512 i + 2 j + 9 k] ^ 3 = [-138376184 + -82116512 i + -6456482 j + -5032659 k]
BICP | Distance=512 | [184 + 2 i + 512 j + 9 k] ^ 3 = [-138376184 + -6456482 i + -82116512 j + -5032659 k]
BICP | Distance=512 | [184 + 512 i + 2 j + 84 k] ^ 3 = [-134065184 + -71568512 i + -48808232 j + -55806384 k]
BICP | Distance=512 | [184 + 2 i + 512 j + 84 k] ^ 3 = [-134065184 + -48808232 i + -71568512 j + -55806384 k]
BICP | Distance=512 | [184 + 512 i + 2 j + 184 k] ^ 3 = [-118657184 + -30624512 i + -105172232 j + -118657184 k]
BICP | Distance=512 | [184 + 2 i + 512 j + 184 k] ^ 3 = [-118657184 + -105172232 i + -30624512 j + -118657184 k]
BICP | Distance=512 | [184 + 512 i + 3 j + 16 k] ^ 3 = [-138190184 + -81888512 i + -11096283 j + -9258416 k]
BICP | Distance=512 | [184 + 3 i + 512 j + 16 k] ^ 3 = [-138190184 + -11096283 i + -81888512 j + -9258416 k]
BICP | Distance=512 | [184 + 512 i + 3 j + 66 k] ^ 3 = [-135466184 + -75756512 i + -39321783 j + -43219566 k]
BICP | Distance=512 | [184 + 3 i + 512 j + 66 k] ^ 3 = [-135466184 + -39321783 i + -75756512 j + -43219566 k]
BICP | Distance=512 | [512 + 184 i + 5 j + 0 k] ^ 3 = [82176512 + 138460184 i + 3424195 j + 2826240 k]
BICP | Distance=512 | [184 + 5 i + 12 j + 512 k] ^ 9 = [19072922626458949632504184 + -1722910887562177940243035 i + 1742895684631554316140012 j + 19112653667478679597152512 k]
BICP | Distance=512 | [184 + 512 i + 5 j + 30 k] ^ 3 = [-137530184 + -81036512 i + -20368385 j + -17694930 k]
BICP | Distance=512 | [184 + 5 i + 512 j + 30 k] ^ 3 = [-137530184 + -20368385 i + -81036512 j + -17694930 k]
BICP | Distance=512 | [184 + 512 i + 5 j + 80 k] ^ 3 = [-133726184 + -72864512 i + -48548285 j + -51456880 k]
BICP | Distance=512 | [184 + 5 i + 512 j + 80 k] ^ 3 = [-133726184 + -48548285 i + -72864512 j + -51456880 k]
BICP | Distance=512 | [184 + 512 i + 5 j + 262 k] ^ 9 = [1619844783940773835272184 + 14595725002209282870288512 i + -13949562352405952367617035 j + 4467573417632680500258262 k]
BICP | Distance=512 | [184 + 5 i + 512 j + 262 k] ^ 9 = [1619844783940773835272184 + -13949562352405952367617035 i + 14595725002209282870288512 j + 4467573417632680500258262 k]
BICP | Distance=512 | [512 + 184 i + 9 j + 2 k] ^ 3 = [82116512 + 138376184 i + 5032659 j + 6456482 k]
BICP | Distance=512 | [184 + 12 i + 5 j + 512 k] ^ 9 = [19072922626458949632504184 + 1742895684631554316140012 i + -1722910887562177940243035 j + 19112653667478679597152512 k]
BICP | Distance=512 | [512 + 184 i + 16 j + 3 k] ^ 3 = [81888512 + 138190184 i + 9258416 j + 11096283 k]
BICP | Distance=512 | [512 + 184 i + 30 j + 5 k] ^ 3 = [81036512 + 137530184 i + 17694930 j + 20368385 k]
BICP | Distance=512 | [512 + 184 i + 66 j + 3 k] ^ 3 = [75756512 + 135466184 i + 43219566 j + 39321783 k]
BICP | Distance=512 | [512 + 184 i + 80 j + 5 k] ^ 3 = [72864512 + 133726184 i + 51456880 j + 48548285 k]
BICP | Distance=512 | [512 + 184 i + 84 j + 2 k] ^ 3 = [71568512 + 134065184 i + 55806384 j + 48808232 k]
BICP | Distance=512 | [512 + 184 i + 184 j + 2 k] ^ 3 = [30624512 + 118657184 i + 118657184 j + 105172232 k]
BICP | Distance=512 | [512 + 184 i + 262 j + 5 k] ^ 9 = [14595725002209282870288512 + 1619844783940773835272184 i + 4467573417632680500258262 j + -13949562352405952367617035 k]
BICP | Distance=512 | [187 + 512 i + 88 j + 188 k] ^ 7 = [8886408386073141187 + -17246053305079032512 i + -10745913742480963288 j + 8559820922065581188 k]
BICP | Distance=512 | [187 + 88 i + 512 j + 188 k] ^ 7 = [8886408386073141187 + -10745913742480963288 i + -17246053305079032512 j + 8559820922065581188 k]
BICP | Distance=512 | [512 + 187 i + 188 j + 88 k] ^ 7 = [17246053305079032512 + -8886408386073141187 i + -8559820922065581188 j + 10745913742480963288 k]
BICP | Distance=512 | [188 + 512 i + 37 j + 188 k] ^ 7 = [14968091524479968188 + -7137139488410036512 i + -7894502071250489837 j + 14968091524479968188 k]
BICP | Distance=512 | [188 + 37 i + 512 j + 188 k] ^ 7 = [14968091524479968188 + -7894502071250489837 i + -7137139488410036512 j + 14968091524479968188 k]
BICP | Distance=512 | [188 + 512 i + 88 j + 187 k] ^ 7 = [8559820922065581188 + -17246053305079032512 i + -10745913742480963288 j + 8886408386073141187 k]
BICP | Distance=512 | [188 + 88 i + 512 j + 187 k] ^ 7 = [8559820922065581188 + -10745913742480963288 i + -17246053305079032512 j + 8886408386073141187 k]
BICP | Distance=512 | [512 + 188 i + 187 j + 88 k] ^ 7 = [17246053305079032512 + -8559820922065581188 i + -8886408386073141187 j + 10745913742480963288 k]
BICP | Distance=512 | [512 + 188 i + 188 j + 37 k] ^ 7 = [7137139488410036512 + -14968091524479968188 i + -14968091524479968188 j + 7894502071250489837 k]
BICP | Distance=512 | [191 + 5 i + 113 j + 512 k] ^ 9 = [4633217610928206111219191 + -22831187758721173268528035 i + 22829343060481505284131113 j + 4569233631921605705397512 k]
BICP | Distance=512 | [191 + 512 i + 5 j + 363 k] ^ 9 = [34649838243597997211025191 + 12285211451415617370591512 i + -16384747863454451864930035 j + 35701256689436578265181363 k]
BICP | Distance=512 | [191 + 5 i + 512 j + 363 k] ^ 9 = [34649838243597997211025191 + -16384747863454451864930035 i + 12285211451415617370591512 j + 35701256689436578265181363 k]
BICP | Distance=512 | [191 + 512 i + 8 j + 16 k] ^ 8 = [-7394066320232954024191 + -2219693768778726976512 i + -2033900549728898023488 j + -370401471885516914816 k]
BICP | Distance=512 | [191 + 8 i + 512 j + 16 k] ^ 8 = [-7394066320232954024191 + -2033900549728898023488 i + -2219693768778726976512 j + -370401471885516914816 k]
BICP | Distance=512 | [191 + 113 i + 5 j + 512 k] ^ 9 = [4633217610928206111219191 + 22829343060481505284131113 i + -22831187758721173268528035 j + 4569233631921605705397512 k]
BICP | Distance=512 | [512 + 191 i + 363 j + 5 k] ^ 9 = [12285211451415617370591512 + 34649838243597997211025191 i + 35701256689436578265181363 j + -16384747863454451864930035 k]
BICP | Distance=512 | [192 + 512 i + 28 j + 96 k] ^ 6 = [9202398192136192 + 10584676395712512 i + 13103365672009728 j + 22613406301290496 k]
BICP | Distance=512 | [192 + 28 i + 512 j + 96 k] ^ 6 = [9202398192136192 + 13103365672009728 i + 10584676395712512 j + 22613406301290496 k]
BICP | Distance=512 | [512 + 200 i + 0 j + 88 k] ^ 8 = [-11874342588010056384512 + 6443817367229379379200 i + -7318742632770620620800 j + -9711577411989943615488 k]
BICP | Distance=512 | [512 + 200 i + 16 j + 0 k] ^ 8 = [-8102563523042855616512 + 1192210074214544179200 i + -1666410691939654434816 j + 978104679782783385600 k]
BICP | Distance=512 | [205 + 5 i + 9 j + 512 k] ^ 9 = [25001201112738415146525205 + -1252021834491025945690435 i + 1261771551143597858227809 j + 25023624727513344371487512 k]
BICP | Distance=512 | [205 + 9 i + 5 j + 512 k] ^ 9 = [25001201112738415146525205 + 1261771551143597858227809 i + -1252021834491025945690435 j + 25023624727513344371487512 k]
BICP | Distance=512 | [217 + 512 i + 12 j + 24 k] ^ 6 = [21066018515837217 + 19267458403752512 i + 6634790852149512 j + 5305589974558224 k]
BICP | Distance=512 | [217 + 12 i + 512 j + 24 k] ^ 6 = [21066018515837217 + 6634790852149512 i + 19267458403752512 j + 5305589974558224 k]
BICP | Distance=512 | [217 + 512 i + 48 j + 56 k] ^ 6 = [14284549033059217 + 18853067978592512 i + 20053193333538848 j + 10030725918018256 k]
BICP | Distance=512 | [217 + 48 i + 512 j + 56 k] ^ 6 = [14284549033059217 + 20053193333538848 i + 18853067978592512 j + 10030725918018256 k]
BICP | Distance=512 | [236 + 7 i + 8 j + 512 k] ^ 3 = [198834236 + 873017 i + 2551528 j + 219672512 k]
BICP | Distance=512 | [236 + 8 i + 7 j + 512 k] ^ 3 = [198834236 + 2551528 i + 873017 j + 219672512 k]
BICP | Distance=512 | [238 + 0 i + 5 j + 512 k] ^ 3 = [200634238 + -3655680 i + 4781695 j + 221184512 k]
BICP | Distance=512 | [238 + 5 i + 0 j + 512 k] ^ 3 = [200634238 + 4781695 i + -3655680 j + 221184512 k]
BICP | Distance=512 | [238 + 512 i + 5 j + 316 k] ^ 9 = [33751683149671334405610238 + 14658060982336699869096512 i + -14011898332533369366425035 j + 36599411783363241070596316 k]
BICP | Distance=512 | [238 + 5 i + 512 j + 316 k] ^ 9 = [33751683149671334405610238 + -14011898332533369366425035 i + 14658060982336699869096512 j + 36599411783363241070596316 k]
BICP | Distance=512 | [512 + 238 i + 316 j + 5 k] ^ 9 = [14658060982336699869096512 + 33751683149671334405610238 i + 36599411783363241070596316 j + -14011898332533369366425035 k]
BICP | Distance=512 | [250 + 0 i + 41 j + 512 k] ^ 9 = [38839128903227426772054250 + -20404414817665596632064000 i + 20410803431517921473120441 j + 38840250099545128429056512 k]
BICP | Distance=512 | [250 + 41 i + 0 j + 512 k] ^ 9 = [38839128903227426772054250 + 20410803431517921473120441 i + -20404414817665596632064000 j + 38840250099545128429056512 k]
BICP | Distance=512 | [250 + 41 i + 500 j + 512 k] ^ 9 = [33059073174374086786182250 + 168867679811078108246120441 i + -175095874644234700837955500 j + 24923738198688139240056512 k]
BICP | Distance=512 | [250 + 512 i + 87 j + 250 k] ^ 9 = [11264299719581604003906250 + 5609481217129157004780512 i + 4318053203148291526264887 j + 11264299719581604003906250 k]
BICP | Distance=512 | [250 + 87 i + 512 j + 250 k] ^ 9 = [11264299719581604003906250 + 4318053203148291526264887 i + 5609481217129157004780512 j + 11264299719581604003906250 k]
BICP | Distance=512 | [512 + 250 i + 250 j + 87 k] ^ 9 = [5609481217129157004780512 + 11264299719581604003906250 i + 11264299719581604003906250 j + 4318053203148291526264887 k]
BICP | Distance=512 | [250 + 500 i + 41 j + 512 k] ^ 9 = [33059073174374086786182250 + -175095874644234700837955500 i + 168867679811078108246120441 j + 24923738198688139240056512 k]
BICP | Distance=512 | [262 + 0 i + 5 j + 512 k] ^ 3 = [224010262 + -4024320 i + 4961695 j + 239616512 k]
BICP | Distance=512 | [262 + 5 i + 0 j + 512 k] ^ 3 = [224010262 + 4961695 i + -4024320 j + 239616512 k]
BICP | Distance=512 | [262 + 512 i + 5 j + 184 k] ^ 9 = [4467573417632680500258262 + 14595725002209282870288512 i + -13949562352405952367617035 j + 1619844783940773835272184 k]
BICP | Distance=512 | [262 + 5 i + 512 j + 184 k] ^ 9 = [4467573417632680500258262 + -13949562352405952367617035 i + 14595725002209282870288512 j + 1619844783940773835272184 k]
BICP | Distance=512 | [512 + 262 i + 184 j + 5 k] ^ 9 = [14595725002209282870288512 + 4467573417632680500258262 i + 1619844783940773835272184 j + -13949562352405952367617035 k]
BICP | Distance=512 | [270 + 5 i + 34 j + 512 k] ^ 3 = [231585270 + -23192765 i + 29985434 j + 244653512 k]
BICP | Distance=512 | [270 + 34 i + 5 j + 512 k] ^ 3 = [231585270 + 29985434 i + -23192765 j + 244653512 k]
BICP | Distance=512 | [292 + 512 i + 3 j + 16 k] ^ 7 = [11625640304508832292 + 21456730492107472512 i + 739846630618933093 j + 4705818534723443216 k]
BICP | Distance=512 | [292 + 3 i + 512 j + 16 k] ^ 7 = [11625640304508832292 + 739846630618933093 i + 21456730492107472512 j + 4705818534723443216 k]
BICP | Distance=512 | [512 + 292 i + 16 j + 3 k] ^ 7 = [-21456730492107472512 + -11625640304508832292 i + -4705818534723443216 j + -739846630618933093 k]
BICP | Distance=512 | [295 + 2 i + 2 j + 512 k] ^ 9 = [72581955345597421052508295 + 88220926314414543122 i + 88220926314414543122 j + 72583009244331670317132512 k]
BICP | Distance=512 | [512 + 300 i + 25 j + 88 k] ^ 3 = [10872512 + 208578300 i + -67624825 j + 69002488 k]
BICP | Distance=512 | [300 + 512 i + 88 j + 25 k] ^ 3 = [-208578300 + -10872512 i + -69002488 j + 67624825 k]
BICP | Distance=512 | [300 + 88 i + 512 j + 25 k] ^ 3 = [-208578300 + -69002488 i + -10872512 j + 67624825 k]
BICP | Distance=512 | [309 + 512 i + 4 j + 16 k] ^ 7 = [16729620542801075309 + 21182641995818928512 i + 1871670747260447164 j + 4919788656539775216 k]
BICP | Distance=512 | [309 + 4 i + 512 j + 16 k] ^ 7 = [16729620542801075309 + 1871670747260447164 i + 21182641995818928512 j + 4919788656539775216 k]
BICP | Distance=512 | [309 + 512 i + 5 j + 137 k] ^ 9 = [3569418323706017694843309 + 12222875471288200371783512 i + -16322411883327034866122035 j + 2517999877867436640687137 k]
BICP | Distance=512 | [309 + 5 i + 512 j + 137 k] ^ 9 = [3569418323706017694843309 + -16322411883327034866122035 i + 12222875471288200371783512 j + 2517999877867436640687137 k]
BICP | Distance=512 | [309 + 5 i + 137 j + 512 k] ^ 9 = [12890833762046241600189309 + -94169303728765409732780035 i + 94166807914530098785743137 j + 12893308552216158245511512 k]
BICP | Distance=512 | [512 + 309 i + 16 j + 4 k] ^ 7 = [-21182641995818928512 + -16729620542801075309 i + -4919788656539775216 j + -1871670747260447164 k]
BICP | Distance=512 | [512 + 309 i + 137 j + 5 k] ^ 9 = [12222875471288200371783512 + 3569418323706017694843309 i + 2517999877867436640687137 j + -16322411883327034866122035 k]
BICP | Distance=512 | [309 + 137 i + 5 j + 512 k] ^ 9 = [12890833762046241600189309 + 94166807914530098785743137 i + -94169303728765409732780035 j + 12893308552216158245511512 k]
BICP | Distance=512 | [316 + 512 i + 5 j + 238 k] ^ 9 = [36599411783363241070596316 + 14658060982336699869096512 i + -14011898332533369366425035 j + 33751683149671334405610238 k]
BICP | Distance=512 | [316 + 5 i + 512 j + 238 k] ^ 9 = [36599411783363241070596316 + -14011898332533369366425035 i + 14658060982336699869096512 j + 33751683149671334405610238 k]
BICP | Distance=512 | [512 + 316 i + 238 j + 5 k] ^ 9 = [14658060982336699869096512 + 36599411783363241070596316 i + 33751683149671334405610238 j + -14011898332533369366425035 k]
BICP | Distance=512 | [350 + 5 i + 6 j + 512 k] ^ 5 = [237904875515350 + -1361516265675 i + 1399048233566 j + 238011320126512 k]
BICP | Distance=512 | [350 + 6 i + 5 j + 512 k] ^ 5 = [237904875515350 + 1399048233566 i + -1361516265675 j + 238011320126512 k]
BICP | Distance=512 | [363 + 0 i + 40 j + 512 k] ^ 7 = [187761354237801267363 + -62174640573283983360 i + 62176647996860391640 j + 187760809217899904512 k]
BICP | Distance=512 | [363 + 0 i + 60 j + 512 k] ^ 7 = [177113024416179621363 + -92036885385903575040 i + 92038114775087987460 j + 177110554629052800512 k]
BICP | Distance=512 | [363 + 512 i + 5 j + 191 k] ^ 9 = [35701256689436578265181363 + 12285211451415617370591512 i + -16384747863454451864930035 j + 34649838243597997211025191 k]
BICP | Distance=512 | [363 + 5 i + 512 j + 191 k] ^ 9 = [35701256689436578265181363 + -16384747863454451864930035 i + 12285211451415617370591512 j + 34649838243597997211025191 k]
BICP | Distance=512 | [363 + 40 i + 0 j + 512 k] ^ 7 = [187761354237801267363 + 62176647996860391640 i + -62174640573283983360 j + 187760809217899904512 k]
BICP | Distance=512 | [363 + 60 i + 0 j + 512 k] ^ 7 = [177113024416179621363 + 92038114775087987460 i + -92036885385903575040 j + 177110554629052800512 k]
BICP | Distance=512 | [512 + 363 i + 191 j + 5 k] ^ 9 = [12285211451415617370591512 + 35701256689436578265181363 i + 34649838243597997211025191 j + -16384747863454451864930035 k]
BICP | Distance=512 | [375 + 0 i + 6 j + 512 k] ^ 5 = [274379640099375 + -9278968320000 i + 9289496047566 j + 274426977024512 k]
BICP | Distance=512 | [375 + 0 i + 16 j + 512 k] ^ 3 = [347358375 + -18432000 i + 19328816 j + 349824512 k]
BICP | Distance=512 | [375 + 512 i + 0 j + 84 k] ^ 9 = [737455192256461821456375 + 16183989394854700313088512 i + -16702815931393423620096000 j + 9242767481968353710781684 k]
BICP | Distance=512 | [375 + 0 i + 512 j + 84 k] ^ 9 = [737455192256461821456375 + -16702815931393423620096000 i + 16183989394854700313088512 j + 9242767481968353710781684 k]
BICP | Distance=512 | [375 + 0 i + 84 j + 512 k] ^ 9 = [116781644479559407071456375 + -132876597531045424379904000 i + 132876528063588653798781684 j + 116781661319716694297088512 k]
BICP | Distance=512 | [375 + 6 i + 0 j + 512 k] ^ 5 = [274379640099375 + 9289496047566 i + -9278968320000 j + 274426977024512 k]
BICP | Distance=512 | [375 + 16 i + 0 j + 512 k] ^ 3 = [347358375 + 19328816 i + -18432000 j + 349824512 k]
BICP | Distance=512 | [512 + 375 i + 84 j + 0 k] ^ 9 = [16183989394854700313088512 + 737455192256461821456375 i + 9242767481968353710781684 j + -16702815931393423620096000 k]
BICP | Distance=512 | [375 + 84 i + 0 j + 512 k] ^ 9 = [116781644479559407071456375 + 132876528063588653798781684 i + -132876597531045424379904000 j + 116781661319716694297088512 k]
BICP | Distance=512 | [383 + 512 i + 8 j + 184 k] ^ 4 = [-155832528383 + -9202912512 i + -86329409568 j + -166268265184 k]
BICP | Distance=512 | [383 + 8 i + 512 j + 184 k] ^ 4 = [-155832528383 + -86329409568 i + -9202912512 j + -166268265184 k]
BICP | Distance=512 | [387 + 0 i + 40 j + 512 k] ^ 7 = [227462079377588013387 + -73176124208929136640 i + 73176678885323511640 j + 227461702240121216512 k]
BICP | Distance=512 | [387 + 0 i + 60 j + 512 k] ^ 7 = [215262933294162159387 + -108398195368216104960 i + 108398204188582667460 j + 215261948115914112512 k]
BICP | Distance=512 | [387 + 40 i + 0 j + 512 k] ^ 7 = [227462079377588013387 + 73176678885323511640 i + -73176124208929136640 j + 227461702240121216512 k]
BICP | Distance=512 | [387 + 60 i + 0 j + 512 k] ^ 7 = [215262933294162159387 + 108398204188582667460 i + -108398195368216104960 j + 215261948115914112512 k]
BICP | Distance=512 | [512 + 425 i + 34 j + 50 k] ^ 7 = [1593179998264169512 + -49590411235006334425 i + 13665676562686742434 j + -32729549004557490350 k]
BICP | Distance=512 | [425 + 512 i + 50 j + 34 k] ^ 7 = [49590411235006334425 + -1593179998264169512 i + 32729549004557490350 j + -13665676562686742434 k]
BICP | Distance=512 | [425 + 50 i + 512 j + 34 k] ^ 7 = [49590411235006334425 + 32729549004557490350 i + -1593179998264169512 j + -13665676562686742434 k]
BICP | Distance=512 | [425 + 50 i + 84 j + 512 k] ^ 9 = [265238337487411190827554425 + -89794276521427761088280350 i + 89794307251345618216821684 j + 265238277031043915888808512 k]
BICP | Distance=512 | [425 + 84 i + 50 j + 512 k] ^ 9 = [265238337487411190827554425 + 89794307251345618216821684 i + -89794276521427761088280350 j + 265238277031043915888808512 k]
BICP | Distance=512 | [512 + 434 i + 1 j + 4 k] ^ 9 = [27607249471465861726200512 + 1207577386496686322118434 i + 1200391043705084274988081 j + 945854191965515330832484 k]
BICP | Distance=512 | [434 + 512 i + 4 j + 1 k] ^ 9 = [1207577386496686322118434 + 27607249471465861726200512 i + 945854191965515330832484 j + 1200391043705084274988081 k]
BICP | Distance=512 | [434 + 4 i + 512 j + 1 k] ^ 9 = [1207577386496686322118434 + 945854191965515330832484 i + 27607249471465861726200512 j + 1200391043705084274988081 k]
BICP | Distance=512 | [434 + 512 i + 5 j + 12 k] ^ 9 = [1445210957951138343414434 + 27303842461249046145528512 i + -1241444893366189092377035 j + 4642207243622315992116012 k]
BICP | Distance=512 | [434 + 5 i + 512 j + 12 k] ^ 9 = [1445210957951138343414434 + -1241444893366189092377035 i + 27303842461249046145528512 j + 4642207243622315992116012 k]
BICP | Distance=512 | [434 + 5 i + 12 j + 512 k] ^ 9 = [302784401985649445731542434 + -20193782091726065294921035 i + 20193782214947801848308012 j + 302784401939192505591048512 k]
BICP | Distance=512 | [512 + 434 i + 12 j + 5 k] ^ 9 = [27303842461249046145528512 + 1445210957951138343414434 i + 4642207243622315992116012 j + -1241444893366189092377035 k]
BICP | Distance=512 | [434 + 12 i + 5 j + 512 k] ^ 9 = [302784401985649445731542434 + 20193782214947801848308012 i + -20193782091726065294921035 j + 302784401939192505591048512 k]
BICP | Distance=512 | [441 + 512 i + 5 j + 113 k] ^ 9 = [29551662408082255328667441 + 16553710252081994764851512 i + -12116249062788074470670035 j + 40799432524952320147539113 k]
BICP | Distance=512 | [441 + 5 i + 512 j + 113 k] ^ 9 = [29551662408082255328667441 + -12116249062788074470670035 i + 16553710252081994764851512 j + 40799432524952320147539113 k]
BICP | Distance=512 | [441 + 5 i + 113 j + 512 k] ^ 9 = [180985578434582238119757441 + -291784153474972765292600035 i + 291784156358860603162299113 j + 180985560854470829629251512 k]
BICP | Distance=512 | [512 + 441 i + 113 j + 5 k] ^ 9 = [16553710252081994764851512 + 29551662408082255328667441 i + 40799432524952320147539113 j + -12116249062788074470670035 k]
BICP | Distance=512 | [441 + 113 i + 5 j + 512 k] ^ 9 = [180985578434582238119757441 + 291784156358860603162299113 i + -291784153474972765292600035 j + 180985560854470829629251512 k]
BICP | Distance=512 | [512 + 450 i + 25 j + 38 k] ^ 9 = [27367294550092945711236512 + 3138221991535494975762450 i + 16555508509720156840996825 j + 8043603242044200284857238 k]
BICP | Distance=512 | [450 + 512 i + 38 j + 25 k] ^ 9 = [3138221991535494975762450 + 27367294550092945711236512 i + 8043603242044200284857238 j + 16555508509720156840996825 k]
BICP | Distance=512 | [450 + 38 i + 512 j + 25 k] ^ 9 = [3138221991535494975762450 + 8043603242044200284857238 i + 27367294550092945711236512 j + 16555508509720156840996825 k]
BICP | Distance=512 | [455 + 5 i + 9 j + 512 k] ^ 9 = [369437252866025769182379455 + -13759889214065972512726435 i + 13759889220903879585607809 j + 369437252861379540307077512 k]
BICP | Distance=512 | [455 + 512 i + 5 j + 91 k] ^ 9 = [26255504072480342233665455 + 21305275700294800640295512 i + -9622016245505811520528435 j + 37408084489444035955278691 k]
BICP | Distance=512 | [455 + 5 i + 512 j + 91 k] ^ 9 = [26255504072480342233665455 + -9622016245505811520528435 i + 21305275700294800640295512 j + 37408084489444035955278691 k]
BICP | Distance=512 | [455 + 9 i + 5 j + 512 k] ^ 9 = [369437252866025769182379455 + 13759889220903879585607809 i + -13759889214065972512726435 j + 369437252861379540307077512 k]
BICP | Distance=512 | [512 + 455 i + 91 j + 5 k] ^ 9 = [21305275700294800640295512 + 26255504072480342233665455 i + 37408084489444035955278691 j + -9622016245505811520528435 k]
BICP | Distance=512 | [512 + 487 i + 16 j + 84 k] ^ 7 = [24471571499731888512 + -79003476013922320487 i + 66897310179591638416 j + -28986757505443473484 k]
BICP | Distance=512 | [487 + 512 i + 84 j + 16 k] ^ 7 = [79003476013922320487 + -24471571499731888512 i + 28986757505443473484 j + -66897310179591638416 k]
BICP | Distance=512 | [487 + 84 i + 512 j + 16 k] ^ 7 = [79003476013922320487 + 28986757505443473484 i + -24471571499731888512 j + -66897310179591638416 k]
BICP | Distance=512 | [488 + 0 i + 0 j + 512 k] ^ 6 = [500000000095551488 + 0 i + 0 j + 499999999904448512 k]
BICP | Distance=512 | [488 + 0 i + 5 j + 512 k] ^ 3 = [499956488 + -7495680 i + 7504195 j + 499968512 k]
BICP | Distance=512 | [488 + 0 i + 40 j + 512 k] ^ 7 = [483244785520227647488 + -138881074925519503360 i + 138881075310640496640 j + 483244785807772352512 k]
BICP | Distance=512 | [488 + 0 i + 60 j + 512 k] ^ 7 = [462426637786514751488 + -206228161311056855040 i + 206228165489583144960 j + 462426635621485248512 k]
BICP | Distance=512 | [512 + 488 i + 2 j + 3 k] ^ 9 = [37295082479223024669168512 + 23854416873153101624472488 i + 1429413401247563258571122 j + 1444728364109174550211923 k]
BICP | Distance=512 | [488 + 512 i + 2 j + 3 k] ^ 9 = [23880409880539360788120488 + 37276626800418578301456512 i + 784163465793368418891122 j + 1874960378825509141891923 k]
BICP | Distance=512 | [488 + 2 i + 512 j + 3 k] ^ 9 = [23880409880539360788120488 + 784163465793368418891122 i + 37276626800418578301456512 j + 1874960378825509141891923 k]
BICP | Distance=512 | [512 + 488 i + 3 j + 2 k] ^ 9 = [37276626800418578301456512 + 23880409880539360788120488 i + 1874960378825509141891923 j + 784163465793368418891122 k]
BICP | Distance=512 | [488 + 512 i + 3 j + 2 k] ^ 9 = [23854416873153101624472488 + 37295082479223024669168512 i + 1444728364109174550211923 j + 1429413401247563258571122 k]
BICP | Distance=512 | [488 + 3 i + 512 j + 2 k] ^ 9 = [23854416873153101624472488 + 1444728364109174550211923 i + 37295082479223024669168512 j + 1429413401247563258571122 k]
BICP | Distance=512 | [488 + 5 i + 0 j + 512 k] ^ 3 = [499956488 + 7504195 i + -7495680 j + 499968512 k]
BICP | Distance=512 | [512 + 488 i + 5 j + 66 k] ^ 9 = [43194950847752417984112512 + 11262285052708016134104488 i + 12690808766558963811726965 j + 34848461493841337442198066 k]
BICP | Distance=512 | [488 + 512 i + 5 j + 66 k] ^ 9 = [33577049323681698913752488 + 27366178441376463144336512 i + -1303780873493606091185035 j + 36774045609352876562454066 k]
BICP | Distance=512 | [488 + 5 i + 512 j + 66 k] ^ 9 = [33577049323681698913752488 + -1303780873493606091185035 i + 27366178441376463144336512 j + 36774045609352876562454066 k]
BICP | Distance=512 | [512 + 488 i + 6 j + 6 k] ^ 9 = [37129960196024448305856512 + 23756729218877269787967488 i + 3960887441548953767141376 j + 2671413576126845996261376 k]
BICP | Distance=512 | [488 + 512 i + 6 j + 6 k] ^ 9 = [23756729218877269787967488 + 37129960196024448305856512 i + 2671413576126845996261376 j + 3960887441548953767141376 k]
BICP | Distance=512 | [488 + 6 i + 512 j + 6 k] ^ 9 = [23756729218877269787967488 + 2671413576126845996261376 i + 37129960196024448305856512 j + 3960887441548953767141376 k]
BICP | Distance=512 | [512 + 488 i + 6 j + 85 k] ^ 9 = [46841677296865394835888512 + 2888183369062496856792488 i + 18502878999418280413805526 j + 44005322485679872960287685 k]
BICP | Distance=512 | [488 + 512 i + 6 j + 85 k] ^ 9 = [39736628613279506052312488 + 20718851703332906701392512 i + 634188328227386519789526 j + 47112520761567175350879685 k]
BICP | Distance=512 | [488 + 6 i + 512 j + 85 k] ^ 9 = [39736628613279506052312488 + 634188328227386519789526 i + 20718851703332906701392512 j + 47112520761567175350879685 k]
BICP | Distance=512 | [512 + 488 i + 8 j + 20 k] ^ 9 = [37102217451822833060544512 + 22428997281736739468607488 i + 6608279482992415872647168 j + 10107485679280273648517120 k]
BICP | Distance=512 | [488 + 512 i + 8 j + 20 k] ^ 9 = [24168466637522555319615488 + 35867694034599650904768512 i + 2333107915026467264135168 j + 11841051586493108611973120 k]
BICP | Distance=512 | [488 + 8 i + 512 j + 20 k] ^ 9 = [24168466637522555319615488 + 2333107915026467264135168 i + 35867694034599650904768512 j + 11841051586493108611973120 k]
BICP | Distance=512 | [512 + 488 i + 16 j + 16 k] ^ 7 = [50101912871226048512 + -70719595555730751488 i + 11802466638853308416 j + -15812976131667132416 k]
BICP | Distance=512 | [488 + 512 i + 16 j + 16 k] ^ 7 = [70719595555730751488 + -50101912871226048512 i + 15812976131667132416 j + -11802466638853308416 k]
BICP | Distance=512 | [488 + 16 i + 512 j + 16 k] ^ 7 = [70719595555730751488 + 15812976131667132416 i + -50101912871226048512 j + -11802466638853308416 k]
BICP | Distance=512 | [512 + 488 i + 20 j + 8 k] ^ 9 = [35867694034599650904768512 + 24168466637522555319615488 i + 11841051586493108611973120 j + 2333107915026467264135168 k]
BICP | Distance=512 | [488 + 512 i + 20 j + 8 k] ^ 9 = [22428997281736739468607488 + 37102217451822833060544512 i + 10107485679280273648517120 j + 6608279482992415872647168 k]
BICP | Distance=512 | [488 + 20 i + 512 j + 8 k] ^ 9 = [22428997281736739468607488 + 10107485679280273648517120 i + 37102217451822833060544512 j + 6608279482992415872647168 k]
BICP | Distance=512 | [488 + 20 i + 20 j + 512 k] ^ 6 = [500000005125439488 + 519045120 i + 519045120 j + 499999994874560512 k]
BICP | Distance=512 | [488 + 40 i + 0 j + 512 k] ^ 7 = [483244785520227647488 + 138881075310640496640 i + -138881074925519503360 j + 483244785807772352512 k]
BICP | Distance=512 | [488 + 60 i + 0 j + 512 k] ^ 7 = [462426637786514751488 + 206228165489583144960 i + -206228161311056855040 j + 462426635621485248512 k]
BICP | Distance=512 | [512 + 488 i + 66 j + 5 k] ^ 9 = [27366178441376463144336512 + 33577049323681698913752488 i + 36774045609352876562454066 j + -1303780873493606091185035 k]
BICP | Distance=512 | [488 + 512 i + 66 j + 5 k] ^ 9 = [11262285052708016134104488 + 43194950847752417984112512 i + 34848461493841337442198066 j + 12690808766558963811726965 k]
BICP | Distance=512 | [488 + 66 i + 512 j + 5 k] ^ 9 = [11262285052708016134104488 + 34848461493841337442198066 i + 43194950847752417984112512 j + 12690808766558963811726965 k]
BICP | Distance=512 | [512 + 488 i + 85 j + 6 k] ^ 9 = [20718851703332906701392512 + 39736628613279506052312488 i + 47112520761567175350879685 j + 634188328227386519789526 k]
BICP | Distance=512 | [488 + 512 i + 85 j + 6 k] ^ 9 = [2888183369062496856792488 + 46841677296865394835888512 i + 44005322485679872960287685 j + 18502878999418280413805526 k]
BICP | Distance=512 | [488 + 85 i + 512 j + 6 k] ^ 9 = [2888183369062496856792488 + 44005322485679872960287685 i + 46841677296865394835888512 j + 18502878999418280413805526 k]
BICP | Distance=512 | [512 + 492 i + 6 j + 63 k] ^ 9 = [43148679712554991668984512 + 14255158631489951399364492 i + 11752127178877387933205526 j + 34526331077302303565439663 k]
BICP | Distance=512 | [492 + 512 i + 63 j + 6 k] ^ 9 = [14255158631489951399364492 + 43148679712554991668984512 i + 34526331077302303565439663 j + 11752127178877387933205526 k]
BICP | Distance=512 | [492 + 63 i + 512 j + 6 k] ^ 9 = [14255158631489951399364492 + 34526331077302303565439663 i + 43148679712554991668984512 j + 11752127178877387933205526 k]
BICP | Distance=512 | [500 + 512 i + 0 j + 41 k] ^ 9 = [35303579931447182919108500 + 34515341656491970669056512 i + -1628536330243846735872000 j + 25323357257222367386870441 k]
BICP | Distance=512 | [500 + 0 i + 512 j + 41 k] ^ 9 = [35303579931447182919108500 + -1628536330243846735872000 i + 34515341656491970669056512 j + 25323357257222367386870441 k]
BICP | Distance=512 | [500 + 0 i + 41 j + 512 k] ^ 9 = [523961630886365705919108500 + -199872227582676217264128000 i + 199872227582279566424870441 j + 523961630886625023085056512 k]
BICP | Distance=512 | [512 + 500 i + 0 j + 87 k] ^ 9 = [54224474393201720609280512 + 10023380773844055423108500 i + 12505218665319152584704000 j + 52933046379220855130764887 k]
BICP | Distance=512 | [512 + 500 i + 41 j + 0 k] ^ 9 = [34515341656491970669056512 + 35303579931447182919108500 i + 25323357257222367386870441 j + -1628536330243846735872000 k]
BICP | Distance=512 | [500 + 41 i + 0 j + 512 k] ^ 9 = [523961630886365705919108500 + 199872227582279566424870441 i + -199872227582676217264128000 j + 523961630886625023085056512 k]
BICP | Distance=512 | [512 + 500 i + 41 j + 250 k] ^ 9 = [24923738198688139240056512 + -175095874644234700837955500 i + 168867679811078108246120441 j + 33059073174374086786182250 k]
BICP | Distance=512 | [512 + 500 i + 84 j + 125 k] ^ 9 = [2977000247646964163088512 + -26881156784090585218859500 i + 48296223786831343160781684 j + 37540720971012667759524125 k]
BICP | Distance=512 | [500 + 512 i + 87 j + 0 k] ^ 9 = [10023380773844055423108500 + 54224474393201720609280512 i + 52933046379220855130764887 j + 12505218665319152584704000 k]
BICP | Distance=512 | [500 + 87 i + 512 j + 0 k] ^ 9 = [10023380773844055423108500 + 52933046379220855130764887 i + 54224474393201720609280512 j + 12505218665319152584704000 k]
BICP | Distance=512 | [500 + 512 i + 125 j + 84 k] ^ 9 = [-26881156784090585218859500 + 2977000247646964163088512 i + 37540720971012667759524125 j + 48296223786831343160781684 k]
BICP | Distance=512 | [500 + 125 i + 512 j + 84 k] ^ 9 = [-26881156784090585218859500 + 37540720971012667759524125 i + 2977000247646964163088512 j + 48296223786831343160781684 k]
BICP | Distance=512 | [500 + 512 i + 250 j + 41 k] ^ 9 = [-175095874644234700837955500 + 24923738198688139240056512 i + 33059073174374086786182250 j + 168867679811078108246120441 k]
BICP | Distance=512 | [500 + 250 i + 512 j + 41 k] ^ 9 = [-175095874644234700837955500 + 33059073174374086786182250 i + 24923738198688139240056512 j + 168867679811078108246120441 k]
BICP | Distance=512 | [512 + 502 i + 2 j + 3 k] ^ 9 = [38411688238166367380148512 + 32110006011558900852342502 i + 1402490613018774094530002 j + 1781240258579579071023363 k]
BICP | Distance=512 | [502 + 512 i + 3 j + 2 k] ^ 9 = [32110006011558900852342502 + 38411688238166367380148512 i + 1781240258579579071023363 j + 1402490613018774094530002 k]
BICP | Distance=512 | [502 + 3 i + 512 j + 2 k] ^ 9 = [32110006011558900852342502 + 1781240258579579071023363 i + 38411688238166367380148512 j + 1402490613018774094530002 k]
BICP | Distance=512 | [510 + 512 i + 6 j + 63 k] ^ 9 = [45463383074848321380702510 + 26345117393271680303268512 i + 6260454018166160121665526 j + 41385766299998360022489663 k]
BICP | Distance=512 | [510 + 6 i + 512 j + 63 k] ^ 9 = [45463383074848321380702510 + 6260454018166160121665526 i + 26345117393271680303268512 j + 41385766299998360022489663 k]
BICP | Distance=512 | [512 + 510 i + 63 j + 6 k] ^ 9 = [26345117393271680303268512 + 45463383074848321380702510 i + 41385766299998360022489663 j + 6260454018166160121665526 k]
BICP | Distance=512 | [512 + 0 i + 5 j + 512 k] ^ 3 = [536832512 + -7864320 i + 7864195 j + 536832512 k]
BICP | Distance=512 | [512 + 0 i + 40 j + 512 k] ^ 7 = [571428780877400768512 + -160178685050764656640 i + 160178684886924656640 j + 571428780877400768512 k]
BICP | Distance=512 | [512 + 0 i + 60 j + 512 k] ^ 7 = [547980151310633664512 + -237965923427769384960 i + 237965920628409384960 j + 547980151310633664512 k]
BICP | Distance=512 | [512 + 5 i + 0 j + 512 k] ^ 3 = [536832512 + 7864195 i + -7864320 j + 536832512 k]
BICP | Distance=512 | [512 + 512 i + 6 j + 40 k] ^ 9 = [41499188587850503359168512 + 33243558317583156447936512 i + 4800049176738375499531776 j + 26852047610569052576573440 k]
BICP | Distance=512 | [512 + 512 i + 6 j + 40 k] ^ 9 = [41499188587850503359168512 + 33243558317583156447936512 i + 4800049176738375499531776 j + 26852047610569052576573440 k]
BICP | Distance=512 | [512 + 6 i + 512 j + 40 k] ^ 9 = [41499188587850503359168512 + 4800049176738375499531776 i + 33243558317583156447936512 j + 26852047610569052576573440 k]
BICP | Distance=512 | [512 + 512 i + 8 j + 8 k] ^ 9 = [38345906329834120923840512 + 38345906329834120923840512 i + 5427774515560065655635968 j + 5427774515560065655635968 k]
BICP | Distance=512 | [512 + 512 i + 8 j + 8 k] ^ 9 = [38345906329834120923840512 + 38345906329834120923840512 i + 5427774515560065655635968 j + 5427774515560065655635968 k]
BICP | Distance=512 | [512 + 8 i + 512 j + 8 k] ^ 9 = [38345906329834120923840512 + 5427774515560065655635968 i + 38345906329834120923840512 j + 5427774515560065655635968 k]
BICP | Distance=512 | [512 + 40 i + 0 j + 512 k] ^ 7 = [571428780877400768512 + 160178684886924656640 i + -160178685050764656640 j + 571428780877400768512 k]
BICP | Distance=512 | [512 + 512 i + 40 j + 6 k] ^ 9 = [33243558317583156447936512 + 41499188587850503359168512 i + 26852047610569052576573440 j + 4800049176738375499531776 k]
BICP | Distance=512 | [512 + 512 i + 40 j + 6 k] ^ 9 = [33243558317583156447936512 + 41499188587850503359168512 i + 26852047610569052576573440 j + 4800049176738375499531776 k]
BICP | Distance=512 | [512 + 40 i + 512 j + 6 k] ^ 9 = [33243558317583156447936512 + 26852047610569052576573440 i + 41499188587850503359168512 j + 4800049176738375499531776 k]
BICP | Distance=512 | [512 + 60 i + 0 j + 512 k] ^ 7 = [547980151310633664512 + 237965920628409384960 i + -237965923427769384960 j + 547980151310633664512 k]