BICP | Distance=491 | [0 + 125 i + 491 j + 37 k] ^ 9 = [-3287730132664750565643000 + 5528597578539647139927125 i + 5604629539701750502161491 j + 3384883149905671577668237 k]
BICP | Distance=491 | [0 + 16 i + 491 j + 0 k] ^ 9 = [0 + 491251948333499841705616 i + 1722207826701877527252491 j + 0 k]
BICP | Distance=491 | [0 + 16 i + 491 j + 50 k] ^ 9 = [-370651350018443696889600 + 352918409332695899145616 i + 1111757645550194678442491 j + 1418217168812694185170850 k]
BICP | Distance=491 | [0 + 1 i + 3 j + 491 k] ^ 9 = [1485586972538492903640 + 30368508658864376101081 i + 91162013876702233726923 j + 1656092353567149923667491 k]
BICP | Distance=491 | [0 + 1 i + 59 j + 491 k] ^ 9 = [26312896784130510157080 + 18550479993647707145881 i + 1556980135933536481139459 j + 839406922776333408123491 k]
BICP | Distance=491 | [0 + 250 i + 491 j + 88 k] ^ 9 = [-31356619899235217776464000 + 17416772907071250802854250 i + 17411956313690168256054491 j + 31356574937999286519508888 k]
BICP | Distance=491 | [0 + 25 i + 37 j + 491 k] ^ 9 = [431942882566609365378600 + 624138338796003018485425 i + 986923868058181675438237 j + 1191035766863611326771491 k]
BICP | Distance=491 | [0 + 25 i + 491 j + 37 k] ^ 9 = [-448258557492793942128600 + 657803856600677862485425 i + 1464058335849722189301491 j + 1145609686015988149648237 k]
BICP | Distance=491 | [0 + 2 i + 491 j + 12 k] ^ 9 = [-11839848808336158784320 + 59796861965930517305522 i + 1623956971357825210062491 j + 362954515081462332727212 k]
BICP | Distance=491 | [0 + 375 i + 491 j + 37 k] ^ 9 = [-51774383959556273071929000 + 128027984462587262107281375 i + 128027978963905141442661491 j + 51774386046332451811168237 k]
BICP | Distance=491 | [0 + 37 i + 25 j + 491 k] ^ 9 = [431942882566609365378600 + 986923868058181675438237 i + 624138338796003018485425 j + 1191035766863611326771491 k]
BICP | Distance=491 | [0 + 37 i + 75 j + 491 k] ^ 9 = [1105167468215181925135800 + 393642818535442091098237 i + 1484894449118171864956275 j + 203233501897198064151491 k]
BICP | Distance=491 | [0 + 3 i + 1 j + 491 k] ^ 9 = [1485586972538492903640 + 91162013876702233726923 i + 30368508658864376101081 j + 1656092353567149923667491 k]
BICP | Distance=491 | [0 + 491 i + 125 j + 37 k] ^ 9 = [-3287730132664750565643000 + 5604629539701750502161491 i + 5528597578539647139927125 j + 3384883149905671577668237 k]
BICP | Distance=491 | [0 + 491 i + 16 j + 0 k] ^ 9 = [0 + 1722207826701877527252491 i + 491251948333499841705616 j + 0 k]
BICP | Distance=491 | [0 + 491 i + 16 j + 50 k] ^ 9 = [-370651350018443696889600 + 1111757645550194678442491 i + 352918409332695899145616 j + 1418217168812694185170850 k]
BICP | Distance=491 | [0 + 491 i + 250 j + 88 k] ^ 9 = [-31356619899235217776464000 + 17411956313690168256054491 i + 17416772907071250802854250 j + 31356574937999286519508888 k]
BICP | Distance=491 | [0 + 491 i + 25 j + 37 k] ^ 9 = [-448258557492793942128600 + 1464058335849722189301491 i + 657803856600677862485425 j + 1145609686015988149648237 k]
BICP | Distance=491 | [0 + 491 i + 2 j + 12 k] ^ 9 = [-11839848808336158784320 + 1623956971357825210062491 i + 59796861965930517305522 j + 362954515081462332727212 k]
BICP | Distance=491 | [0 + 491 i + 375 j + 37 k] ^ 9 = [-51774383959556273071929000 + 128027978963905141442661491 i + 128027984462587262107281375 j + 51774386046332451811168237 k]
BICP | Distance=491 | [0 + 491 i + 50 j + 88 k] ^ 9 = [-1848118247962933923292800 + 190872875071217944614491 i + 341640639692149636570850 j + 2584918455490758901588888 k]
BICP | Distance=491 | [0 + 491 i + 59 j + 5 k] ^ 9 = [-160997095685598734180040 + 2556584873517663720057491 i + 2035083756503424151036259 j + 215515014125386424023085 k]
BICP | Distance=491 | [0 + 491 i + 5 j + 63 k] ^ 9 = [-138452712426604518866280 + 735700493098530600741491 i + 84912384312172259641085 j + 1633335178051498744834263 k]
BICP | Distance=491 | [0 + 491 i + 75 j + 37 k] ^ 9 = [-1545725180136227997385800 + 2663872708745008326921491 i + 2394090968969392652956275 j + 1822603940293512858988237 k]
BICP | Distance=491 | [0 + 50 i + 491 j + 88 k] ^ 9 = [-1848118247962933923292800 + 341640639692149636570850 i + 190872875071217944614491 j + 2584918455490758901588888 k]
BICP | Distance=491 | [0 + 59 i + 1 j + 491 k] ^ 9 = [26312896784130510157080 + 1556980135933536481139459 i + 18550479993647707145881 j + 839406922776333408123491 k]
BICP | Distance=491 | [0 + 59 i + 491 j + 5 k] ^ 9 = [-160997095685598734180040 + 2035083756503424151036259 i + 2556584873517663720057491 j + 215515014125386424023085 k]
BICP | Distance=491 | [0 + 59 i + 7 j + 491 k] ^ 9 = [183918878270115883558440 + 1547701245863486874827459 i + 129542424731240773382767 j + 831044413031238778419491 k]
BICP | Distance=491 | [0 + 5 i + 491 j + 63 k] ^ 9 = [-138452712426604518866280 + 84912384312172259641085 i + 735700493098530600741491 j + 1633335178051498744834263 k]
BICP | Distance=491 | [0 + 6 i + 8 j + 491 k] ^ 9 = [23707295752854938624640 + 180800625607625251258326 i + 241594130825463108884168 j + 1633870644786833477946491 k]
BICP | Distance=491 | [0 + 75 i + 37 j + 491 k] ^ 9 = [1105167468215181925135800 + 1484894449118171864956275 i + 393642818535442091098237 j + 203233501897198064151491 k]
BICP | Distance=491 | [0 + 75 i + 491 j + 37 k] ^ 9 = [-1545725180136227997385800 + 2394090968969392652956275 i + 2663872708745008326921491 j + 1822603940293512858988237 k]
BICP | Distance=491 | [0 + 7 i + 59 j + 491 k] ^ 9 = [183918878270115883558440 + 129542424731240773382767 i + 1547701245863486874827459 j + 831044413031238778419491 k]
BICP | Distance=491 | [0 + 8 i + 6 j + 491 k] ^ 9 = [23707295752854938624640 + 241594130825463108884168 i + 180800625607625251258326 j + 1633870644786833477946491 k]
BICP | Distance=491 | [10 + 16 i + 6 j + 491 k] ^ 9 = [342468129428769211880410 + 456087175886625185810416 i + 100187678223993954934326 j + 1617614326391325351780491 k]
BICP | Distance=491 | [10 + 1 i + 491 j + 1 k] ^ 9 = [302347329402768579030610 + 34985699208570569480281 i + 1633907992632702198069491 j + 25112341611600735921481 k]
BICP | Distance=491 | [10 + 3 i + 491 j + 487 k] ^ 9 = [4744114219980013806973810 + 1264601448574163757567723 i + 26217130743619774014825491 j + 24690874717827866406879487 k]
BICP | Distance=491 | [10 + 491 i + 1 j + 1 k] ^ 9 = [302347329402768579030610 + 1633907992632702198069491 i + 34985699208570569480281 j + 25112341611600735921481 k]
BICP | Distance=491 | [10 + 491 i + 3 j + 487 k] ^ 9 = [4744114219980013806973810 + 26217130743619774014825491 i + 1264601448574163757567723 j + 24690874717827866406879487 k]
BICP | Distance=491 | [10 + 6 i + 16 j + 491 k] ^ 9 = [342468129428769211880410 + 100187678223993954934326 i + 456087175886625185810416 j + 1617614326391325351780491 k]
BICP | Distance=491 | [1 + 0 i + 491 j + 3 k] ^ 9 = [30368508658864376101081 + 1485586972538492903640 i + 1656092353567149923667491 j + 91162013876702233726923 k]
BICP | Distance=491 | [1 + 0 i + 491 j + 59 k] ^ 9 = [18550479993647707145881 + 26312896784130510157080 i + 839406922776333408123491 j + 1556980135933536481139459 k]
BICP | Distance=491 | [1 + 10 i + 1 j + 491 k] ^ 9 = [34985699208570569480281 + 302347329402768579030610 i + 25112341611600735921481 j + 1633907992632702198069491 k]
BICP | Distance=491 | [112 + 163 i + 491 j + 5 k] ^ 9 = [12251205658871830176651112 + 1405959958811532144441163 i + 1330761086817549415425491 j + -12246850234875132082857235 k]
BICP | Distance=491 | [112 + 413 i + 491 j + 5 k] ^ 9 = [187262066253095319253173112 + 104860814911547579226279413 i + 104860796927929438509921491 j + -187262054480189564815689235 k]
BICP | Distance=491 | [112 + 491 i + 163 j + 5 k] ^ 9 = [12251205658871830176651112 + 1330761086817549415425491 i + 1405959958811532144441163 j + -12246850234875132082857235 k]
BICP | Distance=491 | [112 + 491 i + 413 j + 5 k] ^ 9 = [187262066253095319253173112 + 104860796927929438509921491 i + 104860814911547579226279413 j + -187262054480189564815689235 k]
BICP | Distance=491 | [1 + 12 i + 491 j + 3 k] ^ 9 = [12976827115863089271481 + 367932489645162419597412 i + 1692055224569555038383491 j + 86725175567859974665323 k]
BICP | Distance=491 | [1 + 15 i + 491 j + 4 k] ^ 9 = [1241035766870896077481 + 461114634907696125762615 i + 1710610183910989926693491 j + 117232331561713145245564 k]
BICP | Distance=491 | [116 + 41 i + 5 j + 491 k] ^ 9 = [4858055372848845247881116 + 2957891253676752599163041 i + -2818216284801226018275235 j + 4929407329747205958399491 k]
BICP | Distance=491 | [116 + 5 i + 41 j + 491 k] ^ 9 = [4858055372848845247881116 + -2818216284801226018275235 i + 2957891253676752599163041 j + 4929407329747205958399491 k]
BICP | Distance=491 | [1 + 16 i + 491 j + 487 k] ^ 9 = [754018557304717103375161 + 7505828781196751818534216 i + 26918274624572837123031491 j + 24057722469754516918581487 k]
BICP | Distance=491 | [1 + 1 i + 10 j + 491 k] ^ 9 = [34985699208570569480281 + 25112341611600735921481 i + 302347329402768579030610 j + 1633907992632702198069491 k]
BICP | Distance=491 | [1 + 1 i + 491 j + 10 k] ^ 9 = [25112341611600735921481 + 34985699208570569480281 i + 1633907992632702198069491 j + 302347329402768579030610 k]
BICP | Distance=491 | [1 + 1 i + 491 j + 6 k] ^ 9 = [27307984741782594021481 + 33241148732221407505081 i + 1649699436085689242793491 j + 181660804752903270877326 k]
BICP | Distance=491 | [1 + 1 i + 6 j + 491 k] ^ 9 = [33241148732221407505081 + 27307984741782594021481 i + 181660804752903270877326 j + 1649699436085689242793491 k]
BICP | Distance=491 | [12 + 1 i + 3 j + 491 k] ^ 9 = [367932489645162419597412 + 12976827115863089271481 i + 86725175567859974665323 j + 1692055224569555038383491 k]
BICP | Distance=491 | [12 + 205 i + 491 j + 5 k] ^ 9 = [1736215399507388175294612 + 19087191062084428845339205 i + 19098385231853200384317491 j + -1729591172686344081088435 k]
BICP | Distance=491 | [12 + 20 i + 491 j + 4 k] ^ 9 = [339490544314179621871212 + 630596045145291580471220 i + 1724140997500568140956491 j + 5522091045324473763364 k]
BICP | Distance=491 | [12 + 2 i + 491 j + 0 k] ^ 9 = [362954515081462332727212 + 59796861965930517305522 i + 1623956971357825210062491 j + -11839848808336158784320 k]
BICP | Distance=491 | [12 + 3 i + 1 j + 491 k] ^ 9 = [367932489645162419597412 + 86725175567859974665323 i + 12976827115863089271481 j + 1692055224569555038383491 k]
BICP | Distance=491 | [12 + 3 i + 491 j + 35 k] ^ 9 = [262501715744751094096212 + 277000007096663003499723 i + 1339345217272984720341491 j + 981848546538016855539035 k]
BICP | Distance=491 | [12 + 42 i + 491 j + 8 k] ^ 9 = [263103913548546404359212 + 1387806275982917187750042 i + 2076877597406110328958491 j + 28739405921046002520968 k]
BICP | Distance=491 | [12 + 455 i + 491 j + 5 k] ^ 9 = [20193782153244308380704612 + 302784401962505852497893455 i + 302784401962336098824697491 j + -20193782153429558762524435 k]
BICP | Distance=491 | [12 + 491 i + 205 j + 5 k] ^ 9 = [1736215399507388175294612 + 19098385231853200384317491 i + 19087191062084428845339205 j + -1729591172686344081088435 k]
BICP | Distance=491 | [12 + 491 i + 20 j + 4 k] ^ 9 = [339490544314179621871212 + 1724140997500568140956491 i + 630596045145291580471220 j + 5522091045324473763364 k]
BICP | Distance=491 | [12 + 491 i + 2 j + 0 k] ^ 9 = [362954515081462332727212 + 1623956971357825210062491 i + 59796861965930517305522 j + -11839848808336158784320 k]
BICP | Distance=491 | [12 + 491 i + 3 j + 35 k] ^ 9 = [262501715744751094096212 + 1339345217272984720341491 i + 277000007096663003499723 j + 981848546538016855539035 k]
BICP | Distance=491 | [12 + 491 i + 42 j + 8 k] ^ 9 = [263103913548546404359212 + 2076877597406110328958491 i + 1387806275982917187750042 j + 28739405921046002520968 k]
BICP | Distance=491 | [12 + 491 i + 455 j + 5 k] ^ 9 = [20193782153244308380704612 + 302784401962336098824697491 i + 302784401962505852497893455 j + -20193782153429558762524435 k]
BICP | Distance=491 | [12 + 491 i + 55 j + 5 k] ^ 9 = [346902135234783430128612 + 2412698459755069859529491 i + 1874344627437617297406655 j + -149936204938440657426835 k]
BICP | Distance=491 | [12 + 491 i + 5 j + 5 k] ^ 9 = [350556124095814138086612 + 1625081948846696521173491 i + 178816354702373702695805 j + 120207237920225938260365 k]
BICP | Distance=491 | [12 + 491 i + 7 j + 13 k] ^ 9 = [313353011989844446498212 + 1601233252501128159153491 i + 282420345234395840475727 j + 347398605312257187009013 k]
BICP | Distance=491 | [125 + 0 i + 37 j + 491 k] ^ 9 = [5528597578539647139927125 + -3287730132664750565643000 i + 3384883149905671577668237 j + 5604629539701750502161491 k]
BICP | Distance=491 | [125 + 37 i + 0 j + 491 k] ^ 9 = [5528597578539647139927125 + 3384883149905671577668237 i + -3287730132664750565643000 j + 5604629539701750502161491 k]
BICP | Distance=491 | [12 + 55 i + 491 j + 5 k] ^ 9 = [346902135234783430128612 + 1874344627437617297406655 i + 2412698459755069859529491 j + -149936204938440657426835 k]
BICP | Distance=491 | [12 + 5 i + 491 j + 5 k] ^ 9 = [350556124095814138086612 + 178816354702373702695805 i + 1625081948846696521173491 j + 120207237920225938260365 k]
BICP | Distance=491 | [12 + 7 i + 491 j + 13 k] ^ 9 = [313353011989844446498212 + 282420345234395840475727 i + 1601233252501128159153491 j + 347398605312257187009013 k]
BICP | Distance=491 | [13 + 212 i + 491 j + 5 k] ^ 9 = [2147822846725810842051013 + 20866451105831871572805212 i + 20875181766802395640347491 j + -2142104770035853008111235 k]
BICP | Distance=491 | [13 + 3 i + 4 j + 491 k] ^ 9 = [402683855458307553987013 + 66942475631726052408123 i + 104411367011105823445564 j + 1695353781665863631253491 k]
BICP | Distance=491 | [13 + 462 i + 491 j + 5 k] ^ 9 = [24477102392239308719823013 + 323372614446360043327893462 i + 323372614446377844574851491 j + -24477102392299609423779235 k]
BICP | Distance=491 | [13 + 491 i + 212 j + 5 k] ^ 9 = [2147822846725810842051013 + 20875181766802395640347491 i + 20866451105831871572805212 j + -2142104770035853008111235 k]
BICP | Distance=491 | [13 + 491 i + 462 j + 5 k] ^ 9 = [24477102392239308719823013 + 323372614446377844574851491 i + 323372614446360043327893462 j + -24477102392299609423779235 k]
BICP | Distance=491 | [13 + 491 i + 6 j + 69 k] ^ 9 = [12058003419455300727013 + 574296895630585108779491 i + 467497201497102068202126 j + 1670165751615057217781469 k]
BICP | Distance=491 | [13 + 491 i + 7 j + 12 k] ^ 9 = [347398605312257187009013 + 1601233252501128159153491 i + 282420345234395840475727 j + 313353011989844446498212 k]
BICP | Distance=491 | [13 + 491 i + 9 j + 8 k] ^ 3 = [-9188513 + -118152491 i + -6810009 j + -5438638 k]
BICP | Distance=491 | [13 + 4 i + 3 j + 491 k] ^ 9 = [402683855458307553987013 + 104411367011105823445564 i + 66942475631726052408123 j + 1695353781665863631253491 k]
BICP | Distance=491 | [13 + 6 i + 491 j + 69 k] ^ 9 = [12058003419455300727013 + 467497201497102068202126 i + 574296895630585108779491 j + 1670165751615057217781469 k]
BICP | Distance=491 | [13 + 6 i + 7 j + 491 k] ^ 9 = [414958165263272140143013 + 139599432896757491690526 i + 177068324276137262727967 j + 1683079471860899045097491 k]
BICP | Distance=491 | [13 + 7 i + 491 j + 12 k] ^ 9 = [347398605312257187009013 + 282420345234395840475727 i + 1601233252501128159153491 j + 313353011989844446498212 k]
BICP | Distance=491 | [13 + 7 i + 6 j + 491 k] ^ 9 = [414958165263272140143013 + 177068324276137262727967 i + 139599432896757491690526 j + 1683079471860899045097491 k]
BICP | Distance=491 | [138 + 337 i + 491 j + 5 k] ^ 9 = [101605393289909905154481138 + 14047519317045792333963337 i + 14048238507340858109265491 j + -101605043912679960745197235 k]
BICP | Distance=491 | [138 + 491 i + 337 j + 5 k] ^ 9 = [101605393289909905154481138 + 14048238507340858109265491 i + 14047519317045792333963337 j + -101605043912679960745197235 k]
BICP | Distance=491 | [13 + 9 i + 491 j + 8 k] ^ 3 = [-9188513 + -6810009 i + -118152491 j + -5438638 k]
BICP | Distance=491 | [1 + 3 i + 44 j + 491 k] ^ 9 = [85403128545278544903481 + 50524880088924488844123 i + 1236177894037272963091844 j + 1191727891972602844905491 k]
BICP | Distance=491 | [1 + 3 i + 4 j + 491 k] ^ 3 = [758521 + 2157783 i + 2883974 j + 118335491 k]
BICP | Distance=491 | [1 + 41 i + 6 j + 491 k] ^ 9 = [140289644363851989231481 + 1158759670702289021447441 i + 127943103423908430488526 j + 1246614407791176289233491 k]
BICP | Distance=491 | [1 + 44 i + 3 j + 491 k] ^ 9 = [85403128545278544903481 + 1236177894037272963091844 i + 50524880088924488844123 j + 1191727891972602844905491 k]
BICP | Distance=491 | [1 + 491 i + 0 j + 3 k] ^ 9 = [30368508658864376101081 + 1656092353567149923667491 i + 1485586972538492903640 j + 91162013876702233726923 k]
BICP | Distance=491 | [1 + 491 i + 0 j + 59 k] ^ 9 = [18550479993647707145881 + 839406922776333408123491 i + 26312896784130510157080 j + 1556980135933536481139459 k]
BICP | Distance=491 | [1 + 491 i + 12 j + 3 k] ^ 9 = [12976827115863089271481 + 1692055224569555038383491 i + 367932489645162419597412 j + 86725175567859974665323 k]
BICP | Distance=491 | [1 + 491 i + 15 j + 4 k] ^ 9 = [1241035766870896077481 + 1710610183910989926693491 i + 461114634907696125762615 j + 117232331561713145245564 k]
BICP | Distance=491 | [1 + 491 i + 16 j + 487 k] ^ 9 = [754018557304717103375161 + 26918274624572837123031491 i + 7505828781196751818534216 j + 24057722469754516918581487 k]
BICP | Distance=491 | [1 + 491 i + 1 j + 10 k] ^ 9 = [25112341611600735921481 + 1633907992632702198069491 i + 34985699208570569480281 j + 302347329402768579030610 k]
BICP | Distance=491 | [1 + 491 i + 1 j + 6 k] ^ 9 = [27307984741782594021481 + 1649699436085689242793491 i + 33241148732221407505081 j + 181660804752903270877326 k]
BICP | Distance=491 | [1 + 491 i + 4 j + 459 k] ^ 9 = [760724656211009804103481 + 24803923321717261887279491 i + 1345207973881114145915164 j + 12948483615599323119945459 k]
BICP | Distance=491 | [1 + 491 i + 4 j + 9 k] ^ 9 = [12373723179429510771481 + 1642474203569958600147491 i + 124977329056041599321164 j + 271263241688265121517409 k]
BICP | Distance=491 | [1 + 491 i + 6 j + 491 k] ^ 9 = [488287519835593544511481 + 26582640594587264688291491 i + 2917532540347356164186526 j + 26443969704924371804001491 k]
BICP | Distance=491 | [1 + 491 i + 8 j + 7 k] ^ 9 = [2704133100801639663481 + 1662386898933955707327491 i + 245882746511781747637568 j + 210010109617036390985167 k]
BICP | Distance=491 | [1 + 4 i + 3 j + 491 k] ^ 3 = [758521 + 2883974 i + 2157783 j + 118335491 k]
BICP | Distance=491 | [1 + 4 i + 491 j + 459 k] ^ 9 = [760724656211009804103481 + 1345207973881114145915164 i + 24803923321717261887279491 j + 12948483615599323119945459 k]
BICP | Distance=491 | [1 + 4 i + 491 j + 9 k] ^ 9 = [12373723179429510771481 + 124977329056041599321164 i + 1642474203569958600147491 j + 271263241688265121517409 k]
BICP | Distance=491 | [15 + 1 i + 4 j + 491 k] ^ 9 = [461114634907696125762615 + 1241035766870896077481 i + 117232331561713145245564 j + 1710610183910989926693491 k]
BICP | Distance=491 | [15 + 3 i + 491 j + 38 k] ^ 9 = [324457588478473894097415 + 342986691495263754363723 i + 1273358532874383969477491 j + 1043804419271739655540238 k]
BICP | Distance=491 | [15 + 491 i + 3 j + 38 k] ^ 9 = [324457588478473894097415 + 1273358532874383969477491 i + 342986691495263754363723 j + 1043804419271739655540238 k]
BICP | Distance=491 | [15 + 491 i + 6 j + 459 k] ^ 9 = [5992500756676679009855415 + 24239607022560667101231491 i + 690916555634117489118126 j + 13135087556064363623589459 k]
BICP | Distance=491 | [15 + 4 i + 1 j + 491 k] ^ 9 = [461114634907696125762615 + 117232331561713145245564 i + 1241035766870896077481 j + 1710610183910989926693491 k]
BICP | Distance=491 | [15 + 6 i + 491 j + 459 k] ^ 9 = [5992500756676679009855415 + 690916555634117489118126 i + 24239607022560667101231491 j + 13135087556064363623589459 k]
BICP | Distance=491 | [159 + 491 i + 5 j + 284 k] ^ 9 = [3195411927214511002731159 + 9998106164890372639929491 i + -11450827509605289241529635 j + 5102090495235368272287284 k]
BICP | Distance=491 | [159 + 5 i + 491 j + 284 k] ^ 9 = [3195411927214511002731159 + -11450827509605289241529635 i + 9998106164890372639929491 j + 5102090495235368272287284 k]
BICP | Distance=491 | [16 + 0 i + 0 j + 491 k] ^ 9 = [491251948333499841705616 + 0 i + 0 j + 1722207826701877527252491 k]
BICP | Distance=491 | [16 + 0 i + 50 j + 491 k] ^ 9 = [352918409332695899145616 + -370651350018443696889600 i + 1418217168812694185170850 j + 1111757645550194678442491 k]
BICP | Distance=491 | [16 + 10 i + 491 j + 6 k] ^ 9 = [456087175886625185810416 + 342468129428769211880410 i + 1617614326391325351780491 j + 100187678223993954934326 k]
BICP | Distance=491 | [16 + 1 i + 487 j + 491 k] ^ 9 = [7505828781196751818534216 + 754018557304717103375161 i + 24057722469754516918581487 j + 26918274624572837123031491 k]
BICP | Distance=491 | [16 + 20 i + 491 j + 8 k] ^ 9 = [422241930573744866044816 + 659826910701237167527220 i + 1694910131944622553900491 j + 88273477304889717936968 k]
BICP | Distance=491 | [16 + 25 i + 25 j + 491 k] ^ 9 = [727310269408939294830616 + 523782909397125244140625 i + 523782909397125244140625 j + 1486149505626438074127491 k]
BICP | Distance=491 | [163 + 112 i + 5 j + 491 k] ^ 9 = [1405959958811532144441163 + 12251205658871830176651112 i + -12246850234875132082857235 j + 1330761086817549415425491 k]
BICP | Distance=491 | [163 + 5 i + 112 j + 491 k] ^ 9 = [1405959958811532144441163 + -12246850234875132082857235 i + 12251205658871830176651112 j + 1330761086817549415425491 k]
BICP | Distance=491 | [16 + 3 i + 491 j + 3 k] ^ 9 = [477251134374080004899416 + 112049398426789957373163 i + 1596410947301008125129491 j + 64974993507735017780763 k]
BICP | Distance=491 | [16 + 3 i + 491 j + 5 k] ^ 9 = [473449360837166759134216 + 127605709823421455377323 i + 1593209084703271911873491 j + 123956890100117564661485 k]
BICP | Distance=491 | [16 + 487 i + 1 j + 491 k] ^ 9 = [7505828781196751818534216 + 24057722469754516918581487 i + 754018557304717103375161 j + 26918274624572837123031491 k]
BICP | Distance=491 | [16 + 491 i + 10 j + 6 k] ^ 9 = [456087175886625185810416 + 1617614326391325351780491 i + 342468129428769211880410 j + 100187678223993954934326 k]
BICP | Distance=491 | [16 + 491 i + 20 j + 8 k] ^ 9 = [422241930573744866044816 + 1694910131944622553900491 i + 659826910701237167527220 j + 88273477304889717936968 k]
BICP | Distance=491 | [16 + 491 i + 3 j + 3 k] ^ 9 = [477251134374080004899416 + 1596410947301008125129491 i + 112049398426789957373163 j + 64974993507735017780763 k]
BICP | Distance=491 | [16 + 491 i + 3 j + 5 k] ^ 9 = [473449360837166759134216 + 1593209084703271911873491 i + 127605709823421455377323 j + 123956890100117564661485 k]
BICP | Distance=491 | [16 + 491 i + 4 j + 4 k] ^ 9 = [473860533227078031571216 + 1597195189353728271828491 i + 149347154063413030918564 j + 86711010222371755270564 k]
BICP | Distance=491 | [16 + 491 i + 5 j + 41 k] ^ 9 = [295566134217763798799416 + 1225759776968149434093491 i + 426461635199951156946365 j + 1100303937036431589210641 k]
BICP | Distance=491 | [16 + 491 i + 7 j + 3 k] ^ 9 = [473675321869088608573816 + 1607448426825912454029491 i + 230372574076159328337967 j + 33878120211149888875323 k]
BICP | Distance=491 | [16 + 4 i + 491 j + 4 k] ^ 9 = [473860533227078031571216 + 149347154063413030918564 i + 1597195189353728271828491 j + 86711010222371755270564 k]
BICP | Distance=491 | [16 + 50 i + 0 j + 491 k] ^ 9 = [352918409332695899145616 + 1418217168812694185170850 i + -370651350018443696889600 j + 1111757645550194678442491 k]
BICP | Distance=491 | [16 + 50 i + 50 j + 491 k] ^ 9 = [1325430492645023279205616 + 715430232246398925781250 i + 715430232246398925781250 j + 888029282390354089752491 k]
BICP | Distance=491 | [16 + 5 i + 491 j + 41 k] ^ 9 = [295566134217763798799416 + 426461635199951156946365 i + 1225759776968149434093491 j + 1100303937036431589210641 k]
BICP | Distance=491 | [16 + 5 i + 5 j + 491 k] ^ 9 = [501057087248616169830616 + 116134789305531798828125 i + 116134789305531798828125 j + 1712402687786761199127491 k]
BICP | Distance=491 | [166 + 491 i + 491 j + 5 k] ^ 9 = [475622713476523589201115166 + 51687257473880718569877491 i + 51687257473880718569877491 j + -475622588460697921376721235 k]
BICP | Distance=491 | [16 + 75 i + 75 j + 491 k] ^ 9 = [1980346933227298669830616 + 357760156414031982421875 i + 357760156414031982421875 j + 233112841808078699127491 k]
BICP | Distance=491 | [16 + 7 i + 491 j + 3 k] ^ 9 = [473675321869088608573816 + 230372574076159328337967 i + 1607448426825912454029491 j + 33878120211149888875323 k]
BICP | Distance=491 | [1 + 6 i + 1 j + 491 k] ^ 9 = [33241148732221407505081 + 181660804752903270877326 i + 27307984741782594021481 j + 1649699436085689242793491 k]
BICP | Distance=491 | [1 + 6 i + 41 j + 491 k] ^ 9 = [140289644363851989231481 + 127943103423908430488526 i + 1158759670702289021447441 j + 1246614407791176289233491 k]
BICP | Distance=491 | [1 + 6 i + 491 j + 491 k] ^ 9 = [488287519835593544511481 + 2917532540347356164186526 i + 26582640594587264688291491 j + 26443969704924371804001491 k]
BICP | Distance=491 | [187 + 5 i + 6 j + 491 k] ^ 9 = [15125158024655140679061187 + -197361679685052649066195 i + 204495047092276546531326 j + 15146292531368890220997491 k]
BICP | Distance=491 | [187 + 6 i + 5 j + 491 k] ^ 9 = [15125158024655140679061187 + 204495047092276546531326 i + -197361679685052649066195 j + 15146292531368890220997491 k]
BICP | Distance=491 | [1 + 8 i + 491 j + 7 k] ^ 9 = [2704133100801639663481 + 245882746511781747637568 i + 1662386898933955707327491 j + 210010109617036390985167 k]
BICP | Distance=491 | [19 + 491 i + 9 j + 2 k] ^ 3 = [-13686119 + -117954491 i + -6612009 j + -941032 k]
BICP | Distance=491 | [19 + 9 i + 491 j + 2 k] ^ 3 = [-13686119 + -6612009 i + -117954491 j + -941032 k]
BICP | Distance=491 | [200 + 50 i + 88 j + 491 k] ^ 9 = [16036463750808753645576200 + -8652519129928005149600350 i + 8624665423872879508228888 j + 16011685396380816615594491 k]
BICP | Distance=491 | [200 + 88 i + 50 j + 491 k] ^ 9 = [16036463750808753645576200 + 8624665423872879508228888 i + -8652519129928005149600350 j + 16011685396380816615594491 k]
BICP | Distance=491 | [20 + 12 i + 4 j + 491 k] ^ 9 = [630596045145291580471220 + 339490544314179621871212 i + 5522091045324473763364 j + 1724140997500568140956491 k]
BICP | Distance=491 | [20 + 16 i + 8 j + 491 k] ^ 9 = [659826910701237167527220 + 422241930573744866044816 i + 88273477304889717936968 j + 1694910131944622553900491 k]
BICP | Distance=491 | [20 + 4 i + 12 j + 491 k] ^ 9 = [630596045145291580471220 + 5522091045324473763364 i + 339490544314179621871212 j + 1724140997500568140956491 k]
BICP | Distance=491 | [205 + 12 i + 5 j + 491 k] ^ 9 = [19087191062084428845339205 + 1736215399507388175294612 i + -1729591172686344081088435 j + 19098385231853200384317491 k]
BICP | Distance=491 | [205 + 5 i + 12 j + 491 k] ^ 9 = [19087191062084428845339205 + -1729591172686344081088435 i + 1736215399507388175294612 j + 19098385231853200384317491 k]
BICP | Distance=491 | [20 + 8 i + 16 j + 491 k] ^ 9 = [659826910701237167527220 + 88273477304889717936968 i + 422241930573744866044816 j + 1694910131944622553900491 k]
BICP | Distance=491 | [2 + 0 i + 12 j + 491 k] ^ 9 = [59796861965930517305522 + -11839848808336158784320 i + 362954515081462332727212 j + 1623956971357825210062491 k]
BICP | Distance=491 | [212 + 13 i + 5 j + 491 k] ^ 9 = [20866451105831871572805212 + 2147822846725810842051013 i + -2142104770035853008111235 j + 20875181766802395640347491 k]
BICP | Distance=491 | [212 + 5 i + 13 j + 491 k] ^ 9 = [20866451105831871572805212 + -2142104770035853008111235 i + 2147822846725810842051013 j + 20875181766802395640347491 k]
BICP | Distance=491 | [2 + 12 i + 0 j + 491 k] ^ 9 = [59796861965930517305522 + 362954515081462332727212 i + -11839848808336158784320 j + 1623956971357825210062491 k]
BICP | Distance=491 | [216 + 491 i + 5 j + 341 k] ^ 9 = [31506413447253361563741216 + 4968830446985977549617491 i + -6421551791700894151217635 j + 33413092015274218833297341 k]
BICP | Distance=491 | [216 + 5 i + 491 j + 341 k] ^ 9 = [31506413447253361563741216 + -6421551791700894151217635 i + 4968830446985977549617491 j + 33413092015274218833297341 k]
BICP | Distance=491 | [2 + 2 i + 34 j + 491 k] ^ 9 = [85285204752074006083922 + 20204346556100132347922 i + 985938481184497618429234 j + 1377989229716459266098491 k]
BICP | Distance=491 | [2 + 2 i + 491 j + 34 k] ^ 9 = [20204346556100132347922 + 85285204752074006083922 i + 1377989229716459266098491 j + 985938481184497618429234 k]
BICP | Distance=491 | [2 + 34 i + 2 j + 491 k] ^ 9 = [85285204752074006083922 + 985938481184497618429234 i + 20204346556100132347922 j + 1377989229716459266098491 k]
BICP | Distance=491 | [2 + 37 i + 3 j + 491 k] ^ 9 = [104036818665510748393082 + 1062488111555750571341437 i + 41735606969837606079723 j + 1326652768084032703299491 k]
BICP | Distance=491 | [2 + 3 i + 37 j + 491 k] ^ 9 = [104036818665510748393082 + 41735606969837606079723 i + 1062488111555750571341437 j + 1326652768084032703299491 k]
BICP | Distance=491 | [2 + 491 i + 2 j + 34 k] ^ 9 = [20204346556100132347922 + 1377989229716459266098491 i + 85285204752074006083922 j + 985938481184497618429234 k]
BICP | Distance=491 | [2 + 491 i + 4 j + 8 k] ^ 9 = [44631178344286214359922 + 1646138969642369571906491 i + 128642095128452571080164 j + 239005786523408417928968 k]
BICP | Distance=491 | [2 + 491 i + 84 j + 2 k] ^ 3 = [-993862 + -128754491 i + -61354884 j + -993862 k]
BICP | Distance=491 | [2 + 491 i + 8 j + 416 k] ^ 9 = [1717958277358628180628722 + 18881296299678657596202491 i + 1345317052025002450004168 j + 703947801068673884976416 k]
BICP | Distance=491 | [2 + 491 i + 8 j + 6 k] ^ 9 = [37203272293817755546322 + 1665158232513390869928491 i + 248654080091216910238568 j + 175510970424020275102326 k]
BICP | Distance=491 | [2 + 491 i + 9 j + 19 k] ^ 3 = [-941032 + -117954491 i + -6612009 j + -13686119 k]
BICP | Distance=491 | [2 + 4 i + 491 j + 8 k] ^ 9 = [44631178344286214359922 + 128642095128452571080164 i + 1646138969642369571906491 j + 239005786523408417928968 k]
BICP | Distance=491 | [250 + 0 i + 88 j + 491 k] ^ 9 = [17416772907071250802854250 + -31356619899235217776464000 i + 31356574937999286519508888 j + 17411956313690168256054491 k]
BICP | Distance=491 | [250 + 88 i + 0 j + 491 k] ^ 9 = [17416772907071250802854250 + 31356574937999286519508888 i + -31356619899235217776464000 j + 17411956313690168256054491 k]
BICP | Distance=491 | [25 + 0 i + 37 j + 491 k] ^ 9 = [657803856600677862485425 + -448258557492793942128600 i + 1145609686015988149648237 j + 1464058335849722189301491 k]
BICP | Distance=491 | [25 + 0 i + 491 j + 37 k] ^ 9 = [624138338796003018485425 + 431942882566609365378600 i + 1191035766863611326771491 j + 986923868058181675438237 k]
BICP | Distance=491 | [25 + 16 i + 491 j + 25 k] ^ 9 = [523782909397125244140625 + 727310269408939294830616 i + 1486149505626438074127491 j + 523782909397125244140625 k]
BICP | Distance=491 | [25 + 37 i + 0 j + 491 k] ^ 9 = [657803856600677862485425 + 1145609686015988149648237 i + -448258557492793942128600 j + 1464058335849722189301491 k]
BICP | Distance=491 | [25 + 37 i + 50 j + 491 k] ^ 9 = [1321606715362692060492625 + 309777804207870151168237 i + 894306011313837524092250 j + 1212535701563920750161491 k]
BICP | Distance=491 | [25 + 491 i + 0 j + 37 k] ^ 9 = [624138338796003018485425 + 1191035766863611326771491 i + 431942882566609365378600 j + 986923868058181675438237 k]
BICP | Distance=491 | [25 + 491 i + 16 j + 25 k] ^ 9 = [523782909397125244140625 + 1486149505626438074127491 i + 727310269408939294830616 j + 523782909397125244140625 k]
BICP | Distance=491 | [25 + 50 i + 37 j + 491 k] ^ 9 = [1321606715362692060492625 + 894306011313837524092250 i + 309777804207870151168237 j + 1212535701563920750161491 k]
BICP | Distance=491 | [259 + 5 i + 84 j + 491 k] ^ 9 = [23126823644483935951365259 + -31966048125042290156829235 i + 31965489946153093918539084 j + 23123255367945896105421491 k]
BICP | Distance=491 | [259 + 84 i + 5 j + 491 k] ^ 9 = [23126823644483935951365259 + 31965489946153093918539084 i + -31966048125042290156829235 j + 23123255367945896105421491 k]
BICP | Distance=491 | [2 + 5 i + 7 j + 491 k] ^ 9 = [77596155337272457994522 + 144155778429444915830525 i + 206958887843681258112367 j + 1641756264729167150751491 k]
BICP | Distance=491 | [2 + 7 i + 5 j + 491 k] ^ 9 = [77596155337272457994522 + 206958887843681258112367 i + 144155778429444915830525 j + 1641756264729167150751491 k]
BICP | Distance=491 | [284 + 491 i + 5 j + 159 k] ^ 9 = [5102090495235368272287284 + 9998106164890372639929491 i + -11450827509605289241529635 j + 3195411927214511002731159 k]
BICP | Distance=491 | [284 + 5 i + 491 j + 159 k] ^ 9 = [5102090495235368272287284 + -11450827509605289241529635 i + 9998106164890372639929491 j + 3195411927214511002731159 k]
BICP | Distance=491 | [2 + 84 i + 491 j + 2 k] ^ 3 = [-993862 + -61354884 i + -128754491 j + -993862 k]
BICP | Distance=491 | [2 + 8 i + 491 j + 416 k] ^ 9 = [1717958277358628180628722 + 1345317052025002450004168 i + 18881296299678657596202491 j + 703947801068673884976416 k]
BICP | Distance=491 | [2 + 8 i + 491 j + 6 k] ^ 9 = [37203272293817755546322 + 248654080091216910238568 i + 1665158232513390869928491 j + 175510970424020275102326 k]
BICP | Distance=491 | [2 + 9 i + 491 j + 19 k] ^ 3 = [-941032 + -6612009 i + -117954491 j + -13686119 k]
BICP | Distance=491 | [300 + 491 i + 50 j + 88 k] ^ 9 = [48129543701202786132300 + 385492297066574286414491 i + -7754181967781331053672350 j + 1693488401713716318988888 k]
BICP | Distance=491 | [300 + 50 i + 491 j + 88 k] ^ 9 = [48129543701202786132300 + -7754181967781331053672350 i + 385492297066574286414491 j + 1693488401713716318988888 k]
BICP | Distance=491 | [30 + 491 i + 5 j + 63 k] ^ 9 = [359908542495844626370230 + 649907795951254920609491 i + 881946021695362799108765 j + 1403210846409312613858263 k]
BICP | Distance=491 | [30 + 5 i + 491 j + 63 k] ^ 9 = [359908542495844626370230 + 881946021695362799108765 i + 649907795951254920609491 j + 1403210846409312613858263 k]
BICP | Distance=491 | [3 + 0 i + 491 j + 1 k] ^ 9 = [91162013876702233726923 + 1485586972538492903640 i + 1656092353567149923667491 j + 30368508658864376101081 k]
BICP | Distance=491 | [3 + 10 i + 487 j + 491 k] ^ 9 = [1264601448574163757567723 + 4744114219980013806973810 i + 24690874717827866406879487 j + 26217130743619774014825491 k]
BICP | Distance=491 | [3 + 12 i + 35 j + 491 k] ^ 9 = [277000007096663003499723 + 262501715744751094096212 i + 981848546538016855539035 j + 1339345217272984720341491 k]
BICP | Distance=491 | [3 + 12 i + 491 j + 1 k] ^ 9 = [86725175567859974665323 + 367932489645162419597412 i + 1692055224569555038383491 j + 12976827115863089271481 k]
BICP | Distance=491 | [3 + 13 i + 491 j + 4 k] ^ 9 = [66942475631726052408123 + 402683855458307553987013 i + 1695353781665863631253491 j + 104411367011105823445564 k]
BICP | Distance=491 | [3 + 15 i + 38 j + 491 k] ^ 9 = [342986691495263754363723 + 324457588478473894097415 i + 1043804419271739655540238 j + 1273358532874383969477491 k]
BICP | Distance=491 | [3 + 16 i + 3 j + 491 k] ^ 9 = [112049398426789957373163 + 477251134374080004899416 i + 64974993507735017780763 j + 1596410947301008125129491 k]
BICP | Distance=491 | [3 + 16 i + 5 j + 491 k] ^ 9 = [127605709823421455377323 + 473449360837166759134216 i + 123956890100117564661485 j + 1593209084703271911873491 k]
BICP | Distance=491 | [3 + 1 i + 491 j + 44 k] ^ 9 = [50524880088924488844123 + 85403128545278544903481 i + 1191727891972602844905491 j + 1236177894037272963091844 k]
BICP | Distance=491 | [3 + 1 i + 491 j + 4 k] ^ 3 = [-2157783 + -758521 i + -118335491 j + -2883974 k]
BICP | Distance=491 | [320 + 40 i + 491 j + 62 k] ^ 9 = [-3305642479158933487040320 + -7004085838960889290313240 i + 1789330699310990082474491 j + 3671642284027325578774862 k]
BICP | Distance=491 | [320 + 491 i + 40 j + 62 k] ^ 9 = [-3305642479158933487040320 + 1789330699310990082474491 i + -7004085838960889290313240 j + 3671642284027325578774862 k]
BICP | Distance=491 | [3 + 2 i + 491 j + 37 k] ^ 9 = [41735606969837606079723 + 104036818665510748393082 i + 1326652768084032703299491 j + 1062488111555750571341437 k]
BICP | Distance=491 | [3 + 34 i + 3 j + 491 k] ^ 9 = [127909454286843126858123 + 983708866701607585192234 i + 30353733832081531692123 j + 1379160156797065567149491 k]
BICP | Distance=491 | [3 + 35 i + 12 j + 491 k] ^ 9 = [277000007096663003499723 + 981848546538016855539035 i + 262501715744751094096212 j + 1339345217272984720341491 k]
BICP | Distance=491 | [337 + 138 i + 5 j + 491 k] ^ 9 = [14047519317045792333963337 + 101605393289909905154481138 i + -101605043912679960745197235 j + 14048238507340858109265491 k]
BICP | Distance=491 | [337 + 5 i + 138 j + 491 k] ^ 9 = [14047519317045792333963337 + -101605043912679960745197235 i + 101605393289909905154481138 j + 14048238507340858109265491 k]
BICP | Distance=491 | [3 + 37 i + 491 j + 4 k] ^ 9 = [29546174313617895680763 + 1188277670272953540828637 i + 2000683406698577340429491 j + 83908665456915335890684 k]
BICP | Distance=491 | [3 + 37 i + 60 j + 491 k] ^ 9 = [989315848000595850027723 + 556877477671517649179437 i + 1276224308464783410622260 j + 627029376369051873813491 k]
BICP | Distance=491 | [3 + 38 i + 15 j + 491 k] ^ 9 = [342986691495263754363723 + 1043804419271739655540238 i + 324457588478473894097415 j + 1273358532874383969477491 k]
BICP | Distance=491 | [3 + 3 i + 16 j + 491 k] ^ 9 = [112049398426789957373163 + 64974993507735017780763 i + 477251134374080004899416 j + 1596410947301008125129491 k]
BICP | Distance=491 | [3 + 3 i + 34 j + 491 k] ^ 9 = [127909454286843126858123 + 30353733832081531692123 i + 983708866701607585192234 j + 1379160156797065567149491 k]
BICP | Distance=491 | [3 + 3 i + 491 j + 16 k] ^ 9 = [64974993507735017780763 + 112049398426789957373163 i + 1596410947301008125129491 j + 477251134374080004899416 k]
BICP | Distance=491 | [3 + 3 i + 491 j + 34 k] ^ 9 = [30353733832081531692123 + 127909454286843126858123 i + 1379160156797065567149491 j + 983708866701607585192234 k]
BICP | Distance=491 | [3 + 40 i + 63 j + 491 k] ^ 9 = [1091545789687121527755723 + 552141223430903473650640 i + 1271488054224169235093463 j + 524799434682526196085491 k]
BICP | Distance=491 | [341 + 491 i + 5 j + 216 k] ^ 9 = [33413092015274218833297341 + 4968830446985977549617491 i + -6421551791700894151217635 j + 31506413447253361563741216 k]
BICP | Distance=491 | [341 + 5 i + 491 j + 216 k] ^ 9 = [33413092015274218833297341 + -6421551791700894151217635 i + 4968830446985977549617491 j + 31506413447253361563741216 k]
BICP | Distance=491 | [34 + 2 i + 491 j + 2 k] ^ 9 = [985938481184497618429234 + 85285204752074006083922 i + 1377989229716459266098491 j + 20204346556100132347922 k]
BICP | Distance=491 | [34 + 3 i + 491 j + 3 k] ^ 9 = [983708866701607585192234 + 127909454286843126858123 i + 1379160156797065567149491 j + 30353733832081531692123 k]
BICP | Distance=491 | [34 + 491 i + 2 j + 2 k] ^ 9 = [985938481184497618429234 + 1377989229716459266098491 i + 85285204752074006083922 j + 20204346556100132347922 k]
BICP | Distance=491 | [34 + 491 i + 3 j + 3 k] ^ 9 = [983708866701607585192234 + 1379160156797065567149491 i + 127909454286843126858123 j + 30353733832081531692123 k]
BICP | Distance=491 | [34 + 491 i + 5 j + 409 k] ^ 9 = [7214192818204987264425034 + 16959595633623841003929491 i + -4489338040871820877529635 j + 1083309604244892010593409 k]
BICP | Distance=491 | [34 + 491 i + 8 j + 80 k] ^ 9 = [60974982536746344150034 + 224528511691407316458491 i + 1124232698104846440154568 j + 1527844897925684109158480 k]
BICP | Distance=491 | [34 + 5 i + 491 j + 409 k] ^ 9 = [7214192818204987264425034 + -4489338040871820877529635 i + 16959595633623841003929491 j + 1083309604244892010593409 k]
BICP | Distance=491 | [34 + 5 i + 5 j + 491 k] ^ 9 = [1087723737501043236702634 + 85231146276926444474045 i + 85231146276926444474045 j + 1942214184331995093375491 k]
BICP | Distance=491 | [34 + 7 i + 7 j + 491 k] ^ 9 = [1094881858548881777718634 + 118810481429980954485487 i + 118810481429980954485487 j + 1935056063284156552359491 k]
BICP | Distance=491 | [3 + 487 i + 10 j + 491 k] ^ 9 = [1264601448574163757567723 + 24690874717827866406879487 i + 4744114219980013806973810 j + 26217130743619774014825491 k]
BICP | Distance=491 | [34 + 8 i + 491 j + 80 k] ^ 9 = [60974982536746344150034 + 1124232698104846440154568 i + 224528511691407316458491 j + 1527844897925684109158480 k]
BICP | Distance=491 | [3 + 491 i + 0 j + 1 k] ^ 9 = [91162013876702233726923 + 1656092353567149923667491 i + 1485586972538492903640 j + 30368508658864376101081 k]
BICP | Distance=491 | [3 + 491 i + 12 j + 1 k] ^ 9 = [86725175567859974665323 + 1692055224569555038383491 i + 367932489645162419597412 j + 12976827115863089271481 k]
BICP | Distance=491 | [3 + 491 i + 13 j + 4 k] ^ 9 = [66942475631726052408123 + 1695353781665863631253491 i + 402683855458307553987013 j + 104411367011105823445564 k]
BICP | Distance=491 | [3 + 491 i + 1 j + 44 k] ^ 9 = [50524880088924488844123 + 1191727891972602844905491 i + 85403128545278544903481 j + 1236177894037272963091844 k]
BICP | Distance=491 | [3 + 491 i + 1 j + 4 k] ^ 3 = [-2157783 + -118335491 i + -758521 j + -2883974 k]
BICP | Distance=491 | [3 + 491 i + 2 j + 37 k] ^ 9 = [41735606969837606079723 + 1326652768084032703299491 i + 104036818665510748393082 j + 1062488111555750571341437 k]
BICP | Distance=491 | [3 + 491 i + 37 j + 4 k] ^ 9 = [29546174313617895680763 + 2000683406698577340429491 i + 1188277670272953540828637 j + 83908665456915335890684 k]
BICP | Distance=491 | [3 + 491 i + 3 j + 16 k] ^ 9 = [64974993507735017780763 + 1596410947301008125129491 i + 112049398426789957373163 j + 477251134374080004899416 k]
BICP | Distance=491 | [3 + 491 i + 3 j + 34 k] ^ 9 = [30353733832081531692123 + 1379160156797065567149491 i + 127909454286843126858123 j + 983708866701607585192234 k]
BICP | Distance=491 | [3 + 491 i + 6 j + 487 k] ^ 9 = [1504572741823105681346763 + 26485178884447180655391491 i + 2774509065129695309688366 j + 24502366533960970603809487 k]
BICP | Distance=491 | [3 + 491 i + 7 j + 16 k] ^ 9 = [33878120211149888875323 + 1607448426825912454029491 i + 230372574076159328337967 j + 473675321869088608573816 k]
BICP | Distance=491 | [3 + 491 i + 7 j + 416 k] ^ 9 = [1763293951893155291899323 + 18858440836489146831165491 i + 974401293899288003649967 j + 732761409960750009585416 k]
BICP | Distance=491 | [35 + 3 i + 491 j + 12 k] ^ 9 = [981848546538016855539035 + 277000007096663003499723 i + 1339345217272984720341491 j + 262501715744751094096212 k]
BICP | Distance=491 | [35 + 491 i + 3 j + 12 k] ^ 9 = [981848546538016855539035 + 1339345217272984720341491 i + 277000007096663003499723 j + 262501715744751094096212 k]
BICP | Distance=491 | [35 + 491 i + 66 j + 5 k] ^ 9 = [1393011206072513556186635 + 2469827442365347261635491 i + 2157264121553008658119866 j + -1041082083816287915561635 k]
BICP | Distance=491 | [35 + 66 i + 491 j + 5 k] ^ 9 = [1393011206072513556186635 + 2157264121553008658119866 i + 2469827442365347261635491 j + -1041082083816287915561635 k]
BICP | Distance=491 | [3 + 5 i + 16 j + 491 k] ^ 9 = [127605709823421455377323 + 123956890100117564661485 i + 473449360837166759134216 j + 1593209084703271911873491 k]
BICP | Distance=491 | [3 + 60 i + 37 j + 491 k] ^ 9 = [989315848000595850027723 + 1276224308464783410622260 i + 556877477671517649179437 j + 627029376369051873813491 k]
BICP | Distance=491 | [3 + 62 i + 7 j + 491 k] ^ 9 = [242960497942331264613963 + 1595995422855343681746662 i + 39760547383772165010367 j + 760876078746719877669491 k]
BICP | Distance=491 | [3 + 63 i + 40 j + 491 k] ^ 9 = [1091545789687121527755723 + 1271488054224169235093463 i + 552141223430903473650640 j + 524799434682526196085491 k]
BICP | Distance=491 | [3 + 63 i + 8 j + 491 k] ^ 3 = [3618243 + 45233163 i + 5133598 j + 112452491 k]
BICP | Distance=491 | [36 + 491 i + 8 j + 464 k] ^ 9 = [14209564194917690137284036 + 22581754785060121422012491 i + 245276022172298101404488 j + 16440457348866553657200464 k]
BICP | Distance=491 | [366 + 41 i + 5 j + 491 k] ^ 9 = [116808710344576365465969366 + 46362694032188049847935041 i + -46362694454134550170047235 j + 116808697156566601806975491 k]
BICP | Distance=491 | [366 + 5 i + 41 j + 491 k] ^ 9 = [116808710344576365465969366 + -46362694454134550170047235 i + 46362694032188049847935041 j + 116808697156566601806975491 k]
BICP | Distance=491 | [36 + 8 i + 491 j + 464 k] ^ 9 = [14209564194917690137284036 + 245276022172298101404488 i + 22581754785060121422012491 j + 16440457348866553657200464 k]
BICP | Distance=491 | [3 + 6 i + 491 j + 487 k] ^ 9 = [1504572741823105681346763 + 2774509065129695309688366 i + 26485178884447180655391491 j + 24502366533960970603809487 k]
BICP | Distance=491 | [37 + 0 i + 491 j + 25 k] ^ 9 = [986923868058181675438237 + 431942882566609365378600 i + 1191035766863611326771491 j + 624138338796003018485425 k]
BICP | Distance=491 | [37 + 0 i + 491 j + 75 k] ^ 9 = [393642818535442091098237 + 1105167468215181925135800 i + 203233501897198064151491 j + 1484894449118171864956275 k]
BICP | Distance=491 | [37 + 125 i + 491 j + 0 k] ^ 9 = [3384883149905671577668237 + 5528597578539647139927125 i + 5604629539701750502161491 j + -3287730132664750565643000 k]
BICP | Distance=491 | [37 + 25 i + 491 j + 0 k] ^ 9 = [1145609686015988149648237 + 657803856600677862485425 i + 1464058335849722189301491 j + -448258557492793942128600 k]
BICP | Distance=491 | [37 + 25 i + 491 j + 50 k] ^ 9 = [309777804207870151168237 + 1321606715362692060492625 i + 1212535701563920750161491 j + 894306011313837524092250 k]
BICP | Distance=491 | [37 + 2 i + 491 j + 3 k] ^ 9 = [1062488111555750571341437 + 104036818665510748393082 i + 1326652768084032703299491 j + 41735606969837606079723 k]
BICP | Distance=491 | [37 + 375 i + 491 j + 0 k] ^ 9 = [51774386046332451811168237 + 128027984462587262107281375 i + 128027978963905141442661491 j + -51774383959556273071929000 k]
BICP | Distance=491 | [37 + 3 i + 491 j + 60 k] ^ 9 = [556877477671517649179437 + 989315848000595850027723 i + 627029376369051873813491 j + 1276224308464783410622260 k]
BICP | Distance=491 | [37 + 3 i + 4 j + 491 k] ^ 9 = [1188277670272953540828637 + 29546174313617895680763 i + 83908665456915335890684 j + 2000683406698577340429491 k]
BICP | Distance=491 | [37 + 491 i + 0 j + 25 k] ^ 9 = [986923868058181675438237 + 1191035766863611326771491 i + 431942882566609365378600 j + 624138338796003018485425 k]
BICP | Distance=491 | [37 + 491 i + 0 j + 75 k] ^ 9 = [393642818535442091098237 + 203233501897198064151491 i + 1105167468215181925135800 j + 1484894449118171864956275 k]
BICP | Distance=491 | [37 + 491 i + 125 j + 0 k] ^ 9 = [3384883149905671577668237 + 5604629539701750502161491 i + 5528597578539647139927125 j + -3287730132664750565643000 k]
BICP | Distance=491 | [37 + 491 i + 25 j + 0 k] ^ 9 = [1145609686015988149648237 + 1464058335849722189301491 i + 657803856600677862485425 j + -448258557492793942128600 k]
BICP | Distance=491 | [37 + 491 i + 25 j + 50 k] ^ 9 = [309777804207870151168237 + 1212535701563920750161491 i + 1321606715362692060492625 j + 894306011313837524092250 k]
BICP | Distance=491 | [37 + 491 i + 2 j + 3 k] ^ 9 = [1062488111555750571341437 + 1326652768084032703299491 i + 104036818665510748393082 j + 41735606969837606079723 k]
BICP | Distance=491 | [37 + 491 i + 375 j + 0 k] ^ 9 = [51774386046332451811168237 + 128027978963905141442661491 i + 128027984462587262107281375 j + -51774383959556273071929000 k]
BICP | Distance=491 | [37 + 491 i + 3 j + 60 k] ^ 9 = [556877477671517649179437 + 627029376369051873813491 i + 989315848000595850027723 j + 1276224308464783410622260 k]
BICP | Distance=491 | [37 + 491 i + 6 j + 481 k] ^ 9 = [16562737050327854263121437 + 23188828807735068679695491 i + 1741694770459715910654126 j + 23705323849715538876855481 k]
BICP | Distance=491 | [37 + 491 i + 75 j + 0 k] ^ 9 = [1822603940293512858988237 + 2663872708745008326921491 i + 2394090968969392652956275 j + -1545725180136227997385800 k]
BICP | Distance=491 | [37 + 491 i + 7 j + 38 k] ^ 9 = [779684933377279521755437 + 1092715002747443435193491 i + 790938594988080564435727 j + 813730526699692262266238 k]
BICP | Distance=491 | [37 + 4 i + 3 j + 491 k] ^ 9 = [1188277670272953540828637 + 83908665456915335890684 i + 29546174313617895680763 j + 2000683406698577340429491 k]
BICP | Distance=491 | [375 + 0 i + 37 j + 491 k] ^ 9 = [128027984462587262107281375 + -51774383959556273071929000 i + 51774386046332451811168237 j + 128027978963905141442661491 k]
BICP | Distance=491 | [375 + 37 i + 0 j + 491 k] ^ 9 = [128027984462587262107281375 + 51774386046332451811168237 i + -51774383959556273071929000 j + 128027978963905141442661491 k]
BICP | Distance=491 | [37 + 6 i + 491 j + 481 k] ^ 9 = [16562737050327854263121437 + 1741694770459715910654126 i + 23188828807735068679695491 j + 23705323849715538876855481 k]
BICP | Distance=491 | [37 + 75 i + 491 j + 0 k] ^ 9 = [1822603940293512858988237 + 2394090968969392652956275 i + 2663872708745008326921491 j + -1545725180136227997385800 k]
BICP | Distance=491 | [37 + 7 i + 491 j + 38 k] ^ 9 = [779684933377279521755437 + 790938594988080564435727 i + 1092715002747443435193491 j + 813730526699692262266238 k]
BICP | Distance=491 | [3 + 7 i + 491 j + 16 k] ^ 9 = [33878120211149888875323 + 230372574076159328337967 i + 1607448426825912454029491 j + 473675321869088608573816 k]
BICP | Distance=491 | [3 + 7 i + 491 j + 416 k] ^ 9 = [1763293951893155291899323 + 974401293899288003649967 i + 18858440836489146831165491 j + 732761409960750009585416 k]
BICP | Distance=491 | [3 + 7 i + 62 j + 491 k] ^ 9 = [242960497942331264613963 + 39760547383772165010367 i + 1595995422855343681746662 j + 760876078746719877669491 k]
BICP | Distance=491 | [38 + 3 i + 491 j + 15 k] ^ 9 = [1043804419271739655540238 + 342986691495263754363723 i + 1273358532874383969477491 j + 324457588478473894097415 k]
BICP | Distance=491 | [38 + 487 i + 5 j + 491 k] ^ 9 = [17593471267858518247239038 + 21092779424076452369397487 i + 3409701114059574167564765 j + 28365011535274537369179491 k]
BICP | Distance=491 | [38 + 491 i + 3 j + 15 k] ^ 9 = [1043804419271739655540238 + 1273358532874383969477491 i + 342986691495263754363723 j + 324457588478473894097415 k]
BICP | Distance=491 | [38 + 491 i + 4 j + 38 k] ^ 7 = [-3122783044551920138 + -5295059445662714491 i + -1986701084860644884 j + -3122783044551920138 k]
BICP | Distance=491 | [38 + 491 i + 7 j + 37 k] ^ 9 = [813730526699692262266238 + 1092715002747443435193491 i + 790938594988080564435727 j + 779684933377279521755437 k]
BICP | Distance=491 | [38 + 4 i + 491 j + 38 k] ^ 7 = [-3122783044551920138 + -1986701084860644884 i + -5295059445662714491 j + -3122783044551920138 k]
BICP | Distance=491 | [38 + 5 i + 487 j + 491 k] ^ 9 = [17593471267858518247239038 + 3409701114059574167564765 i + 21092779424076452369397487 j + 28365011535274537369179491 k]
BICP | Distance=491 | [38 + 7 i + 491 j + 37 k] ^ 9 = [813730526699692262266238 + 790938594988080564435727 i + 1092715002747443435193491 j + 779684933377279521755437 k]
BICP | Distance=491 | [3 + 8 i + 63 j + 491 k] ^ 3 = [3618243 + 5133598 i + 45233163 j + 112452491 k]
BICP | Distance=491 | [40 + 320 i + 62 j + 491 k] ^ 9 = [-7004085838960889290313240 + -3305642479158933487040320 i + 3671642284027325578774862 j + 1789330699310990082474491 k]
BICP | Distance=491 | [40 + 3 i + 491 j + 63 k] ^ 9 = [552141223430903473650640 + 1091545789687121527755723 i + 524799434682526196085491 j + 1271488054224169235093463 k]
BICP | Distance=491 | [40 + 491 i + 3 j + 63 k] ^ 9 = [552141223430903473650640 + 524799434682526196085491 i + 1091545789687121527755723 j + 1271488054224169235093463 k]
BICP | Distance=491 | [40 + 491 i + 59 j + 5 k] ^ 9 = [1490430863584596370284640 + 2135254868348118310209491 i + 1808208135794375810884259 j + -1048101218240877862137235 k]
BICP | Distance=491 | [40 + 59 i + 491 j + 5 k] ^ 9 = [1490430863584596370284640 + 1808208135794375810884259 i + 2135254868348118310209491 j + -1048101218240877862137235 k]
BICP | Distance=491 | [40 + 62 i + 320 j + 491 k] ^ 9 = [-7004085838960889290313240 + 3671642284027325578774862 i + -3305642479158933487040320 j + 1789330699310990082474491 k]
BICP | Distance=491 | [409 + 491 i + 5 j + 34 k] ^ 9 = [1083309604244892010593409 + 16959595633623841003929491 i + -4489338040871820877529635 j + 7214192818204987264425034 k]
BICP | Distance=491 | [409 + 5 i + 491 j + 34 k] ^ 9 = [1083309604244892010593409 + -4489338040871820877529635 i + 16959595633623841003929491 j + 7214192818204987264425034 k]
BICP | Distance=491 | [41 + 116 i + 491 j + 5 k] ^ 9 = [2957891253676752599163041 + 4858055372848845247881116 i + 4929407329747205958399491 j + -2818216284801226018275235 k]
BICP | Distance=491 | [41 + 1 i + 491 j + 6 k] ^ 9 = [1158759670702289021447441 + 140289644363851989231481 i + 1246614407791176289233491 j + 127943103423908430488526 k]
BICP | Distance=491 | [413 + 112 i + 5 j + 491 k] ^ 9 = [104860814911547579226279413 + 187262066253095319253173112 i + -187262054480189564815689235 j + 104860796927929438509921491 k]
BICP | Distance=491 | [413 + 5 i + 112 j + 491 k] ^ 9 = [104860814911547579226279413 + -187262054480189564815689235 i + 187262066253095319253173112 j + 104860796927929438509921491 k]
BICP | Distance=491 | [41 + 366 i + 491 j + 5 k] ^ 9 = [46362694032188049847935041 + 116808710344576365465969366 i + 116808697156566601806975491 j + -46362694454134550170047235 k]
BICP | Distance=491 | [4 + 13 i + 491 j + 3 k] ^ 9 = [104411367011105823445564 + 402683855458307553987013 i + 1695353781665863631253491 j + 66942475631726052408123 k]
BICP | Distance=491 | [41 + 491 i + 116 j + 5 k] ^ 9 = [2957891253676752599163041 + 4929407329747205958399491 i + 4858055372848845247881116 j + -2818216284801226018275235 k]
BICP | Distance=491 | [41 + 491 i + 1 j + 6 k] ^ 9 = [1158759670702289021447441 + 1246614407791176289233491 i + 140289644363851989231481 j + 127943103423908430488526 k]
BICP | Distance=491 | [41 + 491 i + 366 j + 5 k] ^ 9 = [46362694032188049847935041 + 116808697156566601806975491 i + 116808710344576365465969366 j + -46362694454134550170047235 k]
BICP | Distance=491 | [41 + 491 i + 5 j + 16 k] ^ 9 = [1100303937036431589210641 + 1225759776968149434093491 i + 426461635199951156946365 j + 295566134217763798799416 k]
BICP | Distance=491 | [41 + 491 i + 7 j + 8 k] ^ 9 = [1140360641642358690083441 + 1264776561952750954497491 i + 325906423399429761237967 j + 62557426669715080679168 k]
BICP | Distance=491 | [41 + 491 i + 8 j + 7 k] ^ 9 = [1144530420856375070465441 + 1271141243661361832679491 i + 331700277645611976215168 j + 18825649620641193021967 k]
BICP | Distance=491 | [41 + 5 i + 491 j + 16 k] ^ 9 = [1100303937036431589210641 + 426461635199951156946365 i + 1225759776968149434093491 j + 295566134217763798799416 k]
BICP | Distance=491 | [4 + 15 i + 491 j + 1 k] ^ 9 = [117232331561713145245564 + 461114634907696125762615 i + 1710610183910989926693491 j + 1241035766870896077481 k]
BICP | Distance=491 | [41 + 5 i + 66 j + 491 k] ^ 9 = [867464551700181813257441 + -1132381057657882221021235 i + 1966474621276058181580266 j + 1004130429288864439089491 k]
BICP | Distance=491 | [416 + 491 i + 7 j + 3 k] ^ 9 = [732761409960750009585416 + 18858440836489146831165491 i + 974401293899288003649967 j + 1763293951893155291899323 k]
BICP | Distance=491 | [416 + 491 i + 8 j + 2 k] ^ 9 = [703947801068673884976416 + 18881296299678657596202491 i + 1345317052025002450004168 j + 1717958277358628180628722 k]
BICP | Distance=491 | [41 + 66 i + 5 j + 491 k] ^ 9 = [867464551700181813257441 + 1966474621276058181580266 i + -1132381057657882221021235 j + 1004130429288864439089491 k]
BICP | Distance=491 | [416 + 7 i + 491 j + 3 k] ^ 9 = [732761409960750009585416 + 974401293899288003649967 i + 18858440836489146831165491 j + 1763293951893155291899323 k]
BICP | Distance=491 | [416 + 8 i + 491 j + 2 k] ^ 9 = [703947801068673884976416 + 1345317052025002450004168 i + 18881296299678657596202491 j + 1717958277358628180628722 k]
BICP | Distance=491 | [4 + 16 i + 4 j + 491 k] ^ 9 = [149347154063413030918564 + 473860533227078031571216 i + 86711010222371755270564 j + 1597195189353728271828491 k]
BICP | Distance=491 | [41 + 7 i + 491 j + 8 k] ^ 9 = [1140360641642358690083441 + 325906423399429761237967 i + 1264776561952750954497491 j + 62557426669715080679168 k]
BICP | Distance=491 | [41 + 8 i + 491 j + 7 k] ^ 9 = [1144530420856375070465441 + 331700277645611976215168 i + 1271141243661361832679491 j + 18825649620641193021967 k]
BICP | Distance=491 | [4 + 1 i + 459 j + 491 k] ^ 9 = [1345207973881114145915164 + 760724656211009804103481 i + 12948483615599323119945459 j + 24803923321717261887279491 k]
BICP | Distance=491 | [4 + 1 i + 491 j + 3 k] ^ 3 = [-2883974 + -758521 i + -118335491 j + -2157783 k]
BICP | Distance=491 | [4 + 1 i + 9 j + 491 k] ^ 9 = [124977329056041599321164 + 12373723179429510771481 i + 271263241688265121517409 j + 1642474203569958600147491 k]
BICP | Distance=491 | [4 + 20 i + 491 j + 12 k] ^ 9 = [5522091045324473763364 + 630596045145291580471220 i + 1724140997500568140956491 j + 339490544314179621871212 k]
BICP | Distance=491 | [42 + 12 i + 8 j + 491 k] ^ 9 = [1387806275982917187750042 + 263103913548546404359212 i + 28739405921046002520968 j + 2076877597406110328958491 k]
BICP | Distance=491 | [42 + 8 i + 12 j + 491 k] ^ 9 = [1387806275982917187750042 + 28739405921046002520968 i + 263103913548546404359212 j + 2076877597406110328958491 k]
BICP | Distance=491 | [4 + 2 i + 8 j + 491 k] ^ 9 = [128642095128452571080164 + 44631178344286214359922 i + 239005786523408417928968 j + 1646138969642369571906491 k]
BICP | Distance=491 | [437 + 5 i + 6 j + 491 k] ^ 9 = [255201742402636166277159437 + -2475093538045491797734195 i + 2475093542601720015109326 j + 255201742401531837783033491 k]
BICP | Distance=491 | [437 + 6 i + 5 j + 491 k] ^ 9 = [255201742402636166277159437 + 2475093542601720015109326 i + -2475093538045491797734195 j + 255201742401531837783033491 k]
BICP | Distance=491 | [4 + 37 i + 491 j + 3 k] ^ 9 = [83908665456915335890684 + 1188277670272953540828637 i + 2000683406698577340429491 j + 29546174313617895680763 k]
BICP | Distance=491 | [4 + 38 i + 38 j + 491 k] ^ 7 = [1986701084860644884 + 3122783044551920138 i + 3122783044551920138 j + 5295059445662714491 k]
BICP | Distance=491 | [440 + 491 i + 59 j + 5 k] ^ 9 = [113653877057529181971440 + 23925128732013737073105491 i + 15687175953632969547988259 j + 10678007580381016043299565 k]
BICP | Distance=491 | [440 + 491 i + 7 j + 7 k] ^ 9 = [6720743452606652744997440 + 22359981008130897413169491 i + 1080559038732441668037967 j + 2984576963664203085829567 k]
BICP | Distance=491 | [440 + 59 i + 491 j + 5 k] ^ 9 = [113653877057529181971440 + 15687175953632969547988259 i + 23925128732013737073105491 j + 10678007580381016043299565 k]
BICP | Distance=491 | [440 + 7 i + 491 j + 7 k] ^ 9 = [6720743452606652744997440 + 1080559038732441668037967 i + 22359981008130897413169491 j + 2984576963664203085829567 k]
BICP | Distance=491 | [44 + 1 i + 491 j + 3 k] ^ 9 = [1236177894037272963091844 + 85403128545278544903481 i + 1191727891972602844905491 j + 50524880088924488844123 k]
BICP | Distance=491 | [44 + 491 i + 1 j + 3 k] ^ 9 = [1236177894037272963091844 + 1191727891972602844905491 i + 85403128545278544903481 j + 50524880088924488844123 k]
BICP | Distance=491 | [4 + 459 i + 1 j + 491 k] ^ 9 = [1345207973881114145915164 + 12948483615599323119945459 i + 760724656211009804103481 j + 24803923321717261887279491 k]
BICP | Distance=491 | [4 + 491 i + 13 j + 3 k] ^ 9 = [104411367011105823445564 + 1695353781665863631253491 i + 402683855458307553987013 j + 66942475631726052408123 k]
BICP | Distance=491 | [4 + 491 i + 15 j + 1 k] ^ 9 = [117232331561713145245564 + 1710610183910989926693491 i + 461114634907696125762615 j + 1241035766870896077481 k]
BICP | Distance=491 | [4 + 491 i + 1 j + 3 k] ^ 3 = [-2883974 + -118335491 i + -758521 j + -2157783 k]
BICP | Distance=491 | [4 + 491 i + 20 j + 12 k] ^ 9 = [5522091045324473763364 + 1724140997500568140956491 i + 630596045145291580471220 j + 339490544314179621871212 k]
BICP | Distance=491 | [4 + 491 i + 37 j + 3 k] ^ 9 = [83908665456915335890684 + 2000683406698577340429491 i + 1188277670272953540828637 j + 29546174313617895680763 k]
BICP | Distance=491 | [4 + 491 i + 4 j + 16 k] ^ 9 = [86711010222371755270564 + 1597195189353728271828491 i + 149347154063413030918564 j + 473860533227078031571216 k]
BICP | Distance=491 | [4 + 491 i + 95 j + 487 k] ^ 9 = [11103359458199072228460364 + 40487959617041179305621491 i + 43238730428444661823477895 j + 4466834579393553785151487 k]
BICP | Distance=491 | [4 + 4 i + 16 j + 491 k] ^ 9 = [149347154063413030918564 + 86711010222371755270564 i + 473860533227078031571216 j + 1597195189353728271828491 k]
BICP | Distance=491 | [4 + 4 i + 491 j + 16 k] ^ 9 = [86711010222371755270564 + 149347154063413030918564 i + 1597195189353728271828491 j + 473860533227078031571216 k]
BICP | Distance=491 | [450 + 50 i + 88 j + 491 k] ^ 9 = [272367824305637428545930450 + -103530573769468057493564350 i + 103530551022162523260328888 j + 272367838016403305779044491 k]
BICP | Distance=491 | [450 + 88 i + 50 j + 491 k] ^ 9 = [272367824305637428545930450 + 103530551022162523260328888 i + -103530573769468057493564350 j + 272367838016403305779044491 k]
BICP | Distance=491 | [45 + 491 i + 5 j + 62 k] ^ 9 = [592070665888662222981045 + 523448535647129696265491 i + 1216946838091696156009565 j + 1146396856118764659361862 k]
BICP | Distance=491 | [455 + 12 i + 5 j + 491 k] ^ 9 = [302784401962505852497893455 + 20193782153244308380704612 i + -20193782153429558762524435 j + 302784401962336098824697491 k]
BICP | Distance=491 | [455 + 5 i + 12 j + 491 k] ^ 9 = [302784401962505852497893455 + -20193782153429558762524435 i + 20193782153244308380704612 j + 302784401962336098824697491 k]
BICP | Distance=491 | [45 + 5 i + 491 j + 62 k] ^ 9 = [592070665888662222981045 + 1216946838091696156009565 i + 523448535647129696265491 j + 1146396856118764659361862 k]
BICP | Distance=491 | [4 + 56 i + 8 j + 491 k] ^ 3 = [4174444 + 40223656 i + 5050648 j + 113691491 k]
BICP | Distance=491 | [459 + 491 i + 4 j + 1 k] ^ 9 = [12948483615599323119945459 + 24803923321717261887279491 i + 1345207973881114145915164 j + 760724656211009804103481 k]
BICP | Distance=491 | [459 + 491 i + 55 j + 8 k] ^ 9 = [6322316818402105326843459 + 26414061816037739651661491 i + 18278260805619125102975455 j + 9437629064283968434641968 k]
BICP | Distance=491 | [459 + 491 i + 6 j + 15 k] ^ 9 = [13135087556064363623589459 + 24239607022560667101231491 i + 690916555634117489118126 j + 5992500756676679009855415 k]
BICP | Distance=491 | [459 + 4 i + 491 j + 1 k] ^ 9 = [12948483615599323119945459 + 1345207973881114145915164 i + 24803923321717261887279491 j + 760724656211009804103481 k]
BICP | Distance=491 | [459 + 55 i + 491 j + 8 k] ^ 9 = [6322316818402105326843459 + 18278260805619125102975455 i + 26414061816037739651661491 j + 9437629064283968434641968 k]
BICP | Distance=491 | [459 + 6 i + 491 j + 15 k] ^ 9 = [13135087556064363623589459 + 690916555634117489118126 i + 24239607022560667101231491 j + 5992500756676679009855415 k]
BICP | Distance=491 | [462 + 13 i + 5 j + 491 k] ^ 9 = [323372614446360043327893462 + 24477102392239308719823013 i + -24477102392299609423779235 j + 323372614446377844574851491 k]
BICP | Distance=491 | [462 + 5 i + 13 j + 491 k] ^ 9 = [323372614446360043327893462 + -24477102392299609423779235 i + 24477102392239308719823013 j + 323372614446377844574851491 k]
BICP | Distance=491 | [464 + 48 i + 491 j + 6 k] ^ 9 = [9725127865898411028048464 + 17266269337290048336316848 i + 26972397241251371787930491 j + 7253734424312997394487766 k]
BICP | Distance=491 | [464 + 491 i + 48 j + 6 k] ^ 9 = [9725127865898411028048464 + 26972397241251371787930491 i + 17266269337290048336316848 j + 7253734424312997394487766 k]
BICP | Distance=491 | [464 + 491 i + 8 j + 36 k] ^ 9 = [16440457348866553657200464 + 22581754785060121422012491 i + 245276022172298101404488 j + 14209564194917690137284036 k]
BICP | Distance=491 | [464 + 8 i + 491 j + 36 k] ^ 9 = [16440457348866553657200464 + 245276022172298101404488 i + 22581754785060121422012491 j + 14209564194917690137284036 k]
BICP | Distance=491 | [466 + 491 i + 5 j + 91 k] ^ 9 = [29394311124283742571603466 + 11930319915719445913617491 i + 539937677032574212782365 j + 35525194338243837825435091 k]
BICP | Distance=491 | [466 + 5 i + 491 j + 91 k] ^ 9 = [29394311124283742571603466 + 539937677032574212782365 i + 11930319915719445913617491 j + 35525194338243837825435091 k]
BICP | Distance=491 | [481 + 491 i + 59 j + 8 k] ^ 9 = [13471337501887669985913481 + 30082003822328031362829491 i + 25213443427327894878851459 j + 7405949809595614863063968 k]
BICP | Distance=491 | [481 + 491 i + 6 j + 37 k] ^ 9 = [23705323849715538876855481 + 23188828807735068679695491 i + 1741694770459715910654126 j + 16562737050327854263121437 k]
BICP | Distance=491 | [481 + 59 i + 491 j + 8 k] ^ 9 = [13471337501887669985913481 + 25213443427327894878851459 i + 30082003822328031362829491 j + 7405949809595614863063968 k]
BICP | Distance=491 | [481 + 6 i + 491 j + 37 k] ^ 9 = [23705323849715538876855481 + 1741694770459715910654126 i + 23188828807735068679695491 j + 16562737050327854263121437 k]
BICP | Distance=491 | [48 + 464 i + 6 j + 491 k] ^ 9 = [17266269337290048336316848 + 9725127865898411028048464 i + 7253734424312997394487766 j + 26972397241251371787930491 k]
BICP | Distance=491 | [48 + 6 i + 464 j + 491 k] ^ 9 = [17266269337290048336316848 + 7253734424312997394487766 i + 9725127865898411028048464 j + 26972397241251371787930491 k]
BICP | Distance=491 | [487 + 16 i + 491 j + 1 k] ^ 9 = [24057722469754516918581487 + 7505828781196751818534216 i + 26918274624572837123031491 j + 754018557304717103375161 k]
BICP | Distance=491 | [487 + 38 i + 491 j + 5 k] ^ 9 = [21092779424076452369397487 + 17593471267858518247239038 i + 28365011535274537369179491 j + 3409701114059574167564765 k]
BICP | Distance=491 | [487 + 3 i + 491 j + 10 k] ^ 9 = [24690874717827866406879487 + 1264601448574163757567723 i + 26217130743619774014825491 j + 4744114219980013806973810 k]
BICP | Distance=491 | [487 + 491 i + 16 j + 1 k] ^ 9 = [24057722469754516918581487 + 26918274624572837123031491 i + 7505828781196751818534216 j + 754018557304717103375161 k]
BICP | Distance=491 | [487 + 491 i + 38 j + 5 k] ^ 9 = [21092779424076452369397487 + 28365011535274537369179491 i + 17593471267858518247239038 j + 3409701114059574167564765 k]
BICP | Distance=491 | [487 + 491 i + 3 j + 10 k] ^ 9 = [24690874717827866406879487 + 26217130743619774014825491 i + 1264601448574163757567723 j + 4744114219980013806973810 k]
BICP | Distance=491 | [487 + 491 i + 6 j + 3 k] ^ 9 = [24502366533960970603809487 + 26485178884447180655391491 i + 2774509065129695309688366 j + 1504572741823105681346763 k]
BICP | Distance=491 | [487 + 491 i + 95 j + 4 k] ^ 9 = [4466834579393553785151487 + 40487959617041179305621491 i + 43238730428444661823477895 j + 11103359458199072228460364 k]
BICP | Distance=491 | [487 + 6 i + 491 j + 3 k] ^ 9 = [24502366533960970603809487 + 2774509065129695309688366 i + 26485178884447180655391491 j + 1504572741823105681346763 k]
BICP | Distance=491 | [487 + 95 i + 491 j + 4 k] ^ 9 = [4466834579393553785151487 + 43238730428444661823477895 i + 40487959617041179305621491 j + 11103359458199072228460364 k]
BICP | Distance=491 | [4 + 8 i + 2 j + 491 k] ^ 9 = [128642095128452571080164 + 239005786523408417928968 i + 44631178344286214359922 j + 1646138969642369571906491 k]
BICP | Distance=491 | [4 + 8 i + 56 j + 491 k] ^ 3 = [4174444 + 5050648 i + 40223656 j + 113691491 k]
BICP | Distance=491 | [491 + 0 i + 0 j + 16 k] ^ 9 = [1722207826701877527252491 + 0 i + 0 j + 491251948333499841705616 k]
BICP | Distance=491 | [491 + 0 i + 12 j + 2 k] ^ 9 = [1623956971357825210062491 + -11839848808336158784320 i + 362954515081462332727212 j + 59796861965930517305522 k]
BICP | Distance=491 | [491 + 0 i + 37 j + 125 k] ^ 9 = [5604629539701750502161491 + -3287730132664750565643000 i + 3384883149905671577668237 j + 5528597578539647139927125 k]
BICP | Distance=491 | [491 + 0 i + 37 j + 25 k] ^ 9 = [1464058335849722189301491 + -448258557492793942128600 i + 1145609686015988149648237 j + 657803856600677862485425 k]
BICP | Distance=491 | [491 + 0 i + 37 j + 375 k] ^ 9 = [128027978963905141442661491 + -51774383959556273071929000 i + 51774386046332451811168237 j + 128027984462587262107281375 k]
BICP | Distance=491 | [491 + 0 i + 37 j + 75 k] ^ 9 = [2663872708745008326921491 + -1545725180136227997385800 i + 1822603940293512858988237 j + 2394090968969392652956275 k]
BICP | Distance=491 | [491 + 0 i + 50 j + 16 k] ^ 9 = [1111757645550194678442491 + -370651350018443696889600 i + 1418217168812694185170850 j + 352918409332695899145616 k]
BICP | Distance=491 | [491 + 0 i + 5 j + 59 k] ^ 9 = [2556584873517663720057491 + -160997095685598734180040 i + 215515014125386424023085 j + 2035083756503424151036259 k]
BICP | Distance=491 | [491 + 0 i + 63 j + 5 k] ^ 9 = [735700493098530600741491 + -138452712426604518866280 i + 1633335178051498744834263 j + 84912384312172259641085 k]
BICP | Distance=491 | [491 + 0 i + 88 j + 250 k] ^ 9 = [17411956313690168256054491 + -31356619899235217776464000 i + 31356574937999286519508888 j + 17416772907071250802854250 k]
BICP | Distance=491 | [491 + 0 i + 88 j + 50 k] ^ 9 = [190872875071217944614491 + -1848118247962933923292800 i + 2584918455490758901588888 j + 341640639692149636570850 k]
BICP | Distance=491 | [491 + 10 i + 1 j + 1 k] ^ 9 = [1633907992632702198069491 + 302347329402768579030610 i + 25112341611600735921481 j + 34985699208570569480281 k]
BICP | Distance=491 | [491 + 10 i + 487 j + 3 k] ^ 9 = [26217130743619774014825491 + 4744114219980013806973810 i + 24690874717827866406879487 j + 1264601448574163757567723 k]
BICP | Distance=491 | [491 + 112 i + 5 j + 163 k] ^ 9 = [1330761086817549415425491 + 12251205658871830176651112 i + -12246850234875132082857235 j + 1405959958811532144441163 k]
BICP | Distance=491 | [491 + 112 i + 5 j + 413 k] ^ 9 = [104860796927929438509921491 + 187262066253095319253173112 i + -187262054480189564815689235 j + 104860814911547579226279413 k]
BICP | Distance=491 | [491 + 12 i + 0 j + 2 k] ^ 9 = [1623956971357825210062491 + 362954515081462332727212 i + -11839848808336158784320 j + 59796861965930517305522 k]
BICP | Distance=491 | [491 + 12 i + 13 j + 7 k] ^ 9 = [1601233252501128159153491 + 313353011989844446498212 i + 347398605312257187009013 j + 282420345234395840475727 k]
BICP | Distance=491 | [491 + 12 i + 35 j + 3 k] ^ 9 = [1339345217272984720341491 + 262501715744751094096212 i + 981848546538016855539035 j + 277000007096663003499723 k]
BICP | Distance=491 | [491 + 12 i + 4 j + 20 k] ^ 9 = [1724140997500568140956491 + 339490544314179621871212 i + 5522091045324473763364 j + 630596045145291580471220 k]
BICP | Distance=491 | [491 + 12 i + 5 j + 205 k] ^ 9 = [19098385231853200384317491 + 1736215399507388175294612 i + -1729591172686344081088435 j + 19087191062084428845339205 k]
BICP | Distance=491 | [491 + 12 i + 5 j + 455 k] ^ 9 = [302784401962336098824697491 + 20193782153244308380704612 i + -20193782153429558762524435 j + 302784401962505852497893455 k]
BICP | Distance=491 | [491 + 12 i + 5 j + 55 k] ^ 9 = [2412698459755069859529491 + 346902135234783430128612 i + -149936204938440657426835 j + 1874344627437617297406655 k]
BICP | Distance=491 | [491 + 12 i + 5 j + 5 k] ^ 9 = [1625081948846696521173491 + 350556124095814138086612 i + 120207237920225938260365 j + 178816354702373702695805 k]
BICP | Distance=491 | [491 + 12 i + 8 j + 42 k] ^ 9 = [2076877597406110328958491 + 263103913548546404359212 i + 28739405921046002520968 j + 1387806275982917187750042 k]
BICP | Distance=491 | [491 + 138 i + 5 j + 337 k] ^ 9 = [14048238507340858109265491 + 101605393289909905154481138 i + -101605043912679960745197235 j + 14047519317045792333963337 k]
BICP | Distance=491 | [491 + 13 i + 12 j + 7 k] ^ 9 = [1601233252501128159153491 + 347398605312257187009013 i + 313353011989844446498212 j + 282420345234395840475727 k]
BICP | Distance=491 | [491 + 13 i + 5 j + 212 k] ^ 9 = [20875181766802395640347491 + 2147822846725810842051013 i + -2142104770035853008111235 j + 20866451105831871572805212 k]
BICP | Distance=491 | [491 + 13 i + 5 j + 462 k] ^ 9 = [323372614446377844574851491 + 24477102392239308719823013 i + -24477102392299609423779235 j + 323372614446360043327893462 k]
BICP | Distance=491 | [491 + 13 i + 69 j + 6 k] ^ 9 = [574296895630585108779491 + 12058003419455300727013 i + 1670165751615057217781469 j + 467497201497102068202126 k]
BICP | Distance=491 | [491 + 13 i + 8 j + 9 k] ^ 3 = [118152491 + 9188513 i + 5438638 j + 6810009 k]
BICP | Distance=491 | [491 + 159 i + 284 j + 5 k] ^ 9 = [9998106164890372639929491 + 3195411927214511002731159 i + 5102090495235368272287284 j + -11450827509605289241529635 k]
BICP | Distance=491 | [491 + 15 i + 38 j + 3 k] ^ 9 = [1273358532874383969477491 + 324457588478473894097415 i + 1043804419271739655540238 j + 342986691495263754363723 k]
BICP | Distance=491 | [491 + 15 i + 459 j + 6 k] ^ 9 = [24239607022560667101231491 + 5992500756676679009855415 i + 13135087556064363623589459 j + 690916555634117489118126 k]
BICP | Distance=491 | [491 + 166 i + 5 j + 491 k] ^ 9 = [51687257473880718569877491 + 475622713476523589201115166 i + -475622588460697921376721235 j + 51687257473880718569877491 k]
BICP | Distance=491 | [491 + 16 i + 3 j + 3 k] ^ 9 = [1596410947301008125129491 + 477251134374080004899416 i + 64974993507735017780763 j + 112049398426789957373163 k]
BICP | Distance=491 | [491 + 16 i + 3 j + 7 k] ^ 9 = [1607448426825912454029491 + 473675321869088608573816 i + 33878120211149888875323 j + 230372574076159328337967 k]
BICP | Distance=491 | [491 + 16 i + 41 j + 5 k] ^ 9 = [1225759776968149434093491 + 295566134217763798799416 i + 1100303937036431589210641 j + 426461635199951156946365 k]
BICP | Distance=491 | [491 + 16 i + 4 j + 4 k] ^ 9 = [1597195189353728271828491 + 473860533227078031571216 i + 86711010222371755270564 j + 149347154063413030918564 k]
BICP | Distance=491 | [491 + 16 i + 5 j + 3 k] ^ 9 = [1593209084703271911873491 + 473449360837166759134216 i + 123956890100117564661485 j + 127605709823421455377323 k]
BICP | Distance=491 | [491 + 16 i + 6 j + 10 k] ^ 9 = [1617614326391325351780491 + 456087175886625185810416 i + 100187678223993954934326 j + 342468129428769211880410 k]
BICP | Distance=491 | [491 + 16 i + 8 j + 20 k] ^ 9 = [1694910131944622553900491 + 422241930573744866044816 i + 88273477304889717936968 j + 659826910701237167527220 k]
BICP | Distance=491 | [491 + 19 i + 2 j + 9 k] ^ 3 = [117954491 + 13686119 i + 941032 j + 6612009 k]
BICP | Distance=491 | [491 + 1 i + 10 j + 1 k] ^ 9 = [1633907992632702198069491 + 25112341611600735921481 i + 302347329402768579030610 j + 34985699208570569480281 k]
BICP | Distance=491 | [491 + 1 i + 3 j + 0 k] ^ 9 = [1656092353567149923667491 + 30368508658864376101081 i + 91162013876702233726923 j + 1485586972538492903640 k]
BICP | Distance=491 | [491 + 1 i + 3 j + 12 k] ^ 9 = [1692055224569555038383491 + 12976827115863089271481 i + 86725175567859974665323 j + 367932489645162419597412 k]
BICP | Distance=491 | [491 + 1 i + 459 j + 4 k] ^ 9 = [24803923321717261887279491 + 760724656211009804103481 i + 12948483615599323119945459 j + 1345207973881114145915164 k]
BICP | Distance=491 | [491 + 1 i + 487 j + 16 k] ^ 9 = [26918274624572837123031491 + 754018557304717103375161 i + 24057722469754516918581487 j + 7505828781196751818534216 k]
BICP | Distance=491 | [491 + 1 i + 491 j + 6 k] ^ 9 = [26582640594587264688291491 + 488287519835593544511481 i + 26443969704924371804001491 j + 2917532540347356164186526 k]
BICP | Distance=491 | [491 + 1 i + 4 j + 15 k] ^ 9 = [1710610183910989926693491 + 1241035766870896077481 i + 117232331561713145245564 j + 461114634907696125762615 k]
BICP | Distance=491 | [491 + 1 i + 59 j + 0 k] ^ 9 = [839406922776333408123491 + 18550479993647707145881 i + 1556980135933536481139459 j + 26312896784130510157080 k]
BICP | Distance=491 | [491 + 1 i + 6 j + 1 k] ^ 9 = [1649699436085689242793491 + 27307984741782594021481 i + 181660804752903270877326 j + 33241148732221407505081 k]
BICP | Distance=491 | [491 + 1 i + 7 j + 8 k] ^ 9 = [1662386898933955707327491 + 2704133100801639663481 i + 210010109617036390985167 j + 245882746511781747637568 k]
BICP | Distance=491 | [491 + 1 i + 9 j + 4 k] ^ 9 = [1642474203569958600147491 + 12373723179429510771481 i + 271263241688265121517409 j + 124977329056041599321164 k]
BICP | Distance=491 | [491 + 216 i + 341 j + 5 k] ^ 9 = [4968830446985977549617491 + 31506413447253361563741216 i + 33413092015274218833297341 j + -6421551791700894151217635 k]
BICP | Distance=491 | [491 + 25 i + 25 j + 16 k] ^ 9 = [1486149505626438074127491 + 523782909397125244140625 i + 523782909397125244140625 j + 727310269408939294830616 k]
BICP | Distance=491 | [491 + 25 i + 37 j + 0 k] ^ 9 = [1191035766863611326771491 + 624138338796003018485425 i + 986923868058181675438237 j + 431942882566609365378600 k]
BICP | Distance=491 | [491 + 284 i + 159 j + 5 k] ^ 9 = [9998106164890372639929491 + 5102090495235368272287284 i + 3195411927214511002731159 j + -11450827509605289241529635 k]
BICP | Distance=491 | [491 + 2 i + 19 j + 9 k] ^ 3 = [117954491 + 941032 i + 13686119 j + 6612009 k]
BICP | Distance=491 | [491 + 2 i + 2 j + 84 k] ^ 3 = [128754491 + 993862 i + 993862 j + 61354884 k]
BICP | Distance=491 | [491 + 2 i + 34 j + 2 k] ^ 9 = [1377989229716459266098491 + 20204346556100132347922 i + 985938481184497618429234 j + 85285204752074006083922 k]
BICP | Distance=491 | [491 + 2 i + 416 j + 8 k] ^ 9 = [18881296299678657596202491 + 1717958277358628180628722 i + 703947801068673884976416 j + 1345317052025002450004168 k]
BICP | Distance=491 | [491 + 2 i + 6 j + 8 k] ^ 9 = [1665158232513390869928491 + 37203272293817755546322 i + 175510970424020275102326 j + 248654080091216910238568 k]
BICP | Distance=491 | [491 + 2 i + 8 j + 4 k] ^ 9 = [1646138969642369571906491 + 44631178344286214359922 i + 239005786523408417928968 j + 128642095128452571080164 k]
BICP | Distance=491 | [491 + 300 i + 88 j + 50 k] ^ 9 = [385492297066574286414491 + 48129543701202786132300 i + 1693488401713716318988888 j + -7754181967781331053672350 k]
BICP | Distance=491 | [491 + 30 i + 63 j + 5 k] ^ 9 = [649907795951254920609491 + 359908542495844626370230 i + 1403210846409312613858263 j + 881946021695362799108765 k]
BICP | Distance=491 | [491 + 320 i + 62 j + 40 k] ^ 9 = [1789330699310990082474491 + -3305642479158933487040320 i + 3671642284027325578774862 j + -7004085838960889290313240 k]
BICP | Distance=491 | [491 + 341 i + 216 j + 5 k] ^ 9 = [4968830446985977549617491 + 33413092015274218833297341 i + 31506413447253361563741216 j + -6421551791700894151217635 k]
BICP | Distance=491 | [491 + 34 i + 2 j + 2 k] ^ 9 = [1377989229716459266098491 + 985938481184497618429234 i + 20204346556100132347922 j + 85285204752074006083922 k]
BICP | Distance=491 | [491 + 34 i + 3 j + 3 k] ^ 9 = [1379160156797065567149491 + 983708866701607585192234 i + 30353733832081531692123 j + 127909454286843126858123 k]
BICP | Distance=491 | [491 + 34 i + 409 j + 5 k] ^ 9 = [16959595633623841003929491 + 7214192818204987264425034 i + 1083309604244892010593409 j + -4489338040871820877529635 k]
BICP | Distance=491 | [491 + 34 i + 80 j + 8 k] ^ 9 = [224528511691407316458491 + 60974982536746344150034 i + 1527844897925684109158480 j + 1124232698104846440154568 k]
BICP | Distance=491 | [491 + 35 i + 12 j + 3 k] ^ 9 = [1339345217272984720341491 + 981848546538016855539035 i + 262501715744751094096212 j + 277000007096663003499723 k]
BICP | Distance=491 | [491 + 35 i + 5 j + 66 k] ^ 9 = [2469827442365347261635491 + 1393011206072513556186635 i + -1041082083816287915561635 j + 2157264121553008658119866 k]
BICP | Distance=491 | [491 + 36 i + 464 j + 8 k] ^ 9 = [22581754785060121422012491 + 14209564194917690137284036 i + 16440457348866553657200464 j + 245276022172298101404488 k]
BICP | Distance=491 | [491 + 37 i + 0 j + 125 k] ^ 9 = [5604629539701750502161491 + 3384883149905671577668237 i + -3287730132664750565643000 j + 5528597578539647139927125 k]
BICP | Distance=491 | [491 + 37 i + 0 j + 25 k] ^ 9 = [1464058335849722189301491 + 1145609686015988149648237 i + -448258557492793942128600 j + 657803856600677862485425 k]
BICP | Distance=491 | [491 + 37 i + 0 j + 375 k] ^ 9 = [128027978963905141442661491 + 51774386046332451811168237 i + -51774383959556273071929000 j + 128027984462587262107281375 k]
BICP | Distance=491 | [491 + 37 i + 0 j + 75 k] ^ 9 = [2663872708745008326921491 + 1822603940293512858988237 i + -1545725180136227997385800 j + 2394090968969392652956275 k]
BICP | Distance=491 | [491 + 37 i + 25 j + 0 k] ^ 9 = [1191035766863611326771491 + 986923868058181675438237 i + 624138338796003018485425 j + 431942882566609365378600 k]
BICP | Distance=491 | [491 + 37 i + 38 j + 7 k] ^ 9 = [1092715002747443435193491 + 779684933377279521755437 i + 813730526699692262266238 j + 790938594988080564435727 k]
BICP | Distance=491 | [491 + 37 i + 3 j + 2 k] ^ 9 = [1326652768084032703299491 + 1062488111555750571341437 i + 41735606969837606079723 j + 104036818665510748393082 k]
BICP | Distance=491 | [491 + 37 i + 481 j + 6 k] ^ 9 = [23188828807735068679695491 + 16562737050327854263121437 i + 23705323849715538876855481 j + 1741694770459715910654126 k]
BICP | Distance=491 | [491 + 37 i + 50 j + 25 k] ^ 9 = [1212535701563920750161491 + 309777804207870151168237 i + 894306011313837524092250 j + 1321606715362692060492625 k]
BICP | Distance=491 | [491 + 37 i + 60 j + 3 k] ^ 9 = [627029376369051873813491 + 556877477671517649179437 i + 1276224308464783410622260 j + 989315848000595850027723 k]
BICP | Distance=491 | [491 + 37 i + 75 j + 0 k] ^ 9 = [203233501897198064151491 + 393642818535442091098237 i + 1484894449118171864956275 j + 1105167468215181925135800 k]
BICP | Distance=491 | [491 + 38 i + 15 j + 3 k] ^ 9 = [1273358532874383969477491 + 1043804419271739655540238 i + 324457588478473894097415 j + 342986691495263754363723 k]
BICP | Distance=491 | [491 + 38 i + 37 j + 7 k] ^ 9 = [1092715002747443435193491 + 813730526699692262266238 i + 779684933377279521755437 j + 790938594988080564435727 k]
BICP | Distance=491 | [491 + 38 i + 38 j + 4 k] ^ 7 = [5295059445662714491 + 3122783044551920138 i + 3122783044551920138 j + 1986701084860644884 k]
BICP | Distance=491 | [491 + 3 i + 16 j + 3 k] ^ 9 = [1596410947301008125129491 + 64974993507735017780763 i + 477251134374080004899416 j + 112049398426789957373163 k]
BICP | Distance=491 | [491 + 3 i + 16 j + 7 k] ^ 9 = [1607448426825912454029491 + 33878120211149888875323 i + 473675321869088608573816 j + 230372574076159328337967 k]
BICP | Distance=491 | [491 + 3 i + 1 j + 0 k] ^ 9 = [1656092353567149923667491 + 91162013876702233726923 i + 30368508658864376101081 j + 1485586972538492903640 k]
BICP | Distance=491 | [491 + 3 i + 1 j + 12 k] ^ 9 = [1692055224569555038383491 + 86725175567859974665323 i + 12976827115863089271481 j + 367932489645162419597412 k]
BICP | Distance=491 | [491 + 3 i + 34 j + 3 k] ^ 9 = [1379160156797065567149491 + 30353733832081531692123 i + 983708866701607585192234 j + 127909454286843126858123 k]
BICP | Distance=491 | [491 + 3 i + 37 j + 2 k] ^ 9 = [1326652768084032703299491 + 41735606969837606079723 i + 1062488111555750571341437 j + 104036818665510748393082 k]
BICP | Distance=491 | [491 + 3 i + 416 j + 7 k] ^ 9 = [18858440836489146831165491 + 1763293951893155291899323 i + 732761409960750009585416 j + 974401293899288003649967 k]
BICP | Distance=491 | [491 + 3 i + 44 j + 1 k] ^ 9 = [1191727891972602844905491 + 50524880088924488844123 i + 1236177894037272963091844 j + 85403128545278544903481 k]
BICP | Distance=491 | [491 + 3 i + 487 j + 6 k] ^ 9 = [26485178884447180655391491 + 1504572741823105681346763 i + 24502366533960970603809487 j + 2774509065129695309688366 k]
BICP | Distance=491 | [491 + 3 i + 4 j + 13 k] ^ 9 = [1695353781665863631253491 + 66942475631726052408123 i + 104411367011105823445564 j + 402683855458307553987013 k]
BICP | Distance=491 | [491 + 3 i + 4 j + 1 k] ^ 3 = [118335491 + 2157783 i + 2883974 j + 758521 k]
BICP | Distance=491 | [491 + 3 i + 4 j + 37 k] ^ 9 = [2000683406698577340429491 + 29546174313617895680763 i + 83908665456915335890684 j + 1188277670272953540828637 k]
BICP | Distance=491 | [491 + 409 i + 34 j + 5 k] ^ 9 = [16959595633623841003929491 + 1083309604244892010593409 i + 7214192818204987264425034 j + -4489338040871820877529635 k]
BICP | Distance=491 | [491 + 40 i + 5 j + 59 k] ^ 9 = [2135254868348118310209491 + 1490430863584596370284640 i + -1048101218240877862137235 j + 1808208135794375810884259 k]
BICP | Distance=491 | [491 + 40 i + 63 j + 3 k] ^ 9 = [524799434682526196085491 + 552141223430903473650640 i + 1271488054224169235093463 j + 1091545789687121527755723 k]
BICP | Distance=491 | [491 + 416 i + 2 j + 8 k] ^ 9 = [18881296299678657596202491 + 703947801068673884976416 i + 1717958277358628180628722 j + 1345317052025002450004168 k]
BICP | Distance=491 | [491 + 416 i + 3 j + 7 k] ^ 9 = [18858440836489146831165491 + 732761409960750009585416 i + 1763293951893155291899323 j + 974401293899288003649967 k]
BICP | Distance=491 | [491 + 41 i + 16 j + 5 k] ^ 9 = [1225759776968149434093491 + 1100303937036431589210641 i + 295566134217763798799416 j + 426461635199951156946365 k]
BICP | Distance=491 | [491 + 41 i + 5 j + 116 k] ^ 9 = [4929407329747205958399491 + 2957891253676752599163041 i + -2818216284801226018275235 j + 4858055372848845247881116 k]
BICP | Distance=491 | [491 + 41 i + 5 j + 366 k] ^ 9 = [116808697156566601806975491 + 46362694032188049847935041 i + -46362694454134550170047235 j + 116808710344576365465969366 k]
BICP | Distance=491 | [491 + 41 i + 6 j + 1 k] ^ 9 = [1246614407791176289233491 + 1158759670702289021447441 i + 127943103423908430488526 j + 140289644363851989231481 k]
BICP | Distance=491 | [491 + 41 i + 7 j + 8 k] ^ 9 = [1271141243661361832679491 + 1144530420856375070465441 i + 18825649620641193021967 j + 331700277645611976215168 k]
BICP | Distance=491 | [491 + 41 i + 8 j + 7 k] ^ 9 = [1264776561952750954497491 + 1140360641642358690083441 i + 62557426669715080679168 j + 325906423399429761237967 k]
BICP | Distance=491 | [491 + 440 i + 5 j + 59 k] ^ 9 = [23925128732013737073105491 + 113653877057529181971440 i + 10678007580381016043299565 j + 15687175953632969547988259 k]
BICP | Distance=491 | [491 + 440 i + 7 j + 7 k] ^ 9 = [22359981008130897413169491 + 6720743452606652744997440 i + 2984576963664203085829567 j + 1080559038732441668037967 k]
BICP | Distance=491 | [491 + 44 i + 3 j + 1 k] ^ 9 = [1191727891972602844905491 + 1236177894037272963091844 i + 50524880088924488844123 j + 85403128545278544903481 k]
BICP | Distance=491 | [491 + 459 i + 15 j + 6 k] ^ 9 = [24239607022560667101231491 + 13135087556064363623589459 i + 5992500756676679009855415 j + 690916555634117489118126 k]
BICP | Distance=491 | [491 + 459 i + 1 j + 4 k] ^ 9 = [24803923321717261887279491 + 12948483615599323119945459 i + 760724656211009804103481 j + 1345207973881114145915164 k]
BICP | Distance=491 | [491 + 459 i + 8 j + 55 k] ^ 9 = [26414061816037739651661491 + 6322316818402105326843459 i + 9437629064283968434641968 j + 18278260805619125102975455 k]
BICP | Distance=491 | [491 + 45 i + 62 j + 5 k] ^ 9 = [523448535647129696265491 + 592070665888662222981045 i + 1146396856118764659361862 j + 1216946838091696156009565 k]
BICP | Distance=491 | [491 + 464 i + 36 j + 8 k] ^ 9 = [22581754785060121422012491 + 16440457348866553657200464 i + 14209564194917690137284036 j + 245276022172298101404488 k]
BICP | Distance=491 | [491 + 464 i + 6 j + 48 k] ^ 9 = [26972397241251371787930491 + 9725127865898411028048464 i + 7253734424312997394487766 j + 17266269337290048336316848 k]
BICP | Distance=491 | [491 + 466 i + 91 j + 5 k] ^ 9 = [11930319915719445913617491 + 29394311124283742571603466 i + 35525194338243837825435091 j + 539937677032574212782365 k]
BICP | Distance=491 | [491 + 481 i + 37 j + 6 k] ^ 9 = [23188828807735068679695491 + 23705323849715538876855481 i + 16562737050327854263121437 j + 1741694770459715910654126 k]
BICP | Distance=491 | [491 + 481 i + 8 j + 59 k] ^ 9 = [30082003822328031362829491 + 13471337501887669985913481 i + 7405949809595614863063968 j + 25213443427327894878851459 k]
BICP | Distance=491 | [491 + 487 i + 10 j + 3 k] ^ 9 = [26217130743619774014825491 + 24690874717827866406879487 i + 4744114219980013806973810 j + 1264601448574163757567723 k]
BICP | Distance=491 | [491 + 487 i + 1 j + 16 k] ^ 9 = [26918274624572837123031491 + 24057722469754516918581487 i + 754018557304717103375161 j + 7505828781196751818534216 k]
BICP | Distance=491 | [491 + 487 i + 3 j + 6 k] ^ 9 = [26485178884447180655391491 + 24502366533960970603809487 i + 1504572741823105681346763 j + 2774509065129695309688366 k]
BICP | Distance=491 | [491 + 487 i + 4 j + 95 k] ^ 9 = [40487959617041179305621491 + 4466834579393553785151487 i + 11103359458199072228460364 j + 43238730428444661823477895 k]
BICP | Distance=491 | [491 + 487 i + 5 j + 38 k] ^ 9 = [28365011535274537369179491 + 21092779424076452369397487 i + 3409701114059574167564765 j + 17593471267858518247239038 k]
BICP | Distance=491 | [491 + 491 i + 1 j + 6 k] ^ 9 = [26582640594587264688291491 + 26443969704924371804001491 i + 488287519835593544511481 j + 2917532540347356164186526 k]
BICP | Distance=491 | [491 + 491 i + 6 j + 1 k] ^ 9 = [26443969704924371804001491 + 26582640594587264688291491 i + 2917532540347356164186526 j + 488287519835593544511481 k]
BICP | Distance=491 | [491 + 491 i + 7 j + 8 k] ^ 9 = [26345034112948563827307491 + 26285690004593700194589491 i + 3398713197999774527841967 j + 3881965269557521477109168 k]
BICP | Distance=491 | [491 + 491 i + 8 j + 7 k] ^ 9 = [26285690004593700194589491 + 26345034112948563827307491 i + 3881965269557521477109168 j + 3398713197999774527841967 k]
BICP | Distance=491 | [491 + 4 i + 12 j + 20 k] ^ 9 = [1724140997500568140956491 + 5522091045324473763364 i + 339490544314179621871212 j + 630596045145291580471220 k]
BICP | Distance=491 | [491 + 4 i + 16 j + 4 k] ^ 9 = [1597195189353728271828491 + 86711010222371755270564 i + 473860533227078031571216 j + 149347154063413030918564 k]
BICP | Distance=491 | [491 + 4 i + 1 j + 15 k] ^ 9 = [1710610183910989926693491 + 117232331561713145245564 i + 1241035766870896077481 j + 461114634907696125762615 k]
BICP | Distance=491 | [491 + 4 i + 3 j + 13 k] ^ 9 = [1695353781665863631253491 + 104411367011105823445564 i + 66942475631726052408123 j + 402683855458307553987013 k]
BICP | Distance=491 | [491 + 4 i + 3 j + 1 k] ^ 3 = [118335491 + 2883974 i + 2157783 j + 758521 k]
BICP | Distance=491 | [491 + 4 i + 3 j + 37 k] ^ 9 = [2000683406698577340429491 + 83908665456915335890684 i + 29546174313617895680763 j + 1188277670272953540828637 k]
BICP | Distance=491 | [491 + 4 i + 487 j + 95 k] ^ 9 = [40487959617041179305621491 + 11103359458199072228460364 i + 4466834579393553785151487 j + 43238730428444661823477895 k]
BICP | Distance=491 | [491 + 50 i + 0 j + 16 k] ^ 9 = [1111757645550194678442491 + 1418217168812694185170850 i + -370651350018443696889600 j + 352918409332695899145616 k]
BICP | Distance=491 | [491 + 50 i + 37 j + 25 k] ^ 9 = [1212535701563920750161491 + 894306011313837524092250 i + 309777804207870151168237 j + 1321606715362692060492625 k]
BICP | Distance=491 | [491 + 50 i + 50 j + 16 k] ^ 9 = [888029282390354089752491 + 715430232246398925781250 i + 715430232246398925781250 j + 1325430492645023279205616 k]
BICP | Distance=491 | [491 + 50 i + 88 j + 200 k] ^ 9 = [16011685396380816615594491 + -8652519129928005149600350 i + 8624665423872879508228888 j + 16036463750808753645576200 k]
BICP | Distance=491 | [491 + 50 i + 88 j + 450 k] ^ 9 = [272367838016403305779044491 + -103530573769468057493564350 i + 103530551022162523260328888 j + 272367824305637428545930450 k]
BICP | Distance=491 | [491 + 50 i + 88 j + 50 k] ^ 9 = [1198390621621941128964491 + -1005060034327832019221950 i + 1389830736806974474888888 j + 2078507024052284937363650 k]
BICP | Distance=491 | [491 + 55 i + 59 j + 8 k] ^ 9 = [507054063095584328235491 + 725256091166113966876255 i + 863563789296316486432259 j + 1406758249509023451931568 k]
BICP | Distance=491 | [491 + 56 i + 8 j + 4 k] ^ 3 = [113691491 + 40223656 i + 5050648 j + 4174444 k]
BICP | Distance=491 | [491 + 59 i + 1 j + 0 k] ^ 9 = [839406922776333408123491 + 1556980135933536481139459 i + 18550479993647707145881 j + 26312896784130510157080 k]
BICP | Distance=491 | [491 + 59 i + 55 j + 8 k] ^ 9 = [507054063095584328235491 + 863563789296316486432259 i + 725256091166113966876255 j + 1406758249509023451931568 k]
BICP | Distance=491 | [491 + 59 i + 5 j + 84 k] ^ 9 = [2406562903303713477387491 + 2836456981281229953649859 i + -2499171338306362926447235 j + 2349686657988246391500684 k]
BICP | Distance=491 | [491 + 59 i + 7 j + 0 k] ^ 9 = [831044413031238778419491 + 1547701245863486874827459 i + 129542424731240773382767 j + 183918878270115883558440 k]
BICP | Distance=491 | [491 + 59 i + 8 j + 5 k] ^ 9 = [848225842083311041953491 + 1535689512855292461211859 i + 17598233006038534779968 j + 302564698981218227151005 k]
BICP | Distance=491 | [491 + 5 i + 0 j + 59 k] ^ 9 = [2556584873517663720057491 + 215515014125386424023085 i + -160997095685598734180040 j + 2035083756503424151036259 k]
BICP | Distance=491 | [491 + 5 i + 112 j + 163 k] ^ 9 = [1330761086817549415425491 + -12246850234875132082857235 i + 12251205658871830176651112 j + 1405959958811532144441163 k]
BICP | Distance=491 | [491 + 5 i + 112 j + 413 k] ^ 9 = [104860796927929438509921491 + -187262054480189564815689235 i + 187262066253095319253173112 j + 104860814911547579226279413 k]
BICP | Distance=491 | [491 + 5 i + 12 j + 205 k] ^ 9 = [19098385231853200384317491 + -1729591172686344081088435 i + 1736215399507388175294612 j + 19087191062084428845339205 k]
BICP | Distance=491 | [491 + 5 i + 12 j + 455 k] ^ 9 = [302784401962336098824697491 + -20193782153429558762524435 i + 20193782153244308380704612 j + 302784401962505852497893455 k]
BICP | Distance=491 | [491 + 5 i + 12 j + 55 k] ^ 9 = [2412698459755069859529491 + -149936204938440657426835 i + 346902135234783430128612 j + 1874344627437617297406655 k]
BICP | Distance=491 | [491 + 5 i + 12 j + 5 k] ^ 9 = [1625081948846696521173491 + 120207237920225938260365 i + 350556124095814138086612 j + 178816354702373702695805 k]
BICP | Distance=491 | [491 + 5 i + 138 j + 337 k] ^ 9 = [14048238507340858109265491 + -101605043912679960745197235 i + 101605393289909905154481138 j + 14047519317045792333963337 k]
BICP | Distance=491 | [491 + 5 i + 13 j + 212 k] ^ 9 = [20875181766802395640347491 + -2142104770035853008111235 i + 2147822846725810842051013 j + 20866451105831871572805212 k]
BICP | Distance=491 | [491 + 5 i + 13 j + 462 k] ^ 9 = [323372614446377844574851491 + -24477102392299609423779235 i + 24477102392239308719823013 j + 323372614446360043327893462 k]
BICP | Distance=491 | [491 + 5 i + 166 j + 491 k] ^ 9 = [51687257473880718569877491 + -475622588460697921376721235 i + 475622713476523589201115166 j + 51687257473880718569877491 k]
BICP | Distance=491 | [491 + 5 i + 16 j + 3 k] ^ 9 = [1593209084703271911873491 + 123956890100117564661485 i + 473449360837166759134216 j + 127605709823421455377323 k]
BICP | Distance=491 | [491 + 5 i + 35 j + 66 k] ^ 9 = [2469827442365347261635491 + -1041082083816287915561635 i + 1393011206072513556186635 j + 2157264121553008658119866 k]
BICP | Distance=491 | [491 + 5 i + 40 j + 59 k] ^ 9 = [2135254868348118310209491 + -1048101218240877862137235 i + 1490430863584596370284640 j + 1808208135794375810884259 k]
BICP | Distance=491 | [491 + 5 i + 41 j + 116 k] ^ 9 = [4929407329747205958399491 + -2818216284801226018275235 i + 2957891253676752599163041 j + 4858055372848845247881116 k]
BICP | Distance=491 | [491 + 5 i + 41 j + 366 k] ^ 9 = [116808697156566601806975491 + -46362694454134550170047235 i + 46362694032188049847935041 j + 116808710344576365465969366 k]
BICP | Distance=491 | [491 + 5 i + 440 j + 59 k] ^ 9 = [23925128732013737073105491 + 10678007580381016043299565 i + 113653877057529181971440 j + 15687175953632969547988259 k]
BICP | Distance=491 | [491 + 5 i + 487 j + 38 k] ^ 9 = [28365011535274537369179491 + 3409701114059574167564765 i + 21092779424076452369397487 j + 17593471267858518247239038 k]
BICP | Distance=491 | [491 + 5 i + 59 j + 84 k] ^ 9 = [2406562903303713477387491 + -2499171338306362926447235 i + 2836456981281229953649859 j + 2349686657988246391500684 k]
BICP | Distance=491 | [491 + 5 i + 5 j + 16 k] ^ 9 = [1712402687786761199127491 + 116134789305531798828125 i + 116134789305531798828125 j + 501057087248616169830616 k]
BICP | Distance=491 | [491 + 5 i + 5 j + 34 k] ^ 9 = [1942214184331995093375491 + 85231146276926444474045 i + 85231146276926444474045 j + 1087723737501043236702634 k]
BICP | Distance=491 | [491 + 5 i + 62 j + 63 k] ^ 9 = [1601969249078307136953491 + -1789970568264597316005235 i + 2319337325254670971464662 j + 1509322299825290199040263 k]
BICP | Distance=491 | [491 + 5 i + 63 j + 62 k] ^ 9 = [1539926617075283344971491 + -1780340086204328883891235 i + 2323972581560554031315463 j + 1454428888128094083067862 k]
BICP | Distance=491 | [491 + 5 i + 63 j + 8 k] ^ 9 = [754344693487802963091491 + -135732138511089430185475 i + 1623013813046938414463463 j + 274663679978385707771168 k]
BICP | Distance=491 | [491 + 5 i + 66 j + 41 k] ^ 9 = [1004130429288864439089491 + -1132381057657882221021235 i + 1966474621276058181580266 j + 867464551700181813257441 k]
BICP | Distance=491 | [491 + 5 i + 6 j + 187 k] ^ 9 = [15146292531368890220997491 + -197361679685052649066195 i + 204495047092276546531326 j + 15125158024655140679061187 k]
BICP | Distance=491 | [491 + 5 i + 6 j + 437 k] ^ 9 = [255201742401531837783033491 + -2475093538045491797734195 i + 2475093542601720015109326 j + 255201742402636166277159437 k]
BICP | Distance=491 | [491 + 5 i + 6 j + 59 k] ^ 9 = [2558320992559285340997491 + 22002658261015284020525 i + 97360877200295060630526 j + 2046497521082083808507459 k]
BICP | Distance=491 | [491 + 5 i + 7 j + 2 k] ^ 9 = [1641756264729167150751491 + 144155778429444915830525 i + 206958887843681258112367 j + 77596155337272457994522 k]
BICP | Distance=491 | [491 + 5 i + 84 j + 259 k] ^ 9 = [23123255367945896105421491 + -31966048125042290156829235 i + 31965489946153093918539084 j + 23126823644483935951365259 k]
BICP | Distance=491 | [491 + 5 i + 84 j + 9 k] ^ 9 = [115176902945252899497491 + -262868652317097224601235 i + 1891420513995748327017084 j + 233487199698921180027009 k]
BICP | Distance=491 | [491 + 5 i + 85 j + 66 k] ^ 9 = [717178196699295636303491 + -2450313840270399883191235 i + 2975592754400924137097485 j + 883899906887737501537866 k]
BICP | Distance=491 | [491 + 5 i + 90 j + 59 k] ^ 9 = [366235295623035071241491 + -2212999199432841688307635 i + 2815509084423677251145490 j + 605044041466790299852259 k]
BICP | Distance=491 | [491 + 60 i + 37 j + 3 k] ^ 9 = [627029376369051873813491 + 1276224308464783410622260 i + 556877477671517649179437 j + 989315848000595850027723 k]
BICP | Distance=491 | [491 + 62 i + 320 j + 40 k] ^ 9 = [1789330699310990082474491 + 3671642284027325578774862 i + -3305642479158933487040320 j + -7004085838960889290313240 k]
BICP | Distance=491 | [491 + 62 i + 45 j + 5 k] ^ 9 = [523448535647129696265491 + 1146396856118764659361862 i + 592070665888662222981045 j + 1216946838091696156009565 k]
BICP | Distance=491 | [491 + 62 i + 5 j + 63 k] ^ 9 = [1601969249078307136953491 + 2319337325254670971464662 i + -1789970568264597316005235 j + 1509322299825290199040263 k]
BICP | Distance=491 | [491 + 62 i + 63 j + 7 k] ^ 9 = [311167883802155787273491 + 725853962107771172262662 i + 759899555430183912773463 j + 1572485713933368212355727 k]
BICP | Distance=491 | [491 + 62 i + 7 j + 3 k] ^ 9 = [760876078746719877669491 + 1595995422855343681746662 i + 39760547383772165010367 j + 242960497942331264613963 k]
BICP | Distance=491 | [491 + 63 i + 0 j + 5 k] ^ 9 = [735700493098530600741491 + 1633335178051498744834263 i + -138452712426604518866280 j + 84912384312172259641085 k]
BICP | Distance=491 | [491 + 63 i + 30 j + 5 k] ^ 9 = [649907795951254920609491 + 1403210846409312613858263 i + 359908542495844626370230 j + 881946021695362799108765 k]
BICP | Distance=491 | [491 + 63 i + 40 j + 3 k] ^ 9 = [524799434682526196085491 + 1271488054224169235093463 i + 552141223430903473650640 j + 1091545789687121527755723 k]
BICP | Distance=491 | [491 + 63 i + 5 j + 62 k] ^ 9 = [1539926617075283344971491 + 2323972581560554031315463 i + -1780340086204328883891235 j + 1454428888128094083067862 k]
BICP | Distance=491 | [491 + 63 i + 5 j + 8 k] ^ 9 = [754344693487802963091491 + 1623013813046938414463463 i + -135732138511089430185475 j + 274663679978385707771168 k]
BICP | Distance=491 | [491 + 63 i + 62 j + 7 k] ^ 9 = [311167883802155787273491 + 759899555430183912773463 i + 725853962107771172262662 j + 1572485713933368212355727 k]
BICP | Distance=491 | [491 + 63 i + 8 j + 3 k] ^ 3 = [112452491 + 45233163 i + 5133598 j + 3618243 k]
BICP | Distance=491 | [491 + 66 i + 5 j + 41 k] ^ 9 = [1004130429288864439089491 + 1966474621276058181580266 i + -1132381057657882221021235 j + 867464551700181813257441 k]
BICP | Distance=491 | [491 + 66 i + 70 j + 8 k] ^ 9 = [167421957613350031272491 + 558103552081025078254866 i + 696411250211227597810870 j + 1746390354991257748894568 k]
BICP | Distance=491 | [491 + 69 i + 13 j + 6 k] ^ 9 = [574296895630585108779491 + 1670165751615057217781469 i + 12058003419455300727013 j + 467497201497102068202126 k]
BICP | Distance=491 | [491 + 6 i + 16 j + 10 k] ^ 9 = [1617614326391325351780491 + 100187678223993954934326 i + 456087175886625185810416 j + 342468129428769211880410 k]
BICP | Distance=491 | [491 + 6 i + 1 j + 1 k] ^ 9 = [1649699436085689242793491 + 181660804752903270877326 i + 27307984741782594021481 j + 33241148732221407505081 k]
BICP | Distance=491 | [491 + 6 i + 2 j + 8 k] ^ 9 = [1665158232513390869928491 + 175510970424020275102326 i + 37203272293817755546322 j + 248654080091216910238568 k]
BICP | Distance=491 | [491 + 6 i + 41 j + 1 k] ^ 9 = [1246614407791176289233491 + 127943103423908430488526 i + 1158759670702289021447441 j + 140289644363851989231481 k]
BICP | Distance=491 | [491 + 6 i + 464 j + 48 k] ^ 9 = [26972397241251371787930491 + 7253734424312997394487766 i + 9725127865898411028048464 j + 17266269337290048336316848 k]
BICP | Distance=491 | [491 + 6 i + 491 j + 1 k] ^ 9 = [26443969704924371804001491 + 2917532540347356164186526 i + 26582640594587264688291491 j + 488287519835593544511481 k]
BICP | Distance=491 | [491 + 6 i + 5 j + 187 k] ^ 9 = [15146292531368890220997491 + 204495047092276546531326 i + -197361679685052649066195 j + 15125158024655140679061187 k]
BICP | Distance=491 | [491 + 6 i + 5 j + 437 k] ^ 9 = [255201742401531837783033491 + 2475093542601720015109326 i + -2475093538045491797734195 j + 255201742402636166277159437 k]
BICP | Distance=491 | [491 + 6 i + 5 j + 59 k] ^ 9 = [2558320992559285340997491 + 97360877200295060630526 i + 22002658261015284020525 j + 2046497521082083808507459 k]
BICP | Distance=491 | [491 + 6 i + 6 j + 6 k] ^ 9 = [1651162723027647877362491 + 164377141864736658881526 i + 164377141864736658881526 j + 198989656503861969142326 k]
BICP | Distance=491 | [491 + 6 i + 7 j + 13 k] ^ 9 = [1683079471860899045097491 + 139599432896757491690526 i + 177068324276137262727967 j + 414958165263272140143013 k]
BICP | Distance=491 | [491 + 6 i + 7 j + 63 k] ^ 9 = [2690569039623492313761491 + 25378373341211402984526 i + 105234349012334129127967 j + 2224582805698611008603463 k]
BICP | Distance=491 | [491 + 6 i + 8 j + 0 k] ^ 9 = [1633870644786833477946491 + 180800625607625251258326 i + 241594130825463108884168 j + 23707295752854938624640 k]
BICP | Distance=491 | [491 + 70 i + 66 j + 8 k] ^ 9 = [167421957613350031272491 + 696411250211227597810870 i + 558103552081025078254866 j + 1746390354991257748894568 k]
BICP | Distance=491 | [491 + 75 i + 37 j + 0 k] ^ 9 = [203233501897198064151491 + 1484894449118171864956275 i + 393642818535442091098237 j + 1105167468215181925135800 k]
BICP | Distance=491 | [491 + 75 i + 75 j + 16 k] ^ 9 = [233112841808078699127491 + 357760156414031982421875 i + 357760156414031982421875 j + 1980346933227298669830616 k]
BICP | Distance=491 | [491 + 7 i + 1 j + 8 k] ^ 9 = [1662386898933955707327491 + 210010109617036390985167 i + 2704133100801639663481 j + 245882746511781747637568 k]
BICP | Distance=491 | [491 + 7 i + 41 j + 8 k] ^ 9 = [1271141243661361832679491 + 18825649620641193021967 i + 1144530420856375070465441 j + 331700277645611976215168 k]
BICP | Distance=491 | [491 + 7 i + 440 j + 7 k] ^ 9 = [22359981008130897413169491 + 2984576963664203085829567 i + 6720743452606652744997440 j + 1080559038732441668037967 k]
BICP | Distance=491 | [491 + 7 i + 491 j + 8 k] ^ 9 = [26345034112948563827307491 + 3398713197999774527841967 i + 26285690004593700194589491 j + 3881965269557521477109168 k]
BICP | Distance=491 | [491 + 7 i + 59 j + 0 k] ^ 9 = [831044413031238778419491 + 129542424731240773382767 i + 1547701245863486874827459 j + 183918878270115883558440 k]
BICP | Distance=491 | [491 + 7 i + 5 j + 2 k] ^ 9 = [1641756264729167150751491 + 206958887843681258112367 i + 144155778429444915830525 j + 77596155337272457994522 k]
BICP | Distance=491 | [491 + 7 i + 62 j + 3 k] ^ 9 = [760876078746719877669491 + 39760547383772165010367 i + 1595995422855343681746662 j + 242960497942331264613963 k]
BICP | Distance=491 | [491 + 7 i + 6 j + 13 k] ^ 9 = [1683079471860899045097491 + 177068324276137262727967 i + 139599432896757491690526 j + 414958165263272140143013 k]
BICP | Distance=491 | [491 + 7 i + 6 j + 63 k] ^ 9 = [2690569039623492313761491 + 105234349012334129127967 i + 25378373341211402984526 j + 2224582805698611008603463 k]
BICP | Distance=491 | [491 + 7 i + 7 j + 34 k] ^ 9 = [1935056063284156552359491 + 118810481429980954485487 i + 118810481429980954485487 j + 1094881858548881777718634 k]
BICP | Distance=491 | [491 + 80 i + 34 j + 8 k] ^ 9 = [224528511691407316458491 + 1527844897925684109158480 i + 60974982536746344150034 j + 1124232698104846440154568 k]
BICP | Distance=491 | [491 + 84 i + 5 j + 259 k] ^ 9 = [23123255367945896105421491 + 31965489946153093918539084 i + -31966048125042290156829235 j + 23126823644483935951365259 k]
BICP | Distance=491 | [491 + 84 i + 5 j + 9 k] ^ 9 = [115176902945252899497491 + 1891420513995748327017084 i + -262868652317097224601235 j + 233487199698921180027009 k]
BICP | Distance=491 | [491 + 85 i + 5 j + 66 k] ^ 9 = [717178196699295636303491 + 2975592754400924137097485 i + -2450313840270399883191235 j + 883899906887737501537866 k]
BICP | Distance=491 | [491 + 88 i + 0 j + 250 k] ^ 9 = [17411956313690168256054491 + 31356574937999286519508888 i + -31356619899235217776464000 j + 17416772907071250802854250 k]
BICP | Distance=491 | [491 + 88 i + 0 j + 50 k] ^ 9 = [190872875071217944614491 + 2584918455490758901588888 i + -1848118247962933923292800 j + 341640639692149636570850 k]
BICP | Distance=491 | [491 + 88 i + 300 j + 50 k] ^ 9 = [385492297066574286414491 + 1693488401713716318988888 i + 48129543701202786132300 j + -7754181967781331053672350 k]
BICP | Distance=491 | [491 + 88 i + 50 j + 200 k] ^ 9 = [16011685396380816615594491 + 8624665423872879508228888 i + -8652519129928005149600350 j + 16036463750808753645576200 k]
BICP | Distance=491 | [491 + 88 i + 50 j + 450 k] ^ 9 = [272367838016403305779044491 + 103530551022162523260328888 i + -103530573769468057493564350 j + 272367824305637428545930450 k]
BICP | Distance=491 | [491 + 88 i + 50 j + 50 k] ^ 9 = [1198390621621941128964491 + 1389830736806974474888888 i + -1005060034327832019221950 j + 2078507024052284937363650 k]
BICP | Distance=491 | [491 + 8 i + 12 j + 42 k] ^ 9 = [2076877597406110328958491 + 28739405921046002520968 i + 263103913548546404359212 j + 1387806275982917187750042 k]
BICP | Distance=491 | [491 + 8 i + 13 j + 9 k] ^ 3 = [118152491 + 5438638 i + 9188513 j + 6810009 k]
BICP | Distance=491 | [491 + 8 i + 16 j + 20 k] ^ 9 = [1694910131944622553900491 + 88273477304889717936968 i + 422241930573744866044816 j + 659826910701237167527220 k]
BICP | Distance=491 | [491 + 8 i + 2 j + 4 k] ^ 9 = [1646138969642369571906491 + 239005786523408417928968 i + 44631178344286214359922 j + 128642095128452571080164 k]
BICP | Distance=491 | [491 + 8 i + 41 j + 7 k] ^ 9 = [1264776561952750954497491 + 62557426669715080679168 i + 1140360641642358690083441 j + 325906423399429761237967 k]
BICP | Distance=491 | [491 + 8 i + 459 j + 55 k] ^ 9 = [26414061816037739651661491 + 9437629064283968434641968 i + 6322316818402105326843459 j + 18278260805619125102975455 k]
BICP | Distance=491 | [491 + 8 i + 481 j + 59 k] ^ 9 = [30082003822328031362829491 + 7405949809595614863063968 i + 13471337501887669985913481 j + 25213443427327894878851459 k]
BICP | Distance=491 | [491 + 8 i + 491 j + 7 k] ^ 9 = [26285690004593700194589491 + 3881965269557521477109168 i + 26345034112948563827307491 j + 3398713197999774527841967 k]
BICP | Distance=491 | [491 + 8 i + 56 j + 4 k] ^ 3 = [113691491 + 5050648 i + 40223656 j + 4174444 k]
BICP | Distance=491 | [491 + 8 i + 59 j + 5 k] ^ 9 = [848225842083311041953491 + 17598233006038534779968 i + 1535689512855292461211859 j + 302564698981218227151005 k]
BICP | Distance=491 | [491 + 8 i + 63 j + 3 k] ^ 3 = [112452491 + 5133598 i + 45233163 j + 3618243 k]
BICP | Distance=491 | [491 + 8 i + 6 j + 0 k] ^ 9 = [1633870644786833477946491 + 241594130825463108884168 i + 180800625607625251258326 j + 23707295752854938624640 k]
BICP | Distance=491 | [491 + 8 i + 8 j + 6 k] ^ 9 = [1638512667490700464470491 + 218192445124692651466568 i + 218192445124692651466568 j + 211639712040809382034326 k]
BICP | Distance=491 | [491 + 8 i + 8 j + 84 k] ^ 7 = [11285737465562161491 + 252574040971784888 i + 252574040971784888 j + 9495667850599947884 k]
BICP | Distance=491 | [491 + 90 i + 5 j + 59 k] ^ 9 = [366235295623035071241491 + 2815509084423677251145490 i + -2212999199432841688307635 j + 605044041466790299852259 k]
BICP | Distance=491 | [491 + 91 i + 466 j + 5 k] ^ 9 = [11930319915719445913617491 + 35525194338243837825435091 i + 29394311124283742571603466 j + 539937677032574212782365 k]
BICP | Distance=491 | [491 + 9 i + 1 j + 4 k] ^ 9 = [1642474203569958600147491 + 271263241688265121517409 i + 12373723179429510771481 j + 124977329056041599321164 k]
BICP | Distance=491 | [4 + 95 i + 491 j + 487 k] ^ 9 = [11103359458199072228460364 + 43238730428444661823477895 i + 40487959617041179305621491 j + 4466834579393553785151487 k]
BICP | Distance=491 | [4 + 9 i + 1 j + 491 k] ^ 9 = [124977329056041599321164 + 271263241688265121517409 i + 12373723179429510771481 j + 1642474203569958600147491 k]
BICP | Distance=491 | [50 + 0 i + 88 j + 491 k] ^ 9 = [341640639692149636570850 + -1848118247962933923292800 i + 2584918455490758901588888 j + 190872875071217944614491 k]
BICP | Distance=491 | [50 + 16 i + 491 j + 0 k] ^ 9 = [1418217168812694185170850 + 352918409332695899145616 i + 1111757645550194678442491 j + -370651350018443696889600 k]
BICP | Distance=491 | [50 + 16 i + 491 j + 50 k] ^ 9 = [715430232246398925781250 + 1325430492645023279205616 i + 888029282390354089752491 j + 715430232246398925781250 k]
BICP | Distance=491 | [50 + 200 i + 491 j + 88 k] ^ 9 = [-8652519129928005149600350 + 16036463750808753645576200 i + 16011685396380816615594491 j + 8624665423872879508228888 k]
BICP | Distance=491 | [50 + 25 i + 491 j + 37 k] ^ 9 = [894306011313837524092250 + 1321606715362692060492625 i + 1212535701563920750161491 j + 309777804207870151168237 k]
BICP | Distance=491 | [50 + 300 i + 88 j + 491 k] ^ 9 = [-7754181967781331053672350 + 48129543701202786132300 i + 1693488401713716318988888 j + 385492297066574286414491 k]
BICP | Distance=491 | [50 + 450 i + 491 j + 88 k] ^ 9 = [-103530573769468057493564350 + 272367824305637428545930450 i + 272367838016403305779044491 j + 103530551022162523260328888 k]
BICP | Distance=491 | [50 + 491 i + 16 j + 0 k] ^ 9 = [1418217168812694185170850 + 1111757645550194678442491 i + 352918409332695899145616 j + -370651350018443696889600 k]
BICP | Distance=491 | [50 + 491 i + 16 j + 50 k] ^ 9 = [715430232246398925781250 + 888029282390354089752491 i + 1325430492645023279205616 j + 715430232246398925781250 k]
BICP | Distance=491 | [50 + 491 i + 200 j + 88 k] ^ 9 = [-8652519129928005149600350 + 16011685396380816615594491 i + 16036463750808753645576200 j + 8624665423872879508228888 k]
BICP | Distance=491 | [50 + 491 i + 25 j + 37 k] ^ 9 = [894306011313837524092250 + 1212535701563920750161491 i + 1321606715362692060492625 j + 309777804207870151168237 k]
BICP | Distance=491 | [50 + 491 i + 450 j + 88 k] ^ 9 = [-103530573769468057493564350 + 272367838016403305779044491 i + 272367824305637428545930450 j + 103530551022162523260328888 k]
BICP | Distance=491 | [50 + 491 i + 50 j + 88 k] ^ 9 = [-1005060034327832019221950 + 1198390621621941128964491 i + 2078507024052284937363650 j + 1389830736806974474888888 k]
BICP | Distance=491 | [50 + 50 i + 491 j + 88 k] ^ 9 = [-1005060034327832019221950 + 2078507024052284937363650 i + 1198390621621941128964491 j + 1389830736806974474888888 k]
BICP | Distance=491 | [50 + 50 i + 88 j + 491 k] ^ 9 = [2078507024052284937363650 + -1005060034327832019221950 i + 1389830736806974474888888 j + 1198390621621941128964491 k]
BICP | Distance=491 | [50 + 88 i + 0 j + 491 k] ^ 9 = [341640639692149636570850 + 2584918455490758901588888 i + -1848118247962933923292800 j + 190872875071217944614491 k]
BICP | Distance=491 | [50 + 88 i + 300 j + 491 k] ^ 9 = [-7754181967781331053672350 + 1693488401713716318988888 i + 48129543701202786132300 j + 385492297066574286414491 k]
BICP | Distance=491 | [50 + 88 i + 50 j + 491 k] ^ 9 = [2078507024052284937363650 + 1389830736806974474888888 i + -1005060034327832019221950 j + 1198390621621941128964491 k]
BICP | Distance=491 | [5 + 0 i + 63 j + 491 k] ^ 9 = [84912384312172259641085 + -138452712426604518866280 i + 1633335178051498744834263 j + 735700493098530600741491 k]
BICP | Distance=491 | [5 + 116 i + 491 j + 41 k] ^ 9 = [-2818216284801226018275235 + 4858055372848845247881116 i + 4929407329747205958399491 j + 2957891253676752599163041 k]
BICP | Distance=491 | [5 + 12 i + 5 j + 491 k] ^ 9 = [178816354702373702695805 + 350556124095814138086612 i + 120207237920225938260365 j + 1625081948846696521173491 k]
BICP | Distance=491 | [5 + 159 i + 284 j + 491 k] ^ 9 = [-11450827509605289241529635 + 3195411927214511002731159 i + 5102090495235368272287284 j + 9998106164890372639929491 k]
BICP | Distance=491 | [5 + 163 i + 491 j + 112 k] ^ 9 = [-12246850234875132082857235 + 1405959958811532144441163 i + 1330761086817549415425491 j + 12251205658871830176651112 k]
BICP | Distance=491 | [5 + 16 i + 41 j + 491 k] ^ 9 = [426461635199951156946365 + 295566134217763798799416 i + 1100303937036431589210641 j + 1225759776968149434093491 k]
BICP | Distance=491 | [5 + 16 i + 491 j + 5 k] ^ 9 = [116134789305531798828125 + 501057087248616169830616 i + 1712402687786761199127491 j + 116134789305531798828125 k]
BICP | Distance=491 | [5 + 187 i + 491 j + 6 k] ^ 9 = [-197361679685052649066195 + 15125158024655140679061187 i + 15146292531368890220997491 j + 204495047092276546531326 k]
BICP | Distance=491 | [5 + 205 i + 491 j + 12 k] ^ 9 = [-1729591172686344081088435 + 19087191062084428845339205 i + 19098385231853200384317491 j + 1736215399507388175294612 k]
BICP | Distance=491 | [5 + 212 i + 491 j + 13 k] ^ 9 = [-2142104770035853008111235 + 20866451105831871572805212 i + 20875181766802395640347491 j + 2147822846725810842051013 k]
BICP | Distance=491 | [5 + 216 i + 341 j + 491 k] ^ 9 = [-6421551791700894151217635 + 31506413447253361563741216 i + 33413092015274218833297341 j + 4968830446985977549617491 k]
BICP | Distance=491 | [5 + 259 i + 491 j + 84 k] ^ 9 = [-31966048125042290156829235 + 23126823644483935951365259 i + 23123255367945896105421491 j + 31965489946153093918539084 k]
BICP | Distance=491 | [5 + 284 i + 159 j + 491 k] ^ 9 = [-11450827509605289241529635 + 5102090495235368272287284 i + 3195411927214511002731159 j + 9998106164890372639929491 k]
BICP | Distance=491 | [5 + 2 i + 491 j + 7 k] ^ 9 = [144155778429444915830525 + 77596155337272457994522 i + 1641756264729167150751491 j + 206958887843681258112367 k]
BICP | Distance=491 | [5 + 30 i + 63 j + 491 k] ^ 9 = [881946021695362799108765 + 359908542495844626370230 i + 1403210846409312613858263 j + 649907795951254920609491 k]
BICP | Distance=491 | [5 + 337 i + 491 j + 138 k] ^ 9 = [-101605043912679960745197235 + 14047519317045792333963337 i + 14048238507340858109265491 j + 101605393289909905154481138 k]
BICP | Distance=491 | [5 + 341 i + 216 j + 491 k] ^ 9 = [-6421551791700894151217635 + 33413092015274218833297341 i + 31506413447253361563741216 j + 4968830446985977549617491 k]
BICP | Distance=491 | [5 + 34 i + 409 j + 491 k] ^ 9 = [-4489338040871820877529635 + 7214192818204987264425034 i + 1083309604244892010593409 j + 16959595633623841003929491 k]
BICP | Distance=491 | [5 + 34 i + 491 j + 5 k] ^ 9 = [85231146276926444474045 + 1087723737501043236702634 i + 1942214184331995093375491 j + 85231146276926444474045 k]
BICP | Distance=491 | [5 + 366 i + 491 j + 41 k] ^ 9 = [-46362694454134550170047235 + 116808710344576365465969366 i + 116808697156566601806975491 j + 46362694032188049847935041 k]
BICP | Distance=491 | [5 + 38 i + 491 j + 487 k] ^ 9 = [3409701114059574167564765 + 17593471267858518247239038 i + 28365011535274537369179491 j + 21092779424076452369397487 k]
BICP | Distance=491 | [5 + 3 i + 491 j + 16 k] ^ 9 = [123956890100117564661485 + 127605709823421455377323 i + 1593209084703271911873491 j + 473449360837166759134216 k]
BICP | Distance=491 | [5 + 409 i + 34 j + 491 k] ^ 9 = [-4489338040871820877529635 + 1083309604244892010593409 i + 7214192818204987264425034 j + 16959595633623841003929491 k]
BICP | Distance=491 | [5 + 413 i + 491 j + 112 k] ^ 9 = [-187262054480189564815689235 + 104860814911547579226279413 i + 104860796927929438509921491 j + 187262066253095319253173112 k]
BICP | Distance=491 | [5 + 41 i + 16 j + 491 k] ^ 9 = [426461635199951156946365 + 1100303937036431589210641 i + 295566134217763798799416 j + 1225759776968149434093491 k]
BICP | Distance=491 | [5 + 41 i + 491 j + 66 k] ^ 9 = [-1132381057657882221021235 + 867464551700181813257441 i + 1004130429288864439089491 j + 1966474621276058181580266 k]
BICP | Distance=491 | [5 + 437 i + 491 j + 6 k] ^ 9 = [-2475093538045491797734195 + 255201742402636166277159437 i + 255201742401531837783033491 j + 2475093542601720015109326 k]
BICP | Distance=491 | [5 + 455 i + 491 j + 12 k] ^ 9 = [-20193782153429558762524435 + 302784401962505852497893455 i + 302784401962336098824697491 j + 20193782153244308380704612 k]
BICP | Distance=491 | [5 + 45 i + 62 j + 491 k] ^ 9 = [1216946838091696156009565 + 592070665888662222981045 i + 1146396856118764659361862 j + 523448535647129696265491 k]
BICP | Distance=491 | [5 + 462 i + 491 j + 13 k] ^ 9 = [-24477102392299609423779235 + 323372614446360043327893462 i + 323372614446377844574851491 j + 24477102392239308719823013 k]
BICP | Distance=491 | [5 + 466 i + 91 j + 491 k] ^ 9 = [539937677032574212782365 + 29394311124283742571603466 i + 35525194338243837825435091 j + 11930319915719445913617491 k]
BICP | Distance=491 | [5 + 491 i + 116 j + 41 k] ^ 9 = [-2818216284801226018275235 + 4929407329747205958399491 i + 4858055372848845247881116 j + 2957891253676752599163041 k]
BICP | Distance=491 | [5 + 491 i + 163 j + 112 k] ^ 9 = [-12246850234875132082857235 + 1330761086817549415425491 i + 1405959958811532144441163 j + 12251205658871830176651112 k]
BICP | Distance=491 | [5 + 491 i + 16 j + 5 k] ^ 9 = [116134789305531798828125 + 1712402687786761199127491 i + 501057087248616169830616 j + 116134789305531798828125 k]
BICP | Distance=491 | [5 + 491 i + 187 j + 6 k] ^ 9 = [-197361679685052649066195 + 15146292531368890220997491 i + 15125158024655140679061187 j + 204495047092276546531326 k]
BICP | Distance=491 | [5 + 491 i + 205 j + 12 k] ^ 9 = [-1729591172686344081088435 + 19098385231853200384317491 i + 19087191062084428845339205 j + 1736215399507388175294612 k]
BICP | Distance=491 | [5 + 491 i + 212 j + 13 k] ^ 9 = [-2142104770035853008111235 + 20875181766802395640347491 i + 20866451105831871572805212 j + 2147822846725810842051013 k]
BICP | Distance=491 | [5 + 491 i + 259 j + 84 k] ^ 9 = [-31966048125042290156829235 + 23123255367945896105421491 i + 23126823644483935951365259 j + 31965489946153093918539084 k]
BICP | Distance=491 | [5 + 491 i + 2 j + 7 k] ^ 9 = [144155778429444915830525 + 1641756264729167150751491 i + 77596155337272457994522 j + 206958887843681258112367 k]
BICP | Distance=491 | [5 + 491 i + 337 j + 138 k] ^ 9 = [-101605043912679960745197235 + 14048238507340858109265491 i + 14047519317045792333963337 j + 101605393289909905154481138 k]
BICP | Distance=491 | [5 + 491 i + 34 j + 5 k] ^ 9 = [85231146276926444474045 + 1942214184331995093375491 i + 1087723737501043236702634 j + 85231146276926444474045 k]
BICP | Distance=491 | [5 + 491 i + 366 j + 41 k] ^ 9 = [-46362694454134550170047235 + 116808697156566601806975491 i + 116808710344576365465969366 j + 46362694032188049847935041 k]
BICP | Distance=491 | [5 + 491 i + 38 j + 487 k] ^ 9 = [3409701114059574167564765 + 28365011535274537369179491 i + 17593471267858518247239038 j + 21092779424076452369397487 k]
BICP | Distance=491 | [5 + 491 i + 3 j + 16 k] ^ 9 = [123956890100117564661485 + 1593209084703271911873491 i + 127605709823421455377323 j + 473449360837166759134216 k]
BICP | Distance=491 | [5 + 491 i + 413 j + 112 k] ^ 9 = [-187262054480189564815689235 + 104860796927929438509921491 i + 104860814911547579226279413 j + 187262066253095319253173112 k]
BICP | Distance=491 | [5 + 491 i + 41 j + 66 k] ^ 9 = [-1132381057657882221021235 + 1004130429288864439089491 i + 867464551700181813257441 j + 1966474621276058181580266 k]
BICP | Distance=491 | [5 + 491 i + 437 j + 6 k] ^ 9 = [-2475093538045491797734195 + 255201742401531837783033491 i + 255201742402636166277159437 j + 2475093542601720015109326 k]
BICP | Distance=491 | [5 + 491 i + 455 j + 12 k] ^ 9 = [-20193782153429558762524435 + 302784401962336098824697491 i + 302784401962505852497893455 j + 20193782153244308380704612 k]
BICP | Distance=491 | [5 + 491 i + 462 j + 13 k] ^ 9 = [-24477102392299609423779235 + 323372614446377844574851491 i + 323372614446360043327893462 j + 24477102392239308719823013 k]
BICP | Distance=491 | [5 + 491 i + 491 j + 166 k] ^ 9 = [-475622588460697921376721235 + 51687257473880718569877491 i + 51687257473880718569877491 j + 475622713476523589201115166 k]
BICP | Distance=491 | [5 + 491 i + 55 j + 12 k] ^ 9 = [-149936204938440657426835 + 2412698459755069859529491 i + 1874344627437617297406655 j + 346902135234783430128612 k]
BICP | Distance=491 | [5 + 491 i + 59 j + 0 k] ^ 9 = [215515014125386424023085 + 2556584873517663720057491 i + 2035083756503424151036259 j + -160997095685598734180040 k]
BICP | Distance=491 | [5 + 491 i + 59 j + 40 k] ^ 9 = [-1048101218240877862137235 + 2135254868348118310209491 i + 1808208135794375810884259 j + 1490430863584596370284640 k]
BICP | Distance=491 | [5 + 491 i + 59 j + 440 k] ^ 9 = [10678007580381016043299565 + 23925128732013737073105491 i + 15687175953632969547988259 j + 113653877057529181971440 k]
BICP | Distance=491 | [5 + 491 i + 59 j + 6 k] ^ 9 = [22002658261015284020525 + 2558320992559285340997491 i + 2046497521082083808507459 j + 97360877200295060630526 k]
BICP | Distance=491 | [5 + 491 i + 59 j + 90 k] ^ 9 = [-2212999199432841688307635 + 366235295623035071241491 i + 605044041466790299852259 j + 2815509084423677251145490 k]
BICP | Distance=491 | [5 + 491 i + 5 j + 12 k] ^ 9 = [120207237920225938260365 + 1625081948846696521173491 i + 178816354702373702695805 j + 350556124095814138086612 k]
BICP | Distance=491 | [5 + 491 i + 62 j + 63 k] ^ 9 = [-1780340086204328883891235 + 1539926617075283344971491 i + 1454428888128094083067862 j + 2323972581560554031315463 k]
BICP | Distance=491 | [5 + 491 i + 63 j + 62 k] ^ 9 = [-1789970568264597316005235 + 1601969249078307136953491 i + 1509322299825290199040263 j + 2319337325254670971464662 k]
BICP | Distance=491 | [5 + 491 i + 66 j + 35 k] ^ 9 = [-1041082083816287915561635 + 2469827442365347261635491 i + 2157264121553008658119866 j + 1393011206072513556186635 k]
BICP | Distance=491 | [5 + 491 i + 66 j + 85 k] ^ 9 = [-2450313840270399883191235 + 717178196699295636303491 i + 883899906887737501537866 j + 2975592754400924137097485 k]
BICP | Distance=491 | [5 + 491 i + 84 j + 59 k] ^ 9 = [-2499171338306362926447235 + 2406562903303713477387491 i + 2349686657988246391500684 j + 2836456981281229953649859 k]
BICP | Distance=491 | [5 + 491 i + 8 j + 63 k] ^ 9 = [-135732138511089430185475 + 754344693487802963091491 i + 274663679978385707771168 j + 1623013813046938414463463 k]
BICP | Distance=491 | [5 + 491 i + 9 j + 84 k] ^ 9 = [-262868652317097224601235 + 115176902945252899497491 i + 233487199698921180027009 j + 1891420513995748327017084 k]
BICP | Distance=491 | [55 + 12 i + 5 j + 491 k] ^ 9 = [1874344627437617297406655 + 346902135234783430128612 i + -149936204938440657426835 j + 2412698459755069859529491 k]
BICP | Distance=491 | [55 + 459 i + 8 j + 491 k] ^ 9 = [18278260805619125102975455 + 6322316818402105326843459 i + 9437629064283968434641968 j + 26414061816037739651661491 k]
BICP | Distance=491 | [55 + 491 i + 8 j + 59 k] ^ 9 = [725256091166113966876255 + 507054063095584328235491 i + 1406758249509023451931568 j + 863563789296316486432259 k]
BICP | Distance=491 | [55 + 5 i + 12 j + 491 k] ^ 9 = [1874344627437617297406655 + -149936204938440657426835 i + 346902135234783430128612 j + 2412698459755069859529491 k]
BICP | Distance=491 | [5 + 55 i + 491 j + 12 k] ^ 9 = [-149936204938440657426835 + 1874344627437617297406655 i + 2412698459755069859529491 j + 346902135234783430128612 k]
BICP | Distance=491 | [55 + 8 i + 459 j + 491 k] ^ 9 = [18278260805619125102975455 + 9437629064283968434641968 i + 6322316818402105326843459 j + 26414061816037739651661491 k]
BICP | Distance=491 | [55 + 8 i + 491 j + 59 k] ^ 9 = [725256091166113966876255 + 1406758249509023451931568 i + 507054063095584328235491 j + 863563789296316486432259 k]
BICP | Distance=491 | [5 + 59 i + 491 j + 0 k] ^ 9 = [215515014125386424023085 + 2035083756503424151036259 i + 2556584873517663720057491 j + -160997095685598734180040 k]
BICP | Distance=491 | [5 + 59 i + 491 j + 40 k] ^ 9 = [-1048101218240877862137235 + 1808208135794375810884259 i + 2135254868348118310209491 j + 1490430863584596370284640 k]
BICP | Distance=491 | [5 + 59 i + 491 j + 440 k] ^ 9 = [10678007580381016043299565 + 15687175953632969547988259 i + 23925128732013737073105491 j + 113653877057529181971440 k]
BICP | Distance=491 | [5 + 59 i + 491 j + 6 k] ^ 9 = [22002658261015284020525 + 2046497521082083808507459 i + 2558320992559285340997491 j + 97360877200295060630526 k]
BICP | Distance=491 | [5 + 59 i + 491 j + 90 k] ^ 9 = [-2212999199432841688307635 + 605044041466790299852259 i + 366235295623035071241491 j + 2815509084423677251145490 k]
BICP | Distance=491 | [5 + 59 i + 8 j + 491 k] ^ 9 = [302564698981218227151005 + 1535689512855292461211859 i + 17598233006038534779968 j + 848225842083311041953491 k]
BICP | Distance=491 | [5 + 5 i + 12 j + 491 k] ^ 9 = [178816354702373702695805 + 120207237920225938260365 i + 350556124095814138086612 j + 1625081948846696521173491 k]
BICP | Distance=491 | [5 + 5 i + 491 j + 12 k] ^ 9 = [120207237920225938260365 + 178816354702373702695805 i + 1625081948846696521173491 j + 350556124095814138086612 k]
BICP | Distance=491 | [5 + 62 i + 45 j + 491 k] ^ 9 = [1216946838091696156009565 + 1146396856118764659361862 i + 592070665888662222981045 j + 523448535647129696265491 k]
BICP | Distance=491 | [5 + 62 i + 491 j + 63 k] ^ 9 = [-1780340086204328883891235 + 1454428888128094083067862 i + 1539926617075283344971491 j + 2323972581560554031315463 k]
BICP | Distance=491 | [5 + 63 i + 0 j + 491 k] ^ 9 = [84912384312172259641085 + 1633335178051498744834263 i + -138452712426604518866280 j + 735700493098530600741491 k]
BICP | Distance=491 | [5 + 63 i + 30 j + 491 k] ^ 9 = [881946021695362799108765 + 1403210846409312613858263 i + 359908542495844626370230 j + 649907795951254920609491 k]
BICP | Distance=491 | [5 + 63 i + 491 j + 62 k] ^ 9 = [-1789970568264597316005235 + 1509322299825290199040263 i + 1601969249078307136953491 j + 2319337325254670971464662 k]
BICP | Distance=491 | [56 + 491 i + 4 j + 8 k] ^ 3 = [-40223656 + -113691491 i + -4174444 j + -5050648 k]
BICP | Distance=491 | [56 + 4 i + 491 j + 8 k] ^ 3 = [-40223656 + -4174444 i + -113691491 j + -5050648 k]
BICP | Distance=491 | [5 + 66 i + 491 j + 35 k] ^ 9 = [-1041082083816287915561635 + 2157264121553008658119866 i + 2469827442365347261635491 j + 1393011206072513556186635 k]
BICP | Distance=491 | [5 + 66 i + 491 j + 85 k] ^ 9 = [-2450313840270399883191235 + 883899906887737501537866 i + 717178196699295636303491 j + 2975592754400924137097485 k]
BICP | Distance=491 | [5 + 84 i + 491 j + 59 k] ^ 9 = [-2499171338306362926447235 + 2349686657988246391500684 i + 2406562903303713477387491 j + 2836456981281229953649859 k]
BICP | Distance=491 | [5 + 8 i + 491 j + 63 k] ^ 9 = [-135732138511089430185475 + 274663679978385707771168 i + 754344693487802963091491 j + 1623013813046938414463463 k]
BICP | Distance=491 | [5 + 8 i + 59 j + 491 k] ^ 9 = [302564698981218227151005 + 17598233006038534779968 i + 1535689512855292461211859 j + 848225842083311041953491 k]
BICP | Distance=491 | [59 + 0 i + 491 j + 1 k] ^ 9 = [1556980135933536481139459 + 26312896784130510157080 i + 839406922776333408123491 j + 18550479993647707145881 k]
BICP | Distance=491 | [59 + 0 i + 491 j + 7 k] ^ 9 = [1547701245863486874827459 + 183918878270115883558440 i + 831044413031238778419491 j + 129542424731240773382767 k]
BICP | Distance=491 | [59 + 0 i + 5 j + 491 k] ^ 9 = [2035083756503424151036259 + -160997095685598734180040 i + 215515014125386424023085 j + 2556584873517663720057491 k]
BICP | Distance=491 | [5 + 91 i + 466 j + 491 k] ^ 9 = [539937677032574212782365 + 35525194338243837825435091 i + 29394311124283742571603466 j + 11930319915719445913617491 k]
BICP | Distance=491 | [59 + 40 i + 5 j + 491 k] ^ 9 = [1808208135794375810884259 + 1490430863584596370284640 i + -1048101218240877862137235 j + 2135254868348118310209491 k]
BICP | Distance=491 | [59 + 440 i + 5 j + 491 k] ^ 9 = [15687175953632969547988259 + 113653877057529181971440 i + 10678007580381016043299565 j + 23925128732013737073105491 k]
BICP | Distance=491 | [59 + 481 i + 8 j + 491 k] ^ 9 = [25213443427327894878851459 + 13471337501887669985913481 i + 7405949809595614863063968 j + 30082003822328031362829491 k]
BICP | Distance=491 | [59 + 491 i + 0 j + 1 k] ^ 9 = [1556980135933536481139459 + 839406922776333408123491 i + 26312896784130510157080 j + 18550479993647707145881 k]
BICP | Distance=491 | [59 + 491 i + 0 j + 7 k] ^ 9 = [1547701245863486874827459 + 831044413031238778419491 i + 183918878270115883558440 j + 129542424731240773382767 k]
BICP | Distance=491 | [59 + 491 i + 5 j + 8 k] ^ 9 = [1535689512855292461211859 + 848225842083311041953491 i + 302564698981218227151005 j + 17598233006038534779968 k]
BICP | Distance=491 | [59 + 491 i + 84 j + 5 k] ^ 9 = [2836456981281229953649859 + 2406562903303713477387491 i + 2349686657988246391500684 j + -2499171338306362926447235 k]
BICP | Distance=491 | [59 + 491 i + 8 j + 55 k] ^ 9 = [863563789296316486432259 + 507054063095584328235491 i + 1406758249509023451931568 j + 725256091166113966876255 k]
BICP | Distance=491 | [59 + 5 i + 0 j + 491 k] ^ 9 = [2035083756503424151036259 + 215515014125386424023085 i + -160997095685598734180040 j + 2556584873517663720057491 k]
BICP | Distance=491 | [59 + 5 i + 40 j + 491 k] ^ 9 = [1808208135794375810884259 + -1048101218240877862137235 i + 1490430863584596370284640 j + 2135254868348118310209491 k]
BICP | Distance=491 | [59 + 5 i + 440 j + 491 k] ^ 9 = [15687175953632969547988259 + 10678007580381016043299565 i + 113653877057529181971440 j + 23925128732013737073105491 k]
BICP | Distance=491 | [59 + 5 i + 491 j + 8 k] ^ 9 = [1535689512855292461211859 + 302564698981218227151005 i + 848225842083311041953491 j + 17598233006038534779968 k]
BICP | Distance=491 | [59 + 5 i + 6 j + 491 k] ^ 9 = [2046497521082083808507459 + 22002658261015284020525 i + 97360877200295060630526 j + 2558320992559285340997491 k]
BICP | Distance=491 | [59 + 5 i + 90 j + 491 k] ^ 9 = [605044041466790299852259 + -2212999199432841688307635 i + 2815509084423677251145490 j + 366235295623035071241491 k]
BICP | Distance=491 | [59 + 6 i + 5 j + 491 k] ^ 9 = [2046497521082083808507459 + 97360877200295060630526 i + 22002658261015284020525 j + 2558320992559285340997491 k]
BICP | Distance=491 | [59 + 84 i + 491 j + 5 k] ^ 9 = [2836456981281229953649859 + 2349686657988246391500684 i + 2406562903303713477387491 j + -2499171338306362926447235 k]
BICP | Distance=491 | [59 + 8 i + 481 j + 491 k] ^ 9 = [25213443427327894878851459 + 7405949809595614863063968 i + 13471337501887669985913481 j + 30082003822328031362829491 k]
BICP | Distance=491 | [59 + 8 i + 491 j + 55 k] ^ 9 = [863563789296316486432259 + 1406758249509023451931568 i + 507054063095584328235491 j + 725256091166113966876255 k]
BICP | Distance=491 | [59 + 90 i + 5 j + 491 k] ^ 9 = [605044041466790299852259 + 2815509084423677251145490 i + -2212999199432841688307635 j + 366235295623035071241491 k]
BICP | Distance=491 | [5 + 9 i + 491 j + 84 k] ^ 9 = [-262868652317097224601235 + 233487199698921180027009 i + 115176902945252899497491 j + 1891420513995748327017084 k]
BICP | Distance=491 | [60 + 3 i + 491 j + 37 k] ^ 9 = [1276224308464783410622260 + 989315848000595850027723 i + 627029376369051873813491 j + 556877477671517649179437 k]
BICP | Distance=491 | [60 + 491 i + 3 j + 37 k] ^ 9 = [1276224308464783410622260 + 627029376369051873813491 i + 989315848000595850027723 j + 556877477671517649179437 k]
BICP | Distance=491 | [6 + 0 i + 491 j + 8 k] ^ 9 = [180800625607625251258326 + 23707295752854938624640 i + 1633870644786833477946491 j + 241594130825463108884168 k]
BICP | Distance=491 | [6 + 10 i + 491 j + 16 k] ^ 9 = [100187678223993954934326 + 342468129428769211880410 i + 1617614326391325351780491 j + 456087175886625185810416 k]
BICP | Distance=491 | [6 + 13 i + 491 j + 7 k] ^ 9 = [139599432896757491690526 + 414958165263272140143013 i + 1683079471860899045097491 j + 177068324276137262727967 k]
BICP | Distance=491 | [6 + 13 i + 69 j + 491 k] ^ 9 = [467497201497102068202126 + 12058003419455300727013 i + 1670165751615057217781469 j + 574296895630585108779491 k]
BICP | Distance=491 | [6 + 15 i + 459 j + 491 k] ^ 9 = [690916555634117489118126 + 5992500756676679009855415 i + 13135087556064363623589459 j + 24239607022560667101231491 k]
BICP | Distance=491 | [6 + 187 i + 491 j + 5 k] ^ 9 = [204495047092276546531326 + 15125158024655140679061187 i + 15146292531368890220997491 j + -197361679685052649066195 k]
BICP | Distance=491 | [6 + 1 i + 491 j + 1 k] ^ 9 = [181660804752903270877326 + 33241148732221407505081 i + 1649699436085689242793491 j + 27307984741782594021481 k]
BICP | Distance=491 | [6 + 1 i + 491 j + 41 k] ^ 9 = [127943103423908430488526 + 140289644363851989231481 i + 1246614407791176289233491 j + 1158759670702289021447441 k]
BICP | Distance=491 | [6 + 1 i + 491 j + 491 k] ^ 9 = [2917532540347356164186526 + 488287519835593544511481 i + 26443969704924371804001491 j + 26582640594587264688291491 k]
BICP | Distance=491 | [62 + 3 i + 491 j + 7 k] ^ 9 = [1595995422855343681746662 + 242960497942331264613963 i + 760876078746719877669491 j + 39760547383772165010367 k]
BICP | Distance=491 | [62 + 40 i + 491 j + 320 k] ^ 9 = [3671642284027325578774862 + -7004085838960889290313240 i + 1789330699310990082474491 j + -3305642479158933487040320 k]
BICP | Distance=491 | [62 + 491 i + 3 j + 7 k] ^ 9 = [1595995422855343681746662 + 760876078746719877669491 i + 242960497942331264613963 j + 39760547383772165010367 k]
BICP | Distance=491 | [62 + 491 i + 40 j + 320 k] ^ 9 = [3671642284027325578774862 + 1789330699310990082474491 i + -7004085838960889290313240 j + -3305642479158933487040320 k]
BICP | Distance=491 | [62 + 491 i + 5 j + 45 k] ^ 9 = [1146396856118764659361862 + 523448535647129696265491 i + 1216946838091696156009565 j + 592070665888662222981045 k]
BICP | Distance=491 | [62 + 491 i + 63 j + 5 k] ^ 9 = [2319337325254670971464662 + 1601969249078307136953491 i + 1509322299825290199040263 j + -1789970568264597316005235 k]
BICP | Distance=491 | [62 + 491 i + 7 j + 63 k] ^ 9 = [725853962107771172262662 + 311167883802155787273491 i + 1572485713933368212355727 j + 759899555430183912773463 k]
BICP | Distance=491 | [62 + 5 i + 491 j + 45 k] ^ 9 = [1146396856118764659361862 + 1216946838091696156009565 i + 523448535647129696265491 j + 592070665888662222981045 k]
BICP | Distance=491 | [62 + 5 i + 63 j + 491 k] ^ 9 = [1454428888128094083067862 + -1780340086204328883891235 i + 2323972581560554031315463 j + 1539926617075283344971491 k]
BICP | Distance=491 | [62 + 63 i + 491 j + 5 k] ^ 9 = [2319337325254670971464662 + 1509322299825290199040263 i + 1601969249078307136953491 j + -1789970568264597316005235 k]
BICP | Distance=491 | [62 + 63 i + 5 j + 491 k] ^ 9 = [1454428888128094083067862 + 2323972581560554031315463 i + -1780340086204328883891235 j + 1539926617075283344971491 k]
BICP | Distance=491 | [62 + 7 i + 491 j + 63 k] ^ 9 = [725853962107771172262662 + 1572485713933368212355727 i + 311167883802155787273491 j + 759899555430183912773463 k]
BICP | Distance=491 | [63 + 3 i + 491 j + 40 k] ^ 9 = [1271488054224169235093463 + 1091545789687121527755723 i + 524799434682526196085491 j + 552141223430903473650640 k]
BICP | Distance=491 | [63 + 3 i + 491 j + 8 k] ^ 3 = [-45233163 + -3618243 i + -112452491 j + -5133598 k]
BICP | Distance=491 | [63 + 491 i + 3 j + 40 k] ^ 9 = [1271488054224169235093463 + 524799434682526196085491 i + 1091545789687121527755723 j + 552141223430903473650640 k]
BICP | Distance=491 | [63 + 491 i + 3 j + 8 k] ^ 3 = [-45233163 + -112452491 i + -3618243 j + -5133598 k]
BICP | Distance=491 | [63 + 491 i + 5 j + 0 k] ^ 9 = [1633335178051498744834263 + 735700493098530600741491 i + 84912384312172259641085 j + -138452712426604518866280 k]
BICP | Distance=491 | [63 + 491 i + 5 j + 30 k] ^ 9 = [1403210846409312613858263 + 649907795951254920609491 i + 881946021695362799108765 j + 359908542495844626370230 k]
BICP | Distance=491 | [63 + 491 i + 62 j + 5 k] ^ 9 = [2323972581560554031315463 + 1539926617075283344971491 i + 1454428888128094083067862 j + -1780340086204328883891235 k]
BICP | Distance=491 | [63 + 491 i + 7 j + 62 k] ^ 9 = [759899555430183912773463 + 311167883802155787273491 i + 1572485713933368212355727 j + 725853962107771172262662 k]
BICP | Distance=491 | [63 + 491 i + 8 j + 5 k] ^ 9 = [1623013813046938414463463 + 754344693487802963091491 i + 274663679978385707771168 j + -135732138511089430185475 k]
BICP | Distance=491 | [63 + 5 i + 491 j + 0 k] ^ 9 = [1633335178051498744834263 + 84912384312172259641085 i + 735700493098530600741491 j + -138452712426604518866280 k]
BICP | Distance=491 | [63 + 5 i + 491 j + 30 k] ^ 9 = [1403210846409312613858263 + 881946021695362799108765 i + 649907795951254920609491 j + 359908542495844626370230 k]
BICP | Distance=491 | [63 + 5 i + 62 j + 491 k] ^ 9 = [1509322299825290199040263 + -1789970568264597316005235 i + 2319337325254670971464662 j + 1601969249078307136953491 k]
BICP | Distance=491 | [63 + 62 i + 491 j + 5 k] ^ 9 = [2323972581560554031315463 + 1454428888128094083067862 i + 1539926617075283344971491 j + -1780340086204328883891235 k]
BICP | Distance=491 | [63 + 62 i + 5 j + 491 k] ^ 9 = [1509322299825290199040263 + 2319337325254670971464662 i + -1789970568264597316005235 j + 1601969249078307136953491 k]
BICP | Distance=491 | [63 + 6 i + 7 j + 491 k] ^ 9 = [2224582805698611008603463 + 25378373341211402984526 i + 105234349012334129127967 j + 2690569039623492313761491 k]
BICP | Distance=491 | [6 + 37 i + 481 j + 491 k] ^ 9 = [1741694770459715910654126 + 16562737050327854263121437 i + 23705323849715538876855481 j + 23188828807735068679695491 k]
BICP | Distance=491 | [63 + 7 i + 491 j + 62 k] ^ 9 = [759899555430183912773463 + 1572485713933368212355727 i + 311167883802155787273491 j + 725853962107771172262662 k]
BICP | Distance=491 | [63 + 7 i + 6 j + 491 k] ^ 9 = [2224582805698611008603463 + 105234349012334129127967 i + 25378373341211402984526 j + 2690569039623492313761491 k]
BICP | Distance=491 | [63 + 8 i + 491 j + 5 k] ^ 9 = [1623013813046938414463463 + 274663679978385707771168 i + 754344693487802963091491 j + -135732138511089430185475 k]
BICP | Distance=491 | [6 + 3 i + 487 j + 491 k] ^ 9 = [2774509065129695309688366 + 1504572741823105681346763 i + 24502366533960970603809487 j + 26485178884447180655391491 k]
BICP | Distance=491 | [6 + 437 i + 491 j + 5 k] ^ 9 = [2475093542601720015109326 + 255201742402636166277159437 i + 255201742401531837783033491 j + -2475093538045491797734195 k]
BICP | Distance=491 | [6 + 459 i + 15 j + 491 k] ^ 9 = [690916555634117489118126 + 13135087556064363623589459 i + 5992500756676679009855415 j + 24239607022560667101231491 k]
BICP | Distance=491 | [6 + 481 i + 37 j + 491 k] ^ 9 = [1741694770459715910654126 + 23705323849715538876855481 i + 16562737050327854263121437 j + 23188828807735068679695491 k]
BICP | Distance=491 | [6 + 487 i + 3 j + 491 k] ^ 9 = [2774509065129695309688366 + 24502366533960970603809487 i + 1504572741823105681346763 j + 26485178884447180655391491 k]
BICP | Distance=491 | [6 + 48 i + 491 j + 464 k] ^ 9 = [7253734424312997394487766 + 17266269337290048336316848 i + 26972397241251371787930491 j + 9725127865898411028048464 k]
BICP | Distance=491 | [6 + 491 i + 0 j + 8 k] ^ 9 = [180800625607625251258326 + 1633870644786833477946491 i + 23707295752854938624640 j + 241594130825463108884168 k]
BICP | Distance=491 | [6 + 491 i + 10 j + 16 k] ^ 9 = [100187678223993954934326 + 1617614326391325351780491 i + 342468129428769211880410 j + 456087175886625185810416 k]
BICP | Distance=491 | [6 + 491 i + 13 j + 7 k] ^ 9 = [139599432896757491690526 + 1683079471860899045097491 i + 414958165263272140143013 j + 177068324276137262727967 k]
BICP | Distance=491 | [6 + 491 i + 187 j + 5 k] ^ 9 = [204495047092276546531326 + 15146292531368890220997491 i + 15125158024655140679061187 j + -197361679685052649066195 k]
BICP | Distance=491 | [6 + 491 i + 1 j + 1 k] ^ 9 = [181660804752903270877326 + 1649699436085689242793491 i + 33241148732221407505081 j + 27307984741782594021481 k]
BICP | Distance=491 | [6 + 491 i + 1 j + 41 k] ^ 9 = [127943103423908430488526 + 1246614407791176289233491 i + 140289644363851989231481 j + 1158759670702289021447441 k]
BICP | Distance=491 | [6 + 491 i + 1 j + 491 k] ^ 9 = [2917532540347356164186526 + 26443969704924371804001491 i + 488287519835593544511481 j + 26582640594587264688291491 k]
BICP | Distance=491 | [6 + 491 i + 437 j + 5 k] ^ 9 = [2475093542601720015109326 + 255201742401531837783033491 i + 255201742402636166277159437 j + -2475093538045491797734195 k]
BICP | Distance=491 | [6 + 491 i + 48 j + 464 k] ^ 9 = [7253734424312997394487766 + 26972397241251371787930491 i + 17266269337290048336316848 j + 9725127865898411028048464 k]
BICP | Distance=491 | [6 + 491 i + 59 j + 5 k] ^ 9 = [97360877200295060630526 + 2558320992559285340997491 i + 2046497521082083808507459 j + 22002658261015284020525 k]
BICP | Distance=491 | [6 + 491 i + 63 j + 7 k] ^ 9 = [25378373341211402984526 + 2690569039623492313761491 i + 2224582805698611008603463 j + 105234349012334129127967 k]
BICP | Distance=491 | [6 + 491 i + 6 j + 6 k] ^ 9 = [164377141864736658881526 + 1651162723027647877362491 i + 198989656503861969142326 j + 164377141864736658881526 k]
BICP | Distance=491 | [6 + 491 i + 8 j + 2 k] ^ 9 = [175510970424020275102326 + 1665158232513390869928491 i + 248654080091216910238568 j + 37203272293817755546322 k]
BICP | Distance=491 | [6 + 59 i + 491 j + 5 k] ^ 9 = [97360877200295060630526 + 2046497521082083808507459 i + 2558320992559285340997491 j + 22002658261015284020525 k]
BICP | Distance=491 | [66 + 35 i + 5 j + 491 k] ^ 9 = [2157264121553008658119866 + 1393011206072513556186635 i + -1041082083816287915561635 j + 2469827442365347261635491 k]
BICP | Distance=491 | [6 + 63 i + 491 j + 7 k] ^ 9 = [25378373341211402984526 + 2224582805698611008603463 i + 2690569039623492313761491 j + 105234349012334129127967 k]
BICP | Distance=491 | [66 + 41 i + 491 j + 5 k] ^ 9 = [1966474621276058181580266 + 867464551700181813257441 i + 1004130429288864439089491 j + -1132381057657882221021235 k]
BICP | Distance=491 | [66 + 491 i + 41 j + 5 k] ^ 9 = [1966474621276058181580266 + 1004130429288864439089491 i + 867464551700181813257441 j + -1132381057657882221021235 k]
BICP | Distance=491 | [66 + 491 i + 8 j + 70 k] ^ 9 = [558103552081025078254866 + 167421957613350031272491 i + 1746390354991257748894568 j + 696411250211227597810870 k]
BICP | Distance=491 | [66 + 5 i + 35 j + 491 k] ^ 9 = [2157264121553008658119866 + -1041082083816287915561635 i + 1393011206072513556186635 j + 2469827442365347261635491 k]
BICP | Distance=491 | [66 + 5 i + 85 j + 491 k] ^ 9 = [883899906887737501537866 + -2450313840270399883191235 i + 2975592754400924137097485 j + 717178196699295636303491 k]
BICP | Distance=491 | [66 + 85 i + 5 j + 491 k] ^ 9 = [883899906887737501537866 + 2975592754400924137097485 i + -2450313840270399883191235 j + 717178196699295636303491 k]
BICP | Distance=491 | [66 + 8 i + 491 j + 70 k] ^ 9 = [558103552081025078254866 + 1746390354991257748894568 i + 167421957613350031272491 j + 696411250211227597810870 k]
BICP | Distance=491 | [6 + 69 i + 13 j + 491 k] ^ 9 = [467497201497102068202126 + 1670165751615057217781469 i + 12058003419455300727013 j + 574296895630585108779491 k]
BICP | Distance=491 | [6 + 6 i + 491 j + 6 k] ^ 9 = [164377141864736658881526 + 198989656503861969142326 i + 1651162723027647877362491 j + 164377141864736658881526 k]
BICP | Distance=491 | [6 + 6 i + 6 j + 491 k] ^ 9 = [198989656503861969142326 + 164377141864736658881526 i + 164377141864736658881526 j + 1651162723027647877362491 k]
BICP | Distance=491 | [6 + 8 i + 491 j + 2 k] ^ 9 = [175510970424020275102326 + 248654080091216910238568 i + 1665158232513390869928491 j + 37203272293817755546322 k]
BICP | Distance=491 | [6 + 8 i + 8 j + 491 k] ^ 9 = [211639712040809382034326 + 218192445124692651466568 i + 218192445124692651466568 j + 1638512667490700464470491 k]
BICP | Distance=491 | [69 + 491 i + 6 j + 13 k] ^ 9 = [1670165751615057217781469 + 574296895630585108779491 i + 467497201497102068202126 j + 12058003419455300727013 k]
BICP | Distance=491 | [69 + 6 i + 491 j + 13 k] ^ 9 = [1670165751615057217781469 + 467497201497102068202126 i + 574296895630585108779491 j + 12058003419455300727013 k]
BICP | Distance=491 | [70 + 491 i + 8 j + 66 k] ^ 9 = [696411250211227597810870 + 167421957613350031272491 i + 1746390354991257748894568 j + 558103552081025078254866 k]
BICP | Distance=491 | [70 + 8 i + 491 j + 66 k] ^ 9 = [696411250211227597810870 + 1746390354991257748894568 i + 167421957613350031272491 j + 558103552081025078254866 k]
BICP | Distance=491 | [7 + 0 i + 491 j + 59 k] ^ 9 = [129542424731240773382767 + 183918878270115883558440 i + 831044413031238778419491 j + 1547701245863486874827459 k]
BICP | Distance=491 | [7 + 12 i + 13 j + 491 k] ^ 9 = [282420345234395840475727 + 313353011989844446498212 i + 347398605312257187009013 j + 1601233252501128159153491 k]
BICP | Distance=491 | [7 + 13 i + 12 j + 491 k] ^ 9 = [282420345234395840475727 + 347398605312257187009013 i + 313353011989844446498212 j + 1601233252501128159153491 k]
BICP | Distance=491 | [7 + 13 i + 491 j + 6 k] ^ 9 = [177068324276137262727967 + 414958165263272140143013 i + 1683079471860899045097491 j + 139599432896757491690526 k]
BICP | Distance=491 | [7 + 16 i + 3 j + 491 k] ^ 9 = [230372574076159328337967 + 473675321869088608573816 i + 33878120211149888875323 j + 1607448426825912454029491 k]
BICP | Distance=491 | [7 + 2 i + 491 j + 5 k] ^ 9 = [206958887843681258112367 + 77596155337272457994522 i + 1641756264729167150751491 j + 144155778429444915830525 k]
BICP | Distance=491 | [7 + 34 i + 491 j + 7 k] ^ 9 = [118810481429980954485487 + 1094881858548881777718634 i + 1935056063284156552359491 j + 118810481429980954485487 k]
BICP | Distance=491 | [7 + 37 i + 38 j + 491 k] ^ 9 = [790938594988080564435727 + 779684933377279521755437 i + 813730526699692262266238 j + 1092715002747443435193491 k]
BICP | Distance=491 | [7 + 38 i + 37 j + 491 k] ^ 9 = [790938594988080564435727 + 813730526699692262266238 i + 779684933377279521755437 j + 1092715002747443435193491 k]
BICP | Distance=491 | [7 + 3 i + 16 j + 491 k] ^ 9 = [230372574076159328337967 + 33878120211149888875323 i + 473675321869088608573816 j + 1607448426825912454029491 k]
BICP | Distance=491 | [7 + 3 i + 416 j + 491 k] ^ 9 = [974401293899288003649967 + 1763293951893155291899323 i + 732761409960750009585416 j + 18858440836489146831165491 k]
BICP | Distance=491 | [7 + 3 i + 491 j + 62 k] ^ 9 = [39760547383772165010367 + 242960497942331264613963 i + 760876078746719877669491 j + 1595995422855343681746662 k]
BICP | Distance=491 | [7 + 416 i + 3 j + 491 k] ^ 9 = [974401293899288003649967 + 732761409960750009585416 i + 1763293951893155291899323 j + 18858440836489146831165491 k]
BICP | Distance=491 | [7 + 41 i + 8 j + 491 k] ^ 9 = [325906423399429761237967 + 1140360641642358690083441 i + 62557426669715080679168 j + 1264776561952750954497491 k]
BICP | Distance=491 | [7 + 440 i + 7 j + 491 k] ^ 9 = [1080559038732441668037967 + 6720743452606652744997440 i + 2984576963664203085829567 j + 22359981008130897413169491 k]
BICP | Distance=491 | [7 + 491 i + 0 j + 59 k] ^ 9 = [129542424731240773382767 + 831044413031238778419491 i + 183918878270115883558440 j + 1547701245863486874827459 k]
BICP | Distance=491 | [7 + 491 i + 13 j + 6 k] ^ 9 = [177068324276137262727967 + 1683079471860899045097491 i + 414958165263272140143013 j + 139599432896757491690526 k]
BICP | Distance=491 | [7 + 491 i + 2 j + 5 k] ^ 9 = [206958887843681258112367 + 1641756264729167150751491 i + 77596155337272457994522 j + 144155778429444915830525 k]
BICP | Distance=491 | [7 + 491 i + 34 j + 7 k] ^ 9 = [118810481429980954485487 + 1935056063284156552359491 i + 1094881858548881777718634 j + 118810481429980954485487 k]
BICP | Distance=491 | [7 + 491 i + 3 j + 62 k] ^ 9 = [39760547383772165010367 + 760876078746719877669491 i + 242960497942331264613963 j + 1595995422855343681746662 k]
BICP | Distance=491 | [7 + 491 i + 63 j + 6 k] ^ 9 = [105234349012334129127967 + 2690569039623492313761491 i + 2224582805698611008603463 j + 25378373341211402984526 k]
BICP | Distance=491 | [7 + 491 i + 7 j + 440 k] ^ 9 = [2984576963664203085829567 + 22359981008130897413169491 i + 1080559038732441668037967 j + 6720743452606652744997440 k]
BICP | Distance=491 | [7 + 491 i + 8 j + 1 k] ^ 9 = [210010109617036390985167 + 1662386898933955707327491 i + 245882746511781747637568 j + 2704133100801639663481 k]
BICP | Distance=491 | [7 + 491 i + 8 j + 41 k] ^ 9 = [18825649620641193021967 + 1271141243661361832679491 i + 331700277645611976215168 j + 1144530420856375070465441 k]
BICP | Distance=491 | [7 + 491 i + 8 j + 491 k] ^ 9 = [3398713197999774527841967 + 26345034112948563827307491 i + 3881965269557521477109168 j + 26285690004593700194589491 k]
BICP | Distance=491 | [75 + 0 i + 37 j + 491 k] ^ 9 = [2394090968969392652956275 + -1545725180136227997385800 i + 1822603940293512858988237 j + 2663872708745008326921491 k]
BICP | Distance=491 | [75 + 0 i + 491 j + 37 k] ^ 9 = [1484894449118171864956275 + 1105167468215181925135800 i + 203233501897198064151491 j + 393642818535442091098237 k]
BICP | Distance=491 | [75 + 16 i + 491 j + 75 k] ^ 9 = [357760156414031982421875 + 1980346933227298669830616 i + 233112841808078699127491 j + 357760156414031982421875 k]
BICP | Distance=491 | [75 + 37 i + 0 j + 491 k] ^ 9 = [2394090968969392652956275 + 1822603940293512858988237 i + -1545725180136227997385800 j + 2663872708745008326921491 k]
BICP | Distance=491 | [75 + 491 i + 0 j + 37 k] ^ 9 = [1484894449118171864956275 + 203233501897198064151491 i + 1105167468215181925135800 j + 393642818535442091098237 k]
BICP | Distance=491 | [75 + 491 i + 16 j + 75 k] ^ 9 = [357760156414031982421875 + 233112841808078699127491 i + 1980346933227298669830616 j + 357760156414031982421875 k]
BICP | Distance=491 | [7 + 62 i + 63 j + 491 k] ^ 9 = [1572485713933368212355727 + 725853962107771172262662 i + 759899555430183912773463 j + 311167883802155787273491 k]
BICP | Distance=491 | [7 + 63 i + 491 j + 6 k] ^ 9 = [105234349012334129127967 + 2224582805698611008603463 i + 2690569039623492313761491 j + 25378373341211402984526 k]
BICP | Distance=491 | [7 + 63 i + 62 j + 491 k] ^ 9 = [1572485713933368212355727 + 759899555430183912773463 i + 725853962107771172262662 j + 311167883802155787273491 k]
BICP | Distance=491 | [7 + 7 i + 440 j + 491 k] ^ 9 = [1080559038732441668037967 + 2984576963664203085829567 i + 6720743452606652744997440 j + 22359981008130897413169491 k]
BICP | Distance=491 | [7 + 7 i + 491 j + 440 k] ^ 9 = [2984576963664203085829567 + 1080559038732441668037967 i + 22359981008130897413169491 j + 6720743452606652744997440 k]
BICP | Distance=491 | [7 + 8 i + 41 j + 491 k] ^ 9 = [325906423399429761237967 + 62557426669715080679168 i + 1140360641642358690083441 j + 1264776561952750954497491 k]
BICP | Distance=491 | [7 + 8 i + 491 j + 1 k] ^ 9 = [210010109617036390985167 + 245882746511781747637568 i + 1662386898933955707327491 j + 2704133100801639663481 k]
BICP | Distance=491 | [7 + 8 i + 491 j + 41 k] ^ 9 = [18825649620641193021967 + 331700277645611976215168 i + 1271141243661361832679491 j + 1144530420856375070465441 k]
BICP | Distance=491 | [7 + 8 i + 491 j + 491 k] ^ 9 = [3398713197999774527841967 + 3881965269557521477109168 i + 26345034112948563827307491 j + 26285690004593700194589491 k]
BICP | Distance=491 | [80 + 491 i + 8 j + 34 k] ^ 9 = [1527844897925684109158480 + 224528511691407316458491 i + 1124232698104846440154568 j + 60974982536746344150034 k]
BICP | Distance=491 | [80 + 8 i + 491 j + 34 k] ^ 9 = [1527844897925684109158480 + 1124232698104846440154568 i + 224528511691407316458491 j + 60974982536746344150034 k]
BICP | Distance=491 | [8 + 0 i + 491 j + 6 k] ^ 9 = [241594130825463108884168 + 23707295752854938624640 i + 1633870644786833477946491 j + 180800625607625251258326 k]
BICP | Distance=491 | [8 + 1 i + 7 j + 491 k] ^ 9 = [245882746511781747637568 + 2704133100801639663481 i + 210010109617036390985167 j + 1662386898933955707327491 k]
BICP | Distance=491 | [8 + 20 i + 491 j + 16 k] ^ 9 = [88273477304889717936968 + 659826910701237167527220 i + 1694910131944622553900491 j + 422241930573744866044816 k]
BICP | Distance=491 | [8 + 2 i + 416 j + 491 k] ^ 9 = [1345317052025002450004168 + 1717958277358628180628722 i + 703947801068673884976416 j + 18881296299678657596202491 k]
BICP | Distance=491 | [8 + 2 i + 6 j + 491 k] ^ 9 = [248654080091216910238568 + 37203272293817755546322 i + 175510970424020275102326 j + 1665158232513390869928491 k]
BICP | Distance=491 | [8 + 34 i + 80 j + 491 k] ^ 9 = [1124232698104846440154568 + 60974982536746344150034 i + 1527844897925684109158480 j + 224528511691407316458491 k]
BICP | Distance=491 | [8 + 36 i + 464 j + 491 k] ^ 9 = [245276022172298101404488 + 14209564194917690137284036 i + 16440457348866553657200464 j + 22581754785060121422012491 k]
BICP | Distance=491 | [8 + 3 i + 491 j + 63 k] ^ 3 = [-5133598 + -3618243 i + -112452491 j + -45233163 k]
BICP | Distance=491 | [8 + 416 i + 2 j + 491 k] ^ 9 = [1345317052025002450004168 + 703947801068673884976416 i + 1717958277358628180628722 j + 18881296299678657596202491 k]
BICP | Distance=491 | [8 + 41 i + 7 j + 491 k] ^ 9 = [331700277645611976215168 + 1144530420856375070465441 i + 18825649620641193021967 j + 1271141243661361832679491 k]
BICP | Distance=491 | [84 + 259 i + 491 j + 5 k] ^ 9 = [31965489946153093918539084 + 23126823644483935951365259 i + 23123255367945896105421491 j + -31966048125042290156829235 k]
BICP | Distance=491 | [84 + 2 i + 2 j + 491 k] ^ 3 = [61354884 + 993862 i + 993862 j + 128754491 k]
BICP | Distance=491 | [8 + 42 i + 491 j + 12 k] ^ 9 = [28739405921046002520968 + 1387806275982917187750042 i + 2076877597406110328958491 j + 263103913548546404359212 k]
BICP | Distance=491 | [84 + 491 i + 259 j + 5 k] ^ 9 = [31965489946153093918539084 + 23123255367945896105421491 i + 23126823644483935951365259 j + -31966048125042290156829235 k]
BICP | Distance=491 | [84 + 491 i + 9 j + 5 k] ^ 9 = [1891420513995748327017084 + 115176902945252899497491 i + 233487199698921180027009 j + -262868652317097224601235 k]
BICP | Distance=491 | [84 + 59 i + 5 j + 491 k] ^ 9 = [2349686657988246391500684 + 2836456981281229953649859 i + -2499171338306362926447235 j + 2406562903303713477387491 k]
BICP | Distance=491 | [84 + 5 i + 59 j + 491 k] ^ 9 = [2349686657988246391500684 + -2499171338306362926447235 i + 2836456981281229953649859 j + 2406562903303713477387491 k]
BICP | Distance=491 | [8 + 464 i + 36 j + 491 k] ^ 9 = [245276022172298101404488 + 16440457348866553657200464 i + 14209564194917690137284036 j + 22581754785060121422012491 k]
BICP | Distance=491 | [84 + 8 i + 8 j + 491 k] ^ 7 = [9495667850599947884 + 252574040971784888 i + 252574040971784888 j + 11285737465562161491 k]
BICP | Distance=491 | [8 + 491 i + 0 j + 6 k] ^ 9 = [241594130825463108884168 + 1633870644786833477946491 i + 23707295752854938624640 j + 180800625607625251258326 k]
BICP | Distance=491 | [8 + 491 i + 20 j + 16 k] ^ 9 = [88273477304889717936968 + 1694910131944622553900491 i + 659826910701237167527220 j + 422241930573744866044816 k]
BICP | Distance=491 | [8 + 491 i + 3 j + 63 k] ^ 3 = [-5133598 + -112452491 i + -3618243 j + -45233163 k]
BICP | Distance=491 | [8 + 491 i + 42 j + 12 k] ^ 9 = [28739405921046002520968 + 2076877597406110328958491 i + 1387806275982917187750042 j + 263103913548546404359212 k]
BICP | Distance=491 | [8 + 491 i + 4 j + 2 k] ^ 9 = [239005786523408417928968 + 1646138969642369571906491 i + 128642095128452571080164 j + 44631178344286214359922 k]
BICP | Distance=491 | [8 + 491 i + 4 j + 56 k] ^ 3 = [-5050648 + -113691491 i + -4174444 j + -40223656 k]
BICP | Distance=491 | [8 + 491 i + 55 j + 459 k] ^ 9 = [9437629064283968434641968 + 26414061816037739651661491 i + 18278260805619125102975455 j + 6322316818402105326843459 k]
BICP | Distance=491 | [8 + 491 i + 59 j + 481 k] ^ 9 = [7405949809595614863063968 + 30082003822328031362829491 i + 25213443427327894878851459 j + 13471337501887669985913481 k]
BICP | Distance=491 | [8 + 491 i + 5 j + 59 k] ^ 9 = [17598233006038534779968 + 848225842083311041953491 i + 302564698981218227151005 j + 1535689512855292461211859 k]
BICP | Distance=491 | [8 + 491 i + 6 j + 8 k] ^ 9 = [218192445124692651466568 + 1638512667490700464470491 i + 211639712040809382034326 j + 218192445124692651466568 k]
BICP | Distance=491 | [8 + 491 i + 7 j + 41 k] ^ 9 = [62557426669715080679168 + 1264776561952750954497491 i + 325906423399429761237967 j + 1140360641642358690083441 k]
BICP | Distance=491 | [8 + 491 i + 7 j + 491 k] ^ 9 = [3881965269557521477109168 + 26285690004593700194589491 i + 3398713197999774527841967 j + 26345034112948563827307491 k]
BICP | Distance=491 | [8 + 491 i + 84 j + 8 k] ^ 7 = [-252574040971784888 + -11285737465562161491 i + -9495667850599947884 j + -252574040971784888 k]
BICP | Distance=491 | [8 + 491 i + 9 j + 13 k] ^ 3 = [-5438638 + -118152491 i + -6810009 j + -9188513 k]
BICP | Distance=491 | [84 + 9 i + 491 j + 5 k] ^ 9 = [1891420513995748327017084 + 233487199698921180027009 i + 115176902945252899497491 j + -262868652317097224601235 k]
BICP | Distance=491 | [8 + 4 i + 491 j + 2 k] ^ 9 = [239005786523408417928968 + 128642095128452571080164 i + 1646138969642369571906491 j + 44631178344286214359922 k]
BICP | Distance=491 | [8 + 4 i + 491 j + 56 k] ^ 3 = [-5050648 + -4174444 i + -113691491 j + -40223656 k]
BICP | Distance=491 | [85 + 491 i + 66 j + 5 k] ^ 9 = [2975592754400924137097485 + 717178196699295636303491 i + 883899906887737501537866 j + -2450313840270399883191235 k]
BICP | Distance=491 | [8 + 55 i + 491 j + 459 k] ^ 9 = [9437629064283968434641968 + 18278260805619125102975455 i + 26414061816037739651661491 j + 6322316818402105326843459 k]
BICP | Distance=491 | [8 + 55 i + 59 j + 491 k] ^ 9 = [1406758249509023451931568 + 725256091166113966876255 i + 863563789296316486432259 j + 507054063095584328235491 k]
BICP | Distance=491 | [85 + 66 i + 491 j + 5 k] ^ 9 = [2975592754400924137097485 + 883899906887737501537866 i + 717178196699295636303491 j + -2450313840270399883191235 k]
BICP | Distance=491 | [8 + 59 i + 491 j + 481 k] ^ 9 = [7405949809595614863063968 + 25213443427327894878851459 i + 30082003822328031362829491 j + 13471337501887669985913481 k]
BICP | Distance=491 | [8 + 59 i + 55 j + 491 k] ^ 9 = [1406758249509023451931568 + 863563789296316486432259 i + 725256091166113966876255 j + 507054063095584328235491 k]
BICP | Distance=491 | [8 + 5 i + 491 j + 59 k] ^ 9 = [17598233006038534779968 + 302564698981218227151005 i + 848225842083311041953491 j + 1535689512855292461211859 k]
BICP | Distance=491 | [8 + 5 i + 63 j + 491 k] ^ 9 = [274663679978385707771168 + -135732138511089430185475 i + 1623013813046938414463463 j + 754344693487802963091491 k]
BICP | Distance=491 | [8 + 63 i + 5 j + 491 k] ^ 9 = [274663679978385707771168 + 1623013813046938414463463 i + -135732138511089430185475 j + 754344693487802963091491 k]
BICP | Distance=491 | [8 + 66 i + 70 j + 491 k] ^ 9 = [1746390354991257748894568 + 558103552081025078254866 i + 696411250211227597810870 j + 167421957613350031272491 k]
BICP | Distance=491 | [8 + 6 i + 2 j + 491 k] ^ 9 = [248654080091216910238568 + 175510970424020275102326 i + 37203272293817755546322 j + 1665158232513390869928491 k]
BICP | Distance=491 | [8 + 6 i + 491 j + 8 k] ^ 9 = [218192445124692651466568 + 211639712040809382034326 i + 1638512667490700464470491 j + 218192445124692651466568 k]
BICP | Distance=491 | [8 + 70 i + 66 j + 491 k] ^ 9 = [1746390354991257748894568 + 696411250211227597810870 i + 558103552081025078254866 j + 167421957613350031272491 k]
BICP | Distance=491 | [8 + 7 i + 1 j + 491 k] ^ 9 = [245882746511781747637568 + 210010109617036390985167 i + 2704133100801639663481 j + 1662386898933955707327491 k]
BICP | Distance=491 | [8 + 7 i + 41 j + 491 k] ^ 9 = [331700277645611976215168 + 18825649620641193021967 i + 1144530420856375070465441 j + 1271141243661361832679491 k]
BICP | Distance=491 | [8 + 7 i + 491 j + 41 k] ^ 9 = [62557426669715080679168 + 325906423399429761237967 i + 1264776561952750954497491 j + 1140360641642358690083441 k]
BICP | Distance=491 | [8 + 7 i + 491 j + 491 k] ^ 9 = [3881965269557521477109168 + 3398713197999774527841967 i + 26285690004593700194589491 j + 26345034112948563827307491 k]
BICP | Distance=491 | [8 + 80 i + 34 j + 491 k] ^ 9 = [1124232698104846440154568 + 1527844897925684109158480 i + 60974982536746344150034 j + 224528511691407316458491 k]
BICP | Distance=491 | [88 + 200 i + 491 j + 50 k] ^ 9 = [8624665423872879508228888 + 16036463750808753645576200 i + 16011685396380816615594491 j + -8652519129928005149600350 k]
BICP | Distance=491 | [88 + 250 i + 491 j + 0 k] ^ 9 = [31356574937999286519508888 + 17416772907071250802854250 i + 17411956313690168256054491 j + -31356619899235217776464000 k]
BICP | Distance=491 | [88 + 450 i + 491 j + 50 k] ^ 9 = [103530551022162523260328888 + 272367824305637428545930450 i + 272367838016403305779044491 j + -103530573769468057493564350 k]
BICP | Distance=491 | [88 + 491 i + 200 j + 50 k] ^ 9 = [8624665423872879508228888 + 16011685396380816615594491 i + 16036463750808753645576200 j + -8652519129928005149600350 k]
BICP | Distance=491 | [88 + 491 i + 250 j + 0 k] ^ 9 = [31356574937999286519508888 + 17411956313690168256054491 i + 17416772907071250802854250 j + -31356619899235217776464000 k]
BICP | Distance=491 | [88 + 491 i + 450 j + 50 k] ^ 9 = [103530551022162523260328888 + 272367838016403305779044491 i + 272367824305637428545930450 j + -103530573769468057493564350 k]
BICP | Distance=491 | [88 + 491 i + 50 j + 0 k] ^ 9 = [2584918455490758901588888 + 190872875071217944614491 i + 341640639692149636570850 j + -1848118247962933923292800 k]
BICP | Distance=491 | [88 + 491 i + 50 j + 300 k] ^ 9 = [1693488401713716318988888 + 385492297066574286414491 i + -7754181967781331053672350 j + 48129543701202786132300 k]
BICP | Distance=491 | [88 + 491 i + 50 j + 50 k] ^ 9 = [1389830736806974474888888 + 1198390621621941128964491 i + 2078507024052284937363650 j + -1005060034327832019221950 k]
BICP | Distance=491 | [8 + 84 i + 491 j + 8 k] ^ 7 = [-252574040971784888 + -9495667850599947884 i + -11285737465562161491 j + -252574040971784888 k]
BICP | Distance=491 | [88 + 50 i + 491 j + 0 k] ^ 9 = [2584918455490758901588888 + 341640639692149636570850 i + 190872875071217944614491 j + -1848118247962933923292800 k]
BICP | Distance=491 | [88 + 50 i + 491 j + 300 k] ^ 9 = [1693488401713716318988888 + -7754181967781331053672350 i + 385492297066574286414491 j + 48129543701202786132300 k]
BICP | Distance=491 | [88 + 50 i + 491 j + 50 k] ^ 9 = [1389830736806974474888888 + 2078507024052284937363650 i + 1198390621621941128964491 j + -1005060034327832019221950 k]
BICP | Distance=491 | [8 + 9 i + 491 j + 13 k] ^ 3 = [-5438638 + -6810009 i + -118152491 j + -9188513 k]
BICP | Distance=491 | [90 + 491 i + 59 j + 5 k] ^ 9 = [2815509084423677251145490 + 366235295623035071241491 i + 605044041466790299852259 j + -2212999199432841688307635 k]
BICP | Distance=491 | [90 + 59 i + 491 j + 5 k] ^ 9 = [2815509084423677251145490 + 605044041466790299852259 i + 366235295623035071241491 j + -2212999199432841688307635 k]
BICP | Distance=491 | [9 + 13 i + 8 j + 491 k] ^ 3 = [6810009 + 9188513 i + 5438638 j + 118152491 k]
BICP | Distance=491 | [91 + 491 i + 5 j + 466 k] ^ 9 = [35525194338243837825435091 + 11930319915719445913617491 i + 539937677032574212782365 j + 29394311124283742571603466 k]
BICP | Distance=491 | [91 + 5 i + 491 j + 466 k] ^ 9 = [35525194338243837825435091 + 539937677032574212782365 i + 11930319915719445913617491 j + 29394311124283742571603466 k]
BICP | Distance=491 | [9 + 19 i + 2 j + 491 k] ^ 3 = [6612009 + 13686119 i + 941032 j + 117954491 k]
BICP | Distance=491 | [9 + 2 i + 19 j + 491 k] ^ 3 = [6612009 + 941032 i + 13686119 j + 117954491 k]
BICP | Distance=491 | [9 + 491 i + 4 j + 1 k] ^ 9 = [271263241688265121517409 + 1642474203569958600147491 i + 124977329056041599321164 j + 12373723179429510771481 k]
BICP | Distance=491 | [9 + 4 i + 491 j + 1 k] ^ 9 = [271263241688265121517409 + 124977329056041599321164 i + 1642474203569958600147491 j + 12373723179429510771481 k]
BICP | Distance=491 | [95 + 487 i + 4 j + 491 k] ^ 9 = [43238730428444661823477895 + 4466834579393553785151487 i + 11103359458199072228460364 j + 40487959617041179305621491 k]
BICP | Distance=491 | [95 + 4 i + 487 j + 491 k] ^ 9 = [43238730428444661823477895 + 11103359458199072228460364 i + 4466834579393553785151487 j + 40487959617041179305621491 k]
BICP | Distance=491 | [9 + 5 i + 84 j + 491 k] ^ 9 = [233487199698921180027009 + -262868652317097224601235 i + 1891420513995748327017084 j + 115176902945252899497491 k]
BICP | Distance=491 | [9 + 84 i + 5 j + 491 k] ^ 9 = [233487199698921180027009 + 1891420513995748327017084 i + -262868652317097224601235 j + 115176902945252899497491 k]
BICP | Distance=491 | [9 + 8 i + 13 j + 491 k] ^ 3 = [6810009 + 5438638 i + 9188513 j + 118152491 k]