Sigma: ((0 7 17 14 10 4) (1 9 19 22 16 13 8 5 2) (3 11 21 18 12 6) (15 23 20)) Alpha: ((0 1) (2 3) (4 5) (6 7) (8 9) (10 11) (12 13) (14 15) (16 17) (18 19) (20 21) (22 23)) Phi: ((0 2 6) (1 4 8) (3 5 10) (7 12 16) (9 13 18) (11 14 20) (15 17 22) (19 21 23)) Order number: 1 Passport: 9(1) 6(2) 3(1) Modulus: (0.47214740084845894240627778749925007371575061082840988067507626329744860299913118 + 1.28137834536250916825119349777538113967142798090748861591792828636362910558698807 I) Klein invariant: (-2405.21086540800000000000000000000000000000000000000000000000000000000000000000000000 - 536.05825574400000000000000000000000000000000000000000000000000000000000000000000000 I) root of (4796 + 2872 I) z + (9995832 + 9478701 I) g2 coefficient: (120.12190162272527478177696130814702815918664992322442745401222069923778342709422372 + 1.72010268925542068879786571198545306560300582286041500952780438189378858870842380 I) root of (6308857211 - 1037435359 I) z^7 + (-756404636400 + 111652840145 I) z^6 + (-387058933708 + 248996356676 I) z^5 + (-284514328050 - 76803552025 I) z^4 + (-91280553713 + 292097698031 I) z^3 + (-8678434008 - 73199496635 I) z^2 + (-101202701874 + 32879725667 I) z + (-22244584304 - 425257104052 I) g3 coefficient: (329.46651013590525096436843757823918664290799470548365368274354641567048970767848955 - 7.80294225604373229577083125657231906819301920207701285592611594297283700838608032 I) root of (44698036526 - 40691840248 I) z^6 + (-14346413014830 + 13795234624848 I) z^5 + (-20919873749079 - 12625653473844 I) z^4 + (-2796275720120 - 6138261852544 I) z^3 + (-13624114186189 + 31214854871145 I) z^2 + (44771387348469 - 17076117063094 I) z + (-45574133545677 - 6050204071871 I) Sigma: ((0 7 15 18 12 8 5 2 1 9 17 20 14 10 4) (3 11 6) (13 22 16) (19 21 23)) Alpha: ((0 1) (2 3) (4 5) (6 7) (8 9) (10 11) (12 13) (14 15) (16 17) (18 19) (20 21) (22 23)) Phi: ((0 2 6) (1 4 8) (3 5 10) (7 11 14) (9 12 16) (13 18 23) (15 20 19) (17 22 21)) Order number: 2 Passport: 15(1) 3(3) Modulus: (0.50000000000000000000000000000000000000000000000000000000000000000000000000000000 + 1.20778849377474225538863104073707943023407628178953873001832767713120224372555199 I) Klein invariant: -1326.10969600000000000000000000000000000000000000000000000000000000000000000000000000 root of 15625 z + 20720464 g2 coefficient: 114.17466280970608785946057016931773655198330372704278829510831760047179270339613248 root of 10604964 z^8 + -942697839 z^7 + -30604017266 z^6 + -1073784746 z^5 + 11407634352 z^4 + -5183184722 z^3 + -21046556474 z^2 + -24440175398 z + 269254651 g3 coefficient: 356.30778804596795186863492401537550321596165171622210628665156875192612247419400420 root of 1643262116 z^7 + -583602449885 z^6 + -676502479926 z^5 + -763608570894 z^4 + 958799827111 z^3 + 1443028385902 z^2 + -419025111823 z + 50272592458 Sigma: ((0 5 13 22 14 8 4 3) (1 7 17 23 18 10 6 2) (9 21 19 12) (11 20 15 16)) Alpha: ((0 1) (2 3) (4 5) (6 7) (8 9) (10 11) (12 13) (14 15) (16 17) (18 19) (20 21) (22 23)) Phi: ((0 2 4) (1 3 6) (5 8 12) (7 10 16) (9 14 20) (11 18 21) (13 19 23) (15 22 17)) Order number: 3 Passport: 8(2) 4(2) Modulus: (-0.23536039239465463476440620061555332489564512036413617307564239741335356112111446 + 1.85685453712496091089366438755643940125502634043448569670203151259020780789804147 I) Klein invariant: (11459.18750000000000000000000000000000000000000000000000000000000000000000000000000000 + 116158.41968333624899823908073773197157124298808516037882359449498575036158603299897400 I) root of 512 z^2 + -11734208 z + 6975534818043 g2 coefficient: (129.90331200281016827244452774009360037036512005098755474609112936335667152870747484 - 0.26608409226003062770153133524411960809393357890195259270507254419203111659419624 I) root of (3591234074 + 3487384427 I) z^7 + (-467276465842 - 448614250036 I) z^6 + (-23946807705 - 452308404766 I) z^5 + (215978955565 + 490926394121 I) z^4 + (-308252529158 + 306718963757 I) z^3 + (118972902453 - 627779585433 I) z^2 + (293925885601 - 125757506644 I) z + (417271589307 + 85053055645 I) g3 coefficient: (284.74335347337413209828574643086457494767116057144905606657773387572014414222824558 + 1.22558050674616750171252908313355331527903372628077947757539694065001319764235182 I) root of (2337222573 + 444868692 I) z^7 + (-661954679026 - 130084908314 I) z^6 + (-854550801432 + 147471204148 I) z^5 + (-811341675127 + 1309940858954 I) z^4 + (395268744843 - 170371814399 I) z^3 + (357702416434 - 393257416305 I) z^2 + (-881946336961 + 1367456187028 I) z + (369496309820 + 33673005658 I) Sigma: ((0 5 13 18 10 6 2 1 7 17 14 8 4 3) (9 20 12) (11 22 16) (15 23 19 21)) Alpha: ((0 1) (2 3) (4 5) (6 7) (8 9) (10 11) (12 13) (14 15) (16 17) (18 19) (20 21) (22 23)) Phi: ((0 2 4) (1 3 6) (5 8 12) (7 10 16) (9 14 21) (11 18 23) (13 20 19) (15 17 22)) Order number: 4 Passport: 14(1) 4(1) 3(2) Modulus: (0.50000000000000000000000000000000000000000000000000000000000000000000000000000000 + 1.39805261898436345546107794369712975448721463392108105055078069157413893546398973 I) Klein invariant: -5816.04922011498233567602047396075491516891436499126222878387003861969344683147459831 root of 15193211036787 z^2 + -6177454460476992 z + -549860446486391685376 g2 coefficient: 125.11216354694333924185493168699071845066799129072627752703616715629321479220393963 root of 1553065431 z^7 + -192092693514 z^6 + -277793361280 z^5 + 87114851168 z^4 + 204922244057 z^3 + 452487827598 z^2 + 486399549629 z + -208191290975 g3 coefficient: 306.72956552707453292010287539899661075643244182642310271265759569466593269336910062 root of 1421777767 z^7 + -440812243293 z^6 + 1443147043676 z^5 + 567551948341 z^4 + -435117546011 z^3 + -882566500864 z^2 + -518706862043 z + -681615969625 Sigma: ((0 7 16 10 4) (1 9 21 22 17 13 14 8 5 2) (3 11 23 18 12 6) (15 19 20)) Alpha: ((0 1) (2 3) (4 5) (6 7) (8 9) (10 11) (12 13) (14 15) (16 17) (18 19) (20 21) (22 23)) Phi: ((0 2 6) (1 4 8) (3 5 10) (7 12 17) (9 14 20) (11 16 22) (13 18 15) (19 23 21)) Order number: 5 Passport: 10(1) 6(1) 5(1) 3(1) Modulus: (0.50000000000000000000000000000000000000000000000000000000000000000000000000000000 + 1.37669104748496280755729790142538662223166325211905577468315841528373763635588896 I) Klein invariant: -5000 root of z + 5000 g2 coefficient: 124.42855123271776858463824049737966789482309454700809266695391728555529176157815757 root of 423090819 z^7 + -53066013958 z^6 + 55207359850 z^5 + -346276416351 z^4 + 222638576074 z^3 + -188147508539 z^2 + 241813883501 z + 228285358524 g3 coefficient: 309.85333429536577360178396059142732974401584947270554827061870746446646597910278412 root of 1604550875 z^7 + -494383725899 z^6 + -865892360803 z^5 + 267989813445 z^4 + 572652149469 z^3 + -160148481767 z^2 + 1198104775752 z + -1021866315578 Sigma: ((0 7 19 14 8 5 2 1 9 16 10 4) (3 11 20 12 6) (13 22 18) (15 23 21 17)) Alpha: ((0 1) (2 3) (4 5) (6 7) (8 9) (10 11) (12 13) (14 15) (16 17) (18 19) (20 21) (22 23)) Phi: ((0 2 6) (1 4 8) (3 5 10) (7 12 18) (9 14 17) (11 16 21) (13 20 23) (15 19 22)) Order number: 6 Passport: 12(1) 5(1) 4(1) 3(1) Modulus: (-0.46941453139517072500110568531119746010340999562332374507101876302584548918804822 + 0.99158525680610287779572175578923786416918482717769675389741027998973303060629613 I) Klein invariant: (-63.13989602207016317416977071014614028036157732877346121476844248839475141911153016 + 50.82116360670479606352278648745608393819569085545375277626503877090490059758710084 I) root of (30929104296875 + 19124209375000 I) z^2 + (-24523251599223168 + 1413449295656576 I) z + (-1642715590854894592 + 1507190869777049600 I) g2 coefficient: (70.64075293786897216771301672762712716912244608103188917415138795065952537654593556 - 11.31719653924081993044443310799387864217460854636869837427875562290574289112599268 I) root of (357160955 - 131183774 I) z^8 + (-23405933835 + 13391685001 I) z^7 + (-25113503889 - 2145589633 I) z^6 + (15372551271 + 8189606188 I) z^5 + (-14529658923 - 60134080 I) z^4 + (-25843728566 + 10389155211 I) z^3 + (10753382615 + 4180218219 I) z^2 + (19573858208 + 11968558098 I) z + (11745241462 + 17240268622 I) g3 coefficient: (545.51056473916260809921469745879347207449472714961919061251657166735597396652992878 + 47.24445931848367638698410959496788385571101201773962358201740438472042492067550093 I) root of (24287343451 - 7653979044 I) z^6 + (-13594012724147 + 3105650288025 I) z^5 + (-5361940634799 - 43243123086583 I) z^4 + (-11724328044656 + 19105558420205 I) z^3 + (-1409616713361 + 11401674248431 I) z^2 + (-3858051551581 - 63895135853670 I) z + (-9417894010998 - 3970001863595 I) Sigma: ((0 7 19 15 16 10 4) (1 9 18 13 22 14 8 5 2) (3 11 20 12 6) (17 23 21)) Alpha: ((0 1) (2 3) (4 5) (6 7) (8 9) (10 11) (12 13) (14 15) (16 17) (18 19) (20 21) (22 23)) Phi: ((0 2 6) (1 4 8) (3 5 10) (7 12 18) (9 14 19) (11 16 21) (13 20 23) (15 22 17)) Order number: 7 Passport: 9(1) 7(1) 5(1) 3(1) Modulus: (0.04708851743803624907666187759660169140331909200146237593566796036509414413942504 + 1.25588365702537598721469412211391581352149015457062738933817639806116039042363660 I) Klein invariant: (3373.82263133485659084667796021763744323945646050771633968220321329270665125994606579 - 756.16685351297181971841830414516694864885959307987723574383625750508520801629510425 I) root of (3371174124589 - 229057872665 I) z^5 + (-11201152191024270 + 3325979797628043 I) z^4 + (-963338002220292 - 13989320370349287 I) z^3 + (17371569747049000 - 8103932165040713 I) z^2 + (-31746287436015590 + 4985400396450271 I) z + (-1696354221179599 - 4143980944541759 I) g2 coefficient: (141.06619123946850024401742791352606376249146058779121354097704876486453523501971487 + 3.42205309655899275144376281134992329227458493909271610508820488112562292954736620 I) root of (3781650912 + 3195992380 I) z^7 + (-524106002364 - 462070244167 I) z^6 + (231452276000 - 236416740961 I) z^5 + (-384114997187 - 72745367947 I) z^4 + (167988220750 + 559736758865 I) z^3 + (-37276678997 + 594950825551 I) z^2 + (546159978584 + 359942852738 I) z + (-45811388385 + 446876606030 I) g3 coefficient: (232.92765869670554133727276625109150789347402996251882802077007244628492223776416161 - 16.03160729291454290292514736110565250705120690406100761391439384361305902487383253 I) root of (2929715099 + 2249610644 I) z^7 + (-725454184630 - 477748591042 I) z^6 + (1636502102767 + 49955980170 I) z^5 + (168144029993 + 1371731528764 I) z^4 + (565266113098 - 70427717410 I) z^3 + (175375527968 - 494236198146 I) z^2 + (-135136595502 + 456654445970 I) z + (300516190120 - 312315985483 I) Sigma: ((0 5 13 19 14 8 4 3) (1 7 17 22 18 10 6 2) (9 21 16 11 12) (15 23 20)) Alpha: ((0 1) (2 3) (4 5) (6 7) (8 9) (10 11) (12 13) (14 15) (16 17) (18 19) (20 21) (22 23)) Phi: ((0 2 4) (1 3 6) (5 8 12) (7 10 16) (9 14 20) (11 18 13) (15 19 22) (17 21 23)) Order number: 8 Passport: 8(2) 5(1) 3(1) Modulus: (0.50000000000000000000000000000000000000000000000000000000000000000000000000000000 + 1.81666920854741001067653834652419163313287848437841269817365956778345708158158654 I) Klein invariant: -89881.70970267648000000000000000000000000000000000000000000000000000000000000000000000 root of 48828125 z + 4388755356576 g2 coefficient: 129.53486180197370577685070547853104057977628000107225487550491247532638273061130379 root of 2219965809 z^7 + -287759855177 z^6 + 28201487477 z^5 + -348832767037 z^4 + -66909849937 z^3 + -656595731240 z^2 + 719279293449 z + -245345139862 g3 coefficient: 286.43969862962587013874007241403845600346122354072962447349820037138333421707518898 root of 110946197624 z^6 + -31684740589749 z^5 + -27092475394785 z^4 + -5749528690389 z^3 + -28806041544610 z^2 + 5848509737873 z + 1753076663876 Sigma: ((0 5 13 14 8 4 3) (1 7 17 20 12 9 18 10 6 2) (11 22 16) (15 21 23 19)) Alpha: ((0 1) (2 3) (4 5) (6 7) (8 9) (10 11) (12 13) (14 15) (16 17) (18 19) (20 21) (22 23)) Phi: ((0 2 4) (1 3 6) (5 8 12) (7 10 16) (9 14 19) (11 18 23) (13 20 15) (17 22 21)) Order number: 9 Passport: 10(1) 7(1) 4(1) 3(1) Modulus: 1.85744359423287989779232842665045051397436364384410198032495851806542302863273868 I Klein invariant: 117831.48566197678113762463809387854573218227057933446050597867772757334008805515128363 root of 69328955078125 z^2 + -8525947821075000000 z + 42043929007034219215104 g2 coefficient: 130.14503130044302456701894997521124520708533797112938718292378384880384802640212646 root of 7602758968 z^7 + -989572698320 z^6 + 17242168434 z^5 + -357979708673 z^4 + 100779446397 z^3 + -133453127379 z^2 + -288385583083 z + -360974123517 g3 coefficient: 283.62953871687277839785397834192876933657976807559601077634918328585019065886321148 root of 32268304988 z^6 + -9198114145216 z^5 + 13060200439076 z^4 + -14266796098085 z^3 + 7814530329841 z^2 + 27221230688048 z + 26911467056668 Sigma: ((0 7 14 8 5 2 1 9 21 16 10 4) (3 11 18 12 6) (13 23 20 15) (17 22 19)) Alpha: ((0 1) (2 3) (4 5) (6 7) (8 9) (10 11) (12 13) (14 15) (16 17) (18 19) (20 21) (22 23)) Phi: ((0 2 6) (1 4 8) (3 5 10) (7 12 15) (9 14 20) (11 16 19) (13 18 22) (17 21 23)) Order number: 10 Passport: 12(1) 5(1) 4(1) 3(1) Modulus: (0.46941453139517072500110568531119746010340999562332374507101876302584548918804822 + 0.99158525680610287779572175578923786416918482717769675389741027998973303060629613 I) Klein invariant: (-63.13989602207016317416977071014614028036157732877346121476844248839475141911153016 - 50.82116360670479606352278648745608393819569085545375277626503877090490059758710084 I) root of (30929104296875 - 19124209375000 I) z^2 + (-24523251599223168 - 1413449295656576 I) z + (-1642715590854894592 - 1507190869777049600 I) g2 coefficient: (70.64075293786897216771301672762712716912244608103188917415138795065952537654593556 + 11.31719653924081993044443310799387864217460854636869837427875562290574289112599268 I) root of (357160955 + 131183774 I) z^8 + (-23405933835 - 13391685001 I) z^7 + (-25113503889 + 2145589633 I) z^6 + (15372551271 - 8189606188 I) z^5 + (-14529658923 + 60134080 I) z^4 + (-25843728566 - 10389155211 I) z^3 + (10753382615 - 4180218219 I) z^2 + (19573858208 - 11968558098 I) z + (11745241462 - 17240268622 I) g3 coefficient: (545.51056473916260809921469745879347207449472714961919061251657166735597396652992878 - 47.24445931848367638698410959496788385571101201773962358201740438472042492067550093 I) root of (24287343451 + 7653979044 I) z^6 + (-13594012724147 - 3105650288025 I) z^5 + (-5361940634799 + 43243123086583 I) z^4 + (-11724328044656 - 19105558420205 I) z^3 + (-1409616713361 - 11401674248431 I) z^2 + (-3858051551581 + 63895135853670 I) z + (-9417894010998 + 3970001863595 I) Sigma: ((0 7 17 18 12 9 5 15 22 16 10 4) (1 8 2) (3 13 20 14 11 6) (19 23 21)) Alpha: ((0 1) (2 3) (4 5) (6 7) (8 9) (10 11) (12 13) (14 15) (16 17) (18 19) (20 21) (22 23)) Phi: ((0 2 6) (1 4 9) (3 8 12) (5 10 14) (7 11 16) (13 18 21) (15 20 23) (17 22 19)) Order number: 11 Passport: 12(1) 6(1) 3(2) Modulus: (-0.01100572696566032999285299714695878951641817381652526479972009044041043043337875 + 0.99993943515292831812467282706171934224418154682597314135713016249735365865391086 I) Klein invariant: 1724.99478198447402656319248316933643686096052253458908294210372449580364647875386415 root of 1000000000 z^2 + -1776069315584 z + 88103303951473 g2 coefficient: (188.94698178939529795256311963003306654769780295480473606369860590111127877019380139 - 4.15975360490148778140242797144398840137410921879559380791505392571147662509748507 I) root of (5826591665 + 115268891 I) z^7 + (-1097927152712 + 1920976152 I) z^6 + (-658230642748 + 115027580289 I) z^5 + (936848282546 + 126794068461 I) z^4 + (613292740575 - 244350116458 I) z^3 + (779867673539 + 83565932673 I) z^2 + (-188937260809 + 78805769741 I) z + (-249756899456 - 126901277583 I) g3 coefficient: (0.68896923882598809461466641936806173414415971948367783932992948385670687125097523 + 20.85898709048174319768749325577590302796023082149351028234276403545120979740964076 I) root of (7483492 + 2035092 I) z^10 + (30243162 - 148198116 I) z^9 + (190559633 + 150358989 I) z^8 + (202094712 + 161427155 I) z^7 + (-125797594 + 123630467 I) z^6 + (-32580299 + 246640755 I) z^5 + (-120084118 + 6486190 I) z^4 + (57641353 - 50335306 I) z^3 + (56605576 + 31140843 I) z^2 + (213594116 + 8281510 I) z + (-50750571 + 40757750 I) Sigma: ((0 7 13 20 14 10 4) (1 9 6 3 11 19 16 12 8 5 2) (15 22 18) (17 23 21)) Alpha: ((0 1) (2 3) (4 5) (6 7) (8 9) (10 11) (12 13) (14 15) (16 17) (18 19) (20 21) (22 23)) Phi: ((0 2 6) (1 4 8) (3 5 10) (7 9 12) (11 14 18) (13 16 21) (15 20 23) (17 19 22)) Order number: 12 Passport: 11(1) 7(1) 3(2) Modulus: (-0.15571437597371288090252869759666703522597276320116276915738224691348162662949235 + 0.98780212244918627158595106503099421175214461671543979840251143694115042963708079 I) Klein invariant: 1202.52406531346190901928594405580646654040244338417656876474959635642345536174889058 root of 39135393 z + -47061251888 g2 coefficient: (164.53380939539579681024964023778263489347341133288047487339561649600315793111053530 - 53.19517620149187909581235419913539296980709414152834215421667819576520522640407539 I) root of (3050701666 + 1859907738 I) z^7 + (-600749047819 - 139653763700 I) z^6 + (-245013285861 - 665436999059 I) z^5 + (1051365915581 - 163611790328 I) z^4 + (261401186436 + 35244144878 I) z^3 + (-123432843757 - 415276258515 I) z^2 + (-1186121124032 + 357123285061 I) z + (-437778958231 - 2485840962 I) g3 coefficient: (130.76472148385775709451111054465266933809813824521949326756747419405804201944655904 + 258.03378499008896288953836836397552590381450145432229970887029011999143028763367963 I) root of (1309478671 + 1307461351 I) z^7 + (166208826066 - 506949492269 I) z^6 + (481526486688 - 265418525044 I) z^5 + (1068871176002 + 32706237214 I) z^4 + (921202625024 - 712133344255 I) z^3 + (-410042134229 - 459945911842 I) z^2 + (-988517619397 - 113702401922 I) z + (-1467128442122 - 643239976127 I) Sigma: ((0 7 16 10 4) (1 9 18 12 6 3 11 20 14 8 5 2) (13 23 21 17) (15 22 19)) Alpha: ((0 1) (2 3) (4 5) (6 7) (8 9) (10 11) (12 13) (14 15) (16 17) (18 19) (20 21) (22 23)) Phi: ((0 2 6) (1 4 8) (3 5 10) (7 12 17) (9 14 19) (11 16 21) (13 18 22) (15 20 23)) Order number: 13 Passport: 12(1) 5(1) 4(1) 3(1) Modulus: 1.17727120232837111807166830365641975761671522685686502709923356891084115844374370 I Klein invariant: 2504.09200374518518518518518518518518518518518518518518518518518518518518518518518519 root of 10546875 z + -26410345352 g2 coefficient: 149.09473424491475419963284327692892470769291688293273326193221488344409927696741569 root of 4708393777 z^7 + -699782660553 z^6 + -326601154013 z^5 + -521041099462 z^4 + -193250352111 z^3 + 349130128927 z^2 + -391826725870 z + 345740685345 g3 coefficient: 195.04869074617359126426230758720323077490728664527573864399519594935054937825773938 root of 111902081160 z^6 + -21884404153037 z^5 + 11246732456523 z^4 + 14709318881307 z^3 + 14378366241191 z^2 + 316411576696 z + 25098098709338 Sigma: ((0 7 19 16 10 4) (1 9 20 12 6 3 11 14 8 5 2) (13 22 18) (15 17 23 21)) Alpha: ((0 1) (2 3) (4 5) (6 7) (8 9) (10 11) (12 13) (14 15) (16 17) (18 19) (20 21) (22 23)) Phi: ((0 2 6) (1 4 8) (3 5 10) (7 12 18) (9 14 21) (11 16 15) (13 20 23) (17 19 22)) Order number: 14 Passport: 11(1) 6(1) 4(1) 3(1) Modulus: (-0.04944715465573604965958846226941426395550992242465589374677620548431137519296656 + 1.08772835949361413084432430741760895563083096251725924860305407984459622238898082 I) Klein invariant: (1851.39487185383442221854654752887624542122030372503092342807255734764176045975823793 + 203.93664729584171553826956311342319141286463869943125810994361171914386194719438203 I) root of (263181652701 - 51613946582 I) z + (-497779137396288 + 41885412136432 I) g2 coefficient: (162.08111501876420070367680046162376760819459311893641757837218869893276447079752914 - 10.44461877804844363650804996107715899475650834654672241610918174635507446860565092 I) root of (1899169786 - 1483847422 I) z^7 + (-293531545991 + 261492439676 I) z^6 + (184029066819 - 206226285223 I) z^5 + (79160946062 + 1095140347310 I) z^4 + (794578867715 - 194409770846 I) z^3 + (569790997468 + 2085028476 I) z^2 + (293504467046 - 648574203585 I) z + (742450250799 - 92871758589 I) g3 coefficient: (133.27070959217952490148754490573232483724493946561085105727833951359449992705156426 + 50.46003088013284343651424523753450135619267101467989740128031449958016644731895788 I) root of (4663229352 - 644887885 I) z^7 + (-653622651285 - 150944194971 I) z^6 + (-131374791949 + 187828997151 I) z^5 + (-229568564865 + 423355694809 I) z^4 + (-112584707933 - 536188050174 I) z^3 + (-213044523971 + 79433752523 I) z^2 + (614496463980 - 333439044120 I) z + (270061726461 + 913164494402 I) Sigma: ((0 7 19 16 10 4) (1 9 12 6 3 11 20 14 8 5 2) (13 15 22 18) (17 23 21)) Alpha: ((0 1) (2 3) (4 5) (6 7) (8 9) (10 11) (12 13) (14 15) (16 17) (18 19) (20 21) (22 23)) Phi: ((0 2 6) (1 4 8) (3 5 10) (7 12 18) (9 14 13) (11 16 21) (15 20 23) (17 19 22)) Order number: 15 Passport: 11(1) 6(1) 4(1) 3(1) Modulus: (0.04944715465573604965958846226941426395550992242465589374677620548431137519296656 + 1.08772835949361413084432430741760895563083096251725924860305407984459622238898082 I) Klein invariant: (1851.39487185383442221854654752887624542122030372503092342807255734764176045975823793 - 203.93664729584171553826956311342319141286463869943125810994361171914386194719438203 I) root of (263181652701 + 51613946582 I) z + (-497779137396288 - 41885412136432 I) g2 coefficient: (162.08111501876420070367680046162376760819459311893641757837218869893276447079752914 + 10.44461877804844363650804996107715899475650834654672241610918174635507446860565092 I) root of (1899169786 + 1483847422 I) z^7 + (-293531545991 - 261492439676 I) z^6 + (184029066819 + 206226285223 I) z^5 + (79160946062 - 1095140347310 I) z^4 + (794578867715 + 194409770846 I) z^3 + (569790997468 - 2085028476 I) z^2 + (293504467046 + 648574203585 I) z + (742450250799 + 92871758589 I) g3 coefficient: (133.27070959217952490148754490573232483724493946561085105727833951359449992705156426 - 50.46003088013284343651424523753450135619267101467989740128031449958016644731895788 I) root of (4663229352 + 644887885 I) z^7 + (-653622651285 + 150944194971 I) z^6 + (-131374791949 - 187828997151 I) z^5 + (-229568564865 - 423355694809 I) z^4 + (-112584707933 + 536188050174 I) z^3 + (-213044523971 - 79433752523 I) z^2 + (614496463980 + 333439044120 I) z + (270061726461 - 913164494402 I) Sigma: ((0 7 16 10 4) (1 9 21 19 14 8 5 2) (3 11 23 18 12 6) (13 20 15 22 17)) Alpha: ((0 1) (2 3) (4 5) (6 7) (8 9) (10 11) (12 13) (14 15) (16 17) (18 19) (20 21) (22 23)) Phi: ((0 2 6) (1 4 8) (3 5 10) (7 12 17) (9 14 20) (11 16 22) (13 18 21) (15 19 23)) Order number: 16 Passport: 8(1) 6(1) 5(2) Modulus: 1.59546605183533731932583455151428188800713913473225382498267238869952995186368399 I Klein invariant: 23328 root of z + -23328 g2 coefficient: 131.26009528595071923425681304683800659379894655462400089641751844399692953074595802 root of 3808981012 z^7 + -501638293884 z^6 + 218875828524 z^5 + 62941212855 z^4 + -143695181506 z^3 + -1015689513865 z^2 + -107898175258 z + -277069679173 g3 coefficient: 278.48724764600089161796157466921974053302860003735629933211780579973750589873088800 root of 91227299 z^7 + -24014928650 z^6 + -387712867860 z^5 + 120832697838 z^4 + -1260029583369 z^3 + 298715651333 z^2 + -380011857686 z + 514572479427 Sigma: ((0 5 9 13 20 14 10 8 6 2 1 7 4 3) (11 19 16 12) (15 22 18) (17 23 21)) Alpha: ((0 1) (2 3) (4 5) (6 7) (8 9) (10 11) (12 13) (14 15) (16 17) (18 19) (20 21) (22 23)) Phi: ((0 2 4) (1 3 6) (5 7 8) (9 10 12) (11 14 18) (13 16 21) (15 20 23) (17 19 22)) Order number: 17 Passport: 14(1) 4(1) 3(2) Modulus: (0.5000000000000000000000000000000 + 1.1012751139511640052601204866373 I) Klein invariant: (-442.2331222217714890606996892972829 - 0.0000000000000000000000000000039 I) root of 55 z^6 + 24344 z^5 + 9424 z^4 + 25760 z^3 + -2743 z^2 + 20591 z + 6689 g2 coefficient: (99.3454885235147542389838391264700 + 0.0000000000000000000000000000001 I) g3 coefficient: (422.1510780369076326043514123780436 - 0.0000000000000000000000000000006 I) root of 50 z^6 + -21150 z^5 + 17915 z^4 + 1622 z^3 + -31421 z^2 + 13635 z + -7064 Sigma: ((0 7 19 16 10 4) (1 9 23 21 17 14 8 5 2) (3 11 20 12 6) (13 22 15 18)) Alpha: ((0 1) (2 3) (4 5) (6 7) (8 9) (10 11) (12 13) (14 15) (16 17) (18 19) (20 21) (22 23)) Phi: ((0 2 6) (1 4 8) (3 5 10) (7 12 18) (9 14 22) (11 16 21) (13 20 23) (15 17 19)) Order number: 18 Passport: 9(1) 6(1) 5(1) 4(1) Modulus: (0.24601929469991649470991373721376242150086109461565621562289011544141538961615113 + 1.34887687624113020695699403640665988349381123157320925617310763988904013284293736 I) Klein invariant: (864 - 4752 I) root of z + (-864 + 4752 I) g2 coefficient: (130.02918864841048721506556016641703423098404153448405973593716924491279404767135628 + 6.49983647352007065643732154994974111549265661138257244047334072192864072881618964 I) root of (3016621240 - 214737241 I) z^7 + (-396033892793 + 9134701519 I) z^6 + (316068770895 - 90954743379 I) z^5 + (-2048388262 - 19892021913 I) z^4 + (-549905311554 - 139690065217 I) z^3 + (514471876172 + 31060496132 I) z^2 + (222557072170 - 212624018134 I) z + (-459378913108 + 757333225868 I) g3 coefficient: (284.31306041954851220872181321334891696910702743062488396279734549458042891747727061 - 29.94426093413984649663181820911408200508449411555348665254614959141958407080346968 I) root of (164398739259 + 96627351453 I) z^6 + (-49678560209680 - 22590244824367 I) z^5 + (13809139084774 + 10293282042347 I) z^4 + (7997105500907 - 21842102708923 I) z^3 + (-10476530333170 + 11833108457263 I) z^2 + (19400215377789 - 5707839174929 I) z + (7015792304581 - 40829429249980 I) Sigma: ((0 7 19 16 10 4) (1 9 23 18 13 14 8 5 2) (3 11 20 12 6) (15 21 17 22)) Alpha: ((0 1) (2 3) (4 5) (6 7) (8 9) (10 11) (12 13) (14 15) (16 17) (18 19) (20 21) (22 23)) Phi: ((0 2 6) (1 4 8) (3 5 10) (7 12 18) (9 14 22) (11 16 21) (13 20 15) (17 19 23)) Order number: 19 Passport: 9(1) 6(1) 5(1) 4(1) Modulus: (-0.24601929469991649470991373721376242150086109461565621562289011544141538961615113 + 1.34887687624113020695699403640665988349381123157320925617310763988904013284293736 I) Klein invariant: (864 + 4752 I) root of z + (-864 - 4752 I) g2 coefficient: (130.02918864841048721506556016641703423098404153448405973593716924491279404767135628 - 6.49983647352007065643732154994974111549265661138257244047334072192864072881618964 I) root of (3016621240 + 214737241 I) z^7 + (-396033892793 - 9134701519 I) z^6 + (316068770895 + 90954743379 I) z^5 + (-2048388262 + 19892021913 I) z^4 + (-549905311554 + 139690065217 I) z^3 + (514471876172 - 31060496132 I) z^2 + (222557072170 + 212624018134 I) z + (-459378913108 - 757333225868 I) g3 coefficient: (284.31306041954851220872181321334891696910702743062488396279734549458042891747727061 + 29.94426093413984649663181820911408200508449411555348665254614959141958407080346968 I) root of (164398739259 - 96627351453 I) z^6 + (-49678560209680 + 22590244824367 I) z^5 + (13809139084774 - 10293282042347 I) z^4 + (7997105500907 + 21842102708923 I) z^3 + (-10476530333170 - 11833108457263 I) z^2 + (19400215377789 + 5707839174929 I) z + (7015792304581 + 40829429249980 I) Sigma: ((0 7 21 16 10 5 19 23 20 12 4) (1 11 8 2) (3 15 18 13 6) (9 17 22 14)) Alpha: ((0 1) (2 3) (4 5) (6 7) (8 9) (10 11) (12 13) (14 15) (16 17) (18 19) (20 21) (22 23)) Phi: ((0 2 6) (1 4 10) (3 8 14) (5 12 18) (7 13 20) (9 11 16) (15 22 19) (17 21 23)) Order number: 20 Passport: 11(1) 5(1) 4(2) Modulus: (-0.13636026287752125253778199057401247094194216967471684182355946577194650926542278 + 0.99065931515732152803305854641600885589891531124373261383275842142524709727450098 I) Klein invariant: 1312.08261882105668390758207027587534383518264400717785049456383381661709644770911078 root of 5153632 z + -6761990971 g2 coefficient: (170.14103588023139217401805380929147341470708795091381033614549931358232962828624212 - 47.74301490150522044704697286275403283303721977709375420547583018788180108736788681 I) root of (3090234313 + 369388894 I) z^7 + (-542044938845 + 81546978655 I) z^6 + (-83590079698 + 600104665170 I) z^5 + (177309599064 - 105305803921 I) z^4 + (-561682676160 + 561166889294 I) z^3 + (-49331392370 + 46770267385 I) z^2 + (276540778857 + 357289079112 I) z + (230027217310 + 664929988439 I) g3 coefficient: (101.54273596127590823453415460673693502106383509304071085192925631046531983946128710 + 233.40024071907482888031424636411074162711536765141603545958327488289118149858814190 I) root of (708455637 + 441639552 I) z^7 + (31117939795 - 211398941709 I) z^6 + (-279144488329 + 125055218088 I) z^5 + (-327833773033 + 517894943639 I) z^4 + (78537371619 - 568314984392 I) z^3 + (-821755148870 + 327263282564 I) z^2 + (637607001156 - 1836707797948 I) z + (439609492551 - 104894982052 I) Sigma: ((0 5 13 8 4 3) (1 7 15 10 6 2) (9 17 23 20 16 12) (11 19 22 21 18 14)) Alpha: ((0 1) (2 3) (4 5) (6 7) (8 9) (10 11) (12 13) (14 15) (16 17) (18 19) (20 21) (22 23)) Phi: ((0 2 4) (1 3 6) (5 8 12) (7 10 14) (9 13 16) (11 15 18) (17 20 22) (19 21 23)) Order number: 21 Passport: 6(4) Modulus: 3.46410161513775458705489268301174473388561050762076125611161395890386603381760007 I root of z^2 + 12 Klein invariant: 2835807690.42228352772984605248475702519710436510840355721312707226430784386649179355560892 g2 coefficient: 129.87879903723758990150543532294429322688967510678102611732486739934316863539224789 root of 169148777 z^8 + -22246840532 z^7 + 36465852848 z^6 + -46556216300 z^5 + -17638574273 z^4 + 54477774956 z^3 + 30003037240 z^2 + 7520556678 z + 25931475836 g3 coefficient: 284.85600672897853868150803839966774883838263319230580540777623293025231697392107575 root of 1200409531 z^7 + -337808188654 z^6 + -1180243359841 z^5 + 615321271747 z^4 + 884315177404 z^3 + -609472281580 z^2 + 1244567530541 z + 8932259321 Sigma: ((0 7 19 14 8 5 2 1 9 21 16 10 4) (3 11 12 6) (13 17 22 18) (15 23 20)) Alpha: ((0 1) (2 3) (4 5) (6 7) (8 9) (10 11) (12 13) (14 15) (16 17) (18 19) (20 21) (22 23)) Phi: ((0 2 6) (1 4 8) (3 5 10) (7 12 18) (9 14 20) (11 16 13) (15 19 22) (17 21 23)) Order number: 22 Passport: 13(1) 4(2) 3(1) Modulus: (0.50000000000000000000000000000000000000000000000000000000000000000000000000000000 + 1.06241875267101377504834377646256682255581008925885021840370605573714217392392529 I) Klein invariant: -264.50780316716895797841419151202441516476767432094852456219334778718027249801370783 root of 2568640535 z^7 + 677876061660 z^6 + -407807704440 z^5 + 529883815003 z^4 + -1280941806089 z^3 + -210833521054 z^2 + -529643138567 z + 106064986500 g2 coefficient: 90.99831250423134995661772591692447322133349686405016538384002835551286707849729582 root of 298871270 z^8 + -26989520357 z^7 + -18832693999 z^6 + -2413324508 z^5 + -9687652847 z^4 + -3828278975 z^3 + 13535809526 z^2 + 31273241167 z + 15021786284 g3 coefficient: 458.51008995248960180856649590446002568173143072570439931406214202469573639579823214 root of 77909335951 z^6 + -35750619954125 z^5 + 12974102812337 z^4 + 22469574515386 z^3 + 21078230061286 z^2 + -29811040858708 z + 7734390213974 Sigma: ((0 7 18 10 4) (1 8 2) (3 15 22 19 13 20 14 9 5 17 12 6) (11 23 21 16)) Alpha: ((0 1) (2 3) (4 5) (6 7) (8 9) (10 11) (12 13) (14 15) (16 17) (18 19) (20 21) (22 23)) Phi: ((0 2 6) (1 4 9) (3 8 14) (5 10 16) (7 12 19) (11 18 22) (13 17 21) (15 20 23)) Order number: 23 Passport: 12(1) 5(1) 4(1) 3(1) Modulus: (-0.26393365414807187273502923826990847017554633428503281885446398918615083465924327 + 1.04452561253092444371857589068735916313293877133369730489844149182862556284804525 I) Klein invariant: (616.28689946915224245398456896095590492567445038570806800967807071151862938710408152 + 438.54491692419278895294756658855077164266170398212777699137965946862305108738994718 I) root of (30929104296875 - 19124209375000 I) z^2 + (-24523251599223168 - 1413449295656576 I) z + (-1642715590854894592 - 1507190869777049600 I) g2 coefficient: (125.48130768411548706439266696387090024343587977782366132880952556522301116294691363 - 43.73623361750476512952011766875353321436948675045395650457452159459503754817489600 I) root of (2955163639 + 34739089 I) z^7 + (-373903167360 + 120946656611 I) z^6 + (370207842815 + 426027811863 I) z^5 + (-157001802674 + 75745411987 I) z^4 + (-176477096994 - 438329168449 I) z^3 + (-628611852145 + 138464824915 I) z^2 + (451047970683 + 220584141328 I) z + (304356622853 - 86969502638 I) g3 coefficient: (311.84880235074534726893628794236875692185693515827055658450409326031603634668555547 + 200.16072174463659162282578092280103930785631071018957584428317893404364689064124981 I) root of (729733559 - 588360692 I) z^7 + (-346949456542 + 36939276970 I) z^6 + (407944200962 + 471947920490 I) z^5 + (215024307621 + 173690009042 I) z^4 + (-1600995965447 - 331606698768 I) z^3 + (-1614728915920 - 791190847545 I) z^2 + (1006193590906 + 1331106223750 I) z + (1126906031100 + 859262342708 I) Sigma: ((0 7 8 5 2 1 9 13 20 14 10 4) (3 11 19 16 12 6) (15 22 18) (17 23 21)) Alpha: ((0 1) (2 3) (4 5) (6 7) (8 9) (10 11) (12 13) (14 15) (16 17) (18 19) (20 21) (22 23)) Phi: ((0 2 6) (1 4 8) (3 5 10) (7 12 9) (11 14 18) (13 16 21) (15 20 23) (17 19 22)) Order number: 24 Passport: 12(1) 6(1) 3(2) Modulus: (0.4655186713 + 0.8988798500 I) Klein invariant: (3.3465172779 - 3.2505824432 I) g2 coefficient: (25.6988294887 + 22.1796487156 I) g3 coefficient: (726.8963661028 - 84.9829419133 I) Sigma: ((0 7 23 17 19 14 9 22 12 4) (1 11 16 8 2) (3 15 20 13 6) (5 21 18 10)) Alpha: ((0 1) (2 3) (4 5) (6 7) (8 9) (10 11) (12 13) (14 15) (16 17) (18 19) (20 21) (22 23)) Phi: ((0 2 6) (1 4 10) (3 8 14) (5 12 20) (7 13 22) (9 16 23) (11 18 17) (15 19 21)) Order number: 25 Passport: 10(1) 5(2) 4(1) Modulus: (0.34477521652055919968336342966739146895664596892602373985868002796793355060497226 + 1.10536191264776027178605274129591834817903112353195527734821004562902490633116885 I) Klein invariant: (48.65843200000000000000000000000000000000000000000000000000000000000000000000000000 - 720.79462400000000000000000000000000000000000000000000000000000000000000000000000000 I) root of (117 + 44 I) z + (-37408 + 82192 I) g2 coefficient: (112.94130237611597156494885728251021745096528365684012098961820824801164607791278953 + 24.61573344210804595194643235643761186566815122896755985387320184896854038082576795 I) root of (3535984185 - 376233247 I) z^7 + (-410988933279 - 41656131527 I) z^6 + (334246603548 - 263951940826 I) z^5 + (620232362530 - 390966235628 I) z^4 + (-328769589186 + 414835604963 I) z^3 + (-106124408924 - 122470055878 I) z^2 + (251694427344 + 223084648077 I) z + (84490089704 - 80350835312 I) g3 coefficient: (364.02530599902491736819547675452844020720718040964778541001055031205062782070534948 - 110.41233862855357626164703279214735828989530528385078134514636066482090877096056441 I) root of (2324998961 + 432574123 I) z^7 + (-889769819932 + 96688925732 I) z^6 + (-1304068732919 + 1408296136173 I) z^5 + (915749505533 + 82245343126 I) z^4 + (130126825577 - 109621501220 I) z^3 + (990125338206 - 1226603269451 I) z^2 + (1271601556493 - 363727804668 I) z + (-274228040196 + 1471572118 I) Sigma: ((0 5 13 14 8 4 3) (1 7 17 18 10 6 2) (9 23 19 20 12) (11 22 15 21 16)) Alpha: ((0 1) (2 3) (4 5) (6 7) (8 9) (10 11) (12 13) (14 15) (16 17) (18 19) (20 21) (22 23)) Phi: ((0 2 4) (1 3 6) (5 8 12) (7 10 16) (9 14 22) (11 18 23) (13 20 15) (17 21 19)) Order number: 26 Passport: 7(2) 5(2) Modulus: 2.18432500465949816071158642957453539572092663743326159928340698818372377507968277 I Klein invariant: 913769.42924255001065932082091100533610226516566943993292508126761757324041191066394084 root of z^2 + -914416 z + 590816592 g2 coefficient: 129.91292863196073263007832651214516280757645557094415520839534824986904971849926964 root of 4062867434 z^7 + -528005018188 z^6 + 22104446893 z^5 + 264125543580 z^4 + 467165533648 z^3 + 82491411135 z^2 + -642355200624 z + -434830127324 g3 coefficient: 284.69880798305895305084913113796804098966151080870188829573393417590454565841567329 root of 165558660 z^7 + -48503057953 z^6 + 390569817774 z^5 + -260022927091 z^4 + 988635512159 z^3 + -1472527774240 z^2 + 210429881802 z + -459478280540 Sigma: ((0 7 19 20 14 9 5 12 6 3 15 16 10 4) (1 8 2) (11 23 18 13) (17 21 22)) Alpha: ((0 1) (2 3) (4 5) (6 7) (8 9) (10 11) (12 13) (14 15) (16 17) (18 19) (20 21) (22 23)) Phi: ((0 2 6) (1 4 9) (3 8 14) (5 10 13) (7 12 18) (11 16 22) (15 20 17) (19 23 21)) Order number: 27 Passport: 14(1) 4(1) 3(2) Modulus: (0.50000000000000000000000000000000000000000000000000000000000000000000000000000000 + 0.94744497033909443910556608027893465884884728354151356207655799184441934116873970 I) Klein invariant: -21.60847189876391372841587509033345678369555910448066846307736231557164591999188888 root of 3769304304267952128 z^2 + 3284219076931720839168 z + 69206969233824288109873 g2 coefficient: 50.77191595747357594369325023086327983073532271030351725036090260656181831415323782 root of 348948753 z^8 + -17525693595 z^7 + -9769701450 z^6 + 3078756001 z^5 + 16272129806 z^4 + 10147676108 z^3 + -9276443139 z^2 + 14437773067 z + -10772005678 g3 coefficient: 626.48669961917660774336056265823201718027374114636508439979059211299804248258215289 root of 62010822642 z^6 + -38718895746799 z^5 + -81502102688036 z^4 + 13475921566663 z^3 + -73420590512959 z^2 + 49087735074189 z + 7541632875897 Sigma: ((0 7 21 16 8 2 1 11 22 14 9 4) (3 15 12 6) (5 17 18 10) (13 23 19 20)) Alpha: ((0 1) (2 3) (4 5) (6 7) (8 9) (10 11) (12 13) (14 15) (16 17) (18 19) (20 21) (22 23)) Phi: ((0 2 6) (1 4 10) (3 8 14) (5 9 16) (7 12 20) (11 18 23) (13 15 22) (17 21 19)) Order number: 28 Passport: 12(1) 4(3) Modulus: (0.41931794005507891041893000849840618967917831662466253668571523015547493684730546 + 0.90783944899302830939675170076340652015561899209982604750757937952844685423265846 I) Klein invariant: 31.64852918762383782959914647157445511354976375552507239750038103947568968145099832 root of 6561 z + -207646 g2 coefficient: (40.71893185498203100812216863457896611386931550152960998777157712505455649285793469 + 47.81594547017849516462822632842871516044549216628203015492707997447403242212185431 I) root of (317857864 - 32985687 I) z^8 + (-14838515931 - 13834129512 I) z^7 + (13857423831 + 14150536577 I) z^6 + (-4732055972 + 14577960406 I) z^5 + (10093139261 + 20494235738 I) z^4 + (509241638 - 11058889083 I) z^3 + (13054205314 - 8605472385 I) z^2 + (-35293720114 + 13278585240 I) z + (-1518641445 + 14397319710 I) g3 coefficient: (675.35241193138225773315002746068292744985539790663023870187791622774060613520671407 - 188.88454031894252143986416379516371817203483112006371956614510549309983007844381013 I) root of (43136577710 + 27960752071 I) z^6 + (-34439354848619 - 10735229569839 I) z^5 + (17220988573593 - 5014093138887 I) z^4 + (7260993437484 - 20176769560500 I) z^3 + (-25956010003425 - 96894755569404 I) z^2 + (-38799783074297 + 87371246126636 I) z + (-50772669158937 + 48020672118800 I) Sigma: ((0 7 21 22 14 9 17 20 12 4) (1 11 8 2) (3 15 18 13 6) (5 19 23 16 10)) Alpha: ((0 1) (2 3) (4 5) (6 7) (8 9) (10 11) (12 13) (14 15) (16 17) (18 19) (20 21) (22 23)) Phi: ((0 2 6) (1 4 10) (3 8 14) (5 12 18) (7 13 20) (9 11 16) (15 22 19) (17 23 21)) Order number: 29 Passport: 10(1) 5(2) 4(1) Modulus: (-0.34477521652055919968336342966739146895664596892602373985868002796793355060497226 + 1.10536191264776027178605274129591834817903112353195527734821004562902490633116885 I) Klein invariant: (48.65843200000000000000000000000000000000000000000000000000000000000000000000000000 + 720.79462400000000000000000000000000000000000000000000000000000000000000000000000000 I) root of (117 - 44 I) z + (-37408 - 82192 I) g2 coefficient: (112.94130237611597156494885728251021745096528365684012098961820824801164607791278953 - 24.61573344210804595194643235643761186566815122896755985387320184896854038082576795 I) root of (3535984185 + 376233247 I) z^7 + (-410988933279 + 41656131527 I) z^6 + (334246603548 + 263951940826 I) z^5 + (620232362530 + 390966235628 I) z^4 + (-328769589186 - 414835604963 I) z^3 + (-106124408924 + 122470055878 I) z^2 + (251694427344 - 223084648077 I) z + (84490089704 + 80350835312 I) g3 coefficient: (364.02530599902491736819547675452844020720718040964778541001055031205062782070534948 + 110.41233862855357626164703279214735828989530528385078134514636066482090877096056441 I) root of (2324998961 - 432574123 I) z^7 + (-889769819932 - 96688925732 I) z^6 + (-1304068732919 - 1408296136173 I) z^5 + (915749505533 - 82245343126 I) z^4 + (130126825577 + 109621501220 I) z^3 + (990125338206 + 1226603269451 I) z^2 + (1271601556493 + 363727804668 I) z + (-274228040196 - 1471572118 I) Sigma: ((0 7 19 16 10 4) (1 8 2) (3 15 22 18 13 11 20 14 9 5 12 6) (17 23 21)) Alpha: ((0 1) (2 3) (4 5) (6 7) (8 9) (10 11) (12 13) (14 15) (16 17) (18 19) (20 21) (22 23)) Phi: ((0 2 6) (1 4 9) (3 8 14) (5 10 13) (7 12 18) (11 16 21) (15 20 23) (17 19 22)) Order number: 30 Passport: 12(1) 6(1) 3(2) Modulus: 1.12802307845670074921978772094548705375678680495344028946559040461726850217817691 I Klein invariant: 2121.00061114949291170992775524465992726736561989257170643939843038659319896431713446 root of z^2 + -869824 z + 1840398592 g2 coefficient: 156.11583935932053069543170358568740275288151404382609270874603059136712775334295530 root of 1215977333 z^7 + -185805703191 z^6 + -627149094559 z^5 + -254903510481 z^4 + 162633079106 z^3 + 448477051177 z^2 + -99693204284 z + 958859953930 g3 coefficient: 161.59011370511632599890973796162170996933066827278390785913481578781617397779053566 root of 3858545309 z^7 + -619869113269 z^6 + -589252506524 z^5 + 338651176257 z^4 + -179448378820 z^3 + -887158629650 z^2 + -115606166914 z + 256214746356 Sigma: ((0 7 19 22 16 10 4) (1 9 21 18 13 17 14 8 5 2) (3 11 12 6) (15 23 20)) Alpha: ((0 1) (2 3) (4 5) (6 7) (8 9) (10 11) (12 13) (14 15) (16 17) (18 19) (20 21) (22 23)) Phi: ((0 2 6) (1 4 8) (3 5 10) (7 12 18) (9 14 20) (11 16 13) (15 17 22) (19 21 23)) Order number: 31 Passport: 10(1) 7(1) 4(1) 3(1) Modulus: 1.33362107572420003066928102818986865656388138836781848796657612462834855422793758 I Klein invariant: 5146.68141795873349518697603345962987282583939230352839008620767990079287040474995995 root of 69328955078125 z^2 + -8525947821075000000 z + 42043929007034219215104 g2 coefficient: 137.04887287494874287024566648225887356244600461309772615650855280019439557609952279 root of 4198960647 z^7 + -574450514152 z^6 + -140030110069 z^5 + 176310755342 z^4 + 142345938093 z^3 + 362088894763 z^2 + -895269390239 z + -608865087672 g3 coefficient: 251.65003365168442399324354573995379670273390378149671235062425493893090792145850228 root of 76879342 z^7 + -21135585454 z^6 + 449205548006 z^5 + 247864824773 z^4 + -928418438421 z^3 + 100928289059 z^2 + 981029493842 z + 83756133205 Sigma: ((0 5 13 8 4 3) (1 7 15 22 16 10 6 2) (9 19 23 21 17 18 12) (11 20 14)) Alpha: ((0 1) (2 3) (4 5) (6 7) (8 9) (10 11) (12 13) (14 15) (16 17) (18 19) (20 21) (22 23)) Phi: ((0 2 4) (1 3 6) (5 8 12) (7 10 14) (9 13 18) (11 16 21) (15 20 23) (17 22 19)) Order number: 32 Passport: 8(1) 7(1) 6(1) 3(1) Modulus: (0.50000000000000000000000000000000000000000000000000000000000000000000000000000000 + 2.61228056880986982173280090872207073199376834826480890993379874530101511913008330 I) Klein invariant: -13435184.24594841600000000000000000000000000000000000000000000000000000000000000000000000 root of 1953125 z + 26240594230368 g2 coefficient: 129.87646807996354831644095744853123569088489808268564448464108985951225858881392013 root of 3043393395 z^7 + -395840691998 z^6 + 69419971410 z^5 + 690605941740 z^4 + 124242440678 z^3 + 125692859763 z^2 + -9149385242 z + -17600343772 g3 coefficient: 284.86674266877186257287538771930388243964825447110322395625196945880854387329521523 root of 610389563 z^7 + -169161687453 z^6 + -1343617301375 z^5 + -114051372669 z^4 + 1352646432605 z^3 + -932785419308 z^2 + -610928151783 z + 1176508959279 Sigma: ((0 7 19 16 11 21 23 18 13 10 4) (1 8 2) (3 15 20 12 6) (5 17 22 14 9)) Alpha: ((0 1) (2 3) (4 5) (6 7) (8 9) (10 11) (12 13) (14 15) (16 17) (18 19) (20 21) (22 23)) Phi: ((0 2 6) (1 4 9) (3 8 14) (5 10 16) (7 12 18) (11 13 20) (15 22 21) (17 19 23)) Order number: 33 Passport: 11(1) 5(2) 3(1) Modulus: (-0.30793816359033309079923197188585699966732276651985277099693471698636169449259429 + 0.95140637343072978574021140339619125981916232316021593216785738869339655774864976 I) Klein invariant: 335.36055038466075963514663057044041949444585876523585696456402009301401419426144513 root of 161051 z + -54010152 g2 coefficient: (100.42060699513850301727815637320035744218259188093690808148386347723641517992142352 - 72.61239332432662279952249014663110757120306605661763003183205602906696846637056843 I) root of (5481521094 + 5470246277 I) z^7 + (-948781746713 - 151860052601 I) z^6 + (154604635918 - 23219641247 I) z^5 + (-286858520900 - 25210693236 I) z^4 + (104258460470 + 128526189744 I) z^3 + (176946928831 - 425610377328 I) z^2 + (308313234320 - 307710333063 I) z + (-117313117695 + 75373269881 I) g3 coefficient: (436.60476665777663569515431475806290532757453670347330552278591665270373306302519350 + 319.48722799743520871313888405378393033905937045510060321090433029152020439959109983 I) root of (137654298888 - 32030260479 I) z^6 + (-70274477880745 - 30058190343927 I) z^5 + (-46311169241893 + 8948717202870 I) z^4 + (-17507531178493 + 8140539887041 I) z^3 + (-54510611561434 + 35670916118152 I) z^2 + (5012980476943 + 38811219874594 I) z + (22794698064115 - 32753549702530 I) Sigma: ((0 7 17 20 14 11 6 3 13 22 16 10 4) (1 8 2) (5 15 18 12 9) (19 21 23)) Alpha: ((0 1) (2 3) (4 5) (6 7) (8 9) (10 11) (12 13) (14 15) (16 17) (18 19) (20 21) (22 23)) Phi: ((0 2 6) (1 4 9) (3 8 12) (5 10 14) (7 11 16) (13 18 23) (15 20 19) (17 22 21)) Order number: 34 Passport: 13(1) 5(1) 3(2) Modulus: (-0.42600247694866469756094104398596919401257506833703209560489853601656121461782497 + 0.90472199577196220779102731446686860710155394886335475073336937166890367422491192 I) Klein invariant: 24.73483386260962256987239087791974841831905038407992333788239047867928453930670660 root of 996144 z^10 + -16552808 z^9 + -195320864 z^8 + -112543706 z^7 + -99441532 z^6 + 176354363 z^5 + -46302054 z^4 + -232550554 z^3 + 146891750 z^2 + -106334632 z + 103684110 g2 coefficient: (37.13128803483245587370134110869351892277003265211472793767490309114442023835666701 - 44.92912952020459867692470040699085863410826077168660321412466653303695306561181676 I) root of (446014756 - 138053557 I) z^8 + (-10656895310 + 25208945477 I) z^7 + (9349659401 - 15283445337 I) z^6 + (3018626684 + 19778785372 I) z^5 + (-15682358778 + 29263011634 I) z^4 + (3151503653 - 5407405933 I) z^3 + (-646301110 + 13583765285 I) z^2 + (4212900196 - 2625905008 I) z + (19919236644 - 1755870378 I) g3 coefficient: (688.46229615642394910240814837639362392529679665688182858865870500856030538004457913 + 176.22411003302997755873001161070674469340048274384133683385067548591973230701517815 I) root of (86412296824 - 48844833148 I) z^6 + (-68086170567331 + 18517286437073 I) z^5 + (11760077022740 - 83139008392017 I) z^4 + (-54235625309148 - 2255865448189 I) z^3 + (13967034532765 + 43194072186034 I) z^2 + (2061301160029 + 6609658746912 I) z + (94471705731219 + 23297499421568 I) Sigma: ((0 5 13 16 10 6 2 1 7 14 8 4 3) (9 21 18 12) (11 23 20 15) (17 19 22)) Alpha: ((0 1) (2 3) (4 5) (6 7) (8 9) (10 11) (12 13) (14 15) (16 17) (18 19) (20 21) (22 23)) Phi: ((0 2 4) (1 3 6) (5 8 12) (7 10 15) (9 14 20) (11 16 22) (13 18 17) (19 21 23)) Order number: 35 Passport: 13(1) 4(2) 3(1) Modulus: (0.50000000000000000000000000000000000000000000000000000000000000000000000000000000 + 1.34332382289482539280382179278108211941421819594099400639331796622828489584261003 I) Klein invariant: -3927.71478678189696745605328014290083729053032341436636615186630542860201670220414189 root of 1410568077862 z^5 + 5539572014145901 z^4 + -2891744982321219 z^3 + 12985298732686739 z^2 + -13643185382061004 z + 3258853360771286 g2 coefficient: 123.15975882628885551321061818787327626223779791535345105203132922978962268205998871 root of 5924603839 z^7 + -730974597368 z^6 + 160579147692 z^5 + -31843887848 z^4 + 167125187673 z^3 + -167183479112 z^2 + 60719299244 z + -242781854421 g3 coefficient: 315.64225751281789396141690626614621940923574128372987383792024419009838178515887284 root of 3292261200 z^7 + -1035948555271 z^6 + -1019074122618 z^5 + 33805673722 z^4 + 993009061250 z^3 + 579979402075 z^2 + -867402114975 z + 306708721063 Sigma: ((0 5 13 22 14 8 4 3) (1 7 17 20 15 10 6 2) (9 21 18 12) (11 23 19 16)) Alpha: ((0 1) (2 3) (4 5) (6 7) (8 9) (10 11) (12 13) (14 15) (16 17) (18 19) (20 21) (22 23)) Phi: ((0 2 4) (1 3 6) (5 8 12) (7 10 16) (9 14 20) (11 15 22) (13 18 23) (17 19 21)) Order number: 36 Passport: 8(2) 4(2) Modulus: (0.23536039239465463476440620061555332489564512036413617307564239741335356112111446 + 1.85685453712496091089366438755643940125502634043448569670203151259020780789804147 I) Klein invariant: (11459.18750000000000000000000000000000000000000000000000000000000000000000000000000000 - 116158.41968333624899823908073773197157124298808516037882359449498575036158603299897400 I) root of 512 z^2 + -11734208 z + 6975534818043 g2 coefficient: (129.90331200281016827244452774009360037036512005098755474609112936335667152870747484 + 0.26608409226003062770153133524411960809393357890195259270507254419203111659419624 I) root of (3591234074 - 3487384427 I) z^7 + (-467276465842 + 448614250036 I) z^6 + (-23946807705 + 452308404766 I) z^5 + (215978955565 - 490926394121 I) z^4 + (-308252529158 - 306718963757 I) z^3 + (118972902453 + 627779585433 I) z^2 + (293925885601 + 125757506644 I) z + (417271589307 - 85053055645 I) g3 coefficient: (284.74335347337413209828574643086457494767116057144905606657773387572014414222824558 - 1.22558050674616750171252908313355331527903372628077947757539694065001319764235182 I) root of (2337222573 - 444868692 I) z^7 + (-661954679026 + 130084908314 I) z^6 + (-854550801432 - 147471204148 I) z^5 + (-811341675127 - 1309940858954 I) z^4 + (395268744843 + 170371814399 I) z^3 + (357702416434 + 393257416305 I) z^2 + (-881946336961 - 1367456187028 I) z + (369496309820 - 33673005658 I) Sigma: ((0 7 16 10 4) (1 9 19 20 14 8 5 2) (3 11 23 18 15 12 6) (13 21 22 17)) Alpha: ((0 1) (2 3) (4 5) (6 7) (8 9) (10 11) (12 13) (14 15) (16 17) (18 19) (20 21) (22 23)) Phi: ((0 2 6) (1 4 8) (3 5 10) (7 12 17) (9 14 18) (11 16 22) (13 15 20) (19 23 21)) Order number: 37 Passport: 8(1) 7(1) 5(1) 4(1) Modulus: (0.50000000000000000000000000000000000000000000000000000000000000000000000000000000 + 1.54202963966201997287855869413187590208853936151979602159781628948128456312615320 I) Klein invariant: -15404.92372539362352618522188267394510225364407565694872109459958889556170838680656028 root of 1977326743 z + 30460567656096 g2 coefficient: 127.94819972666470687399674184264396300736378354745971042652320162539966105076948551 root of 30839916 z^8 + -3852809369 z^7 + -11908200586 z^6 + -316567854 z^5 + -26578859961 z^4 + 38733887281 z^3 + 30640333098 z^2 + -10567862041 z + -65317638924 g3 coefficient: 293.73476591583342608409385127362351174472482728475970079108780558987766146967571928 root of 69922761823 z^6 + -20632568314024 z^5 + 27658071606121 z^4 + -29082583949355 z^3 + -18094406502323 z^2 + 20991004023073 z + 26405803112260 Sigma: ((0 5 13 11 20 14 8 4 3) (1 7 12 9 19 16 10 6 2) (15 22 18) (17 23 21)) Alpha: ((0 1) (2 3) (4 5) (6 7) (8 9) (10 11) (12 13) (14 15) (16 17) (18 19) (20 21) (22 23)) Phi: ((0 2 4) (1 3 6) (5 8 12) (7 10 13) (9 14 18) (11 16 21) (15 20 23) (17 19 22)) Order number: 38 Passport: 9(2) 3(2) Modulus: (0.23564745869879980924107671241882256001443080501306111510628865973608087223484712 + 1.56054075091172687447379182616178443069567425048067111704840381604834302211700483 I) Klein invariant: (2377.40052846815590831842464824362367377699208270004468681011756872782594744138367819 - 18042.67409147031842665023562073929848702918209982936645891644578221487565381824085565 I) root of 531441 z^3 + -42488333973 z^2 + 366016695860736 z + -13234833427661329552 g2 coefficient: (130.03280820402735729369897113943073401685728103122060685620330154520321962362365234 + 1.71273490200411655044846295981857533525832724076203792629982919025732737912433267 I) root of (3094806174 + 532687177 I) z^7 + (-404115144111 - 75507433432 I) z^6 + (335904694165 + 127767910259 I) z^5 + (99600317682 - 132284458473 I) z^4 + (-507405041626 - 847485520669 I) z^3 + (165201885209 - 136185550001 I) z^2 + (122431184391 - 54925548444 I) z + (-32716792609 + 77081299855 I) g3 coefficient: (284.15698618601087823314088767058835251937287370018555640068031815885215791964314324 - 7.89041675020112522462595087478042347523282934448538530136862463815688246880785046 I) root of (5620803111 + 2848854 I) z^7 + (-1600663742031 + 50219136863 I) z^6 + (930230712472 - 1924980362282 I) z^5 + (-669065961208 + 48715648238 I) z^4 + (-50300451388 - 416720694170 I) z^3 + (-24436225058 - 114350530995 I) z^2 + (444355565217 - 1921470587 I) z + (-306130308026 - 531291105718 I) Sigma: ((0 7 21 23 18 13 6 3 15 20 12 4) (1 11 8 2) (5 19 16 10) (9 17 22 14)) Alpha: ((0 1) (2 3) (4 5) (6 7) (8 9) (10 11) (12 13) (14 15) (16 17) (18 19) (20 21) (22 23)) Phi: ((0 2 6) (1 4 10) (3 8 14) (5 12 18) (7 13 20) (9 11 16) (15 22 21) (17 19 23)) Order number: 39 Passport: 12(1) 4(3) Modulus: (0.50000000000000000000000000000000000000000000000000000000000000000000000000000000 + 0.86602540378443864676372317075293618347140262690519031402790348972596650845440002 I) root of z^2 + -1 z + 1 Klein invariant: 0 root of z g2 coefficient: 0 root of z g3 coefficient: 820.82443707955622371582988213729528125215266857813805171958235572269333541641960385 root of 39762433522 z^6 + -32517252516083 z^5 + -99156309618280 z^4 + 51432061473788 z^3 + -32604443787213 z^2 + -1418955005544 z + -6166823948287 Sigma: ((0 7 15 23 21 19 14 10 4) (1 9 17 22 18 12 8 5 2) (3 11 6) (13 20 16)) Alpha: ((0 1) (2 3) (4 5) (6 7) (8 9) (10 11) (12 13) (14 15) (16 17) (18 19) (20 21) (22 23)) Phi: ((0 2 6) (1 4 8) (3 5 10) (7 11 14) (9 12 16) (13 18 21) (15 19 22) (17 20 23)) Order number: 40 Passport: 9(2) 3(2) Modulus: 1.73205080756887729352744634150587236694280525381038062805580697945193301690880004 I root of z^2 + 3 Klein invariant: 54000 root of z + -54000 g2 coefficient: 130.46423093384007167195319462449019609921131587816068010593707184693511930929576078 root of 4644618961 z^7 + -608125059677 z^6 + 282890031878 z^5 + -2364278996 z^4 + 499058374461 z^3 + -261315802288 z^2 + -540844532682 z + -446010298889 g3 coefficient: 282.15840024609745190231652198469525293042747982373495527860643477967583404939423882 root of 125021336604 z^6 + -35239592631632 z^5 + -10330305406573 z^4 + 30533017209276 z^3 + 11446462019239 z^2 + -20494677957950 z + 36996854261776 Sigma: ((0 5 13 20 14 8 4 3) (1 7 17 12 9 18 10 6 2) (11 23 21 16) (15 22 19)) Alpha: ((0 1) (2 3) (4 5) (6 7) (8 9) (10 11) (12 13) (14 15) (16 17) (18 19) (20 21) (22 23)) Phi: ((0 2 4) (1 3 6) (5 8 12) (7 10 16) (9 14 19) (11 18 22) (13 17 21) (15 20 23)) Order number: 41 Passport: 9(1) 8(1) 4(1) 3(1) Modulus: (0.07358344923862655917242873608197812002637024166691984098497522069918052384294901 + 1.71255494938503779542053934800494530098795890044798137563061313470835502377743798 I) Klein invariant: (42914.26650325990032114347691926176901667291720848434658504880292842677001661567591645 - 21012.43006306036589276107904511837137566192818616150006586528967392214785722546168571 I) root of (2298884260292 + 100012551538 I) z^5 + (-100758956854945559 + 44010666654603979 I) z^4 + (160873343514275743 + 54917137216946258 I) z^3 + (-51311348098831066 + 133483663927740121 I) z^2 + (-195017859998852070 + 120676342295702809 I) z + (79172282236877200 + 62209810439439668 I) g2 coefficient: (130.47102449400250762350747254625485337955695388819426912364507198249592965783306083 + 0.29521268697167909351004275540262435303951737064353690617611358580079740323110286 I) root of (3927884158 + 806241862 I) z^7 + (-510230358270 - 105136740155 I) z^6 + (-261123502431 - 163914837642 I) z^5 + (-39528220940 + 639356317361 I) z^4 + (-720756767167 + 452012208895 I) z^3 + (-203624056781 - 312960125026 I) z^2 + (-27588700318 + 76669167049 I) z + (193284787323 + 41921396292 I) g3 coefficient: (282.12739089558837877547841829981223266442593570806237114846689372927752622909430187 - 1.36093486382550310518507210526681889711584499739655351948983905986405990416571650 I) root of (2506907901 + 639488593 I) z^7 + (-705526046859 - 174376080768 I) z^6 + (-735652008427 - 734576916241 I) z^5 + (-1344072834105 - 1037835354732 I) z^4 + (343022563965 - 103271042594 I) z^3 + (257588951432 - 713284336066 I) z^2 + (-47575486011 - 849220615713 I) z + (-1079849317534 + 590740200029 I) Sigma: ((0 7 19 22 14 9 5 17 18 13 10 4) (1 8 2) (3 15 20 12 6) (11 21 23 16)) Alpha: ((0 1) (2 3) (4 5) (6 7) (8 9) (10 11) (12 13) (14 15) (16 17) (18 19) (20 21) (22 23)) Phi: ((0 2 6) (1 4 9) (3 8 14) (5 10 16) (7 12 18) (11 13 20) (15 22 21) (17 23 19)) Order number: 42 Passport: 12(1) 5(1) 4(1) 3(1) Modulus: (0.26393365414807187273502923826990847017554633428503281885446398918615083465924327 + 1.04452561253092444371857589068735916313293877133369730489844149182862556284804525 I) Klein invariant: (616.28689946915224245398456896095590492567445038570806800967807071151862938710408152 - 438.54491692419278895294756658855077164266170398212777699137965946862305108738994718 I) root of (30929104296875 + 19124209375000 I) z^2 + (-24523251599223168 + 1413449295656576 I) z + (-1642715590854894592 + 1507190869777049600 I) g2 coefficient: (125.48130768411548706439266696387090024343587977782366132880952556522301116294691363 + 43.73623361750476512952011766875353321436948675045395650457452159459503754817489600 I) root of (2955163639 - 34739089 I) z^7 + (-373903167360 - 120946656611 I) z^6 + (370207842815 - 426027811863 I) z^5 + (-157001802674 - 75745411987 I) z^4 + (-176477096994 + 438329168449 I) z^3 + (-628611852145 - 138464824915 I) z^2 + (451047970683 - 220584141328 I) z + (304356622853 + 86969502638 I) g3 coefficient: (311.84880235074534726893628794236875692185693515827055658450409326031603634668555547 - 200.16072174463659162282578092280103930785631071018957584428317893404364689064124981 I) root of (729733559 + 588360692 I) z^7 + (-346949456542 - 36939276970 I) z^6 + (407944200962 - 471947920490 I) z^5 + (215024307621 - 173690009042 I) z^4 + (-1600995965447 + 331606698768 I) z^3 + (-1614728915920 + 791190847545 I) z^2 + (1006193590906 - 1331106223750 I) z + (1126906031100 - 859262342708 I) Sigma: ((0 5 13 14 8 4 3) (1 7 17 18 10 6 2) (9 23 16 11 20 12) (15 21 19 22)) Alpha: ((0 1) (2 3) (4 5) (6 7) (8 9) (10 11) (12 13) (14 15) (16 17) (18 19) (20 21) (22 23)) Phi: ((0 2 4) (1 3 6) (5 8 12) (7 10 16) (9 14 22) (11 18 21) (13 20 15) (17 23 19)) Order number: 43 Passport: 7(2) 6(1) 4(1) Modulus: (0.50000000000000000000000000000000000000000000000000000000000000000000000000000000 + 2.15244779253091079966666596377004093835149551187820638129467880869622365146256171 I) Klein invariant: -746561.01221524164118909481564741634506425266564654754684433960337857640700853760874325 root of 4782969 z^2 + -140664190437568 z + -107680204166497530624 g2 coefficient: 129.83707743961283412782710873394312222259030654638437194735957323000760177104434633 root of 1105107791 z^7 + -137356686913 z^6 + -798654339360 z^5 + 399441402598 z^4 + 507924499891 z^3 + -570699327850 z^2 + -77834577790 z + -426615552997 g3 coefficient: 285.04816253556142213129232198223098444304948944171021255961708946939199600940061865 root of 5726895859 z^7 + -1631096087892 z^6 + -380844798735 z^5 + -727109858915 z^4 + -769731697723 z^3 + 91882634807 z^2 + 1224549499777 z + -563551116059 Sigma: ((0 7 19 16 10 4) (1 9 21 17 22 14 8 5 2) (3 11 20 15 12 6) (13 23 18)) Alpha: ((0 1) (2 3) (4 5) (6 7) (8 9) (10 11) (12 13) (14 15) (16 17) (18 19) (20 21) (22 23)) Phi: ((0 2 6) (1 4 8) (3 5 10) (7 12 18) (9 14 20) (11 16 21) (13 15 22) (17 19 23)) Order number: 44 Passport: 9(1) 6(2) 3(1) Modulus: (-0.47214740084845894240627778749925007371575061082840988067507626329744860299913118 + 1.28137834536250916825119349777538113967142798090748861591792828636362910558698807 I) Klein invariant: (-2405.21086540800000000000000000000000000000000000000000000000000000000000000000000000 + 536.05825574400000000000000000000000000000000000000000000000000000000000000000000000 I) root of (4796 - 2872 I) z + (9995832 - 9478701 I) g2 coefficient: (120.12190162272527478177696130814702815918664992322442745401222069923778342709422372 - 1.72010268925542068879786571198545306560300582286041500952780438189378858870842380 I) root of (6308857211 + 1037435359 I) z^7 + (-756404636400 - 111652840145 I) z^6 + (-387058933708 - 248996356676 I) z^5 + (-284514328050 + 76803552025 I) z^4 + (-91280553713 - 292097698031 I) z^3 + (-8678434008 + 73199496635 I) z^2 + (-101202701874 - 32879725667 I) z + (-22244584304 + 425257104052 I) g3 coefficient: (329.46651013590525096436843757823918664290799470548365368274354641567048970767848955 + 7.80294225604373229577083125657231906819301920207701285592611594297283700838608032 I) root of (44698036526 + 40691840248 I) z^6 + (-14346413014830 - 13795234624848 I) z^5 + (-20919873749079 + 12625653473844 I) z^4 + (-2796275720120 + 6138261852544 I) z^3 + (-13624114186189 - 31214854871145 I) z^2 + (44771387348469 + 17076117063094 I) z + (-45574133545677 + 6050204071871 I) Sigma: ((0 7 19 20 15 16 10 4) (1 9 21 22 14 8 5 2) (3 11 12 6) (13 17 23 18)) Alpha: ((0 1) (2 3) (4 5) (6 7) (8 9) (10 11) (12 13) (14 15) (16 17) (18 19) (20 21) (22 23)) Phi: ((0 2 6) (1 4 8) (3 5 10) (7 12 18) (9 14 20) (11 16 13) (15 22 17) (19 23 21)) Order number: 45 Passport: 8(2) 4(2) Modulus: 1.46921803162530049263410889351706137636109512180089713711300584727011619433587288 I Klein invariant: 10976 root of z + -10976 g2 coefficient: 132.93370540605169415571285233254958221182766955354769007994706771941531910980050485 root of 3952400606 z^7 + -525902808316 z^6 + 67156093010 z^5 + -169372888997 z^4 + -117723381572 z^3 + 124898421992 z^2 + -1003645542200 z + -387684522628 g3 coefficient: 270.75260574486682143856884004399923743434827076460290628778404152768807372891681114 root of 2961683200 z^7 + -797058488664 z^6 + -1305663317984 z^5 + -189257013731 z^4 + -499312489300 z^3 + -802606473125 z^2 + -133514159474 z + -317293463157 Sigma: ((0 5 13 14 8 4 3) (1 7 17 20 15 18 10 6 2) (9 21 23 19 12) (11 22 16)) Alpha: ((0 1) (2 3) (4 5) (6 7) (8 9) (10 11) (12 13) (14 15) (16 17) (18 19) (20 21) (22 23)) Phi: ((0 2 4) (1 3 6) (5 8 12) (7 10 16) (9 14 20) (11 18 23) (13 19 15) (17 22 21)) Order number: 46 Passport: 9(1) 7(1) 5(1) 3(1) Modulus: (0.50000000000000000000000000000000000000000000000000000000000000000000000000000000 + 1.96717922937456096354945489358537324509870302854644406755905105278968067225468322 I) Klein invariant: -232573.44860942201492263463038940653686065633899348523692759431063316600472276145814573 root of 669845673459105 z^4 + 155788641386171663148 z^3 + 75138411067832374629 z^2 + 11526818657062076735 z + -304118614767026389015 g2 coefficient: 129.74519401016925039379192349388684513493952737367578451884917811324316816816598340 root of 2584717680 z^7 + -338128063634 z^6 + 356651700000 z^5 + 410806010472 z^4 + 219916465750 z^3 + -16691738365 z^2 + 706236234029 z + -278603987807 g3 coefficient: 285.47130352494327905307444883498289358419795612904289768051781932830385068687298166 root of 1875810117 z^7 + -529636639991 z^6 + -1667973148887 z^5 + -853042838835 z^4 + 540617941234 z^3 + 535001555164 z^2 + 502058300744 z + 59826760766 Sigma: ((0 7 10 4) (1 9 19 16 12 6 3 11 13 20 14 8 5 2) (15 22 18) (17 23 21)) Alpha: ((0 1) (2 3) (4 5) (6 7) (8 9) (10 11) (12 13) (14 15) (16 17) (18 19) (20 21) (22 23)) Phi: ((0 2 6) (1 4 8) (3 5 10) (7 12 11) (9 14 18) (13 16 21) (15 20 23) (17 19 22)) Order number: 47 Passport: 14(1) 4(1) 3(2) Modulus: 1.36902733368997053462187012560968502392167508572141772754060066702190648712302184 I Klein invariant: 6222.64229945282950902197190148469865791537405251788102417598789796556577811440054129 root of 15193211036787 z^2 + -6177454460476992 z + -549860446486391685376 g2 coefficient: 135.61639131847076201229834153867321213522354522187864132816948891057358105572353157 root of 3531355393 z^7 + -480945866938 z^6 + 274945321877 z^5 + 166259868066 z^4 + -558227842294 z^3 + 231458690043 z^2 + 575160593265 z + 253817473602 g3 coefficient: 258.31316614214675905183010703263909255695720155284010815592186574820197965195396714 root of 58900628869 z^6 + -15162878197069 z^5 + -13507551154114 z^4 + 24077566260581 z^3 + 13787590232385 z^2 + -3590867149426 z + 26447583548120 Sigma: ((0 5 13 20 14 11 8 4 3) (1 7 15 22 16 10 6 2) (9 17 18 12) (19 23 21)) Alpha: ((0 1) (2 3) (4 5) (6 7) (8 9) (10 11) (12 13) (14 15) (16 17) (18 19) (20 21) (22 23)) Phi: ((0 2 4) (1 3 6) (5 8 12) (7 10 14) (9 11 16) (13 18 21) (15 20 23) (17 22 19)) Order number: 48 Passport: 9(1) 8(1) 4(1) 3(1) Modulus: (-0.07358344923862655917242873608197812002637024166691984098497522069918052384294901 + 1.71255494938503779542053934800494530098795890044798137563061313470835502377743798 I) Klein invariant: (42914.26650325990032114347691926176901667291720848434658504880292842677001661567591645 + 21012.43006306036589276107904511837137566192818616150006586528967392214785722546168571 I) root of (1007830715797 + 956523396018 I) z^5 + (-23152751333306184 - 62228049168901629 I) z^4 + (2345131608540570 + 138240885331428878 I) z^3 + (20522021106106053 + 56791716145333504 I) z^2 + (144600801530787277 - 35136929200177764 I) z + (371860448190474181 - 10001114131898457 I) g2 coefficient: (130.47102449400250762350747254625485337955695388819426912364507198249592965783306083 - 0.29521268697167909351004275540262435303951737064353690617611358580079740323110286 I) root of (3927884158 - 806241862 I) z^7 + (-510230358270 + 105136740155 I) z^6 + (-261123502431 + 163914837642 I) z^5 + (-39528220940 - 639356317361 I) z^4 + (-720756767167 - 452012208895 I) z^3 + (-203624056781 + 312960125026 I) z^2 + (-27588700318 - 76669167049 I) z + (193284787323 - 41921396292 I) g3 coefficient: (282.12739089558837877547841829981223266442593570806237114846689372927752622909430187 + 1.36093486382550310518507210526681889711584499739655351948983905986405990416571650 I) root of (2506907901 - 639488593 I) z^7 + (-705526046859 + 174376080768 I) z^6 + (-735652008427 + 734576916241 I) z^5 + (-1344072834105 + 1037835354732 I) z^4 + (343022563965 + 103271042594 I) z^3 + (257588951432 + 713284336066 I) z^2 + (-47575486011 + 849220615713 I) z + (-1079849317534 - 590740200029 I) Sigma: ((0 5 13 8 4 3) (1 7 15 16 10 6 2) (9 19 22 17 21 18 12) (11 23 20 14)) Alpha: ((0 1) (2 3) (4 5) (6 7) (8 9) (10 11) (12 13) (14 15) (16 17) (18 19) (20 21) (22 23)) Phi: ((0 2 4) (1 3 6) (5 8 12) (7 10 14) (9 13 18) (11 16 22) (15 20 17) (19 21 23)) Order number: 49 Passport: 7(2) 6(1) 4(1) Modulus: 2.74094543716230969068814615104060916913309616761491100489342591030050307753741960 I Klein invariant: 30155948.87100504354038601622575900184770915795355453942385629598444648631819550118722348 root of 4782969 z^2 + -140664190437568 z + -107680204166497530624 g2 coefficient: 129.87982172819743945924135789215109907227239038672354770481939982555893684101430243 root of 3282756708 z^7 + -425825979222 z^6 + -67490089814 z^5 + -305426477278 z^4 + -297742841789 z^3 + 20792455605 z^2 + -667876986057 z + -654307005287 g3 coefficient: 284.85129639943060850201004730175331566205421831203618204899417100052424648583302317 root of 228000782 z^7 + -66035221658 z^6 + 313269249968 z^5 + -876371021314 z^4 + -1385323506596 z^3 + -1425628608192 z^2 + 351407919373 z + -410390267501 Sigma: ((0 7 21 23 19 14 9 4) (1 11 22 16 8 2) (3 15 12 6) (5 17 20 13 18 10)) Alpha: ((0 1) (2 3) (4 5) (6 7) (8 9) (10 11) (12 13) (14 15) (16 17) (18 19) (20 21) (22 23)) Phi: ((0 2 6) (1 4 10) (3 8 14) (5 9 16) (7 12 20) (11 18 23) (13 15 19) (17 22 21)) Order number: 50 Passport: 8(1) 6(2) 4(1) Modulus: (0.50000000000000000000000000000000000000000000000000000000000000000000000000000000 + 1.07159134945759766726213082010770830811715594025803821492135307089794490051769184 I) Klein invariant: -301.08093278463648834019204389574759945130315500685871056241426611796982167352537723 root of 729 z + 219488 g2 coefficient: 93.15233960105092073376697507932296662762132364877796545907774875174309757978569698 root of 341662420 z^8 + -31437612635 z^7 + -35924730430 z^6 + -29175318735 z^5 + -18662532376 z^4 + -9152015535 z^3 + -2022845055 z^2 + 24230295667 z + -4237900575 g3 coefficient: 449.17629335213336647413333627592619538163860014278643015033375783790781194123923617 root of 967504341 z^7 + -434328157676 z^6 + -117220430068 z^5 + 1835477664232 z^4 + 1278815549838 z^3 + 1874725886566 z^2 + 1038604840040 z + 1446130810790 Sigma: ((0 5 10 6 2 1 7 15 18 12 8 4 3) (9 17 20 14 11) (13 22 16) (19 21 23)) Alpha: ((0 1) (2 3) (4 5) (6 7) (8 9) (10 11) (12 13) (14 15) (16 17) (18 19) (20 21) (22 23)) Phi: ((0 2 4) (1 3 6) (5 8 11) (7 10 14) (9 12 16) (13 18 23) (15 20 19) (17 22 21)) Order number: 51 Passport: 13(1) 5(1) 3(2) Modulus: (0.50000000000000000000000000000000000000000000000000000000000000000000000000000000 + 1.28694543069912553662466835612351129225850822135200040938780977364922688112766781 I) Klein invariant: -2563.63216033030484452423964439047240627012220133253001708712143886302681418598165242 root of 23899969500 z^6 + 61261757543144 z^5 + -23028739753252 z^4 + -65497515974681 z^3 + -123340630327773 z^2 + 63898121291643 z + 37992815970307 g2 coefficient: 120.31147222288733185354489445424555814552486039387754633979858799117497070534391619 root of 48292011 z^8 + -5749759947 z^7 + -7162789990 z^6 + -11508618623 z^5 + 13090975546 z^4 + -9741334420 z^3 + -8667043392 z^2 + 4412951435 z + -29904351665 g3 coefficient: 328.59584659096544734910495523596464812342736511337527839190458829115864216103126197 root of 757300587 z^7 + -250991361337 z^6 + 704671063040 z^5 + 114834981205 z^4 + -757258332690 z^3 + -604799404273 z^2 + 424508450384 z + 340052012842 Sigma: ((0 7 15 22 19 20 14 10 4) (1 9 17 18 12 8 5 2) (3 11 6) (13 23 21 16)) Alpha: ((0 1) (2 3) (4 5) (6 7) (8 9) (10 11) (12 13) (14 15) (16 17) (18 19) (20 21) (22 23)) Phi: ((0 2 6) (1 4 8) (3 5 10) (7 11 14) (9 12 16) (13 18 22) (15 20 23) (17 21 19)) Order number: 52 Passport: 9(1) 8(1) 4(1) 3(1) Modulus: (0.50000000000000000000000000000000000000000000000000000000000000000000000000000000 + 1.86475946123282054327225023834372927751417502077700176741749855262677438062136563 I) Klein invariant: -121851.10028338177123680589130898711288630637903519433138577707216930613209003707240898 root of 989315216267943 z^4 + 120549271573764602075 z^3 + 15102273256307590681 z^2 + -59850321618912269637 z + 9729207218973661900 g2 coefficient: 129.62454437079082028303451144202794176609287144698966668715072710009913821325110437 root of 225158697 z^8 + -28989890556 z^7 + -25462310817 z^6 + 3819843254 z^5 + 2042492518 z^4 + 4826751390 z^3 + 11467095962 z^2 + -8235713380 z + 64951901564 g3 coefficient: 286.02682753863119794856166060831945150667222779736188659274072219439447939066239647 root of 183674149530 z^6 + -52606498250262 z^5 + 20206776154705 z^4 + 9685627387996 z^3 + -20250701151083 z^2 + -11418911729268 z + 19929259135549 Sigma: ((0 5 11 19 16 12 8 4 3) (1 7 13 20 14 10 9 6 2) (15 22 18) (17 23 21)) Alpha: ((0 1) (2 3) (4 5) (6 7) (8 9) (10 11) (12 13) (14 15) (16 17) (18 19) (20 21) (22 23)) Phi: ((0 2 4) (1 3 6) (5 8 10) (7 9 12) (11 14 18) (13 16 21) (15 20 23) (17 19 22)) Order number: 53 Passport: 9(2) 3(2) Modulus: (-0.23564745869879980924107671241882256001443080501306111510628865973608087223484712 + 1.56054075091172687447379182616178443069567425048067111704840381604834302211700483 I) Klein invariant: (2377.40052846815590831842464824362367377699208270004468681011756872782594744138367819 + 18042.67409147031842665023562073929848702918209982936645891644578221487565381824085565 I) root of 531441 z^3 + -42488333973 z^2 + 366016695860736 z + -13234833427661329552 g2 coefficient: (130.03280820402735729369897113943073401685728103122060685620330154520321962362365234 - 1.71273490200411655044846295981857533525832724076203792629982919025732737912433267 I) root of (3094806174 - 532687177 I) z^7 + (-404115144111 + 75507433432 I) z^6 + (335904694165 - 127767910259 I) z^5 + (99600317682 + 132284458473 I) z^4 + (-507405041626 + 847485520669 I) z^3 + (165201885209 + 136185550001 I) z^2 + (122431184391 + 54925548444 I) z + (-32716792609 - 77081299855 I) g3 coefficient: (284.15698618601087823314088767058835251937287370018555640068031815885215791964314324 + 7.89041675020112522462595087478042347523282934448538530136862463815688246880785046 I) root of (5620803111 - 2848854 I) z^7 + (-1600663742031 - 50219136863 I) z^6 + (930230712472 + 1924980362282 I) z^5 + (-669065961208 - 48715648238 I) z^4 + (-50300451388 + 416720694170 I) z^3 + (-24436225058 + 114350530995 I) z^2 + (444355565217 + 1921470587 I) z + (-306130308026 + 531291105718 I) Sigma: ((0 7 18 10 5 17 20 14 9 4) (1 11 22 16 8 2) (3 15 12 6) (13 21 23 19)) Alpha: ((0 1) (2 3) (4 5) (6 7) (8 9) (10 11) (12 13) (14 15) (16 17) (18 19) (20 21) (22 23)) Phi: ((0 2 6) (1 4 10) (3 8 14) (5 9 16) (7 12 19) (11 18 23) (13 15 20) (17 22 21)) Order number: 54 Passport: 10(1) 6(1) 4(2) Modulus: 1.07293676976937613342602161344117764418883870641342300334753554562332736613482731 I Klein invariant: 1854.73929600000000000000000000000000000000000000000000000000000000000000000000000000 root of 31250 z + -57960603 g2 coefficient: 167.08184575647976072064524724217251803705498747786703471556198040821236230849271666 root of 1039735783 z^7 + -173477215497 z^6 + -42924421072 z^5 + 367942609835 z^4 + -149813416084 z^3 + 207866494683 z^2 + -886787295427 z + -27786645437 g3 coefficient: 108.64912243732209414336618672557724698817377249512985337240938116952715729489252824 root of 92154861 z^8 + -9872077032 z^7 + -15603528219 z^6 + 37367210179 z^5 + -24499002556 z^4 + -24828412427 z^3 + 38519725042 z^2 + -9457729964 z + 29504180815 Sigma: ((0 5 13 8 4 3) (1 7 15 22 18 12 9 19 16 10 6 2) (11 20 14) (17 23 21)) Alpha: ((0 1) (2 3) (4 5) (6 7) (8 9) (10 11) (12 13) (14 15) (16 17) (18 19) (20 21) (22 23)) Phi: ((0 2 4) (1 3 6) (5 8 12) (7 10 14) (9 13 18) (11 16 21) (15 20 23) (17 19 22)) Order number: 55 Passport: 12(1) 6(1) 3(2) Modulus: 2.17608522333920600860337594439802320761183549862105905837673262545901387891451776 I Klein invariant: 867702.99938885050708829007224475534007273263438010742829356060156961340680103568286554 root of z^2 + -869824 z + 1840398592 g2 coefficient: 129.91474273397710152579906803909877108558582893724697905285171971871392492943969798 root of 1043396537 z^7 + -137216327261 z^6 + 215615030705 z^5 + 69966447510 z^4 + -167933006245 z^3 + 28429274786 z^2 + 129927289821 z + 237548972101 g3 coefficient: 284.69045211314491242506265187893310617695965719363959940923003565304973732363868373 root of 80781687162 z^6 + -22997368742610 z^5 + -138672275757 z^4 + 6516998126804 z^3 + 8984113906452 z^2 + 17024214574022 z + 27620932224355 Sigma: ((0 7 17 20 15 10 4) (1 9 21 23 19 14 8 5 2) (3 11 18 12 6) (13 22 16)) Alpha: ((0 1) (2 3) (4 5) (6 7) (8 9) (10 11) (12 13) (14 15) (16 17) (18 19) (20 21) (22 23)) Phi: ((0 2 6) (1 4 8) (3 5 10) (7 12 16) (9 14 20) (11 15 19) (13 18 23) (17 22 21)) Order number: 56 Passport: 9(1) 7(1) 5(1) 3(1) Modulus: (-0.04708851743803624907666187759660169140331909200146237593566796036509414413942504 + 1.25588365702537598721469412211391581352149015457062738933817639806116039042363660 I) Klein invariant: (3373.82263133485659084667796021763744323945646050771633968220321329270665125994606579 + 756.16685351297181971841830414516694864885959307987723574383625750508520801629510425 I) root of (3371174124589 + 229057872665 I) z^5 + (-11201152191024270 - 3325979797628043 I) z^4 + (-963338002220292 + 13989320370349287 I) z^3 + (17371569747049000 + 8103932165040713 I) z^2 + (-31746287436015590 - 4985400396450271 I) z + (-1696354221179599 + 4143980944541759 I) g2 coefficient: (141.06619123946850024401742791352606376249146058779121354097704876486453523501971487 - 3.42205309655899275144376281134992329227458493909271610508820488112562292954736620 I) root of (3781650912 - 3195992380 I) z^7 + (-524106002364 + 462070244167 I) z^6 + (231452276000 + 236416740961 I) z^5 + (-384114997187 + 72745367947 I) z^4 + (167988220750 - 559736758865 I) z^3 + (-37276678997 - 594950825551 I) z^2 + (546159978584 - 359942852738 I) z + (-45811388385 - 446876606030 I) g3 coefficient: (232.92765869670554133727276625109150789347402996251882802077007244628492223776416161 + 16.03160729291454290292514736110565250705120690406100761391439384361305902487383253 I) root of (2929715099 - 2249610644 I) z^7 + (-725454184630 + 477748591042 I) z^6 + (1636502102767 - 49955980170 I) z^5 + (168144029993 - 1371731528764 I) z^4 + (565266113098 + 70427717410 I) z^3 + (175375527968 + 494236198146 I) z^2 + (-135136595502 - 456654445970 I) z + (300516190120 + 312315985483 I) Sigma: ((0 7 19 14 9 4) (1 11 21 16 8 2) (3 15 23 20 12 6) (5 17 22 18 13 10)) Alpha: ((0 1) (2 3) (4 5) (6 7) (8 9) (10 11) (12 13) (14 15) (16 17) (18 19) (20 21) (22 23)) Phi: ((0 2 6) (1 4 10) (3 8 14) (5 9 16) (7 12 18) (11 13 20) (15 19 22) (17 21 23)) Order number: 57 Passport: 6(4) Modulus: 1.15470053837925152901829756100391491129520350254025375203720465296795534460586669 I root of 3 z^2 + 4 Klein invariant: 2309.57771647227015394751524297480289563489159644278687292773569215613350820644439108 root of z^2 + -2835810000 z + 6549518250000 g2 coefficient: 152.04114686999241656497717766646459646250749730534765101668904585612956528808934685 root of 117059775071 z^6 + -17856974274198 z^5 + 9065377088827 z^4 + -12811840526029 z^3 + 5482308788571 z^2 + -4757771878758 z + -6342891310054 g3 coefficient: 181.04953422308239987570710930634221663299286190653857554045917704072480486185022838 root of 4051020655 z^7 + -734575563537 z^6 + 203737788177 z^5 + 485584053814 z^4 + 189038058572 z^3 + -124345488351 z^2 + 530702927565 z + 357541918195 Sigma: ((0 5 13 23 20 14 8 4 3) (1 7 17 22 19 15 10 6 2) (9 18 12) (11 21 16)) Alpha: ((0 1) (2 3) (4 5) (6 7) (8 9) (10 11) (12 13) (14 15) (16 17) (18 19) (20 21) (22 23)) Phi: ((0 2 4) (1 3 6) (5 8 12) (7 10 16) (9 14 19) (11 15 20) (13 18 22) (17 21 23)) Order number: 58 Passport: 9(2) 3(2) Modulus: 1.78537693342334005586306904913987899503870352521847622985441159047703762008529919 I Klein invariant: 75194.49523935998447965944699980904894874231213089620692267606115884064440141352893991 root of 531441 z^3 + -42488333973 z^2 + 366016695860736 z + -13234833427661329552 g2 coefficient: 130.29753323263429772051407641518451582638339314733310382153471336257764706675405096 root of 785765856 z^7 + -103204110996 z^6 + 110680207344 z^5 + -487983343291 z^4 + 125168709489 z^3 + 764791035370 z^2 + -725982805633 z + 149019931478 g3 coefficient: 282.92677257916765586638940741978737607297407932229030157113477322899044439036764682 root of 33746513 z^7 + -7356503256 z^6 + -622358001369 z^5 + 673676083944 z^4 + 209619110796 z^3 + 704412228768 z^2 + -269670680295 z + 1159915760879 Sigma: ((0 7 19 22 14 9 4) (1 11 21 23 16 8 2) (3 15 20 12 6) (5 17 18 13 10)) Alpha: ((0 1) (2 3) (4 5) (6 7) (8 9) (10 11) (12 13) (14 15) (16 17) (18 19) (20 21) (22 23)) Phi: ((0 2 6) (1 4 10) (3 8 14) (5 9 16) (7 12 18) (11 13 20) (15 22 21) (17 23 19)) Order number: 59 Passport: 7(2) 5(2) Modulus: (0.24761574793516928415500116095619768285828586641092639179503095931127282995946955 + 0.96885831852469879507973519400739897558358508463004096585192172270931403087079329 I) Klein invariant: 646.57075744998934067917908899466389773483433056006707491873238242675958808933605916 root of z^2 + -914416 z + 590816592 g2 coefficient: (129.49257618782412226695137420118675441871944764899751939320816723001938994194081578 + 70.81564144440254734837728866451977322319600601762501240017906577038655827085081074 I) root of (1817904086 + 1685649947 I) z^7 + (-115896310432 - 349612768483 I) z^6 + (-201622728334 + 325056663282 I) z^5 + (-135844470880 + 171948395154 I) z^4 + (-800294410657 + 568188199842 I) z^3 + (-1279537578732 - 26071658362 I) z^2 + (294604053885 - 99614435766 I) z + (175113530115 - 246661002234 I) g3 coefficient: (304.41070732120173148080706871154453971745921939964592484856899047561988977247132541 - 326.33307701495523891359078726418477925398391325120059913337666189606795475272144319 I) root of (195975604733 + 51188003412 I) z^6 + (-76412831699081 + 48336758488227 I) z^5 + (26932095807495 - 6304611641220 I) z^4 + (-20012664493323 + 16356073778149 I) z^3 + (5746751201428 + 2955594473788 I) z^2 + (6564585958091 - 12595028118028 I) z + (-15340741831042 + 892389057467 I) Sigma: ((0 7 15 22 16 13 20 14 10 4) (1 9 17 18 12 8 5 2) (3 11 6) (19 23 21)) Alpha: ((0 1) (2 3) (4 5) (6 7) (8 9) (10 11) (12 13) (14 15) (16 17) (18 19) (20 21) (22 23)) Phi: ((0 2 6) (1 4 8) (3 5 10) (7 11 14) (9 12 16) (13 18 21) (15 20 23) (17 22 19)) Order number: 60 Passport: 10(1) 8(1) 3(2) Modulus: 1.72194803019814148257881977049168990129374688028719417168309411528802814203861274 I Klein invariant: 50724.96731865020576131687242798353909465020576131687242798353909465020576131687242798 root of 3796875 z + -192596360288 g2 coefficient: 130.50260521797401121168391825043100690375702448203494570165372412353672308755319367 root of 3144949612 z^7 + -413803677987 z^6 + 437388136572 z^5 + 475925247552 z^4 + 110320820706 z^3 + -105818306671 z^2 + -434568239609 z + -304276822443 g3 coefficient: 281.98149085932839529567049378493819819933775426488383838243943289936505016241549259 root of 4056019421 z^7 + -1146242347713 z^6 + 709374250043 z^5 + 344867072446 z^4 + -1558428607147 z^3 + 497882066186 z^2 + -113008871111 z + 455543296318 Sigma: ((0 7 21 23 18 10 4) (1 8 2) (3 15 22 16 11 12 6) (5 17 20 13 19 14 9)) Alpha: ((0 1) (2 3) (4 5) (6 7) (8 9) (10 11) (12 13) (14 15) (16 17) (18 19) (20 21) (22 23)) Phi: ((0 2 6) (1 4 9) (3 8 14) (5 10 16) (7 12 20) (11 18 13) (15 19 23) (17 22 21)) Order number: 61 Passport: 7(3) 3(1) Modulus: (0.50000000000000000000000000000000000000000000000000000000000000000000000000000000 + 0.86602540378443864676372317075293618347140262690519031402790348972596650845440002 I) root of z^2 + -1 z + 1 Klein invariant: 0 root of z g2 coefficient: 0 root of z g3 coefficient: 820.82443707955622371582988213729528125215266857813805171958235572269333541641960385 root of 39762433522 z^6 + -32517252516083 z^5 + -99156309618280 z^4 + 51432061473788 z^3 + -32604443787213 z^2 + -1418955005544 z + -6166823948287 Sigma: ((0 7 10 4) (1 9 19 20 14 8 5 2) (3 11 13 23 21 16 12 6) (15 22 17 18)) Alpha: ((0 1) (2 3) (4 5) (6 7) (8 9) (10 11) (12 13) (14 15) (16 17) (18 19) (20 21) (22 23)) Phi: ((0 2 6) (1 4 8) (3 5 10) (7 12 11) (9 14 18) (13 16 22) (15 20 23) (17 21 19)) Order number: 62 Passport: 8(2) 4(2) Modulus: 2 I root of z + -2 I Klein invariant: 287496 root of z + -287496 g2 coefficient: 129.98749508884827345147971011775840296162767337373766308690978974210071830441327752 root of 1966134892 z^7 + -254138862367 z^6 + -188314597758 z^5 + 243297011849 z^4 + 501918667651 z^3 + -464069351455 z^2 + -286419809465 z + 414140570460 g3 coefficient: 284.35533087654079940022717939740027623373137643243567904060915864263578046186377868 root of 501873745 z^7 + -139107118013 z^6 + -1025401773711 z^5 + 218749271622 z^4 + -100286537855 z^3 + 372292716856 z^2 + -588979062269 z + -97251229034 Sigma: ((0 7 21 19 22 14 9 4) (1 11 20 13 23 16 8 2) (3 15 12 6) (5 17 18 10)) Alpha: ((0 1) (2 3) (4 5) (6 7) (8 9) (10 11) (12 13) (14 15) (16 17) (18 19) (20 21) (22 23)) Phi: ((0 2 6) (1 4 10) (3 8 14) (5 9 16) (7 12 20) (11 18 21) (13 15 22) (17 23 19)) Order number: 63 Passport: 8(2) 4(2) Modulus: I root of z + - I Klein invariant: 1728 root of z + -1728 g2 coefficient: 189.07272012923385229306139653492131339873116127089114630823242144305559026096476730 root of 58095510173 z^6 + -10982943487952 z^5 + -297424118867 z^4 + 8732550367871 z^3 + -26176159071079 z^2 + 19102191272113 z + -14358256198717 g3 coefficient: 0 root of z Sigma: ((0 7 21 19 12 4) (1 11 23 18 8 2) (3 17 13 22 14 6) (5 16 9 20 15 10)) Alpha: ((0 1) (2 3) (4 5) (6 7) (8 9) (10 11) (12 13) (14 15) (16 17) (18 19) (20 21) (22 23)) Phi: ((0 2 6) (1 4 10) (3 8 16) (5 12 17) (7 14 20) (9 18 21) (11 15 22) (13 19 23)) Order number: 64 Passport: 6(4) Modulus: (0.50000000000000000000000000000000000000000000000000000000000000000000000000000000 + 0.86602540378443864676372317075293618347140262690519031402790348972596650845440002 I) root of z^2 + -1 z + 1 Klein invariant: 0 root of z g2 coefficient: 0 root of z g3 coefficient: 820.82443707955622371582988213729528125215266857813805171958235572269333541641960385 root of 39762433522 z^6 + -32517252516083 z^5 + -99156309618280 z^4 + 51432061473788 z^3 + -32604443787213 z^2 + -1418955005544 z + -6166823948287