{"count": 5, "status":"OK", "data":[{"pols": "[X^4, -4*(2*X+1)^2*(3*X^2+3*X+1), -16*(2*X+1)*(4*X+3)*(4*X+5)*(2*X+3)]", "text": "A-Incarnation: (1,1) and (2,2) intersection in $P^3 \\times P^3$", "degz": 2, "h3": "40", "sol": "1 4 108 3280 126700 5355504 243791856 11651694912 578075329260 29514351895600", "n_discr_factors": "2", "c3": "-128", "operator": "4 2 0 0 0 0 1 -4 -28 -76 -96 -48 -720 -3456 -5824 -4096 -1024", "new_number": "2.60", "id": 56, "operator_tex": "\\theta^4-2^{2} x(2\\theta+1)^2(3\\theta^2+3\\theta+1)-2^{4} x^{2}(2\\theta+1)(4\\theta+3)(4\\theta+5)(2\\theta+3)", "superseek": "4 364", "discriminant": "2 1 -48 -1024", "aesz": "18", "n_sing_complex": "0", "inst_int": "", "c2h": "88", "hash": "bb479f8a4185bf4a943dba2d433e13e5", "dim_h": "14", "inst": " 4 39 364 6800 662416/5 3162589 80141644 2204992496 63488383784 9551133342652/5", "cleanlist": "True", "n_sing_real": "3", "sol_explicit": "", "n_sing_rational": "3", "n_sing": "3", "laurent": null, "discriminant_tex": "-(16z+1)(64z-1)", "discr_factors": "-1024, z-1/64, z+1/16", "dm_basis": ["-310145437/500000000*I", "31/3", "1", "1", "-11/3", "-20", "-1", "0", "0", "40", "0", "0", "-40", "0", "0", "0"], "q": "0 1 -12 -90 848 -14079 -313608 -8135374 -247756992 -8049920748", "yuk": "1 4 316 9832 435516 16560404 683129368 27488583896 1128956593468 46283031788368", "gv2": null, "gv0": null, "gv1": null, "spectrum":[{"re":"-1/16","im":"0","approx_re":"-0.0625","approx_im":"0.0","exponents":["0","1","1","2"],"monodromy":["5.3333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333+1.240581747*I","-2.1666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666667-.620290874*I",".83055555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555556+.237778168*I","-.215484184-.13439635535307517084282460136674259681093394077448747152619589977220956719817767653758542141230068337129840546697038724373576309794988610478359908883826879271070615034168564920273348519362186788154897*I","46/3","-20/3","529/180","-.83055555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555555556-.237778168*I","40","-20","26/3","-2.1666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666667-.620290874*I","80","-40","46/3","-10/3-256*lambda"],"monodromy_dm":["-7","-56","-3","-2","4","29","3/2","1","-112","-784","-41","-28","88","616","33","23"]},{"re":"0","im":"0","approx_re":"0.0","approx_im":"0.0","exponents":["0","0","0","0"],"monodromy":["1","-1","1/2","-1/6","0","1","-1","1/2","0","0","1","-1","0","0","0","1"],"monodromy_dm":["1","0","0","0","1","1","0","0","0","40","1","0","0","0","1","1"]},{"re":"1/64","im":"0","approx_re":"0.015625","approx_im":"0.0","exponents":["0","1","1","2"],"monodromy":["1.+.620290874*I","0",".56859997e-1*I",".9619019e-2","11/3","1","121/360","-.56859997e-1*I","0","0","1","0","40","0","11/3","1.-.620290874*I"],"monodromy_dm":["1","-14","-1","-1","0","1","0","0","0","0","1","0","0","0","0","1"]},{"re":"infinity","im":"0","approx_re":"0.0","approx_im":"0.0","exponents":["1/2","3/4","5/4","3/2"],"monodromy":[],"monodromy_dm":[]}]}, {"pols": "[X^4, -865*X^4-1730*X^3-1501*X^2-636*X-108, 288*(X+1)^2*(866*X^2+1732*X+709), -5992704*(X+1)*(X+2)*(2*X+1)*(2*X+5)]", "text": "Operator equivalent to AESZ 144=c \\ast c$", "degz": 3, "h3": "144", "sol": "1 108 19908 4278240 990152100 239446268208 59614692407424 15153132818064384 3911985335605578660 1022203971590591790000", "n_discr_factors": "2", "c3": "1056", "operator": "4 3 0 0 0 0 1 -108 -636 -1501 -1730 -865 204192 907200 1451232 997632 249408 -59927040 -233715456 -293642496 -143824896 -23970816", "new_number": "3.11", "id": 82, "operator_tex": "\\theta^4-x\\left(865\\theta^4+1730\\theta^3+1501\\theta^2+636\\theta+108\\right)+2^{5} 3^{2} x^{2}(\\theta+1)^2(866\\theta^2+1732\\theta+709)-2^{8} 3^{4} 17^{2} x^{3}(\\theta+1)(\\theta+2)(2\\theta+1)(2\\theta+5)", "superseek": "37 15270", "discriminant": "3 1 -865 249408 -23970816", "aesz": null, "n_sing_complex": "0", "inst_int": "", "c2h": "0", "hash": "e7db0935aa1b331d8fb696a009d2d7bb", "dim_h": "24", "inst": " 37 -570 15270 -529994 21300463 -940529726 44366232577 -2197565232362 113018337970561 -5988237343781856", "cleanlist": "True", "n_sing_real": "3", "sol_explicit": "", "n_sing_rational": "3", "n_sing": "3", "laurent": null, "discriminant_tex": "-(289z-1)(-1+288z)^2", "discr_factors": "-23970816, z-1/289, (-1/288+z)^2", "dm_basis": null, "q": "0 1 -204 36318 -6017864 953991141 -146756485944 22090275671862 -3270710285695536 478039917569139522", "yuk": "1 37 -4523 412327 -33924139 2662557912 -203154013049 15217617773948 -1125153432893483 82390368380951296", "gv2": null, "gv0": null, "gv1": null, "spectrum":[{"re":"0","im":"0","approx_re":"0.0","approx_im":"0.0","exponents":["0","0","0","0"],"monodromy":[],"monodromy_dm":[]},{"re":"1/289","im":"0","approx_re":"0.00346020761246","approx_im":"0.0","exponents":["0","1","1","2"],"monodromy":[],"monodromy_dm":[]},{"re":"1/288","im":"0","approx_re":"0.00347222222222","approx_im":"0.0","exponents":["0","1/2","1/2","1"],"monodromy":[],"monodromy_dm":[]},{"re":"infinity","im":"0","approx_re":"0.0","approx_im":"0.0","exponents":["1/2","1","2","5/2"],"monodromy":[],"monodromy_dm":[]}]}, {"pols": "[25*X^4, -1600*X^4-3200*X^3-3100*X^2-1500*X-300, 58880*X^4+189440*X^3+307840*X^2+236800*X+73200, -1556480*X^4-6021120*X^3-11965440*X^2-11842560*X-4561920, 32047104*X^4+131334144*X^3+266059776*X^2+289751040*X+122204160, -547356672*X^4-2283798528*X^3-4288413696*X^2-4403232768*X-1807024128, 7751073792*X^4+32916897792*X^3+58711867392*X^2+50130321408*X+16666066944, -91804925952*X^4-396210733056*X^3-746519003136*X^2-601563856896*X-168812347392, 901943132160*X^4+3917010173952*X^3+8024072650752*X^2+7528003928064*X+2663953465344, -7146825580544*X^4-30923764531200*X^3-58806692216832*X^2-51488067944448*X-16969415786496, 45079976738816*X^4+228698418577408*X^3+481311215058944*X^2+475813656920064*X+182244052303872, -175921860444160*X^4-1020346790576128*X^3-2278188092751872*X^2-2278188092751872*X-854320534781952, 17592186044416*(2*X+3)^4]", "text": "This is operator \"12.4\" from ...", "degz": 12, "h3": null, "sol": "1 12 108 688 3564 61776 1778160 33990336 430282476 3627238288", "n_discr_factors": "3", "c3": null, "operator": "4 12 0 0 0 0 25 -300 -1500 -3100 -3200 -1600 73200 236800 307840 189440 58880 -4561920 -11842560 -11965440 -6021120 -1556480 122204160 289751040 266059776 131334144 32047104 -1807024128 -4403232768 -4288413696 -2283798528 -547356672 16666066944 50130321408 58711867392 32916897792 7751073792 -168812347392 -601563856896 -746519003136 -396210733056 -91804925952 2663953465344 7528003928064 8024072650752 3917010173952 901943132160 -16969415786496 -51488067944448 -58806692216832 -30923764531200 -7146825580544 182244052303872 475813656920064 481311215058944 228698418577408 45079976738816 -854320534781952 -2278188092751872 -2278188092751872 -1020346790576128 -175921860444160 1424967069597696 3799912185593856 3799912185593856 1688849860263936 281474976710656", "new_number": "12.4", "id": 348, "operator_tex": "5^{2} \\theta^4-2^{2} 5^{2} x\\left(16\\theta^4+32\\theta^3+31\\theta^2+15\\theta+3\\right)+2^{4} 5 x^{2}\\left(736\\theta^4+2368\\theta^3+3848\\theta^2+2960\\theta+915\\right)-2^{10} 5 x^{3}\\left(304\\theta^4+1176\\theta^3+2337\\theta^2+2313\\theta+891\\right)+2^{12} 3 x^{4}\\left(2608\\theta^4+10688\\theta^3+21652\\theta^2+23580\\theta+9945\\right)-2^{16} 3 x^{5}\\left(2784\\theta^4+11616\\theta^3+21812\\theta^2+22396\\theta+9191\\right)+2^{21} 3 x^{6}\\left(1232\\theta^4+5232\\theta^3+9332\\theta^2+7968\\theta+2649\\right)-2^{25} 3^{2} x^{7}\\left(304\\theta^4+1312\\theta^3+2472\\theta^2+1992\\theta+559\\right)+2^{30} 3 x^{8}\\left(280\\theta^4+1216\\theta^3+2491\\theta^2+2337\\theta+827\\right)-2^{32} x^{9}\\left(1664\\theta^4+7200\\theta^3+13692\\theta^2+11988\\theta+3951\\right)+2^{38} x^{10}\\left(164\\theta^4+832\\theta^3+1751\\theta^2+1731\\theta+663\\right)-2^{40} x^{11}\\left(160\\theta^4+928\\theta^3+2072\\theta^2+2072\\theta+777\\right)+2^{44} x^{12}\\left((2\\theta+3)^4\\right)", "superseek": "4 -228/5", "discriminant": "12 25 -1600 58880 -1556480 32047104 -547356672 7751073792 -91804925952 901943132160 -7146825580544 45079976738816 -175921860444160 281474976710656", "aesz": null, "n_sing_complex": "4", "inst_int": "", "c2h": null, "hash": "c24070a1d4a449404cd7b46398fa6d6e", "dim_h": null, "inst": " 4 -29/5 -228/5 3724/5 -31856/5 144561/5 727676/5 -24745444/5 302409672/5 -397179636", "cleanlist": "True", "n_sing_real": "3", "sol_explicit": "", "n_sing_rational": "2", "n_sing": "7", "laurent": null, "discriminant_tex": "(16z-1)^2(256z^2-16z+1)^2(4096z^3-768z^2-5)^2", "discr_factors": "281474976710656, (z-1/16)^2, (z^2-1/16*z+1/256)^2, (z^3-3/16*z^2-5/4096)^2", "dm_basis": null, "q": "0 1 -12 166 -2224 26881 -293128 2837554 -23554240 156388628", "yuk": "1 4 -212/5 -6136/5 238124/5 -796396 31218808/5 249592888/5 -12669429204/5 220456644752/5", "gv2": null, "gv0": null, "gv1": null, "spectrum":[{"re":"-1/64*(28+12*5^(1/2))^(1/3)-1/16/(28+12*5^(1/2))^(1/3)+1/16","im":"-1/32*3^(1/2)*(1/2*(28+12*5^(1/2))^(1/3)-2/(28+12*5^(1/2))^(1/3))","approx_re":"-0.013312","approx_im":"-0.074322","exponents":["0","1","3","4"],"monodromy":[],"monodromy_dm":[]},{"re":"-1/64*(28+12*5^(1/2))^(1/3)-1/16/(28+12*5^(1/2))^(1/3)+1/16","im":"1/32*3^(1/2)*(1/2*(28+12*5^(1/2))^(1/3)-2/(28+12*5^(1/2))^(1/3))","approx_re":"-0.013312","approx_im":"0.074322","exponents":["0","1","3","4"],"monodromy":[],"monodromy_dm":[]},{"re":"0","im":"0","approx_re":"0.0","approx_im":"0.0","exponents":["0","0","0","0"],"monodromy":[],"monodromy_dm":[]},{"re":"1/32","im":"-1/32*3^(1/2)","approx_re":"0.03125","approx_im":"-0.054127","exponents":["0","1/2","1/2","1"],"monodromy":[],"monodromy_dm":[]},{"re":"1/32","im":"1/32*3^(1/2)","approx_re":"0.03125","approx_im":"0.054127","exponents":["0","1/2","1/2","1"],"monodromy":[],"monodromy_dm":[]},{"re":"1/16","im":"0","approx_re":"0.0625","approx_im":"0.0","exponents":["0","1/2","1/2","1"],"monodromy":[],"monodromy_dm":[]},{"re":"1/32*(28+12*5^(1/2))^(1/3)+1/8/(28+12*5^(1/2))^(1/3)+1/16","im":"0","approx_re":"0.214124","approx_im":"0.0","exponents":["0","1","3","4"],"monodromy":[],"monodromy_dm":[]},{"re":"infinity","im":"0","approx_re":"0.0","approx_im":"0.0","exponents":["3/2","3/2","3/2","3/2"],"monodromy":[],"monodromy_dm":[]}]}, {"pols": "[25*X^4, 80*X^4+1120*X^3+1060*X^2+500*X+100, -15616*X^4-99328*X^3-144256*X^2-101760*X-31760, 212992*X^4-589824*X^3-2886656*X^2-3271680*X-1406720, 1441792*X^4+38273024*X^3+133070848*X^2+162693120*X+74915840, -119537664*X^4-553648128*X^3-68943872*X^2+451149824*X+378208256, 905969664*X^4+402653184*X^3-8002732032*X^2-20006830080*X-12308185088, 11811160064*X^4+168577466368*X^3+365810417664*X^2+374937223168*X+131650813952, -253403070464*X^4-1168231104512*X^3-4232690270208*X^2-6251324899328*X-3202434990080, 1443109011456*X^4+2886218022912*X^3+4913442586624*X^2+12472585027584*X+9212704849920, 25288767438848*X^4+83562883710976*X^3+89610197663744*X^2-16492674416640*X-47897475284992, -17592186044416*(2*X+3)*(4*X^3+28*X^2+51*X+28), -70368744177664*(2*X+3)^4]", "text": "This is operator \"12.3\" from ...", "degz": 12, "h3": null, "sol": "1 -4 108 -912 21484 -254064 5580272 -82631232 1766989548 -30747656496", "n_discr_factors": "4", "c3": null, "operator": "4 12 0 0 0 0 25 100 500 1060 1120 80 -31760 -101760 -144256 -99328 -15616 -1406720 -3271680 -2886656 -589824 212992 74915840 162693120 133070848 38273024 1441792 378208256 451149824 -68943872 -553648128 -119537664 -12308185088 -20006830080 -8002732032 402653184 905969664 131650813952 374937223168 365810417664 168577466368 11811160064 -3202434990080 -6251324899328 -4232690270208 -1168231104512 -253403070464 9212704849920 12472585027584 4913442586624 2886218022912 1443109011456 -47897475284992 -16492674416640 89610197663744 83562883710976 25288767438848 -1477743627730944 -3676766883282944 -3272146604261376 -1196268651020288 -140737488355328 -5699868278390784 -15199648742375424 -15199648742375424 -6755399441055744 -1125899906842624", "new_number": "12.3", "id": 357, "operator_tex": "5^{2} \\theta^4+2^{2} 5 x\\left(4\\theta^4+56\\theta^3+53\\theta^2+25\\theta+5\\right)-2^{4} x^{2}\\left(976\\theta^4+6208\\theta^3+9016\\theta^2+6360\\theta+1985\\right)+2^{8} x^{3}\\left(832\\theta^4-2304\\theta^3-11276\\theta^2-12780\\theta-5495\\right)+2^{13} x^{4}\\left(176\\theta^4+4672\\theta^3+16244\\theta^2+19860\\theta+9145\\right)-2^{16} x^{5}\\left(1824\\theta^4+8448\\theta^3+1052\\theta^2-6884\\theta-5771\\right)+2^{21} x^{6}\\left(432\\theta^4+192\\theta^3-3816\\theta^2-9540\\theta-5869\\right)+2^{24} x^{7}\\left(704\\theta^4+10048\\theta^3+21804\\theta^2+22348\\theta+7847\\right)-2^{29} x^{8}\\left(472\\theta^4+2176\\theta^3+7884\\theta^2+11644\\theta+5965\\right)+2^{32} x^{9}\\left(336\\theta^4+672\\theta^3+1144\\theta^2+2904\\theta+2145\\right)+2^{36} x^{10}\\left(368\\theta^4+1216\\theta^3+1304\\theta^2-240\\theta-697\\right)-2^{44} x^{11}(2\\theta+3)(4\\theta^3+28\\theta^2+51\\theta+28)-2^{46} x^{12}\\left((2\\theta+3)^4\\right)", "superseek": "-12/5 444/5", "discriminant": "12 25 80 -15616 212992 1441792 -119537664 905969664 11811160064 -253403070464 1443109011456 25288767438848 -140737488355328 -1125899906842624", "aesz": null, "n_sing_complex": "2", "inst_int": "", "c2h": null, "hash": "45726409a4c817f929c9e6e49b33a941", "dim_h": null, "inst": " -12/5 103/5 444/5 1148/5 -6704 -282147/5 -102292 6992044 315076744/5 41866252/5", "cleanlist": "True", "n_sing_real": "6", "sol_explicit": "", "n_sing_rational": "3", "n_sing": "8", "laurent": null, "discriminant_tex": "-(-1-16z+256z^2)(16z+1)^2(16z-1)^2(8192z^3+768z^2-32z+5)^2", "discr_factors": "-1125899906842624, -1/256-1/16*z+z^2, (z-1/16)^2, (z+1/16)^2, (z^3+3/32*z^2-1/256*z+5/8192)^2", "dm_basis": null, "q": "0 1 4 -90 -1008 4865 179032 687410 -19539392 -279357676", "yuk": "1 -12/5 812/5 11976/5 74284/5 -4190012/5 -60930952/5 -175430792/5 17899706924/5 229690958352/5", "gv2": null, "gv0": null, "gv1": null, "spectrum":[{"re":"-1/96*(351+6*3165^(1/2))^(1/3)-7/32/(351+6*3165^(1/2))^(1/3)-1/32","im":"0","approx_re":"-0.148005","approx_im":"0.0","exponents":["0","1","3","4"],"monodromy":[],"monodromy_dm":[]},{"re":"-1/16","im":"0","approx_re":"-0.0625","approx_im":"0.0","exponents":["0","0","1","1"],"monodromy":[],"monodromy_dm":[]},{"re":"1/32-1/32*5^(1/2)","im":"0","approx_re":"-0.038627","approx_im":"0.0","exponents":["0","1","1","2"],"monodromy":[],"monodromy_dm":[]},{"re":"0","im":"0","approx_re":"0.0","approx_im":"0.0","exponents":["0","0","0","0"],"monodromy":[],"monodromy_dm":[]},{"re":"1/192*(351+6*3165^(1/2))^(1/3)+7/64/(351+6*3165^(1/2))^(1/3)-1/32","im":"1/32*3^(1/2)*(-1/6*(351+6*3165^(1/2))^(1/3)+7/2/(351+6*3165^(1/2))^(1/3))","approx_re":"0.027128","approx_im":"-0.058206","exponents":["0","1","3","4"],"monodromy":[],"monodromy_dm":[]},{"re":"1/192*(351+6*3165^(1/2))^(1/3)+7/64/(351+6*3165^(1/2))^(1/3)-1/32","im":"-1/32*3^(1/2)*(-1/6*(351+6*3165^(1/2))^(1/3)+7/2/(351+6*3165^(1/2))^(1/3))","approx_re":"0.027128","approx_im":"0.058206","exponents":["0","1","3","4"],"monodromy":[],"monodromy_dm":[]},{"re":"1/16","im":"0","approx_re":"0.0625","approx_im":"0.0","exponents":["0","1/2","1/2","1"],"monodromy":[],"monodromy_dm":[]},{"re":"1/32+1/32*5^(1/2)","im":"0","approx_re":"0.101127","approx_im":"0.0","exponents":["0","1","1","2"],"monodromy":[],"monodromy_dm":[]},{"re":"infinity","im":"0","approx_re":"0.0","approx_im":"0.0","exponents":["3/2","3/2","3/2","3/2"],"monodromy":[],"monodromy_dm":[]}]}, {"pols": "[9*X^4, -36-261*X-735*X^2-948*X^3-456*X^4, -5808-25608*X-43193*X^2-31076*X^3-8807*X^4, -105792-370584*X-470174*X^2-212640*X^3-21266*X^4, -701504-2034816*X-1737868*X^2+76576*X^3+262604*X^4, -1469760-2153840*X+2176424*X^2+5160480*X^3+1211976*X^4, 2029056+11852544*X+21318400*X^2+13432320*X^3-866816*X^4, 5708800+13959168*X+3885056*X^2-14409728*X^3-11699200*X^4, -32768*(590*X^2+1126*X+597)*(X+1)^2, -9437184*(X+1)^2*(X+2)^2]", "text": "This is operator \"9.5\" from ...", "degz": 9, "h3": null, "sol": "1 4 108 3496 137548 6004704 281273976 13848121872 707622721164 37215146789392", "n_discr_factors": "5", "c3": null, "operator": "4 9 0 0 0 0 9 -36 -261 -735 -948 -456 -5808 -25608 -43193 -31076 -8807 -105792 -370584 -470174 -212640 -21266 -701504 -2034816 -1737868 76576 262604 -1469760 -2153840 2176424 5160480 1211976 2029056 11852544 21318400 13432320 -866816 5708800 13959168 3885056 -14409728 -11699200 -19562496 -76021760 -112689152 -75563008 -19333120 -37748736 -113246208 -122683392 -56623104 -9437184", "new_number": "9.5", "id": 544, "operator_tex": "3^{2} \\theta^4-3 x\\left(152\\theta^4+316\\theta^3+245\\theta^2+87\\theta+12\\right)-x^{2}\\left(5808+25608\\theta+43193\\theta^2+31076\\theta^3+8807\\theta^4\\right)-2 x^{3}\\left(10633\\theta^4+106320\\theta^3+235087\\theta^2+185292\\theta+52896\\right)+2^{2} x^{4}\\left(65651\\theta^4+19144\\theta^3-434467\\theta^2-508704\\theta-175376\\right)+2^{3} x^{5}\\left(151497\\theta^4+645060\\theta^3+272053\\theta^2-269230\\theta-183720\\right)-2^{8} x^{6}\\left(3386\\theta^4-52470\\theta^3-83275\\theta^2-46299\\theta-7926\\right)-2^{10} x^{7}\\left(11425\\theta^4+14072\\theta^3-3794\\theta^2-13632\\theta-5575\\right)-2^{15} x^{8}(590\\theta^2+1126\\theta+597)(\\theta+1)^2-2^{20} 3^{2} x^{9}(\\theta+1)^2(\\theta+2)^2", "superseek": "17/3 4127/9", "discriminant": "9 9 -456 -8807 -21266 262604 1211976 -866816 -11699200 -19333120 -9437184", "aesz": null, "n_sing_complex": "0", "inst_int": "", "c2h": null, "hash": "98a7e046a956f1c9ec13973072ab8283", "dim_h": null, "inst": " 17/3 257/6 4127/9 23827/3 496999/3 71729629/18 104658718 2945771458 785847748280/9 16183383951883/6", "cleanlist": "True", "n_sing_real": "8", "sol_explicit": "", "n_sing_rational": "4", "n_sing": "8", "laurent": null, "discriminant_tex": "-(9z+1)(2z+1)(z+1)(128z^2+64z-1)(-3-2z+64z^2)^2", "discr_factors": "-9437184, z^2+1/2*z-1/128, (-3/64-1/32*z+z^2)^2, z+1/2, z+1, z+1/9", "dm_basis": null, "q": "0 1 -13 -54 173 -11862 -345054 -9839047 -305425645 -10024615764", "yuk": "1 17/3 1045/3 37160/3 1525973/3 62124892/3 2582304832/3 107693820839/3 4524706485461/3 190961002869200/3", "gv2": null, "gv0": null, "gv1": null, 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