{"count": 7, "status":"OK", "data":[{"pols": "[X^4, -640*(X+1/2)^4-584*(X+1/2)^2-18, 135168*(X+1)^4+118272*(X+1)^2+10128, -131072*(X+3/2)^2*(80*(X+3/2)^2+63), 67108864*(X+2)^2*(2*X+3)*(2*X+5)]", "text": "YY-Operator equivalent to AESZ 39=$A \\ast \\alpha$.", "degz": 4, "h3": null, "sol": "1 204 41820 9022160 2025179100 466941326544 109640857502736 26078280865871040 6262163022415481820 1514784810773910635600", "n_discr_factors": "2", "c3": null, "operator": "4 4 0 0 0 0 1 -204 -904 -1544 -1280 -640 263568 777216 929280 540672 135168 -71663616 -166330368 -149815296 -62914560 -10485760 4026531840 8321499136 6375342080 2147483648 268435456", "new_number": "4.1", "id": 115, "operator_tex": "\\theta^4-2^{2} x\\left(160\\theta^4+320\\theta^3+386\\theta^2+226\\theta+51\\right)+2^{4} 3 x^{2}\\left(2816\\theta^4+11264\\theta^3+19360\\theta^2+16192\\theta+5491\\right)-2^{15} x^{3}(80\\theta^2+240\\theta+243)(2\\theta+3)^2+2^{26} x^{4}(\\theta+2)^2(2\\theta+3)(2\\theta+5)", "superseek": "-32 -8736", "discriminant": "4 1 -640 135168 -10485760 268435456", "aesz": "~39", "n_sing_complex": "0", "inst_int": "", "c2h": null, "hash": "462066f711fc3742db1ea9befa2fe01b", "dim_h": null, "inst": " -32 -284 -8736 -283900 -10041888 -1152289940/3 -15976746016 -698105875068 -31627354130464 -1474104208483292", "cleanlist": "True", "n_sing_real": "3", "sol_explicit": "", "n_sing_rational": "3", "n_sing": "3", "laurent": null, "discriminant_tex": "(256z-1)^2(64z-1)^2", "discr_factors": "268435456, (z-1/64)^2, (z-1/256)^2", "dm_basis": null, "q": "0 1 -88 4140 -203840 8154830 -320933664 11741625528 -434327971328 14542126994661", "yuk": "1 -32 -2304 -235904 -18171904 -1255236032 -82965113856 -5480023883520 -357430226206720 -23056341161344160", "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":"1/256","im":"0","approx_re":"0.00390625","approx_im":"0.0","exponents":["0","-1/2","1","3/2"],"monodromy":[],"monodromy_dm":[]},{"re":"1/64","im":"0","approx_re":"0.015625","approx_im":"0.0","exponents":["0","-1/2","1","3/2"],"monodromy":[],"monodromy_dm":[]},{"re":"infinity","im":"0","approx_re":"0.0","approx_im":"0.0","exponents":["3/2","2","2","5/2"],"monodromy":[],"monodromy_dm":[]}]}, {"pols": "[X^4, -1088*(X+1/2)^4-964*(X+1/2)^2-27, 296448*(X+1)^4+8256*(X+1)^2+192, -1024*(X+3/2)^2*(272*(X+3/2)^2+207), 16384*(X+2)^2*(2*X+3)*(2*X+5)]", "text": "YY-Operator equivalent to AESZ 44=$ A \\ast \\gamma$", "degz": 4, "h3": null, "sol": "1 336 142728 65762368 31568339880 15533012968704 7770174392268288 3933113259549247488 2008605043302914864808 1032883937290818939314560", "n_discr_factors": "1", "c3": null, "operator": "4 4 0 0 0 0 1 -336 -1508 -2596 -2176 -1088 304896 1202304 1786944 1185792 296448 -1886976 -4396032 -3972096 -1671168 -278528 983040 2031616 1556480 524288 65536", "new_number": "4.2", "id": 126, "operator_tex": "\\theta^4-2^{2} x\\left(272\\theta^4+544\\theta^3+649\\theta^2+377\\theta+84\\right)+2^{6} 3 x^{2}\\left(1544\\theta^4+6176\\theta^3+9307\\theta^2+6262\\theta+1588\\right)-2^{8} x^{3}(272\\theta^2+816\\theta+819)(2\\theta+3)^2+2^{14} x^{4}(\\theta+2)^2(2\\theta+3)(2\\theta+5)", "superseek": "-76 -92996", "discriminant": "4 1 -1088 296448 -278528 65536", "aesz": "~44", "n_sing_complex": "1", "inst_int": "", "c2h": null, "hash": "79f5f70bb79e740c1cd7e835ff99a64c", "dim_h": null, "inst": " -76 -2002 -92996 -5555506 -384650592 -87851559442/3 -2382567781700 -203597635374810 -18066930122752784 -1651905878787792656", "cleanlist": "True", "n_sing_real": "1", "sol_explicit": "", "n_sing_rational": "1", "n_sing": "2", "laurent": null, "discriminant_tex": "(1-544z+256z^2)^2", "discr_factors": "65536, (1/256-17/8*z+z^2)^2", "dm_basis": null, "q": "0 1 -164 7902 -175312 1770797 -88925688 -5015603694 -588849979456 -58902911500026", "yuk": "1 -76 -16092 -2510968 -355568476 -48081324076 -6325314806808 -817220749123176 -104241989667471196 -13170792059489290504", "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":"s_1","im":"0","approx_re":"0.0","approx_im":"0.0","exponents":["-1/2","0","1","3/2"],"monodromy":[],"monodromy_dm":[]},{"re":"s_2","im":"0","approx_re":"0.0","approx_im":"0.0","exponents":["-1/2","0","1","3/2"],"monodromy":[],"monodromy_dm":[]},{"re":"17/16-3/4*2^(1/2)","im":"0","approx_re":"0.00184","approx_im":"0.0","exponents":["0","-1/2","1","3/2"],"monodromy":[],"monodromy_dm":[]},{"re":"17/16+3/4*2^(1/2)","im":"0","approx_re":"2.12316","approx_im":"0.0","exponents":["0","-1/2","1","3/2"],"monodromy":[],"monodromy_dm":[]},{"re":"infinity","im":"0","approx_re":"0.0","approx_im":"0.0","exponents":["3/2","2","2","5/2"],"monodromy":[],"monodromy_dm":[]}]}, {"pols": "[X^4, -448*(X+1/2)^4-412*(X+1/2)^2-13, 91648*(X+1)^4+144448*(X+1)^2+12736, -82944*(X+3/2)^2*(112*(X+3/2)^2+89), 107495424*(X+2)^2*(2*X+3)*(2*X+5)]", "text": "YY-Operator equivalent to AESZ 150=$ A \\ast \\delta $", "degz": 4, "h3": null, "sol": "1 144 13320 432320 -127603800 -33213869568 -4622348436992 -369487705466880 6608967774500520 8246344074310742400", "n_discr_factors": "1", "c3": null, "operator": "4 4 0 0 0 0 1 -144 -636 -1084 -896 -448 248832 655488 694336 366592 91648 -63638784 -147557376 -132793344 -55738368 -9289728 6449725440 13329432576 10212065280 3439853568 429981696", "new_number": "4.3", "id": 137, "operator_tex": "\\theta^4-2^{2} x\\left(112\\theta^4+224\\theta^3+271\\theta^2+159\\theta+36\\right)+2^{6} x^{2}\\left(1432\\theta^4+5728\\theta^3+10849\\theta^2+10242\\theta+3888\\right)-2^{8} 3^{4} x^{3}(112\\theta^2+336\\theta+341)(2\\theta+3)^2+2^{14} 3^{8} x^{4}(\\theta+2)^2(2\\theta+3)(2\\theta+5)", "superseek": "-20 5924", "discriminant": "4 1 -448 91648 -9289728 429981696", "aesz": null, "n_sing_complex": "1", "inst_int": "", "c2h": null, "hash": "4163e7dfeb4b46f62bda072d071020fc", "dim_h": null, "inst": " -20 199 5924 82010 -1170848 -92226419 -2051645148 18334803698 2749155476112 79788570171384", "cleanlist": "True", "n_sing_real": "1", "sol_explicit": "", "n_sing_rational": "1", "n_sing": "2", "laurent": null, "discriminant_tex": "(1-224z+20736z^2)^2", "discr_factors": "429981696, (1/20736-7/648*z+z^2)^2", "dm_basis": null, "q": "0 1 -60 4062 -161456 7582509 -281492040 10960968978 -395542087104 14279572541190", "yuk": "1 -20 1572 159928 5250212 -146356020 -19920744984 -703714285784 9387424743588 2004134342245576", "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":"s_1","im":"0","approx_re":"0.0","approx_im":"0.0","exponents":["-1/2","0","1","3/2"],"monodromy":[],"monodromy_dm":[]},{"re":"s_2","im":"0","approx_re":"0.0","approx_im":"0.0","exponents":["-1/2","0","1","3/2"],"monodromy":[],"monodromy_dm":[]},{"re":"7/1296","im":"-1/324*2^(1/2)","approx_re":"0.0054012345679","approx_im":"-0.004365","exponents":["0","-1/2","1","3/2"],"monodromy":[],"monodromy_dm":[]},{"re":"7/1296","im":"1/324*2^(1/2)","approx_re":"0.0054012345679","approx_im":"0.004365","exponents":["0","-1/2","1","3/2"],"monodromy":[],"monodromy_dm":[]},{"re":"infinity","im":"0","approx_re":"0.0","approx_im":"0.0","exponents":["3/2","2","2","5/2"],"monodromy":[],"monodromy_dm":[]}]}, {"pols": "[X^4, -768*(X+1/2)^4-688*(X+1/2)^2-20, 155648*(X+1)^4+33792*(X+1)^2+2560, -65536*(X+3/2)^2*(48*(X+3/2)^2+37), 4194304*(X+2)^2*(2*X+3)*(2*X+5)]", "text": "YY-Operator equivalent to $d \\ast e \\tilde A \\ast \\epsilon$", "degz": 4, "h3": null, "sol": "1 240 69840 22068480 7268490000 2454176533248 842484478035200 292657474471464960 102568871255144271120 36197101681461712992000", "n_discr_factors": "1", "c3": null, "operator": "4 4 0 0 0 0 1 -240 -1072 -1840 -1536 -768 192000 690176 967680 622592 155648 -21381120 -49741824 -44892160 -18874368 -3145728 251658240 520093696 398458880 134217728 16777216", "new_number": "4.4", "id": 148, "operator_tex": "\\theta^4-2^{4} x\\left(48\\theta^4+96\\theta^3+115\\theta^2+67\\theta+15\\right)+2^{9} x^{2}\\left(304\\theta^4+1216\\theta^3+1890\\theta^2+1348\\theta+375\\right)-2^{14} x^{3}(48\\theta^2+144\\theta+145)(2\\theta+3)^2+2^{22} x^{4}(\\theta+2)^2(2\\theta+3)(2\\theta+5)", "superseek": "-48 -32368", "discriminant": "4 1 -768 155648 -3145728 16777216", "aesz": null, "n_sing_complex": "1", "inst_int": "", "c2h": null, "hash": "a0903e578f379289d79849a566639775", "dim_h": null, "inst": " -48 -910 -32368 -1409193 -71439120 -3981781302 -237026585776 -14815169111887 -961469537214592 -64284018963892410", "cleanlist": "True", "n_sing_real": "1", "sol_explicit": "", "n_sing_rational": "1", "n_sing": "2", "laurent": null, "discriminant_tex": "(1-384z+4096z^2)^2", "discr_factors": "16777216, (1/4096-3/32*z+z^2)^2", "dm_basis": null, "q": "0 1 -112 3840 -105472 3238320 -112316928 1366733824 -143396667392 -4299522787176", "yuk": "1 -48 -7328 -873984 -90195680 -8929890048 -860065642496 -81300118921216 -7585366675481824 -700911292630311552", "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":"s_1","im":"0","approx_re":"0.0","approx_im":"0.0","exponents":["-1/2","0","1","3/2"],"monodromy":[],"monodromy_dm":[]},{"re":"s_2","im":"0","approx_re":"0.0","approx_im":"0.0","exponents":["-1/2","0","1","3/2"],"monodromy":[],"monodromy_dm":[]},{"re":"3/64-1/32*2^(1/2)","im":"0","approx_re":"0.002681","approx_im":"0.0","exponents":["0","-1/2","1","3/2"],"monodromy":[],"monodromy_dm":[]},{"re":"3/64+1/32*2^(1/2)","im":"0","approx_re":"0.091069","approx_im":"0.0","exponents":["0","-1/2","1","3/2"],"monodromy":[],"monodromy_dm":[]},{"re":"infinity","im":"0","approx_re":"0.0","approx_im":"0.0","exponents":["3/2","2","2","5/2"],"monodromy":[],"monodromy_dm":[]}]}, {"pols": "[X^4, -576*(X+1/2)^4-516*(X+1/2)^2-15, 69120*(X+1)^4-43200*(X+1)^2-4176, 82944*(X+3/2)^2*(48*(X+3/2)^2+37), 11943936*(X+2)^2*(2*X+3)*(2*X+5)]", "text": "YY-Operator equivalent to $d \\ast e \\tilde A\\st \\epsilon$", "degz": 4, "h3": null, "sol": "1 180 44676 11798640 3241596996 911927850768 260684645619888 75383026726593600 21988913736501928260 6457716149904879040080", "n_discr_factors": "1", "c3": null, "operator": "4 4 0 0 0 0 1 -180 -804 -1380 -1152 -576 21744 190080 371520 276480 69120 27060480 62954496 56816640 23887872 3981312 716636160 1481048064 1134673920 382205952 47775744", "new_number": "4.5", "id": 159, "operator_tex": "\\theta^4-2^{2} 3 x\\left(48\\theta^4+96\\theta^3+115\\theta^2+67\\theta+15\\right)+2^{4} 3^{2} x^{2}\\left(480\\theta^4+1920\\theta^3+2580\\theta^2+1320\\theta+151\\right)+2^{8} 3^{4} x^{3}(48\\theta^2+144\\theta+145)(2\\theta+3)^2+2^{14} 3^{6} x^{4}(\\theta+2)^2(2\\theta+3)(2\\theta+5)", "superseek": "-36 -62596/3", "discriminant": "4 1 -576 69120 3981312 47775744", "aesz": null, "n_sing_complex": "1", "inst_int": "", "c2h": null, "hash": "f5b4785eb6dd46eea771050179115d33", "dim_h": null, "inst": " -36 -756 -62596/3 -839088 -37432800 -5568714004/3 -97940149740 -5432676734880 -312731103096896 -18548876430404064", "cleanlist": "True", "n_sing_real": "1", "sol_explicit": "", "n_sing_rational": "1", "n_sing": "2", "laurent": null, "discriminant_tex": "(-1+288z+6912z^2)^2", "discr_factors": "47775744, (-1/6912+1/24*z+z^2)^2", "dm_basis": null, "q": "0 1 -84 558 79088 -2506251 -15199704 1128529682 -69405940032 -2821201832574", "yuk": "1 -36 -6084 -563400 -53707716 -4679100036 -400947977736 -33593471360856 -2781530541966276 -227980974158200584", "gv2": null, "gv0": null, "gv1": null, "spectrum":[{"re":"-1/48-1/72*3^(1/2)","im":"0","approx_re":"-0.04489","approx_im":"0.0","exponents":["0","-1/2","1","3/2"],"monodromy":[],"monodromy_dm":[]},{"re":"0","im":"0","approx_re":"0.0","approx_im":"0.0","exponents":["0","0","0","0"],"monodromy":[],"monodromy_dm":[]},{"re":"s_1","im":"0","approx_re":"0.0","approx_im":"0.0","exponents":["-1/2","0","1","3/2"],"monodromy":[],"monodromy_dm":[]},{"re":"s_2","im":"0","approx_re":"0.0","approx_im":"0.0","exponents":["-1/2","0","1","3/2"],"monodromy":[],"monodromy_dm":[]},{"re":"-1/48+1/72*3^(1/2)","im":"0","approx_re":"0.003223","approx_im":"0.0","exponents":["0","-1/2","1","3/2"],"monodromy":[],"monodromy_dm":[]},{"re":"infinity","im":"0","approx_re":"0.0","approx_im":"0.0","exponents":["3/2","2","2","5/2"],"monodromy":[],"monodromy_dm":[]}]}, {"pols": "[X^4, -704*(X+1/2)^4-652*(X+1/2)^2-21, 187904*(X+1)^4+228672*(X+1)^2+19824, -128000*(X+3/2)^2*(176*(X+3/2)^2+141), 256000000*(X+2)^2*(2*X+3)*(2*X+5)]", "text": "YY-operator equivalent to AESZ 121 =$b \\ast e \\tilde A \\ast \\eta$", "degz": 4, "h3": null, "sol": "1 228 44716 8258768 1469227500 253733647728 42642370753264 6970600688094528 1105114457148006124 168933127196275073200", "n_discr_factors": "1", "c3": null, "operator": "4 4 0 0 0 0 1 -228 -1004 -1708 -1408 -704 436400 1208960 1356096 751616 187904 -154656000 -358272000 -322176000 -135168000 -22528000 15360000000 31744000000 24320000000 8192000000 1024000000", "new_number": "4.6", "id": 170, "operator_tex": "\\theta^4-2^{2} x\\left(176\\theta^4+352\\theta^3+427\\theta^2+251\\theta+57\\right)+2^{4} x^{2}\\left(11744\\theta^4+46976\\theta^3+84756\\theta^2+75560\\theta+27275\\right)-2^{8} 5^{3} x^{3}(176\\theta^2+528\\theta+537)(2\\theta+3)^2+2^{14} 5^{6} x^{4}(\\theta+2)^2(2\\theta+3)(2\\theta+5)", "superseek": "-28 1036", "discriminant": "4 1 -704 187904 -22528000 1024000000", "aesz": null, "n_sing_complex": "1", "inst_int": "", "c2h": null, "hash": "e42780ff25b428328423d5eea814a37a", "dim_h": null, "inst": " -28 -21 1036 53976 1260496 31899337 507180268 3964357416 -299161562136 -16443487872164", "cleanlist": "True", "n_sing_real": "1", "sol_explicit": "", "n_sing_rational": "1", "n_sing": "2", "laurent": null, "discriminant_tex": "(1-352z+32000z^2)^2", "discr_factors": "1024000000, (1/32000-11/1000*z+z^2)^2", "dm_basis": null, "q": "0 1 -92 6310 -354928 18451201 -887962344 41276142642 -1847354908608 80878912980756", "yuk": "1 -28 -196 27944 3454268 157561972 6890284568 173962831896 2029754451260 -218088778769200", "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":"s_1","im":"0","approx_re":"0.0","approx_im":"0.0","exponents":["-1/2","0","1","3/2"],"monodromy":[],"monodromy_dm":[]},{"re":"s_2","im":"0","approx_re":"0.0","approx_im":"0.0","exponents":["-1/2","0","1","3/2"],"monodromy":[],"monodromy_dm":[]},{"re":"11/2000","im":"-1/1000","approx_re":"0.0055","approx_im":"-0.001","exponents":["0","-1/2","1","3/2"],"monodromy":[],"monodromy_dm":[]},{"re":"11/2000","im":"1/1000","approx_re":"0.0055","approx_im":"0.001","exponents":["0","-1/2","1","3/2"],"monodromy":[],"monodromy_dm":[]},{"re":"infinity","im":"0","approx_re":"0.0","approx_im":"0.0","exponents":["3/2","2","2","5/2"],"monodromy":[],"monodromy_dm":[]}]}, {"pols": "[X^4, -1280*X^4-2560*X^3-2432*X^2-1152*X-240, 393216*X^4+3932160*X^3+5816320*X^2+3768320*X+1130496, 436207616*X^4-2516582400*X^3-6517948416*X^2-5058330624*X-1859125248, -493921239040*X^4+146028888064*X^3+4114578669568*X^2+4041564225536*X+1751541350400, 194613558116352*X^4+857619069665280*X^3-1343328331235328*X^2-1853776604430336*X-996157534765056, 3377699720527872*X^4-638385247179767808*X^3+81064793292668928*X^2+401524054277750784*X+331858997541863424, -42369865294301626368*X^4+214875745421101105152*X^3+115598395235345891328*X^2+19995982345525002240*X-53529785170925715456, 24128341248412093513728*X^4-23021536603989520416768*X^3-32055829514088773320704*X^2-27365744833348119822336*X-190232048260129751040, -7886352026392307506872320*X^4-10455319393073394503122944*X^3-9913427839164102714851328*X^2-3612610359395278588477440*X-1200661678269607295582208, 1713047886393929540558651392*X^4+5428076930069684994430730240*X^3+8543176535761680720354869248*X^2+6805647901520554939008417792*X+2303230359957046320785522688, -249754402925825470460898312192*X^4-1210705358421101908851343491072*X^3-2482379263777008796241468850176*X^2-2451430762794874289368990744576*X-961473211449349958193918246912, 69324642199981295394350956544*(2*X+3)*(164*X^3+810*X^2+1434*X+891), -248459517644732962693353828253696*(X+2)^2*(2*X+3)*(2*X+5)]", "text": "This is operator \"13.5\" from ...", "degz": 13, "h3": null, "sol": "1 240 44304 7503616 1459723536 367730839296 100944978993408 25446669435924480 5685941956548042000 1199414755279751683840", "n_discr_factors": "3", "c3": null, "operator": "4 13 0 0 0 0 1 -240 -1152 -2432 -2560 -1280 1130496 3768320 5816320 3932160 393216 -1859125248 -5058330624 -6517948416 -2516582400 436207616 1751541350400 4041564225536 4114578669568 146028888064 -493921239040 -996157534765056 -1853776604430336 -1343328331235328 857619069665280 194613558116352 331858997541863424 401524054277750784 81064793292668928 -638385247179767808 3377699720527872 -53529785170925715456 19995982345525002240 115598395235345891328 214875745421101105152 -42369865294301626368 -190232048260129751040 -27365744833348119822336 -32055829514088773320704 -23021536603989520416768 24128341248412093513728 -1200661678269607295582208 -3612610359395278588477440 -9913427839164102714851328 -10455319393073394503122944 -7886352026392307506872320 2303230359957046320785522688 6805647901520554939008417792 8543176535761680720354869248 5428076930069684994430730240 1713047886393929540558651392 -961473211449349958193918246912 -2451430762794874289368990744576 -2482379263777008796241468850176 -1210705358421101908851343491072 -249754402925825470460898312192 185304768600550002589100106842112 421771123144686201179231219613696 367281954375500902999271367770112 146413644326360495872869220220928 22738482641593864889347113746432 -14907571058683977761601229695221760 -30808980187946887373975874703458304 -23603654176249631455868613684101120 -7950704564631454806187322504118272 -993838070578931850773415313014784", "new_number": "13.5", "id": 373, "operator_tex": "\\theta^4-2^{4} x\\left(80\\theta^4+160\\theta^3+152\\theta^2+72\\theta+15\\right)+2^{14} x^{2}\\left(24\\theta^4+240\\theta^3+355\\theta^2+230\\theta+69\\right)+2^{20} x^{3}\\left(416\\theta^4-2400\\theta^3-6216\\theta^2-4824\\theta-1773\\right)-2^{28} x^{4}\\left(1840\\theta^4-544\\theta^3-15328\\theta^2-15056\\theta-6525\\right)+2^{38} 3 x^{5}\\left(236\\theta^4+1040\\theta^3-1629\\theta^2-2248\\theta-1208\\right)+2^{47} 3 x^{6}\\left(8\\theta^4-1512\\theta^3+192\\theta^2+951\\theta+786\\right)-2^{53} 3 x^{7}\\left(1568\\theta^4-7952\\theta^3-4278\\theta^2-740\\theta+1981\\right)+2^{60} 3 x^{8}\\left(6976\\theta^4-6656\\theta^3-9268\\theta^2-7912\\theta-55\\right)-2^{70} x^{9}\\left(6680\\theta^4+8856\\theta^3+8397\\theta^2+3060\\theta+1017\\right)+2^{76} x^{10}\\left(22672\\theta^4+71840\\theta^3+113068\\theta^2+90072\\theta+30483\\right)-2^{84} x^{11}\\left(12912\\theta^4+62592\\theta^3+128336\\theta^2+126736\\theta+49707\\right)+2^{93} 7 x^{12}(2\\theta+3)(164\\theta^3+810\\theta^2+1434\\theta+891)-2^{102} 7^{2} x^{13}(\\theta+2)^2(2\\theta+3)(2\\theta+5)", "superseek": "224 4999008", "discriminant": "13 1 -1280 393216 436207616 -493921239040 194613558116352 3377699720527872 -42369865294301626368 24128341248412093513728 -7886352026392307506872320 1713047886393929540558651392 -249754402925825470460898312192 22738482641593864889347113746432 -993838070578931850773415313014784", "aesz": null, "n_sing_complex": "4", "inst_int": "", "c2h": null, "hash": "6d924b9c12ee7379761d409ee75e42ab", "dim_h": null, "inst": " 224 -22712 4999008 -855952448 199163179936 -53623886987352 14508663979369952 -4181788885349205056 1262106790700693848320 -389795261431691959411304", "cleanlist": "True", "n_sing_real": "3", "sol_explicit": "", "n_sing_rational": "2", "n_sing": "7", "laurent": null, "discriminant_tex": "-(65536z^2-256z+1)^2(117440512z^3-196608z^2+1)^2(256z-1)^3", "discr_factors": "-993838070578931850773415313014784, (z^3-3/1792*z^2+1/117440512)^2, (z-1/256)^3, (z^2-1/256*z+1/65536)^2", "dm_basis": null, "q": "0 1 -192 51296 -15951872 4939324976 -1598313617408 535361648681472 -182102770349637632 62981390560055417496", "yuk": "1 224 -181472 134973440 -54781138144 24895397492224 -11582759454476288 4976471744923893760 -2141075909353574126816 920075850420805950398720", "gv2": null, "gv0": null, "gv1": null, "spectrum":[{"re":"-1/3584*(188+84*5^(1/2))^(1/3)-1/896/(188+84*5^(1/2))^(1/3)+1/1792","im":"0","approx_re":"-0.00161","approx_im":"0.0","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":"1/7168*(188+84*5^(1/2))^(1/3)+1/1792/(188+84*5^(1/2))^(1/3)+1/1792","im":"1/512*3^(1/2)*(-1/14*(188+84*5^(1/2))^(1/3)+2/7/(188+84*5^(1/2))^(1/3))","approx_re":"0.001642","approx_im":"-0.00161","exponents":["0","1","3","4"],"monodromy":[],"monodromy_dm":[]},{"re":"1/7168*(188+84*5^(1/2))^(1/3)+1/1792/(188+84*5^(1/2))^(1/3)+1/1792","im":"-1/512*3^(1/2)*(-1/14*(188+84*5^(1/2))^(1/3)+2/7/(188+84*5^(1/2))^(1/3))","approx_re":"0.001642","approx_im":"0.00161","exponents":["0","1","3","4"],"monodromy":[],"monodromy_dm":[]},{"re":"1/512","im":"-1/512*3^(1/2)","approx_re":"0.001953125","approx_im":"-0.003383","exponents":["0","1/2","1/2","1"],"monodromy":[],"monodromy_dm":[]},{"re":"1/512","im":"1/512*3^(1/2)","approx_re":"0.001953125","approx_im":"0.003383","exponents":["0","1/2","1/2","1"],"monodromy":[],"monodromy_dm":[]},{"re":"1/256","im":"0","approx_re":"0.00390625","approx_im":"0.0","exponents":["0","0","0","0"],"monodromy":[],"monodromy_dm":[]},{"re":"infinity","im":"0","approx_re":"0.0","approx_im":"0.0","exponents":["3/2","2","2","5/2"],"monodromy":[],"monodromy_dm":[]}]}]}